diff --git a/.github/ci-hpc-config.yml b/.github/ci-hpc-config.yml
index 135774d..e945fa3 100644
--- a/.github/ci-hpc-config.yml
+++ b/.github/ci-hpc-config.yml
@@ -13,6 +13,10 @@ build:
   python_dependencies:
   - ecmwf/eccodes-python@develop
   - ecmwf/pyodc@develop
+  - ecmwf/earthkit-utils@develop
+  - ecmwf/earthkit-hydro@develop
+  - ecmwf/earthkit-data@develop
+  - ecmwf/earthkit-meteo@develop
   env:
   - ECCODES_SAMPLES_PATH=$ECCODES_DIR/share/eccodes/samples
   - ECCODES_DEFINITION_PATH=$ECCODES_DIR/share/eccodes/definitions
diff --git a/.github/workflows/legacy-ci.yml b/.github/workflows/legacy-ci.yml
deleted file mode 100644
index 68d70a8..0000000
--- a/.github/workflows/legacy-ci.yml
+++ /dev/null
@@ -1,53 +0,0 @@
-name: legacy-ci
-
-on:
-  push:
-    branches:
-    - main
-    - develop
-    tags:
-    - "*"
-  pull_request:
-    branches:
-    - main
-    - develop
-  pull_request_target:
-    types: [labeled]
-  workflow_dispatch:
-
-concurrency:
-  group: ${{ github.workflow }}-${{ github.ref }}
-  cancel-in-progress: true
-
-defaults:
-  run:
-    shell: bash -l {0}
-
-jobs:
-  documentation:
-    if: ${{ !github.event.pull_request.head.repo.fork && github.event.action != 'labeled' || github.event.label.name == 'approved-for-ci' }}
-    runs-on: ubuntu-latest
-    defaults:
-      run:
-        shell: bash -l {0}
-
-    steps:
-    - uses: actions/checkout@v3
-      with:
-        ref: ${{ github.event.pull_request.head.sha || github.ref }}
-    - name: Install Conda environment with Micromamba
-      uses: mamba-org/setup-micromamba@v1
-      with:
-        environment-file: tests/environment-docs-tests.yml
-        environment-name: DEVELOP
-        channels: conda-forge
-        cache-environment: true
-        cache-env-key: ubuntu-latest-3.10-no-eccodes
-        create-args: >-
-          python=3.10
-    - name: Install package
-      run: |
-        python -m pip install --no-deps -e .
-    - name: Build documentation
-      run: |
-        make docs-build
diff --git a/.github/workflows/notify-new-issue.yml b/.github/workflows/notify-new-issue.yml
deleted file mode 100644
index e447951..0000000
--- a/.github/workflows/notify-new-issue.yml
+++ /dev/null
@@ -1,15 +0,0 @@
-# name: Notify new issue
-
-# on:
-#   issues:
-#     types:
-#     - "opened"
-
-# jobs:
-#   notify:
-#     runs-on: ubuntu-latest
-#     steps:
-#     - name: Notify new issue
-#       uses: ecmwf/notify-teams-issue@v1
-#       with:
-#         incoming_webhook: ${{ secrets.MS_TEAMS_INCOMING_WEBHOOK }}
diff --git a/.github/workflows/notify-new-pr.yml b/.github/workflows/notify-new-pr.yml
deleted file mode 100644
index 241537e..0000000
--- a/.github/workflows/notify-new-pr.yml
+++ /dev/null
@@ -1,15 +0,0 @@
-# name: Notify new PR
-
-# on:
-#   pull_request_target:
-#     types:
-#     - "opened"
-
-# jobs:
-#   notify:
-#     runs-on: ubuntu-latest
-#     steps:
-#     - name: Notify new PR
-#       uses: ecmwf/notify-teams-pr@v1
-#       with:
-#         incoming_webhook: ${{ secrets.MS_TEAMS_INCOMING_WEBHOOK }}
diff --git a/.readthedocs.yml b/.readthedocs.yml
index 56a1ea1..34c3539 100644
--- a/.readthedocs.yml
+++ b/.readthedocs.yml
@@ -3,7 +3,7 @@ formats: []
 build:
   os: "ubuntu-22.04"
   tools:
-    python: "3.9"
+    python: "3.11"
 python:
   install:
   - requirements: docs/requirements.txt
diff --git a/LICENCE b/LICENSE
similarity index 100%
rename from LICENCE
rename to LICENSE
diff --git a/Makefile b/Makefile
index 52d27b3..25c68ca 100644
--- a/Makefile
+++ b/Makefile
@@ -13,18 +13,3 @@ qa:
 
 unit-tests:
 	cd .. && python -m pytest earthkit -vv --cov=. --cov-report=$(COV_REPORT) && cd -
-
-type-check:
-	python -m mypy .
-
-conda-env-update:
-	$(CONDA) env update $(CONDAFLAGS) -f environment.yml
-
-docker-build:
-	docker build -t $(PROJECT) .
-
-docker-run:
-	docker run --rm -ti -v $(PWD):/srv $(PROJECT)
-
-docs-build:
-	cd docs && rm -fr _api && make clean && make html
diff --git a/README.md b/README.md
index 12dd5c8..1ec9e3e 100644
--- a/README.md
+++ b/README.md
@@ -5,24 +5,6 @@
   </picture>
 </p>
 
-<p align="center">
-  <a href="https://github.com/ecmwf/codex/raw/refs/heads/main/ESEE">
-    <img src="https://github.com/ecmwf/codex/raw/refs/heads/main/ESEE/foundation_badge.svg" alt="ECMWF Software EnginE">
-  </a>
-  <a href="https://github.com/ecmwf/codex/raw/refs/heads/main/Project Maturity">
-    <img src="https://github.com/ecmwf/codex/raw/refs/heads/main/Project Maturity/incubating_badge.svg" alt="Maturity Level">
-  </a>
-  <!-- <a href="https://codecov.io/gh/ecmwf/earthkit">
-    <img src="https://codecov.io/gh/ecmwf/earthkit/branch/main/graph/badge.svg" alt="Code Coverage">
-  </a> -->
-  <a href="https://opensource.org/licenses/apache-2-0">
-    <img src="https://img.shields.io/badge/Licence-Apache 2.0-blue.svg" alt="Licence">
-  </a>
-  <a href="https://github.com/ecmwf/earthkit/releases">
-    <img src="https://img.shields.io/github/v/release/ecmwf/earthkit?color=purple&label=Release" alt="Latest Release">
-  </a>
-</p>
-
 <p align="center">
   <!-- <a href="#quick-start">Quick Start</a>
   • -->
@@ -32,7 +14,7 @@
 </p>
 
 > \[!IMPORTANT\]
-> This software is **Incubating** and subject to ECMWF's guidelines on [Software Maturity](https://github.com/ecmwf/codex/raw/refs/heads/main/Project%20Maturity).
+> This software is **Graduated** and subject to ECMWF's guidelines on [Software Maturity](https://github.com/ecmwf/codex/raw/refs/heads/main/Project%20Maturity).
 
 **earthkit** is an open-source project led by ECMWF, providing powerful tools for speeding up weather and climate science workflows by simplifying data access, processing, analysis, visualisation and much more.
 
@@ -41,8 +23,7 @@
 | | | |
 |:-------------------------:|:-------------------------:|:-------------------------:|
 | <a href="https://github.com/ecmwf/earthkit-data"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-data-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-data-light.svg"></picture></a> | <a href="https://github.com/ecmwf/earthkit-plots"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-plots-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-plots-light.svg"></picture></a> | <a href="https://github.com/ecmwf/earthkit-meteo"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-meteo-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-meteo-light.svg"></picture></a> |
-| <a href="https://github.com/ecmwf/earthkit-regrid"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-regrid-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-regrid-light.svg"></picture></a> | <a href="https://github.com/ecmwf/earthkit-climate"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-climate-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-climate-light.svg"></picture></a> | <a href="https://github.com/ecmwf/earthkit-geo"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-geo-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-geo-light.svg"></picture></a> |
-| <a href="https://github.com/ecmwf/earthkit-time"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-time-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-time-light.svg"></picture></a> | <a href="https://github.com/ecmwf/earthkit-transforms"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-transforms-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-transforms-light.svg"></picture></a> | <a href="https://github.com/ecmwf/earthkit-hydro"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-hydro-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-hydro-light.svg"></picture></a> |
+| <a href="https://github.com/ecmwf/earthkit-geo"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-geo-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-geo-light.svg"></picture></a> | <a href="https://github.com/ecmwf/earthkit-transforms"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-transforms-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-transforms-light.svg"></picture></a> | <a href="https://github.com/ecmwf/earthkit-hydro"><picture><source srcset="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-hydro-dark.svg" media="(prefers-color-scheme: dark)"><img src="https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-hydro-light.svg"></picture></a> |
 
 <!-- ## Quick Start -->
 
@@ -54,8 +35,6 @@ Install from PyPI:
 pip install earthkit
 ```
 
-More details can be found at https://earthkit.readthedocs.io/en/latest/install.html.
-
 ## Licence
 
 ```
diff --git a/docs/_static/book.svg b/docs/_static/book.svg
new file mode 100644
index 0000000..bdbe955
--- /dev/null
+++ b/docs/_static/book.svg
@@ -0,0 +1 @@
+<svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" class="icon icon-tabler icons-tabler-outline icon-tabler-book"><path stroke="none" d="M0 0h24v24H0z" fill="none"/><path d="M3 19a9 9 0 0 1 9 0a9 9 0 0 1 9 0" /><path d="M3 6a9 9 0 0 1 9 0a9 9 0 0 1 9 0" /><path d="M3 6l0 13" /><path d="M12 6l0 13" /><path d="M21 6l0 13" /></svg>
diff --git a/docs/_static/custom.css b/docs/_static/custom.css
new file mode 100644
index 0000000..cbd43ec
--- /dev/null
+++ b/docs/_static/custom.css
@@ -0,0 +1,129 @@
+@import url("https://fonts.googleapis.com/css2?family=Nunito:ital,wght@0,200..1000;1,200..1000&display=swap");
+
+:root {
+  --font-stack: "Nunito", sans-serif;
+  --font-stack--monospace: "Nunito", sans-serif;
+}
+
+body {
+  font-family: "Nunito", sans-serif;
+}
+
+h1, h2, h3, h4, h5, h6 {
+  font-family: "Nunito", sans-serif;
+}
+
+/* Sidebar solid background colour */
+.sidebar-drawer {
+  background: #262640;
+}
+
+/* SVG overlay – absolute on mobile so it collapses with the drawer */
+.sidebar-drawer::before {
+  content: "";
+  position: absolute;
+  top: 0;
+  left: 0;
+  width: 100%;
+  height: 100%;
+  background: url("octahedral-grid.svg") no-repeat top center / auto 150vh;
+  opacity: 0.08;
+  pointer-events: none;
+  z-index: 0;
+}
+
+/*
+  On desktop, switch the overlay to position: fixed so it stays in place
+  while scrolling (avoids background-attachment:fixed Safari flicker).
+  Width values mirror Furo's own sidebar-drawer widths at each breakpoint.
+*/
+@media screen and (min-width: 63em) {
+  .sidebar-drawer::before {
+    position: fixed;
+    top: 0;
+    left: 0;
+    width: calc(50% - 18.5em);
+    min-width: 15em;
+    height: 100vh;
+  }
+}
+
+@media screen and (min-width: 82em) {
+  .sidebar-drawer::before {
+    width: calc(50% - 26em);
+  }
+}
+
+/* ── xarray dark-mode fix for Furo "auto" theme ──────────────────────
+   xarray's inline <style> only targets explicit body[data-theme="dark"],
+   but Furo's auto mode keeps data-theme="auto" and relies on
+   @media (prefers-color-scheme: dark).  Mirror the dark palette here
+   so xarray widgets remain readable when the OS is in dark mode.
+   ─────────────────────────────────────────────────────────────────── */
+@media (prefers-color-scheme: dark) {
+  body:not([data-theme="light"]) {
+    --xr-font-color0: rgba(255, 255, 255, 1);
+    --xr-font-color2: rgba(255, 255, 255, 0.54);
+    --xr-font-color3: rgba(255, 255, 255, 0.38);
+    --xr-border-color: #555;
+    --xr-disabled-color: #888;
+    --xr-background-color: var(--color-background-primary, #131416);
+    --xr-background-color-row-even: var(--color-background-secondary, #1a1c1e);
+    --xr-background-color-row-odd: var(--color-background-hover, #1e2124);
+  }
+}
+
+/* Dropdown container in the brand slot (above search bar) */
+.ek-project-selector-brand {
+  padding: 0.4rem 0.75rem 0.6rem;
+}
+
+/* Related projects dropdown */
+.ek-project-selector {
+  display: flex;
+  align-items: center;
+  gap: 0.4rem;
+}
+
+.ek-project-selector select {
+  flex: 1;
+  min-width: 0;
+  background: #131320;
+  color: #fff;
+  border: 1px solid #444;
+  border-radius: 4px;
+  padding: 0.3rem 0.4rem;
+  font-size: 0.8rem;
+  font-family: inherit;
+  cursor: pointer;
+  outline: none;
+  appearance: auto;
+}
+
+.ek-project-selector select:focus {
+  border-color: #FCE54B;
+}
+
+/* Homepage card styling */
+.sd-card .sd-card-img-top {
+  height: 100px;
+  width: auto;
+  object-fit: contain;
+  margin: 1rem auto 0 auto;
+  display: block;
+  background: transparent;
+  filter: brightness(0.8) invert(0.1);
+  transition: filter 0.2s ease;
+}
+
+/* Dark mode when user explicitly selects dark */
+[data-theme="dark"] .sd-card .sd-card-img-top {
+  filter: invert(1) brightness(0.6);
+}
+
+/* Dark mode when theme = auto and system prefers dark */
+@media (prefers-color-scheme: dark) {
+  body:not([data-theme="light"]) .sd-card .sd-card-img-top {
+    filter: invert(1) brightness(0.6);
+  }
+}
diff --git a/docs/_static/custom.js b/docs/_static/custom.js
new file mode 100644
index 0000000..c17c390
--- /dev/null
+++ b/docs/_static/custom.js
@@ -0,0 +1,44 @@
+document.addEventListener("DOMContentLoaded", function () {
+  // Packages list is injected at build time from earthkit-packages.yml via earthkit-packages.js
+  var packages = window.earthkitPackages || [];
+  if (!packages.length) return;
+
+  // Build the <select> from the YAML-derived packages list
+  var select = document.createElement("select");
+  select.setAttribute("aria-label", "Select earthkit documentation");
+
+  // Placeholder option
+  var placeholder = document.createElement("option");
+  placeholder.value = "";
+  placeholder.textContent = "Explore the earthkit ecosystem";
+  placeholder.disabled = true;
+  placeholder.selected = true;
+  select.appendChild(placeholder);
+
+  packages.forEach(function (p) {
+    var opt = document.createElement("option");
+    opt.value = p.url;
+    opt.textContent = p.name;
+    select.appendChild(opt);
+  });
+
+  // Navigate immediately on selection
+  select.addEventListener("change", function () {
+    var url = select.value;
+    if (url) {
+      window.location.href = url;
+      select.value = "";
+    }
+  });
+
+  // Wrapper div
+  var wrapper = document.createElement("div");
+  wrapper.className = "ek-project-selector";
+  wrapper.appendChild(select);
+
+  // Mount into the brand placeholder above the search bar
+  var mount = document.getElementById("ek-project-selector-mount");
+  if (mount) {
+    mount.appendChild(wrapper);
+  }
+});
diff --git a/docs/_static/earthkit-dark.svg b/docs/_static/earthkit-dark.svg
new file mode 100644
index 0000000..76eacff
--- /dev/null
+++ b/docs/_static/earthkit-dark.svg
@@ -0,0 +1,157 @@
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<!-- Created with Inkscape (http://www.inkscape.org/) -->
+
+<svg
+   width="104.77146mm"
+   height="31.75mm"
+   viewBox="0 0 104.77146 31.75"
+   version="1.1"
+   id="svg1"
+   sodipodi:docname="earthkit-dark.svg"
+   inkscape:version="1.3 (0e150ed, 2023-07-21)"
+   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+   xmlns="http://www.w3.org/2000/svg"
+   xmlns:svg="http://www.w3.org/2000/svg">
+  <sodipodi:namedview
+     id="namedview1"
+     pagecolor="#ffffff"
+     bordercolor="#000000"
+     borderopacity="0.25"
+     inkscape:showpageshadow="2"
+     inkscape:pageopacity="0.0"
+     inkscape:pagecheckerboard="0"
+     inkscape:deskcolor="#d1d1d1"
+     inkscape:document-units="mm"
+     inkscape:zoom="3.3638608"
+     inkscape:cx="236.63286"
+     inkscape:cy="26.309055"
+     inkscape:window-width="1472"
+     inkscape:window-height="916"
+     inkscape:window-x="1451"
+     inkscape:window-y="252"
+     inkscape:window-maximized="0"
+     inkscape:current-layer="layer1" />
+  <defs
+     id="defs1">
+    <rect
+       x="297.27747"
+       y="98.696114"
+       width="252.09129"
+       height="79.670357"
+       id="rect12" />
+  </defs>
+  <g
+     inkscape:label="Layer 1"
+     inkscape:groupmode="layer"
+     id="layer1"
+     transform="translate(-30.975453,-17.719192)">
+    <path
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68.220022,16.201944 68.321128,15.762816 77.029055,24.529251 85.635579,33.1936 85.571469,33.169763 87.036123,28.25 Z M 127.25,28.790034 c 4.76245,-1.409878 4.71459,-1.758704 -0.86904,-6.334063 -2.54047,-2.081724 -5.67001,-4.835932 -6.95454,-6.120462 C 118.14189,15.050979 116.88632,14 116.63627,14 c -0.85859,0 -2.92275,13.811064 -2.30483,15.42134 l 0.61796,1.610386 4.2753,-0.56577 c 2.35142,-0.311173 5.9628,-1.065338 8.0253,-1.675922 z M 209.92064,27.75 C 216.38775,24.883784 216.32101,24.404027 208.5,17.537559 L 202,11.830876 V 20.915438 30 h 1.42195 c 0.78207,0 3.70648,-1.0125 6.49869,-2.25 z m -97.8617,-6.828547 c 0.69817,-9.270111 0.39978,-9.622899 -6.8692,-8.121516 C 101.99417,13.459972 98.394197,14 97.189805,14 c -3.500667,0 -2.644419,1.422286 5.060195,8.405327 8.76277,7.942098 9.10291,7.890644 9.80894,-1.483874 z m 86.87077,-1.089666 C 199.05838,9.4552666 198.74845,9.3437852 186.25,15.270939 c -2.99436,1.420017 -3.03105,1.35368 4.51637,8.164484 l 6.57737,5.935422 0.75785,-1.935422 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15,12.708164 l 1.5,-0.280917 z m 169.17414,0.10536 c -0.0275,-2.2544 -7.60472,-11.3961173 -8.61143,-10.3894126 -0.30864,0.308645 -0.10662,2.0538236 0.44895,3.8781746 0.55556,1.824351 1.29185,5.29908 1.6362,7.72162 0.34435,2.422539 0.90685,4.858895 1.25,5.414124 0.91412,1.479077 5.3078,-4.037302 5.27628,-6.624506 z m -78.75011,2.809449 C 228.57542,18.130712 231.175,16.549602 232,15.990108 l 1.5,-1.017263 -6,-5.4846174 C 219.65518,2.3172527 218.29546,4.0543897 220.64185,18.25 c 0.73569,4.450924 0.27925,4.348399 5.58131,1.253685 z M 296,20.36602 C 296,17.822405 291.98156,3 291.29197,3 286.01323,3 285.37514,11.603282 290.25,17.048904 294.87687,22.2175 296,22.865423 296,20.36602 Z M 217.88976,14.25 C 217.64647,8.632916 216.68707,4.0841273 215.33063,2.116448 214.81156,1.3634634 204,7.1674892 204,8.1991315 c 0,1.1822921 12.03256,12.6877005 13.34106,12.7565895 0.46259,0.02435 0.7095,-2.993221 0.5487,-6.705721 z m -48.45634,3.621531 c 3.33662,-1.170658 6.23171,-2.273286 6.43353,-2.450285 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+       id="path1" />
+  </g>
+</svg>
diff --git a/docs/_static/rocket.svg b/docs/_static/rocket.svg
new file mode 100644
index 0000000..abe260b
--- /dev/null
+++ b/docs/_static/rocket.svg
@@ -0,0 +1 @@
+<svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" class="icon icon-tabler icons-tabler-outline icon-tabler-rocket"><path stroke="none" d="M0 0h24v24H0z" fill="none"/><path d="M4 13a8 8 0 0 1 7 7a6 6 0 0 0 3 -5a9 9 0 0 0 6 -8a3 3 0 0 0 -3 -3a9 9 0 0 0 -8 6a6 6 0 0 0 -5 3" /><path d="M7 14a6 6 0 0 0 -3 6a6 6 0 0 0 6 -3" /><path d="M14 9a1 1 0 1 0 2 0a1 1 0 1 0 -2 0" /></svg>
diff --git a/docs/_static/style.css b/docs/_static/style.css
index b209d02..99aefc8 100644
--- a/docs/_static/style.css
+++ b/docs/_static/style.css
@@ -1,9 +1,230 @@
+@import url("https://fonts.googleapis.com/css2?family=Nunito:ital,wght@0,200..1000;1,200..1000&display=swap");
+
+:root {
+    --font-stack: "Nunito", sans-serif;
+    --font-stack--monospace: "Nunito", sans-serif;
+}
+
+body {
+    font-family: "Nunito", sans-serif;
+}
+
+h1,
+h2,
+h3,
+h4,
+h5,
+h6 {
+    font-family: "Nunito", sans-serif;
+}
+
+
+
+
+/* Sidebar solid background colour */
+.sidebar-drawer {
+    background: #262640;
+}
+
+/* SVG overlay – absolute on mobile so it collapses with the drawer */
+.sidebar-drawer::before {
+    content: "";
+    position: absolute;
+    top: 0;
+    left: 0;
+    width: 100%;
+    height: 100%;
+    background: url("octahedral-grid.svg") no-repeat top center / auto 150vh;
+    opacity: 0.08;
+    pointer-events: none;
+    z-index: 0;
+}
+
+/*
+  On desktop, switch the overlay to position: fixed so it stays in place
+  while scrolling (avoids background-attachment:fixed Safari flicker).
+  Width values mirror Furo's own sidebar-drawer widths at each breakpoint.
+*/
+@media screen and (min-width: 63em) {
+    .sidebar-drawer::before {
+        position: fixed;
+        top: 0;
+        left: 0;
+        width: calc(50% - 18.5em);
+        min-width: 15em;
+        height: 100vh;
+    }
+}
+
+@media screen and (min-width: 82em) {
+    .sidebar-drawer::before {
+        width: calc(50% - 26em);
+    }
+}
+
+
+/* ── xarray dark-mode fix for Furo "auto" theme ──────────────────────
+   xarray's inline <style> only targets explicit body[data-theme="dark"],
+   but Furo's auto mode keeps data-theme="auto" and relies on
+   @media (prefers-color-scheme: dark).  Mirror the dark palette here
+   so xarray widgets remain readable when the OS is in dark mode.
+   ─────────────────────────────────────────────────────────────────── */
+@media (prefers-color-scheme: dark) {
+    body:not([data-theme="light"]) {
+        --xr-font-color0: rgba(255, 255, 255, 1);
+        --xr-font-color2: rgba(255, 255, 255, 0.54);
+        --xr-font-color3: rgba(255, 255, 255, 0.38);
+        --xr-border-color: #555;
+        --xr-disabled-color: #888;
+        --xr-background-color: var(--color-background-primary, #131416);
+        --xr-background-color-row-even: var(--color-background-secondary, #1a1c1e);
+        --xr-background-color-row-odd: var(--color-background-hover, #1e2124);
+    }
+}
+
+/* Also cover the explicit dark toggle (belt-and-suspenders) */
+body[data-theme="dark"] {
+    --xr-font-color0: rgba(255, 255, 255, 1);
+    --xr-font-color2: rgba(255, 255, 255, 0.54);
+    --xr-font-color3: rgba(255, 255, 255, 0.38);
+    --xr-border-color: #555;
+    --xr-disabled-color: #888;
+    --xr-background-color: var(--color-background-primary, #131416);
+    --xr-background-color-row-even: var(--color-background-secondary, #1a1c1e);
+    --xr-background-color-row-odd: var(--color-background-hover, #1e2124);
+}
+
+
+/* ── pandas DataFrame dark-mode fix for Furo "auto" theme ────────────
+   Pandas HTML tables use class="dataframe" with no dark-mode awareness.
+   Override text, background, and border colours so tables stay readable.
+   ─────────────────────────────────────────────────────────────────── */
+@media (prefers-color-scheme: dark) {
+    body:not([data-theme="light"]) table.dataframe {
+        color: rgba(255, 255, 255, 0.87);
+        border-color: #555;
+    }
+
+    body:not([data-theme="light"]) table.dataframe th {
+        background-color: var(--color-background-secondary, #1a1c1e);
+        color: rgba(255, 255, 255, 0.87);
+        border-color: #555;
+    }
+
+    body:not([data-theme="light"]) table.dataframe td {
+        background-color: var(--color-background-primary, #131416);
+        color: rgba(255, 255, 255, 0.87);
+        border-color: #555;
+    }
+
+    body:not([data-theme="light"]) table.dataframe tbody tr:nth-child(odd) td {
+        background-color: var(--color-background-hover, #1e2124);
+    }
+
+    body:not([data-theme="light"]) table.dataframe tbody tr:hover td {
+        background-color: #2a2d31;
+    }
+}
+
+body[data-theme="dark"] table.dataframe {
+    color: rgba(255, 255, 255, 0.87);
+    border-color: #555;
+}
+
+body[data-theme="dark"] table.dataframe th {
+    background-color: var(--color-background-secondary, #1a1c1e);
+    color: rgba(255, 255, 255, 0.87);
+    border-color: #555;
+}
+
+body[data-theme="dark"] table.dataframe td {
+    background-color: var(--color-background-primary, #131416);
+    color: rgba(255, 255, 255, 0.87);
+    border-color: #555;
+}
+
+body[data-theme="dark"] table.dataframe tbody tr:nth-child(odd) td {
+    background-color: var(--color-background-hover, #1e2124);
+}
+
+body[data-theme="dark"] table.dataframe tbody tr:hover td {
+    background-color: #2a2d31;
+}
+
+
+
+@media (prefers-color-scheme: dark) {
+    body:not([data-theme="light"]) table.eh-table {
+        color: rgba(255, 255, 255, 0.87);
+        border-color: #555;
+    }
+
+    body:not([data-theme="light"]) table.eh-table th {
+        background-color: var(--color-background-secondary, #1a1c1e);
+        color: rgba(255, 255, 255, 0.87);
+        border-color: #555;
+    }
+
+    body:not([data-theme="light"]) table.eh-table td {
+        background-color: var(--color-background-primary, #131416);
+        color: rgba(255, 255, 255, 0.87);
+        border-color: #555;
+    }
+
+    body:not([data-theme="light"]) table.eh-table tbody tr:nth-child(odd) td {
+        background-color: var(--color-background-hover, #1e2124);
+    }
+
+    body:not([data-theme="light"]) table.eh-table tbody tr:hover td {
+        background-color: #2a2d31;
+    }
+}
+
+body[data-theme="dark"] table.eh-table {
+    color: rgba(255, 255, 255, 0.87);
+    border-color: #555;
+}
+
+body[data-theme="dark"] table.eh-table th {
+    background-color: var(--color-background-secondary, #1a1c1e);
+    color: rgba(255, 255, 255, 0.87);
+    border-color: #555;
+}
+
+body[data-theme="dark"] table.eh-table td {
+    background-color: var(--color-background-primary, #131416);
+    color: rgba(255, 255, 255, 0.87);
+    border-color: #555;
+}
+
+body[data-theme="dark"] table.eh-table tbody tr:nth-child(odd) td {
+    background-color: var(--color-background-hover, #1e2124);
+}
+
+body[data-theme="dark"] table.eh-table tbody tr:hover td {
+    background-color: #2a2d31;
+}
+
+
+
+
+.nboutput .stderr {
+    display: none;
+}
+
+.wy-table-responsive table td,
+.wy-table-responsive table th {
+    white-space: inherit;
+}
+
+
+
+/*
+
 .wy-side-nav-search {
     background-color: #5d89bb;
 }
 
-/*There is a clash between xarray notebook styles and readthedoc*/
-
 .rst-content dl.xr-attrs dt {
     all: revert;
     font-size: 95%;
@@ -23,28 +244,10 @@
     white-space: inherit;
 }
 
-/*
-.wy-table-responsive table td,
-.wy-table-responsive table th {
-    white-space: normal !important;
-    vertical-align: top !important;
-}
-
-.wy-table-responsive {
-    margin-bottom: 24px;
-    max-width: 100%;
-    overflow: visible;
-} */
 
-/* Hide notebooks warnings */
-.nboutput .stderr {
-    display: none;
-}
-
-/*
-Set logo size
-*/
 .wy-side-nav-search .wy-dropdown>a img.logo,
 .wy-side-nav-search>a img.logo {
     width: 180px;
 }
+
+*/
diff --git a/docs/_templates/autosummary/function.rst b/docs/_templates/autosummary/function.rst
new file mode 100644
index 0000000..7dea813
--- /dev/null
+++ b/docs/_templates/autosummary/function.rst
@@ -0,0 +1,5 @@
+{{ objname | escape | underline}}
+
+.. currentmodule:: {{ module }}
+
+.. autofunction:: {{ objname }}
diff --git a/docs/_templates/furo/sidebar/brand.html b/docs/_templates/furo/sidebar/brand.html
new file mode 100644
index 0000000..79ddfc3
--- /dev/null
+++ b/docs/_templates/furo/sidebar/brand.html
@@ -0,0 +1,14 @@
+{# Override Furo's sidebar brand to show logo + package selector mount point #}
+<a class="sidebar-brand" href="{{ pathto(master_doc) }}">
+  <div class="sidebar-logo-container">
+    {% if theme_light_logo %}
+      <img class="sidebar-logo only-light" src="{{ pathto('_static/' ~ theme_light_logo, 1) }}" alt="{{ project }}" />
+    {% endif %}
+    {% if theme_dark_logo %}
+      <img class="sidebar-logo only-dark" src="{{ pathto('_static/' ~ theme_dark_logo, 1) }}" alt="{{ project }}" />
+    {% elif theme_light_logo %}
+      <img class="sidebar-logo only-dark" src="{{ pathto('_static/' ~ theme_light_logo, 1) }}" alt="{{ project }}" />
+    {% endif %}
+  </div>
+</a>
+<div id="ek-project-selector-mount" class="ek-project-selector-brand"></div>
diff --git a/docs/_templates/sidebar/brand.html b/docs/_templates/sidebar/brand.html
new file mode 100644
index 0000000..7868233
--- /dev/null
+++ b/docs/_templates/sidebar/brand.html
@@ -0,0 +1,14 @@
+{# Earthkit sidebar brand: clickable logo + package selector mount point #}
+<a class="sidebar-brand" href="{{ pathto(master_doc) }}">
+  {%- if theme_light_logo and theme_dark_logo %}
+  <div class="sidebar-logo-container">
+    <img class="sidebar-logo only-light" src="{{ pathto('_static/' + theme_light_logo, 1) }}" alt="{{ project }}"/>
+    <img class="sidebar-logo only-dark" src="{{ pathto('_static/' + theme_dark_logo, 1) }}" alt="{{ project }}"/>
+  </div>
+  {%- elif theme_light_logo %}
+  <div class="sidebar-logo-container">
+    <img class="sidebar-logo" src="{{ pathto('_static/' + theme_light_logo, 1) }}" alt="{{ project }}"/>
+  </div>
+  {%- endif %}
+</a>
+<div id="ek-project-selector-mount" class="ek-project-selector-brand"></div>
diff --git a/docs/components_overview.rst b/docs/components_overview.rst
index 0d8f612..ca22437 100644
--- a/docs/components_overview.rst
+++ b/docs/components_overview.rst
@@ -32,14 +32,6 @@ This is the summary of the available ``earthkit`` components.
       - Visualisation tools and templates.
       - .. image:: https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-plots-light.svg
           :width: 180px
-    * - :xref:`earthkit-regrid`
-      - Regridding of geospatial data.
-      - .. image:: https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-regrid-light.svg
-          :width: 180px
-    * - :xref:`earthkit-time`
-      - Manipulation of dates and time for weather forecasting.
-      - .. image:: https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-time-light.svg
-          :width: 180px
     * - :xref:`earthkit-transforms`
       - Aggregation and transformation of geospatial data.
       - .. image:: https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-transforms-light.svg
diff --git a/docs/conf.py b/docs/conf.py
index 6435a8f..1851bc8 100644
--- a/docs/conf.py
+++ b/docs/conf.py
@@ -1,66 +1,237 @@
 # Configuration file for the Sphinx documentation builder.
 #
-# This file only contains a selection of the most common options. For a full
-# list see the documentation:
+# For the full list of built-in configuration values, see the documentation:
 # https://www.sphinx-doc.org/en/master/usage/configuration.html
 
-# -- Import and path setup ---------------------------------------------------
+# -- Project information -----------------------------------------------------
+# https://www.sphinx-doc.org/en/master/usage/configuration.html#project-information
 
 import datetime
+import json
 import os
 import sys
 
+import yaml
+
+on_rtd = os.environ.get("READTHEDOCS") == "True"
+
+if on_rtd:
+    version = os.environ.get("READTHEDOCS_VERSION", "latest")
+    release = version
+else:
+    version = "dev"
+    release = "dev"
+
+rtd_version = version if version != "latest" else "develop"
+rtd_version_type = os.environ.get("READTHEDOCS_VERSION_TYPE", "branch")
+
+if rtd_version_type in ("branch", "tag"):
+    source_branch = rtd_version
+else:
+    source_branch = "main"
+
+src_path = os.path.normpath(
+    os.path.join(os.path.dirname(os.path.abspath(__file__)), "..", "src")
+)
+sys.path.insert(0, src_path)
+
 # Adds path to the folder _ext, where extensions are stored
 sys.path.insert(0, os.path.abspath("."))
 sys.path.append(os.path.abspath("./_ext"))
 
-# -- Project information -----------------------------------------------------
-
 project = "earthkit"
-author = "European Centre for Medium Range Weather Forecasts"
+module_prefix = project.replace("-", ".")
+autodocs_dir = "autodocs"
 
-year = datetime.datetime.now().year
-years = "2022-%s" % (year,)
-copyright = "%s, European Centre for Medium-Range Weather Forecasts (ECMWF)" % (years,)
+copyright = f"{datetime.datetime.now().year}, European Centre for Medium-Range Weather Forecasts (ECMWF)"
+author = "European Centre for Medium-Range Weather Forecasts (ECMWF)"
 
 # -- General configuration ---------------------------------------------------
+# https://www.sphinx-doc.org/en/master/usage/configuration.html#general-configuration
 
-# Add any Sphinx extension module names here, as strings. They can be
-# extensions coming with Sphinx (named 'sphinx.ext.*') or your custom
-# ones.
 extensions = [
-    "sphinx_rtd_theme",
+    # Automatically extracts documentation from your Python docstrings
+    "sphinx.ext.autodoc",
+    # Supports Google-style and NumPy-style docstrings
+    "sphinx.ext.napoleon",
+    # Renders LaTeX math in HTML using MathJax
+    "sphinx.ext.mathjax",
+    # Option to click viewcode
+    "sphinx.ext.viewcode",
+    # Links to the documentation of other projects via cross-references (see list below)
+    "sphinx.ext.intersphinx",
+    # Generates summary tables for modules/classes/functions
+    "sphinx.ext.autosummary",
+    # Allows citing BibTeX bibliographic entries in reStructuredText
+    # "sphinxcontrib.bibtex",
+    # Tests snippets in documentation by running embedded Python examples
+    # "sphinx.ext.doctest",
+    # Checks documentation coverage of the codebase
+    # "sphinx.ext.coverage",
+    # Adds .nojekyll file and helps configure docs for GitHub Pages hosting
+    # "sphinx.ext.githubpages",
+    # Adds "Edit on GitHub" links to documentation pages
+    # "edit_on_github",
+    # Adds "Edit on GitHub" links to documentation pages
+    # "sphinx_github_style",
+    # Option to link to code
+    # "sphinx.ext.linkcode",
+    # Automatically includes type hints from function signatures into the documentation
+    # "sphinx_autodoc_typehints",
+    # Integrates Jupyter Notebooks into Sphinx
     "nbsphinx",
+    # Simplifies linking to external resources with short aliases
+    "sphinx.ext.extlinks",
+    # Enables responsive grid layouts and card components
+    "sphinx_design",
+    # Custom extension for external cross-references
     "xref",
 ]
 
+autodoc_inherit_docstrings = True
+autodoc_default_options = {
+    "members": True,
+    "imported-members": True,
+    "undoc-members": False,
+    "show-inheritance": True,
+}
+
+autosummary_generate = True
+autosummary_generate_overwrite = True
+autosummary_imported_members = False
+
+# GitHub links configuration
+extlinks = {
+    "pr": ("https://github.com/ecmwf/earthkit/pull/%s", "PR #%s"),
+    "issue": ("https://github.com/ecmwf/earthkit/issues/%s", "Issue #%s"),
+}
+
+# intersphinx configuration, to automatically link to upstream documentation.
+intersphinx_mapping = {
+    "python": ("https://docs.python.org/3/", None),
+    "numpy": ("https://numpy.org/doc/stable/", None),
+    "matplotlib": ("https://matplotlib.org/stable/", None),
+    "xarray": ("https://docs.xarray.dev/en/stable/", None),
+    "pandas": ("https://pandas.pydata.org/docs/", None),
+    "cartopy": ("https://cartopy.readthedocs.io/stable/", None),
+    "earthkit-data": ("https://earthkit-data.readthedocs.io/en/latest/", None),
+    "earthkit-plots": ("https://earthkit-plots.readthedocs.io/en/latest/", None),
+}
+
 # Add any paths that contain templates here, relative to this directory.
 templates_path = ["_templates"]
 
+# Modules to hide from autodocs (relative to earthkit.transforms)
+# These modules will not appear in the API documentation sidebar
+# autodocs_hidden_modules = ["aggregate", "version"]
+
+# clean_autodocs.py feature flags
+# Set to False/None to disable or soften the corresponding processing step.
+autodocs_delete_hidden = True  # delete RST files for private/hidden modules
+autodocs_replace_automodule = (
+    True  # replace automodule directives with autosummary tables
+)
+autodocs_short_display_names = (
+    True  # shorten toctree labels to the last module component
+)
+autodocs_top_level_maxdepth = (
+    1  # :maxdepth: on top-level page (None = keep sphinx-apidoc value)
+)
+autodocs_rename_titles = False  # strip " package"/" module" from RST page headings
+autodocs_top_level_title = (
+    "API Reference"  # top-level page heading (used when rename_titles=True)
+)
+autodocs_titlesonly = False  # inject :titlesonly: into toctree directives
+
 # List of patterns, relative to source directory, that match files and
 # directories to ignore when looking for source files.
 # This pattern also affects html_static_path and html_extra_path.
-exclude_patterns = ["_build", "Thumbs.db", ".DS_Store"]
-
-# The suffix of source filenames.
-source_suffix = ".rst"
+exclude_patterns: list[str] = []
 
 # -- Options for HTML output -------------------------------------------------
+# https://www.sphinx-doc.org/en/master/usage/configuration.html#options-for-html-output
 
-# The theme to use for HTML and HTML Help pages.  See the documentation for
-# a list of builtin themes.
-#
-html_theme = "sphinx_rtd_theme"
+html_theme = "furo"
 
-# Add any paths that contain custom static files (such as style sheets) here,
-# relative to this directory. They are copied after the builtin static files,
-# so a file named "default.css" will overwrite the builtin "default.css".
 html_static_path = ["_static"]
-html_css_files = ["style.css"]
 
-html_logo = "https://github.com/ecmwf/logos/raw/refs/heads/main/logos/earthkit/earthkit-light.svg"
+html_css_files = [
+    "custom.css",
+]
+
+html_js_files = [
+    "earthkit-packages.js",  # generated from earthkit-packages.yml at build time
+    "custom.js",
+]
+
+html_favicon = "./_static/earthkit-logo-only.svg"
+
+d_thing = (
+    "M8 0C3.58 0 0 3.58 0 8c0 3.54 2.29 6.53 5.47 7.59.4.07.55-.17.55-.38 0-.19-.01-.82-.01-1."
+    "49-2.01.37-2.53-.49-2.69-.94-.09-.23-.48-.94-.82-1.13-.28-.15-.68-.52-.01-.53.63-.01 1.08.58 "
+    "1.23.82.72 1.21 1.87.87 2.33.66.07-.52.28-.87.51-1.07-1.78-.2-3.64-.89-3.64-3.95 0-.87.31-1.59."
+    "82-2.15-.08-.2-.36-1.02.08-2.12 0 0 .67-.21 2.2.82.64-.18 1.32-.27 2-.27.68 0 1.36.09 2 .27 "
+    "1.53-1.04 2.2-.82 2.2-.82.44 1.1.16 1.92.08 2.12.51.56.82 1.27.82 2.15 0 3.07-1.87 3.75-3.65 3.95.29.25"
+    ".54.73.54 1.48 0 1.07-.01 1.93-.01 2.2 0 .21.15.46.55.38A8.013 8.013 0 0 0 16 8c0-4.42-3.58-8-8-8z"
+)
+
+html_theme_options = {
+    "light_css_variables": {
+        "color-sidebar-background": "#131320",
+        # "color-background-primary": "", # leave as default to avoid overriding the light theme background
+        "color-sidebar-link-text": "#ffffff",
+        "color-sidebar-brand-text": "#ffffff",
+        "color-sidebar-caption-text": "#ffffff",
+        "color-brand-primary": "#FCE54B",
+        "color-brand-content": "#5f8dd3",
+        "color-sidebar-item-background--hover": "#001F3F",
+        "color-sidebar-item-expander-background--hover": "#001F3F",
+    },
+    "dark_css_variables": {
+        "color-sidebar-background": "#131320",
+        "color-background-primary": "#131320",
+        "color-sidebar-link-text": "#ffffff",
+        "color-sidebar-brand-text": "#ffffff",
+        "color-sidebar-caption-text": "#ffffff",
+        "color-brand-primary": "#FCE54B",
+        "color-brand-content": "#5f8dd3",
+        "color-sidebar-item-background--hover": "#001F3F",
+        "color-sidebar-item-expander-background--hover": "#001F3F",
+    },
+    "light_logo": "earthkit-dark.svg",
+    "dark_logo": "earthkit-dark.svg",
+    "source_repository": "https://github.com/ecmwf/earthkit/",
+    "source_branch": source_branch,
+    "source_directory": "docs/source",
+    "footer_icons": [
+        {
+            "name": "GitHub",
+            "url": "https://github.com/ecmwf/earthkit",
+            "html": f"""
+                <svg stroke="currentColor" fill="currentColor" stroke-width="0" viewBox="0 0 16 16">
+                    <path fill-rule="evenodd" d="{d_thing}"></path>
+                </svg>
+            """,
+            "class": "",
+        },
+    ],
+}
+
+
+def _write_earthkit_packages_js(app):
+    """Read earthkit-packages.yml and write a JS data file into the output _static dir."""
+    config_path = os.path.join(os.path.dirname(__file__), "earthkit-packages.yml")
+    with open(config_path, encoding="utf-8") as fh:
+        config = yaml.safe_load(fh)
+    packages = config.get("packages", [])
+    static_dir = os.path.join(app.outdir, "_static")
+    os.makedirs(static_dir, exist_ok=True)
+    js_path = os.path.join(static_dir, "earthkit-packages.js")
+    with open(js_path, "w", encoding="utf-8") as fh:
+        fh.write(f"window.earthkitPackages = {json.dumps(packages)};\n")
 
 
+# xref links configuration
 xref_links = {
     "earthkit-data": (
         "earthkit-data",
@@ -70,6 +241,10 @@
         "earthkit-geo",
         "https://earthkit-geo.readthedocs.io",
     ),
+    "earthkit-hydro": (
+        "earthkit-hydro",
+        "https://earthkit-hydro.readthedocs.io",
+    ),
     "earthkit-meteo": (
         "earthkit-meteo",
         "https://earthkit-meteo.readthedocs.io",
@@ -90,12 +265,16 @@
         "earthkit-transforms",
         "https://earthkit-transforms.readthedocs.io",
     ),
-    "earthkit-hydro": (
-        "earthkit-hydro",
-        "https://earthkit-hydro.readthedocs.io",
+    "earthkit-workflows": (
+        "earthkit-workflows",
+        "https://github.com/ecmwf/earthkit-workflows/blob/develop/readme.md",
     ),
     "eccodes": (
         "ecCodes",
         "https://confluence.ecmwf.int/display/ECC/ecCodes+Home",
     ),
 }
+
+
+def setup(app):
+    app.connect("builder-inited", _write_earthkit_packages_js)
diff --git a/docs/development/docs.rst b/docs/development/docs.rst
new file mode 100644
index 0000000..e4c711a
--- /dev/null
+++ b/docs/development/docs.rst
@@ -0,0 +1,34 @@
+.. _dev_docs:
+
+
+Documentation
+-------------------
+
+Building the documentation locally
+~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+
+To build the documentation locally, please install the Python dependencies first:
+
+.. code-block:: shell
+
+    cd docs
+    pip install -r requirements.txt
+
+Then the documentation can be built by running the following command from the ``docs`` folder:
+
+.. code-block:: shell
+
+    make html
+
+To see the generated HTML documentation open the ``docs/_build/html/index.html`` file in your browser.
+
+Notebook examples
+~~~~~~~~~~~~~~~~~~~~~~
+
+The notebook examples are located in the ``docs/examples`` folder and are listed in ``docs/examples/index.rst``.
+
+
+If you add a new notebook example please:
+
+- also add it to ``docs/examples/index.rst`` so that it appears in the documentation.
+- ensure the title and the subchapter headings have the same size as in the other notebook. Title with ``##``, subchapter with ``###``.
diff --git a/docs/development/guidelines.rst b/docs/development/guidelines.rst
new file mode 100644
index 0000000..b180b25
--- /dev/null
+++ b/docs/development/guidelines.rst
@@ -0,0 +1,7 @@
+.. _developer_guidelines:
+
+Development guidelines
+------------------------------
+
+Guidelines for developers to contribute to ECMWF software are explained in our
+`Codex <https://github.com/ecmwf/codex/blob/main/Guidelines/External-Contributions.md>`_.
diff --git a/docs/development/index.rst b/docs/development/index.rst
new file mode 100644
index 0000000..dcfb490
--- /dev/null
+++ b/docs/development/index.rst
@@ -0,0 +1,19 @@
+Development
+===========
+
+
+The code repository is hosted on `Github`_, testing, bug reports and contributions are highly welcomed and appreciated. Feel free to fork it and submit your PRs against the **develop** branch.
+
+
+Development guide
+~~~~~~~~~~~~~~~~~
+
+.. toctree::
+   :maxdepth: 1
+
+   guidelines
+
+
+
+
+.. _`Github`: https://github.com/ecmwf/earthkit
diff --git a/docs/development/setup.rst b/docs/development/setup.rst
new file mode 100644
index 0000000..7413361
--- /dev/null
+++ b/docs/development/setup.rst
@@ -0,0 +1,45 @@
+.. _dev_setup:
+
+Development setup with virtualenv
+-----------------------------------
+
+The recommended development environment is a **Python virtual environment**.
+
+First, clone the repository locally. You can use the following command:
+
+.. code-block:: shell
+
+   git clone --branch develop git@github.com:ecmwf/earthkit.git
+
+
+Next, create your Python virtual environment and activate it. E.g. assuming your virtual environment is called `earthkit-dev` you can do:
+
+.. code-block:: shell
+
+   cd YOUR_VENVS_DIR
+   python -m venv earthkit-dev
+   source earthkit-dev/bin/activate
+
+If you use `conda`, the equivalent would be:
+
+.. code-block:: shell
+
+   conda create -n earthkit-dev python=3.12
+   conda activate earthkit-dev
+
+
+Next, install your repo with the development dependencies in editable mode by running the following commands from the root of the repository:
+
+.. code-block:: shell
+
+   pip install -e .
+
+
+We strongly recommend using the `pre-commit`_ hooks for the developments. These hooks perform a series of quality control checks on every commit. If any of these checks fails the commit will be rejected. To install the hooks run the following commands in the root of the repository:
+
+.. code-block:: shell
+
+    pip install pre-commit
+    pre-commit install
+
+.. _`pre-commit`: https://pre-commit.com/
diff --git a/docs/development/tests.rst b/docs/development/tests.rst
new file mode 100644
index 0000000..ec2d7b7
--- /dev/null
+++ b/docs/development/tests.rst
@@ -0,0 +1,83 @@
+.. _testing:
+
+Testing
+-----------------------
+
+To run the test suite, you can use the following command:
+
+.. code-block:: shell
+
+    pytest
+
+
+Long tests
+~~~~~~~~~~~~~
+
+Please note that by default all the tests based on remote services e.g. :ref:`data-sources-mars` are skipped. This is done because they can take a very long time to complete or just hang. To enable all these tests you need to run:
+
+.. code-block:: shell
+
+    pytest -E long -v
+
+If just want to run e.g. the :ref:`data-sources-mars` tests you can use:
+
+.. code-block:: shell
+
+    pytest -E long -v -k mars
+
+
+Timeout for CDS tests
+~~~~~~~~~~~~~~~~~~~~~~
+
+Some :ref:`data-sources-cds` retrieval tests used to hang so an execution timeout was added to all the tests in ``tests/sources/test_cds.py``. The default value is 30 seconds and it can be controlled via the ``--cds-timeout`` custom option to ``pytest``. Please note that some tests have a custom hardcoded timeout value that cannot be changed via this option.
+
+E.g. to set the timeout to 60 seconds for all CDS tests run (supposing their names contain "test_cds"):
+
+.. code-block:: shell
+
+    pytest -E long --cds-timeout=60 -v -k test_cds
+
+
+Credentials
+~~~~~~~~~~~~~~~
+
+Some tests require credentials to access remote services. The existence of credentials are checked and the related tests are skipped accordingly. The logic can be found in ``src/earthkit/data/testing.py``.
+
+FDB tests
+~~~~~~~~~~~~
+
+The :ref:`data-sources-fdb` tests are only run if ``pyfdb`` can be imported and the ``FDB_HOME`` environment variable is set. See the logic in ``src/earthkit/data/testing.py``.
+
+
+Optional dependencies
+~~~~~~~~~~~~~~~~~~~~~~~~~~
+
+Tests generally require all optional dependencies to be installed. However, the availability of some optional dependencies are checked and the related tests are skipped accordingly. This is typically used for dependencies which are not part of the ``[all]`` install option (see :ref:`install`). The logic can be found in ``src/earthkit/data/testing.py``.
+
+
+no_cache_init tests
+~~~~~~~~~~~~~~~~~~~
+
+Tests marked with ``pytest.mark.no_cache_init`` use the ``pytest-forked`` plugin to run in a separate process. They must be run as:
+
+.. code-block:: shell
+
+    pytest --forked -v -m no_cache_init
+
+
+Notebooks
+~~~~~~~~~~~~~
+
+The notebook examples from the ``docs/examples`` folder are part of the test suite and are run automatically. However, some notebooks are skipped mainly because they use remote data sources. This is controlled via the ``SKIP`` list in ``tests/documentation/test_notebooks.py``. You can modify this list to add or remove notebooks to be skipped.
+
+To run only the notebooks tests you can use:
+
+.. code-block:: shell
+
+    pytest -v -m notebook
+
+
+Documentation code snippets
+~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+
+All ``.py`` files in the ``docs`` folder can potentially contain example code snippets and are part of the test suite and run automatically. Many of these are actually not examples and skipped. This is controlled via the ``SKIP`` list in ``tests/documentation/test_examples.py``. You can modify this list to add or remove snippets to be skipped.
diff --git a/docs/examples/01_grib_file.ipynb b/docs/examples/01_grib_file.ipynb
deleted file mode 100644
index e457b99..0000000
--- a/docs/examples/01_grib_file.ipynb
+++ /dev/null
@@ -1,229 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "id": "70fbad71-8e6d-4829-85c8-8faa7af4e28c",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "!test -f tz_1000.grib || wget https://get.ecmwf.int/repository/test-data/fieldlist/examples/tz_1000.grib"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "4019a818-d8de-47b3-929f-333e54cce1df",
-   "metadata": {},
-   "source": [
-    "### Use case: interpolate, compute and plot mean from GRIB file input"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "id": "18ddca73-53f3-4bc4-82b8-67611dde2237",
-   "metadata": {},
-   "source": [
-    "Demonstrates the following workflow with the available earthkit components:\n",
-    "\n",
-    "- read GRIB data with multiple parameters from a file\n",
-    "- filter temperature on a pressure level\n",
-    "- interpolate it onto another (lat-lon) grid and area\n",
-    "- compute the mean as an ndarray\n",
-    "- generate a plot for the mean\n",
-    "\n",
-    "All of it is done by using an iteration and keeping only one GRIB field in memory at a time. No data is written to disk."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "id": "bca94166-30fe-4d0c-a825-1fa02152c045",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import io\n",
-    "import matplotlib.pyplot as plt\n",
-    "from earthkit import data, regrid\n",
-    "\n",
-    "fs = data.from_source(\"file\", \"tz_1000.grib\")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "id": "8a525e2b-821d-4a23-b2ed-467038902a33",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# define the interpolation job\n",
-    "job = regrid.Job(grid=\"0.2/0.2\", area=\"70/-30/20/70\")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "id": "221d6cc6-9507-413d-8697-0c63c3d26963",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "res = None\n",
-    "num = 0\n",
-    "\n",
-    "# note: sel() first iterates through the messages and returns a\n",
-    "# view to the ones matching the conditions\n",
-    "for f in fs.sel(param=\"t\", level=1000):\n",
-    "    # interpolate -\n",
-    "    # the input is a GRIB message in memory\n",
-    "    # the output is a GRIB message in memory stored in a BytesIO object\n",
-    "    d = f.message()\n",
-    "    data_in = regrid.GribMemoryInput(d)\n",
-    "    data_out = io.BytesIO()\n",
-    "    job.execute(data_in, data_out)\n",
-    "\n",
-    "    # load the resulting GRIB message\n",
-    "    g = data.from_source(\"memory\", data_out.getvalue())[0]\n",
-    "\n",
-    "    if res is None:\n",
-    "        # start accumulation\n",
-    "        res = g.to_numpy()\n",
-    "\n",
-    "        # get metadata for plotting\n",
-    "        lat, lon = g.data(\"lat\", \"lon\")\n",
-    "    else:\n",
-    "        # accumulation\n",
-    "        res += g.to_numpy()\n",
-    "\n",
-    "    num += 1"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "83078511-15c6-400b-a424-410d0f8d3b51",
-   "metadata": {},
-   "source": [
-    "Compute the mean."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "id": "8fb3b19e-4184-4f32-a485-dbd7ceb62253",
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "num=4\n",
-      "[[265.83085632 265.98246765 266.07963562 ... 266.43144226 266.1516571\n",
-      "  265.85527039]\n",
-      " [266.63774109 266.78666687 266.90385437 ... 266.40751648 266.03105164\n",
-      "  265.70170593]\n",
-      " [266.97612    267.03471375 267.13798523 ... 265.98295593 265.56987\n",
-      "  265.27201843]\n",
-      " ...\n",
-      " [291.65483093 291.84501648 291.95585632 ... 296.33964539 296.48002625\n",
-      "  296.7363739 ]\n",
-      " [291.69779968 291.89628601 291.98442078 ... 296.18461609 296.33525085\n",
-      "  296.45072937]\n",
-      " [291.73320007 291.9304657  291.98881531 ... 296.06132507 296.15116882\n",
-      "  296.2429657 ]]\n"
-     ]
-    }
-   ],
-   "source": [
-    "res /= num\n",
-    "print(f\"num={num}\")\n",
-    "print(res)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "a1d85be5-c19a-4e09-8257-f9ec9730c377",
-   "metadata": {},
-   "source": [
-    "Result is scaled for plotting."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "id": "fe08ab4e-28f1-4fda-ad25-8fac4c5f13e4",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "res -= 273.16"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "983d4918-7ad5-4f2c-88b2-23ffda4a8ffa",
-   "metadata": {},
-   "source": [
-    "Generate plot."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "id": "a5f18e32-61d0-4cff-95d8-6e666125191f",
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, ax = plt.subplots()\n",
-    "tcf = ax.tricontourf(\n",
-    "    lon.flatten(),\n",
-    "    lat.flatten(),\n",
-    "    res.flatten(),\n",
-    "    vmin=-20,\n",
-    "    vmax=36,\n",
-    "    levels=56,\n",
-    "    cmap=\"plasma\",\n",
-    ")\n",
-    "fig.colorbar(tcf)\n",
-    "plt.show()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "214effcc-883d-4a0c-aeed-53c818ad2775",
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "mpy38",
-   "language": "python",
-   "name": "mpy38"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.8.16"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/docs/examples/02_grib_fdb.ipynb b/docs/examples/02_grib_fdb.ipynb
deleted file mode 100644
index 70fc2d2..0000000
--- a/docs/examples/02_grib_fdb.ipynb
+++ /dev/null
@@ -1,263 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "id": "hindu-zoning",
-   "metadata": {
-    "tags": []
-   },
-   "source": [
-    "### Use case: interpolate, compute and plot mean from FDB stream"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "id": "certified-space",
-   "metadata": {},
-   "source": [
-    "Demonstrates the following workflow with the available earthkit components:\n",
-    "\n",
-    "- read multiple T2m fields from an FDB stream \n",
-    "- interpolate them onto another (lat-lon) grid and area\n",
-    "- compute the mean as an ndarray\n",
-    "- generate a plot for the mean\n",
-    "\n",
-    "All of it is done by using an iteration and keeping only one GRIB field in memory at a time. No data is written to disk."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "id": "continued-resolution",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import io\n",
-    "import matplotlib.pyplot as plt\n",
-    "import pyfdb\n",
-    "from earthkit import data, regrid"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "motivated-newman",
-   "metadata": {},
-   "source": [
-    "We read the data from FDB. What we get is a stream. **Note**: FDB_HOME must be correctly set!"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "id": "competent-irrigation",
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "env: FDB_HOME=/home/fdbprod\n"
-     ]
-    }
-   ],
-   "source": [
-    "# date must be adjusted since FDB only stores recent dates\n",
-    "request = {\n",
-    "    \"class\": \"od\",\n",
-    "    \"expver\": \"0001\",\n",
-    "    \"stream\": \"oper\",\n",
-    "    \"date\": \"20230219\",\n",
-    "    \"time\": \"0000\",\n",
-    "    \"domain\": \"g\",\n",
-    "    \"type\": \"fc\",\n",
-    "    \"levtype\": \"sfc\",\n",
-    "    \"step\": list(range(0, 48, 3)),\n",
-    "    \"param\": 167,\n",
-    "}\n",
-    "\n",
-    "# Must be set correctly\n",
-    "%env FDB_HOME=/home/fdbprod\n",
-    "\n",
-    "fdb = pyfdb.FDB()\n",
-    "stream = fdb.retrieve(request)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "billion-output",
-   "metadata": {},
-   "source": [
-    "We create a stream iterator. Nothing is read at the moment:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "id": "atlantic-dinner",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "fs = data.from_source(\"stream\", stream)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "incomplete-dover",
-   "metadata": {},
-   "source": [
-    "We perform the interpolation and start the computation:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "id": "whole-george",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# define the interpolation job\n",
-    "job = regrid.Job(grid=\"0.2/0.2\", area=\"70/-30/20/70\")\n",
-    "\n",
-    "res = None\n",
-    "num = 0\n",
-    "\n",
-    "# iterating through the GRIB fields from the stream\n",
-    "for f in fs:\n",
-    "    # interpolate -\n",
-    "    # the input is a GRIB message in memory\n",
-    "    # the output is a GRIB message in memory stored in a BytesIO object\n",
-    "    d = f.message()\n",
-    "    data_in = regrid.GribMemoryInput(d)\n",
-    "    data_out = io.BytesIO()\n",
-    "    job.execute(data_in, data_out)\n",
-    "\n",
-    "    # load the resulting GRIB message\n",
-    "    g = data.from_source(\"memory\", data_out.getvalue())[0]\n",
-    "\n",
-    "    if res is None:\n",
-    "        # start accumulation\n",
-    "        res = g.to_numpy()\n",
-    "\n",
-    "        # get metadata for plotting\n",
-    "        lat, lon = g.data(\"lat\", \"lon\")\n",
-    "    else:\n",
-    "        # accumulation\n",
-    "        res += g.to_numpy()\n",
-    "\n",
-    "    num += 1"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "closed-bradford",
-   "metadata": {},
-   "source": [
-    "Compute the mean."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "id": "integral-range",
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "num=16\n",
-      "[249.87856579 250.2372694  250.86056042 ... 298.64986706 298.58278942\n",
-      " 298.6256361 ]\n"
-     ]
-    }
-   ],
-   "source": [
-    "res /= num\n",
-    "print(f\"num={num}\")\n",
-    "print(res)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "numerical-married",
-   "metadata": {},
-   "source": [
-    "Result is scaled for plotting."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "id": "designed-matrix",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "res -= 273.16"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "arctic-overall",
-   "metadata": {},
-   "source": [
-    "Generate plot."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "id": "moderate-blogger",
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 432x288 with 2 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, ax = plt.subplots()\n",
-    "tcf = ax.tricontourf(\n",
-    "    lon.flatten(),\n",
-    "    lat.flatten(),\n",
-    "    res.flatten(),\n",
-    "    vmin=-20,\n",
-    "    vmax=36,\n",
-    "    levels=56,\n",
-    "    cmap=\"plasma\",\n",
-    ")\n",
-    "fig.colorbar(tcf)\n",
-    "plt.show()"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "mpy38",
-   "language": "python",
-   "name": "mpy38"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.8.16"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/docs/examples/index.rst b/docs/examples/index.rst
deleted file mode 100644
index c2dfbb0..0000000
--- a/docs/examples/index.rst
+++ /dev/null
@@ -1,16 +0,0 @@
-.. _examples:
-
-Examples
-============
-
-Here is a list of example notebooks to illustrate how to use earthkit.
-
-
-.. toctree::
-    :maxdepth: 1
-
-
-    polytope_polygon.ipynb
-    polytope_polygon_logo.ipynb
-    polytope_timeseries.ipynb
-    polytope_vertical_profile.ipynb
diff --git a/docs/examples/polytope_polygon.ipynb b/docs/examples/polytope_polygon.ipynb
deleted file mode 100644
index 3bdb553..0000000
--- a/docs/examples/polytope_polygon.ipynb
+++ /dev/null
@@ -1,673 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "id": "66a48622-e440-4057-ac31-82d73dfa6a1f",
-   "metadata": {},
-   "source": [
-    "## Polytope polygon coverages"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "d0ea6d7b-1489-4b17-8c4c-82f98a1bf627",
-   "metadata": {},
-   "source": [
-    "First, we retrieve data within a polygon with polytope. Next, we convert the resulting CoverageJSON to Xarray."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "id": "7b9c2b9a-a873-4b8e-abf1-042c8b012a2a",
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "2024-12-18 09:10:21 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:21 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 41.870881288\\n'\n",
-      "            '    - -8.879136\\n'\n",
-      "            '  - - 41.694339317422646\\n'\n",
-      "            '    - -8.824238614026456\\n'\n",
-      "            '  - - 40.171924585721314\\n'\n",
-      "            '    - -8.902386975546364\\n'\n",
-      "            '  - - 38.75694209400925\\n'\n",
-      "            '    - -9.493088042617785\\n'\n",
-      "            '  - - 38.42424252381525\\n'\n",
-      "            '    - -9.171674240710018\\n'\n",
-      "            '  - - 38.49907333213173\\n'\n",
-      "            '    - -8.676525850529856\\n'\n",
-      "            '  - - 37.057269459205145\\n'\n",
-      "            '    - -8.971873318897366\\n'\n",
-      "            '  - - 37.162874354643776\\n'\n",
-      "            '    - -7.406745406502978\\n'\n",
-      "            '  - - 38.19776118392036\\n'\n",
-      "            '    - -6.931663452624974\\n'\n",
-      "            '  - - 38.4280922170291\\n'\n",
-      "            '    - -7.321584397020473\\n'\n",
-      "            '  - - 39.011852875635526\\n'\n",
-      "            '    - -6.9787177479519755\\n'\n",
-      "            '  - - 39.66227871551288\\n'\n",
-      "            '    - -7.5393956904523804\\n'\n",
-      "            '  - - 39.66568774825791\\n'\n",
-      "            '    - -7.03915852435145\\n'\n",
-      "            '  - - 40.0019453234905\\n'\n",
-      "            '    - -6.883203763416162\\n'\n",
-      "            '  - - 40.20373392742229\\n'\n",
-      "            '    - -7.035724907677206\\n'\n",
-      "            '  - - 40.350463990828985\\n'\n",
-      "            '    - -6.8135246275213035\\n'\n",
-      "            '  - - 41.030499770212515\\n'\n",
-      "            '    - -6.905947651233703\\n'\n",
-      "            '  - - 41.593647729084154\\n'\n",
-      "            '    - -6.22847017956974\\n'\n",
-      "            '  - - 41.67712153119277\\n'\n",
-      "            '    - -6.544984134823352\\n'\n",
-      "            '  - - 41.949682257268876\\n'\n",
-      "            '    - -6.567927092516641\\n'\n",
-      "            '  - - 41.96960294343674\\n'\n",
-      "            '    - -7.1747800681640115\\n'\n",
-      "            '  - - 41.88337981339092\\n'\n",
-      "            '    - -7.196871678410446\\n'\n",
-      "            '  - - 41.81334515396762\\n'\n",
-      "            '    - -8.156666519264604\\n'\n",
-      "            '  - - 42.14242723772878\\n'\n",
-      "            '    - -8.205142297350534\\n'\n",
-      "            '  - - 41.870881288\\n'\n",
-      "            '    - -8.879136\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            'param: 167/169\\n'\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:21 - INFO - Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:21 - INFO - Request accepted. Please poll ./49adba5d-a694-4045-89da-19b07902acd8 for status\n",
-      "2024-12-18 09:10:21 - INFO - Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:21 - INFO - Checking request status (./49adba5d-a694-4045-89da-19b07902acd8)...\n",
-      "2024-12-18 09:10:21 - INFO - The current status of the request is 'queued'\n",
-      "2024-12-18 09:10:22 - INFO - The current status of the request is 'processing'\n",
-      "2024-12-18 09:10:24 - INFO - The current status of the request is 'processed'\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "49adba5d-a694-4045-89da-19b07902acd8.covjson:   0%|          | 0.00/71.2k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "text/html": [
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-       "<defs>\n",
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-       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
-       " *\n",
-       " */\n",
-       "\n",
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-       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
-       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
-       "}\n",
-       "\n",
-       "html[theme=dark],\n",
-       "html[data-theme=dark],\n",
-       "body[data-theme=dark],\n",
-       "body.vscode-dark {\n",
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-       "  --xr-background-color: #111111;\n",
-       "  --xr-background-color-row-even: #111111;\n",
-       "  --xr-background-color-row-odd: #313131;\n",
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-       "\n",
-       ".xr-wrap {\n",
-       "  display: block !important;\n",
-       "  min-width: 300px;\n",
-       "  max-width: 700px;\n",
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-       "\n",
-       ".xr-text-repr-fallback {\n",
-       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
-       "  display: none;\n",
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-       "\n",
-       ".xr-header {\n",
-       "  padding-top: 6px;\n",
-       "  padding-bottom: 6px;\n",
-       "  margin-bottom: 4px;\n",
-       "  border-bottom: solid 1px var(--xr-border-color);\n",
-       "}\n",
-       "\n",
-       ".xr-header > div,\n",
-       ".xr-header > ul {\n",
-       "  display: inline;\n",
-       "  margin-top: 0;\n",
-       "  margin-bottom: 0;\n",
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-       "\n",
-       ".xr-obj-type,\n",
-       ".xr-array-name {\n",
-       "  margin-left: 2px;\n",
-       "  margin-right: 10px;\n",
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-       "\n",
-       ".xr-obj-type {\n",
-       "  color: var(--xr-font-color2);\n",
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-       "\n",
-       ".xr-sections {\n",
-       "  padding-left: 0 !important;\n",
-       "  display: grid;\n",
-       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
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-       "\n",
-       ".xr-section-item {\n",
-       "  display: contents;\n",
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-       "\n",
-       ".xr-section-item input {\n",
-       "  display: inline-block;\n",
-       "  opacity: 0;\n",
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-       "\n",
-       ".xr-section-item input + label {\n",
-       "  color: var(--xr-disabled-color);\n",
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-       "\n",
-       ".xr-section-item input:enabled + label {\n",
-       "  cursor: pointer;\n",
-       "  color: var(--xr-font-color2);\n",
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-       "\n",
-       ".xr-section-item input:focus + label {\n",
-       "  border: 2px solid var(--xr-font-color0);\n",
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-       "\n",
-       ".xr-section-item input:enabled + label:hover {\n",
-       "  color: var(--xr-font-color0);\n",
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-       "\n",
-       ".xr-section-summary {\n",
-       "  grid-column: 1;\n",
-       "  color: var(--xr-font-color2);\n",
-       "  font-weight: 500;\n",
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-       "\n",
-       ".xr-section-summary > span {\n",
-       "  display: inline-block;\n",
-       "  padding-left: 0.5em;\n",
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-       "\n",
-       ".xr-section-summary-in:disabled + label {\n",
-       "  color: var(--xr-font-color2);\n",
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-       "\n",
-       ".xr-section-summary-in + label:before {\n",
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-       "  font-size: 11px;\n",
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-       "  text-align: center;\n",
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-       "\n",
-       ".xr-section-summary-in:disabled + label:before {\n",
-       "  color: var(--xr-disabled-color);\n",
-       "}\n",
-       "\n",
-       ".xr-section-summary-in:checked + label:before {\n",
-       "  content: '▼';\n",
-       "}\n",
-       "\n",
-       ".xr-section-summary-in:checked + label > span {\n",
-       "  display: none;\n",
-       "}\n",
-       "\n",
-       ".xr-section-summary,\n",
-       ".xr-section-inline-details {\n",
-       "  padding-top: 4px;\n",
-       "  padding-bottom: 4px;\n",
-       "}\n",
-       "\n",
-       ".xr-section-inline-details {\n",
-       "  grid-column: 2 / -1;\n",
-       "}\n",
-       "\n",
-       ".xr-section-details {\n",
-       "  display: none;\n",
-       "  grid-column: 1 / -1;\n",
-       "  margin-bottom: 5px;\n",
-       "}\n",
-       "\n",
-       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
-       "  display: contents;\n",
-       "}\n",
-       "\n",
-       ".xr-array-wrap {\n",
-       "  grid-column: 1 / -1;\n",
-       "  display: grid;\n",
-       "  grid-template-columns: 20px auto;\n",
-       "}\n",
-       "\n",
-       ".xr-array-wrap > label {\n",
-       "  grid-column: 1;\n",
-       "  vertical-align: top;\n",
-       "}\n",
-       "\n",
-       ".xr-preview {\n",
-       "  color: var(--xr-font-color3);\n",
-       "}\n",
-       "\n",
-       ".xr-array-preview,\n",
-       ".xr-array-data {\n",
-       "  padding: 0 5px !important;\n",
-       "  grid-column: 2;\n",
-       "}\n",
-       "\n",
-       ".xr-array-data,\n",
-       ".xr-array-in:checked ~ .xr-array-preview {\n",
-       "  display: none;\n",
-       "}\n",
-       "\n",
-       ".xr-array-in:checked ~ .xr-array-data,\n",
-       ".xr-array-preview {\n",
-       "  display: inline-block;\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list {\n",
-       "  display: inline-block !important;\n",
-       "  list-style: none;\n",
-       "  padding: 0 !important;\n",
-       "  margin: 0;\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list li {\n",
-       "  display: inline-block;\n",
-       "  padding: 0;\n",
-       "  margin: 0;\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list:before {\n",
-       "  content: '(';\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list:after {\n",
-       "  content: ')';\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list li:not(:last-child):after {\n",
-       "  content: ',';\n",
-       "  padding-right: 5px;\n",
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-       "\n",
-       ".xr-has-index {\n",
-       "  font-weight: bold;\n",
-       "}\n",
-       "\n",
-       ".xr-var-list,\n",
-       ".xr-var-item {\n",
-       "  display: contents;\n",
-       "}\n",
-       "\n",
-       ".xr-var-item > div,\n",
-       ".xr-var-item label,\n",
-       ".xr-var-item > .xr-var-name span {\n",
-       "  background-color: var(--xr-background-color-row-even);\n",
-       "  margin-bottom: 0;\n",
-       "}\n",
-       "\n",
-       ".xr-var-item > .xr-var-name:hover span {\n",
-       "  padding-right: 5px;\n",
-       "}\n",
-       "\n",
-       ".xr-var-list > li:nth-child(odd) > div,\n",
-       ".xr-var-list > li:nth-child(odd) > label,\n",
-       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
-       "  background-color: var(--xr-background-color-row-odd);\n",
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-       "\n",
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-       "\n",
-       ".xr-var-dims {\n",
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-       "\n",
-       ".xr-var-dtype {\n",
-       "  grid-column: 3;\n",
-       "  text-align: right;\n",
-       "  color: var(--xr-font-color2);\n",
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-       "\n",
-       ".xr-var-preview {\n",
-       "  grid-column: 4;\n",
-       "}\n",
-       "\n",
-       ".xr-index-preview {\n",
-       "  grid-column: 2 / 5;\n",
-       "  color: var(--xr-font-color2);\n",
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-       "\n",
-       ".xr-var-name,\n",
-       ".xr-var-dims,\n",
-       ".xr-var-dtype,\n",
-       ".xr-preview,\n",
-       ".xr-attrs dt {\n",
-       "  white-space: nowrap;\n",
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-       "  padding-right: 10px;\n",
-       "}\n",
-       "\n",
-       ".xr-var-name:hover,\n",
-       ".xr-var-dims:hover,\n",
-       ".xr-var-dtype:hover,\n",
-       ".xr-attrs dt:hover {\n",
-       "  overflow: visible;\n",
-       "  width: auto;\n",
-       "  z-index: 1;\n",
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-       "\n",
-       ".xr-var-attrs,\n",
-       ".xr-var-data,\n",
-       ".xr-index-data {\n",
-       "  display: none;\n",
-       "  background-color: var(--xr-background-color) !important;\n",
-       "  padding-bottom: 5px !important;\n",
-       "}\n",
-       "\n",
-       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
-       ".xr-var-data-in:checked ~ .xr-var-data,\n",
-       ".xr-index-data-in:checked ~ .xr-index-data {\n",
-       "  display: block;\n",
-       "}\n",
-       "\n",
-       ".xr-var-data > table {\n",
-       "  float: right;\n",
-       "}\n",
-       "\n",
-       ".xr-var-name span,\n",
-       ".xr-var-data,\n",
-       ".xr-index-name div,\n",
-       ".xr-index-data,\n",
-       ".xr-attrs {\n",
-       "  padding-left: 25px !important;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs,\n",
-       ".xr-var-attrs,\n",
-       ".xr-var-data,\n",
-       ".xr-index-data {\n",
-       "  grid-column: 1 / -1;\n",
-       "}\n",
-       "\n",
-       "dl.xr-attrs {\n",
-       "  padding: 0;\n",
-       "  margin: 0;\n",
-       "  display: grid;\n",
-       "  grid-template-columns: 125px auto;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs dt,\n",
-       ".xr-attrs dd {\n",
-       "  padding: 0;\n",
-       "  margin: 0;\n",
-       "  float: left;\n",
-       "  padding-right: 10px;\n",
-       "  width: auto;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs dt {\n",
-       "  font-weight: normal;\n",
-       "  grid-column: 1;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs dt:hover span {\n",
-       "  display: inline-block;\n",
-       "  background: var(--xr-background-color);\n",
-       "  padding-right: 10px;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs dd {\n",
-       "  grid-column: 2;\n",
-       "  white-space: pre-wrap;\n",
-       "  word-break: break-all;\n",
-       "}\n",
-       "\n",
-       ".xr-icon-database,\n",
-       ".xr-icon-file-text2,\n",
-       ".xr-no-icon {\n",
-       "  display: inline-block;\n",
-       "  vertical-align: middle;\n",
-       "  width: 1em;\n",
-       "  height: 1.5em !important;\n",
-       "  stroke-width: 0;\n",
-       "  stroke: currentColor;\n",
-       "  fill: currentColor;\n",
-       "}\n",
-       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 53kB\n",
-       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 1093)\n",
-       "Coordinates:\n",
-       "  * datetimes  (datetimes) &lt;U20 80B &#x27;2024-12-17T12:00:00Z&#x27;\n",
-       "  * number     (number) int64 8B 1\n",
-       "  * steps      (steps) int64 8B 0\n",
-       "  * points     (points) int64 9kB 0 1 2 3 4 5 ... 1087 1088 1089 1090 1091 1092\n",
-       "    x          (points) float64 9kB 37.08 37.08 37.08 37.15 ... 42.0 42.0 42.07\n",
-       "    y          (points) float64 9kB 351.1 351.2 351.3 ... 351.6 351.7 351.7\n",
-       "    z          (points) float64 9kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
-       "Data variables:\n",
-       "    2t         (datetimes, number, steps, points) float64 9kB 290.9 ... 289.0\n",
-       "    ssrd       (datetimes, number, steps, points) float64 9kB 0.0 0.0 ... 0.0\n",
-       "Attributes:\n",
-       "    class:          od\n",
-       "    Forecast date:  2024-12-17T12:00:00Z\n",
-       "    domain:         g\n",
-       "    expver:         0001\n",
-       "    levtype:        sfc\n",
-       "    number:         1\n",
-       "    step:           0\n",
-       "    stream:         enfo\n",
-       "    type:           pf\n",
-       "    date:           2024-12-17T12:00:00Z</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-f397a3d2-c483-4682-adaa-1771a5788758' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f397a3d2-c483-4682-adaa-1771a5788758' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>datetimes</span>: 1</li><li><span class='xr-has-index'>number</span>: 1</li><li><span class='xr-has-index'>steps</span>: 1</li><li><span class='xr-has-index'>points</span>: 1093</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-02c66a19-769f-4e88-808b-6b6ad4e6e4cc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-02c66a19-769f-4e88-808b-6b6ad4e6e4cc' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>datetimes</span></div><div class='xr-var-dims'>(datetimes)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2024-12-17T12:00:00Z&#x27;</div><input id='attrs-14212938-a8bd-45cd-9638-971e126ef2be' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-14212938-a8bd-45cd-9638-971e126ef2be' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c9d224bf-1529-4607-ade3-eb6442ad1820' class='xr-var-data-in' type='checkbox'><label for='data-c9d224bf-1529-4607-ade3-eb6442ad1820' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-12-17T12:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-25aef82a-348f-486d-9ce2-801631e63581' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-25aef82a-348f-486d-9ce2-801631e63581' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-176de84b-ff89-4690-9916-a2660c3a338f' class='xr-var-data-in' type='checkbox'><label for='data-176de84b-ff89-4690-9916-a2660c3a338f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>steps</span></div><div class='xr-var-dims'>(steps)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-a87f655c-814c-40f9-a822-f1b2412337bb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a87f655c-814c-40f9-a822-f1b2412337bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef366c7c-1ef9-4e65-ba35-2cc8a4012141' class='xr-var-data-in' type='checkbox'><label for='data-ef366c7c-1ef9-4e65-ba35-2cc8a4012141' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>points</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 1089 1090 1091 1092</div><input id='attrs-ab4bdeee-ebeb-4eca-83ea-9fd4c519f27f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ab4bdeee-ebeb-4eca-83ea-9fd4c519f27f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2faf2d19-e4ae-42fe-b3e8-f0468384e624' class='xr-var-data-in' type='checkbox'><label for='data-2faf2d19-e4ae-42fe-b3e8-f0468384e624' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([   0,    1,    2, ..., 1090, 1091, 1092])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>x</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>37.08 37.08 37.08 ... 42.0 42.07</div><input id='attrs-056de551-eec7-46fe-b67c-1d8eb4d655f8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-056de551-eec7-46fe-b67c-1d8eb4d655f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-54edd1cf-9e6f-463c-b94e-4f428afd768d' class='xr-var-data-in' type='checkbox'><label for='data-54edd1cf-9e6f-463c-b94e-4f428afd768d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([37.08260023, 37.08260023, 37.08260023, ..., 42.00351395,\n",
-       "       42.00351395, 42.07381272])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>y</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>351.1 351.2 351.3 ... 351.7 351.7</div><input id='attrs-d777ffe6-de45-4473-9d2a-3441b6ed42eb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d777ffe6-de45-4473-9d2a-3441b6ed42eb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-daaaa0fc-bcaf-4223-a556-41d775aa7123' class='xr-var-data-in' type='checkbox'><label for='data-daaaa0fc-bcaf-4223-a556-41d775aa7123' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([351.08322325, 351.20211361, 351.32100396, ..., 351.61572052,\n",
-       "       351.74672489, 351.73469388])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-7c8a8118-ce08-4c83-841a-e80beb51d0d4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7c8a8118-ce08-4c83-841a-e80beb51d0d4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f01b344e-2fd4-40c4-a833-83a0f9399ba0' class='xr-var-data-in' type='checkbox'><label for='data-f01b344e-2fd4-40c4-a833-83a0f9399ba0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0., 0., 0., ..., 0., 0., 0.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-336ad528-6040-423b-849b-abd7819da6cf' class='xr-section-summary-in' type='checkbox'  checked><label for='section-336ad528-6040-423b-849b-abd7819da6cf' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>2t</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>290.9 290.3 289.5 ... 288.8 289.0</div><input id='attrs-837e801d-14d1-4f15-baed-e2a354af628a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-837e801d-14d1-4f15-baed-e2a354af628a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c6495e9-d35f-4e2d-8289-2f22a9ebe585' class='xr-var-data-in' type='checkbox'><label for='data-3c6495e9-d35f-4e2d-8289-2f22a9ebe585' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2t</dd></dl></div><div class='xr-var-data'><pre>array([[[[290.90617371, 290.34562683, 289.50382996, ..., 290.53507996,\n",
-       "          288.83000183, 288.98820496]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssrd</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-8543d002-7001-475c-932d-dc2dc8c2f0e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8543d002-7001-475c-932d-dc2dc8c2f0e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-abd47979-9b4f-4041-8819-89350d05be0c' class='xr-var-data-in' type='checkbox'><label for='data-abd47979-9b4f-4041-8819-89350d05be0c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>J m**-2</dd><dt><span>long_name :</span></dt><dd>ssrd</dd></dl></div><div class='xr-var-data'><pre>array([[[[0., 0., 0., ..., 0., 0., 0.]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-27ea3686-8bbd-4fdd-bf22-2a958d717786' class='xr-section-summary-in' type='checkbox'  ><label for='section-27ea3686-8bbd-4fdd-bf22-2a958d717786' class='xr-section-summary' >Indexes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>datetimes</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ab61953c-e787-4095-b522-9e3407534537' class='xr-index-data-in' type='checkbox'/><label for='index-ab61953c-e787-4095-b522-9e3407534537' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2024-12-17T12:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetimes&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-44e67246-c030-42cb-8446-b1e349022a61' class='xr-index-data-in' type='checkbox'/><label for='index-44e67246-c030-42cb-8446-b1e349022a61' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1], dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>steps</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7e3937ea-20ad-466a-a54d-d5a9bca6ba9f' class='xr-index-data-in' type='checkbox'/><label for='index-7e3937ea-20ad-466a-a54d-d5a9bca6ba9f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;steps&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>points</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4b6a002c-85fb-4528-8841-92f546adfa98' class='xr-index-data-in' type='checkbox'/><label for='index-4b6a002c-85fb-4528-8841-92f546adfa98' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0,    1,    2,    3,    4,    5,    6,    7,    8,    9,\n",
-       "       ...\n",
-       "       1083, 1084, 1085, 1086, 1087, 1088, 1089, 1090, 1091, 1092],\n",
-       "      dtype=&#x27;int64&#x27;, name=&#x27;points&#x27;, length=1093))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a4bac110-8df8-4bcd-970d-23ca17115111' class='xr-section-summary-in' type='checkbox'  ><label for='section-a4bac110-8df8-4bcd-970d-23ca17115111' class='xr-section-summary' >Attributes: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>class :</span></dt><dd>od</dd><dt><span>Forecast date :</span></dt><dd>2024-12-17T12:00:00Z</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>step :</span></dt><dd>0</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd><dt><span>date :</span></dt><dd>2024-12-17T12:00:00Z</dd></dl></div></li></ul></div></div>"
-      ],
-      "text/plain": [
-       "<xarray.Dataset> Size: 53kB\n",
-       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 1093)\n",
-       "Coordinates:\n",
-       "  * datetimes  (datetimes) <U20 80B '2024-12-17T12:00:00Z'\n",
-       "  * number     (number) int64 8B 1\n",
-       "  * steps      (steps) int64 8B 0\n",
-       "  * points     (points) int64 9kB 0 1 2 3 4 5 ... 1087 1088 1089 1090 1091 1092\n",
-       "    x          (points) float64 9kB 37.08 37.08 37.08 37.15 ... 42.0 42.0 42.07\n",
-       "    y          (points) float64 9kB 351.1 351.2 351.3 ... 351.6 351.7 351.7\n",
-       "    z          (points) float64 9kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
-       "Data variables:\n",
-       "    2t         (datetimes, number, steps, points) float64 9kB 290.9 ... 289.0\n",
-       "    ssrd       (datetimes, number, steps, points) float64 9kB 0.0 0.0 ... 0.0\n",
-       "Attributes:\n",
-       "    class:          od\n",
-       "    Forecast date:  2024-12-17T12:00:00Z\n",
-       "    domain:         g\n",
-       "    expver:         0001\n",
-       "    levtype:        sfc\n",
-       "    number:         1\n",
-       "    step:           0\n",
-       "    stream:         enfo\n",
-       "    type:           pf\n",
-       "    date:           2024-12-17T12:00:00Z"
-      ]
-     },
-     "execution_count": 1,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "import earthkit.data as ekd\n",
-    "\n",
-    "# lat, lon\n",
-    "coords = [\n",
-    "    [41.870881288, -8.8791360],\n",
-    "    [41.694339317422646, -8.824238614026456],\n",
-    "    [40.171924585721314, -8.902386975546364],\n",
-    "    [38.75694209400925, -9.493088042617785],\n",
-    "    [38.42424252381525, -9.171674240710018],\n",
-    "    [38.49907333213173, -8.676525850529856],\n",
-    "    [37.057269459205145, -8.971873318897366],\n",
-    "    [37.162874354643776, -7.406745406502978],\n",
-    "    [38.19776118392036, -6.931663452624974],\n",
-    "    [38.4280922170291, -7.321584397020473],\n",
-    "    [39.011852875635526, -6.9787177479519755],\n",
-    "    [39.66227871551288, -7.5393956904523804],\n",
-    "    [39.66568774825791, -7.03915852435145],\n",
-    "    [40.0019453234905, -6.883203763416162],\n",
-    "    [40.20373392742229, -7.035724907677206],\n",
-    "    [40.350463990828985, -6.8135246275213035],\n",
-    "    [41.030499770212515, -6.905947651233703],\n",
-    "    [41.593647729084154, -6.22847017956974],\n",
-    "    [41.67712153119277, -6.544984134823352],\n",
-    "    [41.949682257268876, -6.567927092516641],\n",
-    "    [41.96960294343674, -7.1747800681640115],\n",
-    "    [41.88337981339092, -7.196871678410446],\n",
-    "    [41.81334515396762, -8.156666519264604],\n",
-    "    [42.14242723772878, -8.205142297350534],\n",
-    "    [41.870881288, -8.8791360],\n",
-    "]\n",
-    "\n",
-    "\n",
-    "request = {\n",
-    "    \"class\": \"od\",\n",
-    "    \"stream\": \"enfo\",\n",
-    "    \"type\": \"pf\",\n",
-    "    \"date\": -1,\n",
-    "    \"time\": \"1200\",\n",
-    "    \"levtype\": \"sfc\",\n",
-    "    \"expver\": 1,\n",
-    "    \"domain\": \"g\",\n",
-    "    \"param\": \"167/169\",\n",
-    "    \"number\": \"1\",\n",
-    "    \"step\": \"0\",\n",
-    "    \"feature\": {\"type\": \"polygon\", \"shape\": coords},\n",
-    "}\n",
-    "\n",
-    "ds = ekd.from_source(\n",
-    "    \"polytope\", \"ecmwf-mars\", request, stream=False, address=\"polytope.ecmwf.int\"\n",
-    ")\n",
-    "da = ds.to_xarray()\n",
-    "da"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "63c85f2c-ca32-4079-8aad-14558ff68c47",
-   "metadata": {},
-   "source": [
-    "The Xarray dataset can be plotted as a point cloud."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "id": "14b20a52-564f-4fbc-96ac-291c2d0cc4eb",
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 700x600 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "import earthkit.plots as ekp\n",
-    "\n",
-    "chart = ekp.Map(domain=\"Portugal\")\n",
-    "chart.point_cloud(da[\"2t\"], x=\"y\", y=\"x\")\n",
-    "\n",
-    "chart.coastlines()\n",
-    "chart.borders()\n",
-    "chart.gridlines()\n",
-    "\n",
-    "chart.title(\"{variable_name} (number={number})\")\n",
-    "\n",
-    "chart.legend()\n",
-    "\n",
-    "chart.show()"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "dev_ecc",
-   "language": "python",
-   "name": "dev_ecc"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.10.13"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/docs/examples/polytope_polygon_logo.ipynb b/docs/examples/polytope_polygon_logo.ipynb
deleted file mode 100644
index f6615a4..0000000
--- a/docs/examples/polytope_polygon_logo.ipynb
+++ /dev/null
@@ -1,2146 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "id": "9ca99456-817b-4669-aead-8c7d7435b0dc",
-   "metadata": {},
-   "source": [
-    "## Polytope polygons forming a word"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "36b3cbce-657d-415d-a669-7f1eaeefa7d2",
-   "metadata": {},
-   "source": [
-    "This example retrieves polygon coverages forming the word \"POLYTOPE\" from polytope and plots it onto a map."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "id": "bfc4e565-98cb-4e96-8deb-95e98bc6465e",
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "2024-12-18 09:10:11 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:11 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - - 7.258763811234218\\n'\n",
-      "            '      - 48.793723130601535\\n'\n",
-      "            '    - - 7.168488316250347\\n'\n",
-      "            '      - 49.83398497089428\\n'\n",
-      "            '    - - 8.21596726115746\\n'\n",
-      "            '      - 49.850900108140536\\n'\n",
-      "            '    - - 8.22477419294512\\n'\n",
-      "            '      - 49.63238869079714\\n'\n",
-      "            '    - - 7.425045773152021\\n'\n",
-      "            '      - 49.6375037902404\\n'\n",
-      "            '    - - 7.488604743081794\\n'\n",
-      "            '      - 48.76751542040529\\n'\n",
-      "            '    - - 7.262985428883866\\n'\n",
-      "            '      - 48.762974824632806\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:11 - INFO - Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:12 - INFO - Request accepted. Please poll ./cdcfe067-f976-47d3-8015-437dffe0d2f8 for status\n",
-      "2024-12-18 09:10:12 - INFO - Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:12 - INFO - Checking request status (./cdcfe067-f976-47d3-8015-437dffe0d2f8)...\n",
-      "2024-12-18 09:10:12 - INFO - The current status of the request is 'queued'\n",
-      "2024-12-18 09:10:13 - INFO - The current status of the request is 'processing'\n",
-      "2024-12-18 09:10:15 - INFO - The current status of the request is 'processed'\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "cdcfe067-f976-47d3-8015-437dffe0d2f8.covjson:   0%|          | 0.00/5.91k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:polytope.api.Client.LIYRRX:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Creating Polytope client...\n",
-      "2024-12-18 09:10:17 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.LIYRRX:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:17 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 8.228175484385758\\n'\n",
-      "            '    - 49.62363905618946\\n'\n",
-      "            '  - - 8.2383404847414\\n'\n",
-      "            '    - 49.30577331470633\\n'\n",
-      "            '  - - 7.468517996271913\\n'\n",
-      "            '    - 49.29035950951544\\n'\n",
-      "            '  - - 7.442698254298165\\n'\n",
-      "            '    - 49.394063349552624\\n'\n",
-      "            '  - - 8.0965165757963\\n'\n",
-      "            '    - 49.41322522398369\\n'\n",
-      "            '  - - 8.09028856771124\\n'\n",
-      "            '    - 49.63518066374158\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.LIYRRX:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 8.228175484385758\\n'\n",
-      "            '    - 49.62363905618946\\n'\n",
-      "            '  - - 8.2383404847414\\n'\n",
-      "            '    - 49.30577331470633\\n'\n",
-      "            '  - - 7.468517996271913\\n'\n",
-      "            '    - 49.29035950951544\\n'\n",
-      "            '  - - 7.442698254298165\\n'\n",
-      "            '    - 49.394063349552624\\n'\n",
-      "            '  - - 8.0965165757963\\n'\n",
-      "            '    - 49.41322522398369\\n'\n",
-      "            '  - - 8.09028856771124\\n'\n",
-      "            '    - 49.63518066374158\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:17 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.LIYRRX:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 8.228175484385758\\n    - 49.62363905618946\\n  - - 8.2383404847414\\n    - 49.30577331470633\\n  - - 7.468517996271913\\n    - 49.29035950951544\\n  - - 7.442698254298165\\n    - 49.394063349552624\\n  - - 8.0965165757963\\n    - 49.41322522398369\\n  - - 8.09028856771124\\n    - 49.63518066374158\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:17 - INFO - Request accepted. Please poll ./9e6d79ee-9002-46d1-bb60-c0d271040960 for status\n",
-      "INFO:polytope.api.Client.LIYRRX:Request accepted. Please poll ./9e6d79ee-9002-46d1-bb60-c0d271040960 for status\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Server message: Request queued\n",
-      "2024-12-18 09:10:17 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.LIYRRX:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:17 - INFO - Checking request status (./9e6d79ee-9002-46d1-bb60-c0d271040960)...\n",
-      "INFO:polytope.api.Client.LIYRRX:Checking request status (./9e6d79ee-9002-46d1-bb60-c0d271040960)...\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./9e6d79ee-9002-46d1-bb60-c0d271040960\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9e6d79ee-9002-46d1-bb60-c0d271040960 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:17 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.LIYRRX:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./9e6d79ee-9002-46d1-bb60-c0d271040960\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9e6d79ee-9002-46d1-bb60-c0d271040960 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./9e6d79ee-9002-46d1-bb60-c0d271040960\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9e6d79ee-9002-46d1-bb60-c0d271040960 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:18 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.LIYRRX:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./9e6d79ee-9002-46d1-bb60-c0d271040960\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9e6d79ee-9002-46d1-bb60-c0d271040960 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./9e6d79ee-9002-46d1-bb60-c0d271040960\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9e6d79ee-9002-46d1-bb60-c0d271040960 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./9e6d79ee-9002-46d1-bb60-c0d271040960\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9e6d79ee-9002-46d1-bb60-c0d271040960 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./9e6d79ee-9002-46d1-bb60-c0d271040960\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9e6d79ee-9002-46d1-bb60-c0d271040960 HTTP/1.1\" 303 175\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/9e6d79ee-9002-46d1-bb60-c0d271040960.covjson HTTP/1.1\" 200 2838\n",
-      "DEBUG:polytope.api.Client.LIYRRX:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:19 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.LIYRRX:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/9e6d79ee-9002-46d1-bb60-c0d271040960.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "9e6d79ee-9002-46d1-bb60-c0d271040960.covjson:   0%|          | 0.00/2.77k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/9e6d79ee-9002-46d1-bb60-c0d271040960.covjson HTTP/1.1\" 200 2838\n",
-      "DEBUG:polytope.api.Client.USF5GX:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.USF5GX:Creating Polytope client...\n",
-      "2024-12-18 09:10:20 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.USF5GX:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:20 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 8.778584932744309\\n'\n",
-      "            '    - 49.86954658650521\\n'\n",
-      "            '  - - 8.862295524771469\\n'\n",
-      "            '    - 48.766918864990714\\n'\n",
-      "            '  - - 10.061878585703141\\n'\n",
-      "            '    - 48.80521538773752\\n'\n",
-      "            '  - - 10.05189374814043\\n'\n",
-      "            '    - 49.02912712169905\\n'\n",
-      "            '  - - 9.126374708842917\\n'\n",
-      "            '    - 49.035317308040874\\n'\n",
-      "            '  - - 9.054787898083248\\n'\n",
-      "            '    - 49.85647839775169\\n'\n",
-      "            '  - - 8.79447274483195\\n'\n",
-      "            '    - 49.8646339236731\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.USF5GX:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 8.778584932744309\\n'\n",
-      "            '    - 49.86954658650521\\n'\n",
-      "            '  - - 8.862295524771469\\n'\n",
-      "            '    - 48.766918864990714\\n'\n",
-      "            '  - - 10.061878585703141\\n'\n",
-      "            '    - 48.80521538773752\\n'\n",
-      "            '  - - 10.05189374814043\\n'\n",
-      "            '    - 49.02912712169905\\n'\n",
-      "            '  - - 9.126374708842917\\n'\n",
-      "            '    - 49.035317308040874\\n'\n",
-      "            '  - - 9.054787898083248\\n'\n",
-      "            '    - 49.85647839775169\\n'\n",
-      "            '  - - 8.79447274483195\\n'\n",
-      "            '    - 49.8646339236731\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:20 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.USF5GX:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 8.778584932744309\\n    - 49.86954658650521\\n  - - 8.862295524771469\\n    - 48.766918864990714\\n  - - 10.061878585703141\\n    - 48.80521538773752\\n  - - 10.05189374814043\\n    - 49.02912712169905\\n  - - 9.126374708842917\\n    - 49.035317308040874\\n  - - 9.054787898083248\\n    - 49.85647839775169\\n  - - 8.79447274483195\\n    - 49.8646339236731\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:20 - INFO - Request accepted. Please poll ./e2375831-b316-4df1-8d88-99150513e8dd for status\n",
-      "INFO:polytope.api.Client.USF5GX:Request accepted. Please poll ./e2375831-b316-4df1-8d88-99150513e8dd for status\n",
-      "DEBUG:polytope.api.Client.USF5GX:Server message: Request queued\n",
-      "2024-12-18 09:10:20 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.USF5GX:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:20 - INFO - Checking request status (./e2375831-b316-4df1-8d88-99150513e8dd)...\n",
-      "INFO:polytope.api.Client.USF5GX:Checking request status (./e2375831-b316-4df1-8d88-99150513e8dd)...\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./e2375831-b316-4df1-8d88-99150513e8dd\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e2375831-b316-4df1-8d88-99150513e8dd HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:20 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.USF5GX:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.USF5GX:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./e2375831-b316-4df1-8d88-99150513e8dd\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e2375831-b316-4df1-8d88-99150513e8dd HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./e2375831-b316-4df1-8d88-99150513e8dd\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e2375831-b316-4df1-8d88-99150513e8dd HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./e2375831-b316-4df1-8d88-99150513e8dd\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e2375831-b316-4df1-8d88-99150513e8dd HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:21 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.USF5GX:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.USF5GX:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./e2375831-b316-4df1-8d88-99150513e8dd\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e2375831-b316-4df1-8d88-99150513e8dd HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./e2375831-b316-4df1-8d88-99150513e8dd\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e2375831-b316-4df1-8d88-99150513e8dd HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./e2375831-b316-4df1-8d88-99150513e8dd\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e2375831-b316-4df1-8d88-99150513e8dd HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./e2375831-b316-4df1-8d88-99150513e8dd\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e2375831-b316-4df1-8d88-99150513e8dd HTTP/1.1\" 303 175\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/e2375831-b316-4df1-8d88-99150513e8dd.covjson HTTP/1.1\" 200 7203\n",
-      "DEBUG:polytope.api.Client.USF5GX:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:23 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.USF5GX:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/e2375831-b316-4df1-8d88-99150513e8dd.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "e2375831-b316-4df1-8d88-99150513e8dd.covjson:   0%|          | 0.00/7.03k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/e2375831-b316-4df1-8d88-99150513e8dd.covjson HTTP/1.1\" 200 7203\n",
-      "DEBUG:polytope.api.Client.326DDL:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.326DDL:Creating Polytope client...\n",
-      "2024-12-18 09:10:23 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.326DDL:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:23 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 9.088892121315212\\n'\n",
-      "            '    - 49.68396293291025\\n'\n",
-      "            '  - - 9.819571610135483\\n'\n",
-      "            '    - 49.684014501470756\\n'\n",
-      "            '  - - 9.85505960658449\\n'\n",
-      "            '    - 49.03116952568445\\n'\n",
-      "            '  - - 10.060153571012052\\n'\n",
-      "            '    - 49.027505122195635\\n'\n",
-      "            '  - - 10.072160282281033\\n'\n",
-      "            '    - 49.86449197101945\\n'\n",
-      "            '  - - 9.05948442169526\\n'\n",
-      "            '    - 49.85694532601448\\n'\n",
-      "            '  - - 9.071912795654185\\n'\n",
-      "            '    - 49.68014004987609\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.326DDL:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 9.088892121315212\\n'\n",
-      "            '    - 49.68396293291025\\n'\n",
-      "            '  - - 9.819571610135483\\n'\n",
-      "            '    - 49.684014501470756\\n'\n",
-      "            '  - - 9.85505960658449\\n'\n",
-      "            '    - 49.03116952568445\\n'\n",
-      "            '  - - 10.060153571012052\\n'\n",
-      "            '    - 49.027505122195635\\n'\n",
-      "            '  - - 10.072160282281033\\n'\n",
-      "            '    - 49.86449197101945\\n'\n",
-      "            '  - - 9.05948442169526\\n'\n",
-      "            '    - 49.85694532601448\\n'\n",
-      "            '  - - 9.071912795654185\\n'\n",
-      "            '    - 49.68014004987609\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:23 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.326DDL:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 9.088892121315212\\n    - 49.68396293291025\\n  - - 9.819571610135483\\n    - 49.684014501470756\\n  - - 9.85505960658449\\n    - 49.03116952568445\\n  - - 10.060153571012052\\n    - 49.027505122195635\\n  - - 10.072160282281033\\n    - 49.86449197101945\\n  - - 9.05948442169526\\n    - 49.85694532601448\\n  - - 9.071912795654185\\n    - 49.68014004987609\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:23 - INFO - Request accepted. Please poll ./a3181214-8307-49a5-8863-ce3713c009b5 for status\n",
-      "INFO:polytope.api.Client.326DDL:Request accepted. Please poll ./a3181214-8307-49a5-8863-ce3713c009b5 for status\n",
-      "DEBUG:polytope.api.Client.326DDL:Server message: Request queued\n",
-      "2024-12-18 09:10:23 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.326DDL:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:23 - INFO - Checking request status (./a3181214-8307-49a5-8863-ce3713c009b5)...\n",
-      "INFO:polytope.api.Client.326DDL:Checking request status (./a3181214-8307-49a5-8863-ce3713c009b5)...\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./a3181214-8307-49a5-8863-ce3713c009b5\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/a3181214-8307-49a5-8863-ce3713c009b5 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:23 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.326DDL:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.326DDL:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./a3181214-8307-49a5-8863-ce3713c009b5\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/a3181214-8307-49a5-8863-ce3713c009b5 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./a3181214-8307-49a5-8863-ce3713c009b5\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/a3181214-8307-49a5-8863-ce3713c009b5 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:24 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.326DDL:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.326DDL:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./a3181214-8307-49a5-8863-ce3713c009b5\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/a3181214-8307-49a5-8863-ce3713c009b5 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./a3181214-8307-49a5-8863-ce3713c009b5\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/a3181214-8307-49a5-8863-ce3713c009b5 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./a3181214-8307-49a5-8863-ce3713c009b5\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/a3181214-8307-49a5-8863-ce3713c009b5 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./a3181214-8307-49a5-8863-ce3713c009b5\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/a3181214-8307-49a5-8863-ce3713c009b5 HTTP/1.1\" 303 175\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/a3181214-8307-49a5-8863-ce3713c009b5.covjson HTTP/1.1\" 200 4818\n",
-      "DEBUG:polytope.api.Client.326DDL:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:25 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.326DDL:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/a3181214-8307-49a5-8863-ce3713c009b5.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "a3181214-8307-49a5-8863-ce3713c009b5.covjson:   0%|          | 0.00/4.71k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/a3181214-8307-49a5-8863-ce3713c009b5.covjson HTTP/1.1\" 200 4818\n",
-      "DEBUG:polytope.api.Client.3TM299:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.3TM299:Creating Polytope client...\n",
-      "2024-12-18 09:10:26 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.3TM299:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:26 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 10.598471035757996\\n'\n",
-      "            '    - 49.82012849229719\\n'\n",
-      "            '  - - 10.623393389597027\\n'\n",
-      "            '    - 48.824858944891844\\n'\n",
-      "            '  - - 12.04024144738159\\n'\n",
-      "            '    - 48.83198005307881\\n'\n",
-      "            '  - - 12.006769966371252\\n'\n",
-      "            '    - 49.16097358155085\\n'\n",
-      "            '  - - 10.989756517888907\\n'\n",
-      "            '    - 49.16815641449875\\n'\n",
-      "            '  - - 10.948052430339942\\n'\n",
-      "            '    - 49.88592726422476\\n'\n",
-      "            '  - - 10.596882802957197\\n'\n",
-      "            '    - 49.86398061258498\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.3TM299:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 10.598471035757996\\n'\n",
-      "            '    - 49.82012849229719\\n'\n",
-      "            '  - - 10.623393389597027\\n'\n",
-      "            '    - 48.824858944891844\\n'\n",
-      "            '  - - 12.04024144738159\\n'\n",
-      "            '    - 48.83198005307881\\n'\n",
-      "            '  - - 12.006769966371252\\n'\n",
-      "            '    - 49.16097358155085\\n'\n",
-      "            '  - - 10.989756517888907\\n'\n",
-      "            '    - 49.16815641449875\\n'\n",
-      "            '  - - 10.948052430339942\\n'\n",
-      "            '    - 49.88592726422476\\n'\n",
-      "            '  - - 10.596882802957197\\n'\n",
-      "            '    - 49.86398061258498\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:26 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.3TM299:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 10.598471035757996\\n    - 49.82012849229719\\n  - - 10.623393389597027\\n    - 48.824858944891844\\n  - - 12.04024144738159\\n    - 48.83198005307881\\n  - - 12.006769966371252\\n    - 49.16097358155085\\n  - - 10.989756517888907\\n    - 49.16815641449875\\n  - - 10.948052430339942\\n    - 49.88592726422476\\n  - - 10.596882802957197\\n    - 49.86398061258498\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:26 - INFO - Request accepted. Please poll ./722f55c9-8f81-401e-8247-8bb530a2b57b for status\n",
-      "INFO:polytope.api.Client.3TM299:Request accepted. Please poll ./722f55c9-8f81-401e-8247-8bb530a2b57b for status\n",
-      "DEBUG:polytope.api.Client.3TM299:Server message: Request queued\n",
-      "2024-12-18 09:10:26 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.3TM299:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:26 - INFO - Checking request status (./722f55c9-8f81-401e-8247-8bb530a2b57b)...\n",
-      "INFO:polytope.api.Client.3TM299:Checking request status (./722f55c9-8f81-401e-8247-8bb530a2b57b)...\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:26 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.3TM299:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.3TM299:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:27 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.3TM299:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.3TM299:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./722f55c9-8f81-401e-8247-8bb530a2b57b\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/722f55c9-8f81-401e-8247-8bb530a2b57b HTTP/1.1\" 303 175\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/722f55c9-8f81-401e-8247-8bb530a2b57b.covjson HTTP/1.1\" 200 9059\n",
-      "DEBUG:polytope.api.Client.3TM299:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:29 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.3TM299:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/722f55c9-8f81-401e-8247-8bb530a2b57b.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "722f55c9-8f81-401e-8247-8bb530a2b57b.covjson:   0%|          | 0.00/8.85k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/722f55c9-8f81-401e-8247-8bb530a2b57b.covjson HTTP/1.1\" 200 9059\n",
-      "DEBUG:polytope.api.Client.20W7C2:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.20W7C2:Creating Polytope client...\n",
-      "2024-12-18 09:10:29 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.20W7C2:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:29 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 13.29197987307927\\n'\n",
-      "            '    - 49.97728585641272\\n'\n",
-      "            '  - - 12.57111275146977\\n'\n",
-      "            '    - 49.97104094778115\\n'\n",
-      "            '  - - 13.222322323273431\\n'\n",
-      "            '    - 49.37725327518439\\n'\n",
-      "            '  - - 13.202971158951414\\n'\n",
-      "            '    - 48.903129615084254\\n'\n",
-      "            '  - - 13.827804957331438\\n'\n",
-      "            '    - 48.88340416595227\\n'\n",
-      "            '  - - 13.874384556433938\\n'\n",
-      "            '    - 49.40358865952578\\n'\n",
-      "            '  - - 14.605299546055448\\n'\n",
-      "            '    - 49.93197478940584\\n'\n",
-      "            '  - - 14.102062445091747\\n'\n",
-      "            '    - 49.98001098000407\\n'\n",
-      "            '  - - 13.624487089218775\\n'\n",
-      "            '    - 49.55461007587729\\n'\n",
-      "            '  - - 13.3099890365134\\n'\n",
-      "            '    - 49.97739580806973\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.20W7C2:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 13.29197987307927\\n'\n",
-      "            '    - 49.97728585641272\\n'\n",
-      "            '  - - 12.57111275146977\\n'\n",
-      "            '    - 49.97104094778115\\n'\n",
-      "            '  - - 13.222322323273431\\n'\n",
-      "            '    - 49.37725327518439\\n'\n",
-      "            '  - - 13.202971158951414\\n'\n",
-      "            '    - 48.903129615084254\\n'\n",
-      "            '  - - 13.827804957331438\\n'\n",
-      "            '    - 48.88340416595227\\n'\n",
-      "            '  - - 13.874384556433938\\n'\n",
-      "            '    - 49.40358865952578\\n'\n",
-      "            '  - - 14.605299546055448\\n'\n",
-      "            '    - 49.93197478940584\\n'\n",
-      "            '  - - 14.102062445091747\\n'\n",
-      "            '    - 49.98001098000407\\n'\n",
-      "            '  - - 13.624487089218775\\n'\n",
-      "            '    - 49.55461007587729\\n'\n",
-      "            '  - - 13.3099890365134\\n'\n",
-      "            '    - 49.97739580806973\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:29 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.20W7C2:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 13.29197987307927\\n    - 49.97728585641272\\n  - - 12.57111275146977\\n    - 49.97104094778115\\n  - - 13.222322323273431\\n    - 49.37725327518439\\n  - - 13.202971158951414\\n    - 48.903129615084254\\n  - - 13.827804957331438\\n    - 48.88340416595227\\n  - - 13.874384556433938\\n    - 49.40358865952578\\n  - - 14.605299546055448\\n    - 49.93197478940584\\n  - - 14.102062445091747\\n    - 49.98001098000407\\n  - - 13.624487089218775\\n    - 49.55461007587729\\n  - - 13.3099890365134\\n    - 49.97739580806973\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:29 - INFO - Request accepted. Please poll ./f83f1275-682d-4f36-b25e-2e4ad132cc85 for status\n",
-      "INFO:polytope.api.Client.20W7C2:Request accepted. Please poll ./f83f1275-682d-4f36-b25e-2e4ad132cc85 for status\n",
-      "DEBUG:polytope.api.Client.20W7C2:Server message: Request queued\n",
-      "2024-12-18 09:10:29 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.20W7C2:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:29 - INFO - Checking request status (./f83f1275-682d-4f36-b25e-2e4ad132cc85)...\n",
-      "INFO:polytope.api.Client.20W7C2:Checking request status (./f83f1275-682d-4f36-b25e-2e4ad132cc85)...\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f83f1275-682d-4f36-b25e-2e4ad132cc85\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f83f1275-682d-4f36-b25e-2e4ad132cc85 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:30 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.20W7C2:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.20W7C2:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f83f1275-682d-4f36-b25e-2e4ad132cc85\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f83f1275-682d-4f36-b25e-2e4ad132cc85 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:30 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.20W7C2:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.20W7C2:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f83f1275-682d-4f36-b25e-2e4ad132cc85\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f83f1275-682d-4f36-b25e-2e4ad132cc85 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f83f1275-682d-4f36-b25e-2e4ad132cc85\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f83f1275-682d-4f36-b25e-2e4ad132cc85 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f83f1275-682d-4f36-b25e-2e4ad132cc85\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f83f1275-682d-4f36-b25e-2e4ad132cc85 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f83f1275-682d-4f36-b25e-2e4ad132cc85\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f83f1275-682d-4f36-b25e-2e4ad132cc85 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f83f1275-682d-4f36-b25e-2e4ad132cc85\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f83f1275-682d-4f36-b25e-2e4ad132cc85 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f83f1275-682d-4f36-b25e-2e4ad132cc85\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f83f1275-682d-4f36-b25e-2e4ad132cc85 HTTP/1.1\" 303 176\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/f83f1275-682d-4f36-b25e-2e4ad132cc85.covjson HTTP/1.1\" 200 11003\n",
-      "DEBUG:polytope.api.Client.20W7C2:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:32 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.20W7C2:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/f83f1275-682d-4f36-b25e-2e4ad132cc85.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "f83f1275-682d-4f36-b25e-2e4ad132cc85.covjson:   0%|          | 0.00/10.7k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/f83f1275-682d-4f36-b25e-2e4ad132cc85.covjson HTTP/1.1\" 200 11003\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Creating Polytope client...\n",
-      "2024-12-18 09:10:33 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.C0N1RM:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:33 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 15.228965549991614\\n'\n",
-      "            '    - 49.730373613580525\\n'\n",
-      "            '  - - 15.230125323821682\\n'\n",
-      "            '    - 50.090633313563075\\n'\n",
-      "            '  - - 17.660387372585035\\n'\n",
-      "            '    - 50.06822116337625\\n'\n",
-      "            '  - - 17.577939895914568\\n'\n",
-      "            '    - 49.59398017760927\\n'\n",
-      "            '  - - 16.752386182433355\\n'\n",
-      "            '    - 49.64920447268295\\n'\n",
-      "            '  - - 16.58109059401943\\n'\n",
-      "            '    - 48.772986118860814\\n'\n",
-      "            '  - - 16.094304206428518\\n'\n",
-      "            '    - 48.79160176954642\\n'\n",
-      "            '  - - 16.185638387834643\\n'\n",
-      "            '    - 49.640410835320694\\n'\n",
-      "            '  - - 15.250602552532541\\n'\n",
-      "            '    - 49.68736034043533\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.C0N1RM:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 15.228965549991614\\n'\n",
-      "            '    - 49.730373613580525\\n'\n",
-      "            '  - - 15.230125323821682\\n'\n",
-      "            '    - 50.090633313563075\\n'\n",
-      "            '  - - 17.660387372585035\\n'\n",
-      "            '    - 50.06822116337625\\n'\n",
-      "            '  - - 17.577939895914568\\n'\n",
-      "            '    - 49.59398017760927\\n'\n",
-      "            '  - - 16.752386182433355\\n'\n",
-      "            '    - 49.64920447268295\\n'\n",
-      "            '  - - 16.58109059401943\\n'\n",
-      "            '    - 48.772986118860814\\n'\n",
-      "            '  - - 16.094304206428518\\n'\n",
-      "            '    - 48.79160176954642\\n'\n",
-      "            '  - - 16.185638387834643\\n'\n",
-      "            '    - 49.640410835320694\\n'\n",
-      "            '  - - 15.250602552532541\\n'\n",
-      "            '    - 49.68736034043533\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:33 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.C0N1RM:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 15.228965549991614\\n    - 49.730373613580525\\n  - - 15.230125323821682\\n    - 50.090633313563075\\n  - - 17.660387372585035\\n    - 50.06822116337625\\n  - - 17.577939895914568\\n    - 49.59398017760927\\n  - - 16.752386182433355\\n    - 49.64920447268295\\n  - - 16.58109059401943\\n    - 48.772986118860814\\n  - - 16.094304206428518\\n    - 48.79160176954642\\n  - - 16.185638387834643\\n    - 49.640410835320694\\n  - - 15.250602552532541\\n    - 49.68736034043533\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:33 - INFO - Request accepted. Please poll ./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c for status\n",
-      "INFO:polytope.api.Client.C0N1RM:Request accepted. Please poll ./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c for status\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Server message: Request queued\n",
-      "2024-12-18 09:10:33 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.C0N1RM:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:33 - INFO - Checking request status (./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c)...\n",
-      "INFO:polytope.api.Client.C0N1RM:Checking request status (./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c)...\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:33 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.C0N1RM:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:33 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.C0N1RM:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c HTTP/1.1\" 303 176\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c.covjson HTTP/1.1\" 200 15863\n",
-      "DEBUG:polytope.api.Client.C0N1RM:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:35 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.C0N1RM:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c.covjson:   0%|          | 0.00/15.5k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/ab7446e2-56b5-41a8-8d91-7aeb1f6bac0c.covjson HTTP/1.1\" 200 15863\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Creating Polytope client...\n",
-      "2024-12-18 09:10:35 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.4YQIOK:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:35 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 18.006103810711153\\n'\n",
-      "            '    - 49.874817453680265\\n'\n",
-      "            '  - - 17.872892800864577\\n'\n",
-      "            '    - 48.7751276419595\\n'\n",
-      "            '  - - 19.231045390320162\\n'\n",
-      "            '    - 48.68751356669205\\n'\n",
-      "            '  - - 19.286273043798417\\n'\n",
-      "            '    - 48.9720484447422\\n'\n",
-      "            '  - - 18.331513679782546\\n'\n",
-      "            '    - 49.02466456647059\\n'\n",
-      "            '  - - 18.4410677556115\\n'\n",
-      "            '    - 49.91883884509102\\n'\n",
-      "            '  - - 17.990407455442124\\n'\n",
-      "            '    - 49.9284320053506\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.4YQIOK:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 18.006103810711153\\n'\n",
-      "            '    - 49.874817453680265\\n'\n",
-      "            '  - - 17.872892800864577\\n'\n",
-      "            '    - 48.7751276419595\\n'\n",
-      "            '  - - 19.231045390320162\\n'\n",
-      "            '    - 48.68751356669205\\n'\n",
-      "            '  - - 19.286273043798417\\n'\n",
-      "            '    - 48.9720484447422\\n'\n",
-      "            '  - - 18.331513679782546\\n'\n",
-      "            '    - 49.02466456647059\\n'\n",
-      "            '  - - 18.4410677556115\\n'\n",
-      "            '    - 49.91883884509102\\n'\n",
-      "            '  - - 17.990407455442124\\n'\n",
-      "            '    - 49.9284320053506\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:35 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.4YQIOK:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 18.006103810711153\\n    - 49.874817453680265\\n  - - 17.872892800864577\\n    - 48.7751276419595\\n  - - 19.231045390320162\\n    - 48.68751356669205\\n  - - 19.286273043798417\\n    - 48.9720484447422\\n  - - 18.331513679782546\\n    - 49.02466456647059\\n  - - 18.4410677556115\\n    - 49.91883884509102\\n  - - 17.990407455442124\\n    - 49.9284320053506\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:35 - INFO - Request accepted. Please poll ./03553782-fcce-405a-9c62-3c2928b8269e for status\n",
-      "INFO:polytope.api.Client.4YQIOK:Request accepted. Please poll ./03553782-fcce-405a-9c62-3c2928b8269e for status\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Server message: Request queued\n",
-      "2024-12-18 09:10:35 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.4YQIOK:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:35 - INFO - Checking request status (./03553782-fcce-405a-9c62-3c2928b8269e)...\n",
-      "INFO:polytope.api.Client.4YQIOK:Checking request status (./03553782-fcce-405a-9c62-3c2928b8269e)...\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./03553782-fcce-405a-9c62-3c2928b8269e\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/03553782-fcce-405a-9c62-3c2928b8269e HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:36 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.4YQIOK:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./03553782-fcce-405a-9c62-3c2928b8269e\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/03553782-fcce-405a-9c62-3c2928b8269e HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./03553782-fcce-405a-9c62-3c2928b8269e\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/03553782-fcce-405a-9c62-3c2928b8269e HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:36 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.4YQIOK:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./03553782-fcce-405a-9c62-3c2928b8269e\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/03553782-fcce-405a-9c62-3c2928b8269e HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./03553782-fcce-405a-9c62-3c2928b8269e\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/03553782-fcce-405a-9c62-3c2928b8269e HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./03553782-fcce-405a-9c62-3c2928b8269e\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/03553782-fcce-405a-9c62-3c2928b8269e HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./03553782-fcce-405a-9c62-3c2928b8269e\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/03553782-fcce-405a-9c62-3c2928b8269e HTTP/1.1\" 303 175\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/03553782-fcce-405a-9c62-3c2928b8269e.covjson HTTP/1.1\" 200 8712\n",
-      "DEBUG:polytope.api.Client.4YQIOK:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:38 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.4YQIOK:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/03553782-fcce-405a-9c62-3c2928b8269e.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "03553782-fcce-405a-9c62-3c2928b8269e.covjson:   0%|          | 0.00/8.51k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/03553782-fcce-405a-9c62-3c2928b8269e.covjson HTTP/1.1\" 200 8712\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Creating Polytope client...\n",
-      "2024-12-18 09:10:38 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.R0SJEM:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:38 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 18.523099688262818\\n'\n",
-      "            '    - 49.91693240270905\\n'\n",
-      "            '  - - 19.571993355132093\\n'\n",
-      "            '    - 49.88820196224816\\n'\n",
-      "            '  - - 19.269541055964595\\n'\n",
-      "            '    - 48.99870007380369\\n'\n",
-      "            '  - - 18.989650825560034\\n'\n",
-      "            '    - 49.00717933216285\\n'\n",
-      "            '  - - 19.1721361339051\\n'\n",
-      "            '    - 49.67352579852684\\n'\n",
-      "            '  - - 18.42049036941708\\n'\n",
-      "            '    - 49.71965669030075\\n'\n",
-      "            '  - - 18.436899591803154\\n'\n",
-      "            '    - 49.93131406908293\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.R0SJEM:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 18.523099688262818\\n'\n",
-      "            '    - 49.91693240270905\\n'\n",
-      "            '  - - 19.571993355132093\\n'\n",
-      "            '    - 49.88820196224816\\n'\n",
-      "            '  - - 19.269541055964595\\n'\n",
-      "            '    - 48.99870007380369\\n'\n",
-      "            '  - - 18.989650825560034\\n'\n",
-      "            '    - 49.00717933216285\\n'\n",
-      "            '  - - 19.1721361339051\\n'\n",
-      "            '    - 49.67352579852684\\n'\n",
-      "            '  - - 18.42049036941708\\n'\n",
-      "            '    - 49.71965669030075\\n'\n",
-      "            '  - - 18.436899591803154\\n'\n",
-      "            '    - 49.93131406908293\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:38 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.R0SJEM:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 18.523099688262818\\n    - 49.91693240270905\\n  - - 19.571993355132093\\n    - 49.88820196224816\\n  - - 19.269541055964595\\n    - 48.99870007380369\\n  - - 18.989650825560034\\n    - 49.00717933216285\\n  - - 19.1721361339051\\n    - 49.67352579852684\\n  - - 18.42049036941708\\n    - 49.71965669030075\\n  - - 18.436899591803154\\n    - 49.93131406908293\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:38 - INFO - Request accepted. Please poll ./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 for status\n",
-      "INFO:polytope.api.Client.R0SJEM:Request accepted. Please poll ./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 for status\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Server message: Request queued\n",
-      "2024-12-18 09:10:38 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.R0SJEM:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:38 - INFO - Checking request status (./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49)...\n",
-      "INFO:polytope.api.Client.R0SJEM:Checking request status (./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49)...\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:38 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.R0SJEM:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:39 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.R0SJEM:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49 HTTP/1.1\" 303 175\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49.covjson HTTP/1.1\" 200 5694\n",
-      "DEBUG:polytope.api.Client.R0SJEM:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:41 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.R0SJEM:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49.covjson:   0%|          | 0.00/5.56k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/d1256cb1-efd3-4ad9-b278-ffd4d6ac4a49.covjson HTTP/1.1\" 200 5694\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Creating Polytope client...\n",
-      "2024-12-18 09:10:41 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.VHPGBA:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:41 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 20.369665233263703\\n'\n",
-      "            '    - 48.68540724766882\\n'\n",
-      "            '  - - 20.390795716706066\\n'\n",
-      "            '    - 49.82142033684306\\n'\n",
-      "            '  - - 21.66474097162009\\n'\n",
-      "            '    - 49.77219361759094\\n'\n",
-      "            '  - - 21.599781134603887\\n'\n",
-      "            '    - 49.45580574399338\\n'\n",
-      "            '  - - 20.770239556798373\\n'\n",
-      "            '    - 49.481617120321545\\n'\n",
-      "            '  - - 20.773898383565665\\n'\n",
-      "            '    - 48.68594678666463\\n'\n",
-      "            '  - - 20.369665233263703\\n'\n",
-      "            '    - 48.68540724766882\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.VHPGBA:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 20.369665233263703\\n'\n",
-      "            '    - 48.68540724766882\\n'\n",
-      "            '  - - 20.390795716706066\\n'\n",
-      "            '    - 49.82142033684306\\n'\n",
-      "            '  - - 21.66474097162009\\n'\n",
-      "            '    - 49.77219361759094\\n'\n",
-      "            '  - - 21.599781134603887\\n'\n",
-      "            '    - 49.45580574399338\\n'\n",
-      "            '  - - 20.770239556798373\\n'\n",
-      "            '    - 49.481617120321545\\n'\n",
-      "            '  - - 20.773898383565665\\n'\n",
-      "            '    - 48.68594678666463\\n'\n",
-      "            '  - - 20.369665233263703\\n'\n",
-      "            '    - 48.68540724766882\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:41 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.VHPGBA:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 20.369665233263703\\n    - 48.68540724766882\\n  - - 20.390795716706066\\n    - 49.82142033684306\\n  - - 21.66474097162009\\n    - 49.77219361759094\\n  - - 21.599781134603887\\n    - 49.45580574399338\\n  - - 20.770239556798373\\n    - 49.481617120321545\\n  - - 20.773898383565665\\n    - 48.68594678666463\\n  - - 20.369665233263703\\n    - 48.68540724766882\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:41 - INFO - Request accepted. Please poll ./406bd859-50fc-4ee8-81f5-5237c71847ff for status\n",
-      "INFO:polytope.api.Client.VHPGBA:Request accepted. Please poll ./406bd859-50fc-4ee8-81f5-5237c71847ff for status\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Server message: Request queued\n",
-      "2024-12-18 09:10:41 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.VHPGBA:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:41 - INFO - Checking request status (./406bd859-50fc-4ee8-81f5-5237c71847ff)...\n",
-      "INFO:polytope.api.Client.VHPGBA:Checking request status (./406bd859-50fc-4ee8-81f5-5237c71847ff)...\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./406bd859-50fc-4ee8-81f5-5237c71847ff\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/406bd859-50fc-4ee8-81f5-5237c71847ff HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:42 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.VHPGBA:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./406bd859-50fc-4ee8-81f5-5237c71847ff\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/406bd859-50fc-4ee8-81f5-5237c71847ff HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./406bd859-50fc-4ee8-81f5-5237c71847ff\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/406bd859-50fc-4ee8-81f5-5237c71847ff HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:42 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.VHPGBA:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./406bd859-50fc-4ee8-81f5-5237c71847ff\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/406bd859-50fc-4ee8-81f5-5237c71847ff HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./406bd859-50fc-4ee8-81f5-5237c71847ff\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/406bd859-50fc-4ee8-81f5-5237c71847ff HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./406bd859-50fc-4ee8-81f5-5237c71847ff\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/406bd859-50fc-4ee8-81f5-5237c71847ff HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./406bd859-50fc-4ee8-81f5-5237c71847ff\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/406bd859-50fc-4ee8-81f5-5237c71847ff HTTP/1.1\" 303 175\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/406bd859-50fc-4ee8-81f5-5237c71847ff.covjson HTTP/1.1\" 200 7803\n",
-      "DEBUG:polytope.api.Client.VHPGBA:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:44 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.VHPGBA:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/406bd859-50fc-4ee8-81f5-5237c71847ff.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "406bd859-50fc-4ee8-81f5-5237c71847ff.covjson:   0%|          | 0.00/7.62k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/406bd859-50fc-4ee8-81f5-5237c71847ff.covjson HTTP/1.1\" 200 7803\n",
-      "DEBUG:polytope.api.Client.543OMF:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.543OMF:Creating Polytope client...\n",
-      "2024-12-18 09:10:44 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.543OMF:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:44 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 20.779400086097894\\n'\n",
-      "            '    - 49.266396683614516\\n'\n",
-      "            '  - - 21.291684316951347\\n'\n",
-      "            '    - 49.25582141560005\\n'\n",
-      "            '  - - 21.29255644055283\\n'\n",
-      "            '    - 49.462413633894414\\n'\n",
-      "            '  - - 21.60241816111113\\n'\n",
-      "            '    - 49.44412952745972\\n'\n",
-      "            '  - - 21.577574878322366\\n'\n",
-      "            '    - 49.16620350494162\\n'\n",
-      "            '  - - 20.792010318248543\\n'\n",
-      "            '    - 49.16233120403493\\n'\n",
-      "            '  - - 20.768637193550887\\n'\n",
-      "            '    - 49.273598233154075\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.543OMF:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 20.779400086097894\\n'\n",
-      "            '    - 49.266396683614516\\n'\n",
-      "            '  - - 21.291684316951347\\n'\n",
-      "            '    - 49.25582141560005\\n'\n",
-      "            '  - - 21.29255644055283\\n'\n",
-      "            '    - 49.462413633894414\\n'\n",
-      "            '  - - 21.60241816111113\\n'\n",
-      "            '    - 49.44412952745972\\n'\n",
-      "            '  - - 21.577574878322366\\n'\n",
-      "            '    - 49.16620350494162\\n'\n",
-      "            '  - - 20.792010318248543\\n'\n",
-      "            '    - 49.16233120403493\\n'\n",
-      "            '  - - 20.768637193550887\\n'\n",
-      "            '    - 49.273598233154075\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:44 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.543OMF:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 20.779400086097894\\n    - 49.266396683614516\\n  - - 21.291684316951347\\n    - 49.25582141560005\\n  - - 21.29255644055283\\n    - 49.462413633894414\\n  - - 21.60241816111113\\n    - 49.44412952745972\\n  - - 21.577574878322366\\n    - 49.16620350494162\\n  - - 20.792010318248543\\n    - 49.16233120403493\\n  - - 20.768637193550887\\n    - 49.273598233154075\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:44 - INFO - Request accepted. Please poll ./ea5e0381-830b-4bb5-ae30-ca3b8b85412a for status\n",
-      "INFO:polytope.api.Client.543OMF:Request accepted. Please poll ./ea5e0381-830b-4bb5-ae30-ca3b8b85412a for status\n",
-      "DEBUG:polytope.api.Client.543OMF:Server message: Request queued\n",
-      "2024-12-18 09:10:44 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.543OMF:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:44 - INFO - Checking request status (./ea5e0381-830b-4bb5-ae30-ca3b8b85412a)...\n",
-      "INFO:polytope.api.Client.543OMF:Checking request status (./ea5e0381-830b-4bb5-ae30-ca3b8b85412a)...\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ea5e0381-830b-4bb5-ae30-ca3b8b85412a\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ea5e0381-830b-4bb5-ae30-ca3b8b85412a HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:44 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.543OMF:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.543OMF:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ea5e0381-830b-4bb5-ae30-ca3b8b85412a\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ea5e0381-830b-4bb5-ae30-ca3b8b85412a HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ea5e0381-830b-4bb5-ae30-ca3b8b85412a\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ea5e0381-830b-4bb5-ae30-ca3b8b85412a HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ea5e0381-830b-4bb5-ae30-ca3b8b85412a\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ea5e0381-830b-4bb5-ae30-ca3b8b85412a HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:45 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.543OMF:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.543OMF:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ea5e0381-830b-4bb5-ae30-ca3b8b85412a\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ea5e0381-830b-4bb5-ae30-ca3b8b85412a HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ea5e0381-830b-4bb5-ae30-ca3b8b85412a\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ea5e0381-830b-4bb5-ae30-ca3b8b85412a HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ea5e0381-830b-4bb5-ae30-ca3b8b85412a\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ea5e0381-830b-4bb5-ae30-ca3b8b85412a HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./ea5e0381-830b-4bb5-ae30-ca3b8b85412a\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/ea5e0381-830b-4bb5-ae30-ca3b8b85412a HTTP/1.1\" 303 175\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/ea5e0381-830b-4bb5-ae30-ca3b8b85412a.covjson HTTP/1.1\" 200 2861\n",
-      "DEBUG:polytope.api.Client.543OMF:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:47 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.543OMF:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/ea5e0381-830b-4bb5-ae30-ca3b8b85412a.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "ea5e0381-830b-4bb5-ae30-ca3b8b85412a.covjson:   0%|          | 0.00/2.79k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/ea5e0381-830b-4bb5-ae30-ca3b8b85412a.covjson HTTP/1.1\" 200 2861\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Gathered Polytope client configuration:\n",
-      "{'address': 'polytope.ecmwf.int',\n",
-      " 'insecure': False,\n",
-      " 'key_path': PosixPath('/Users/cgr/.polytopeapirc'),\n",
-      " 'log_file': None,\n",
-      " 'log_level': 'DEBUG',\n",
-      " 'password': None,\n",
-      " 'port': None,\n",
-      " 'quiet': False,\n",
-      " 'skip_tls': False,\n",
-      " 'user_email': None,\n",
-      " 'user_key': None,\n",
-      " 'username': 'cgr',\n",
-      " 'verbose': False}\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Creating Polytope client...\n",
-      "2024-12-18 09:10:47 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "INFO:polytope.api.Client.P5NYAC:Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:10:47 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 23.208137901360374\\n'\n",
-      "            '    - 49.651584260796994\\n'\n",
-      "            '  - - 22.09658437133257\\n'\n",
-      "            '    - 49.752545184049126\\n'\n",
-      "            '  - - 21.91802865423628\\n'\n",
-      "            '    - 48.67264127283525\\n'\n",
-      "            '  - - 23.391185304246818\\n'\n",
-      "            '    - 48.62884428299256\\n'\n",
-      "            '  - - 23.420678366377672\\n'\n",
-      "            '    - 48.95370738548149\\n'\n",
-      "            '  - - 22.47620509293023\\n'\n",
-      "            '    - 48.948108124274114\\n'\n",
-      "            '  - - 22.504379835652145\\n'\n",
-      "            '    - 49.154931298807696\\n'\n",
-      "            '  - - 23.380718740911448\\n'\n",
-      "            '    - 49.134280180441834\\n'\n",
-      "            '  - - 23.347965550435475\\n'\n",
-      "            '    - 49.36007407350195\\n'\n",
-      "            '  - - 22.508043914644247\\n'\n",
-      "            '    - 49.34861103718032\\n'\n",
-      "            '  - - 22.552065252592882\\n'\n",
-      "            '    - 49.49663569230876\\n'\n",
-      "            '  - - 23.44022825068265\\n'\n",
-      "            '    - 49.49121931651345\\n'\n",
-      "            '  - - 23.257411122842967\\n'\n",
-      "            '    - 49.664632737235905\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "INFO:polytope.api.Client.P5NYAC:Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  shape:\\n'\n",
-      "            '  - - 23.208137901360374\\n'\n",
-      "            '    - 49.651584260796994\\n'\n",
-      "            '  - - 22.09658437133257\\n'\n",
-      "            '    - 49.752545184049126\\n'\n",
-      "            '  - - 21.91802865423628\\n'\n",
-      "            '    - 48.67264127283525\\n'\n",
-      "            '  - - 23.391185304246818\\n'\n",
-      "            '    - 48.62884428299256\\n'\n",
-      "            '  - - 23.420678366377672\\n'\n",
-      "            '    - 48.95370738548149\\n'\n",
-      "            '  - - 22.47620509293023\\n'\n",
-      "            '    - 48.948108124274114\\n'\n",
-      "            '  - - 22.504379835652145\\n'\n",
-      "            '    - 49.154931298807696\\n'\n",
-      "            '  - - 23.380718740911448\\n'\n",
-      "            '    - 49.134280180441834\\n'\n",
-      "            '  - - 23.347965550435475\\n'\n",
-      "            '    - 49.36007407350195\\n'\n",
-      "            '  - - 22.508043914644247\\n'\n",
-      "            '    - 49.34861103718032\\n'\n",
-      "            '  - - 22.552065252592882\\n'\n",
-      "            '    - 49.49663569230876\\n'\n",
-      "            '  - - 23.44022825068265\\n'\n",
-      "            '    - 49.49121931651345\\n'\n",
-      "            '  - - 23.257411122842967\\n'\n",
-      "            '    - 49.664632737235905\\n'\n",
-      "            '  type: polygon\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            \"number: '1'\\n\"\n",
-      "            \"param: '167'\\n\"\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '1200'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:47 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.P5NYAC:Polytope user key found in session cache for user cgr\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: -1\\ndomain: g\\nexpver: 1\\nfeature:\\n  shape:\\n  - - 23.208137901360374\\n    - 49.651584260796994\\n  - - 22.09658437133257\\n    - 49.752545184049126\\n  - - 21.91802865423628\\n    - 48.67264127283525\\n  - - 23.391185304246818\\n    - 48.62884428299256\\n  - - 23.420678366377672\\n    - 48.95370738548149\\n  - - 22.47620509293023\\n    - 48.948108124274114\\n  - - 22.504379835652145\\n    - 49.154931298807696\\n  - - 23.380718740911448\\n    - 49.134280180441834\\n  - - 23.347965550435475\\n    - 49.36007407350195\\n  - - 22.508043914644247\\n    - 49.34861103718032\\n  - - 22.552065252592882\\n    - 49.49663569230876\\n  - - 23.44022825068265\\n    - 49.49121931651345\\n  - - 23.257411122842967\\n    - 49.664632737235905\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:47 - INFO - Request accepted. Please poll ./f05a1c8c-ccc8-4eb9-bace-5700ba952344 for status\n",
-      "INFO:polytope.api.Client.P5NYAC:Request accepted. Please poll ./f05a1c8c-ccc8-4eb9-bace-5700ba952344 for status\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Server message: Request queued\n",
-      "2024-12-18 09:10:47 - INFO - Polytope user key found in session cache for user cgr\n",
-      "INFO:polytope.api.Client.P5NYAC:Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:47 - INFO - Checking request status (./f05a1c8c-ccc8-4eb9-bace-5700ba952344)...\n",
-      "INFO:polytope.api.Client.P5NYAC:Checking request status (./f05a1c8c-ccc8-4eb9-bace-5700ba952344)...\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f05a1c8c-ccc8-4eb9-bace-5700ba952344\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f05a1c8c-ccc8-4eb9-bace-5700ba952344 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:48 - INFO - The current status of the request is 'queued'\n",
-      "INFO:polytope.api.Client.P5NYAC:The current status of the request is 'queued'\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Server message: Request queued\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f05a1c8c-ccc8-4eb9-bace-5700ba952344\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f05a1c8c-ccc8-4eb9-bace-5700ba952344 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f05a1c8c-ccc8-4eb9-bace-5700ba952344\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f05a1c8c-ccc8-4eb9-bace-5700ba952344 HTTP/1.1\" 202 49\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f05a1c8c-ccc8-4eb9-bace-5700ba952344\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f05a1c8c-ccc8-4eb9-bace-5700ba952344 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (202)\n",
-      "2024-12-18 09:10:48 - INFO - The current status of the request is 'processing'\n",
-      "INFO:polytope.api.Client.P5NYAC:The current status of the request is 'processing'\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Server message: Request processing\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f05a1c8c-ccc8-4eb9-bace-5700ba952344\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f05a1c8c-ccc8-4eb9-bace-5700ba952344 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f05a1c8c-ccc8-4eb9-bace-5700ba952344\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f05a1c8c-ccc8-4eb9-bace-5700ba952344 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f05a1c8c-ccc8-4eb9-bace-5700ba952344\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f05a1c8c-ccc8-4eb9-bace-5700ba952344 HTTP/1.1\" 202 57\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (202)\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/./f05a1c8c-ccc8-4eb9-bace-5700ba952344\n",
-      "{'headers': {'Authorization': 'EmailKey Sandor.Kertesz@ecmwf.int:c2a9188442452fc6cf3a881cfa689648'}, 'json': None}\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f05a1c8c-ccc8-4eb9-bace-5700ba952344 HTTP/1.1\" 303 176\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/f05a1c8c-ccc8-4eb9-bace-5700ba952344.covjson HTTP/1.1\" 200 11692\n",
-      "DEBUG:polytope.api.Client.P5NYAC:Polytope client received HTTP SUCCESS (200)\n",
-      "2024-12-18 09:10:50 - INFO - The current status of the request is 'processed'\n",
-      "INFO:polytope.api.Client.P5NYAC:The current status of the request is 'processed'\n",
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"HEAD /default/f05a1c8c-ccc8-4eb9-bace-5700ba952344.covjson HTTP/1.1\" 200 0\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "f05a1c8c-ccc8-4eb9-bace-5700ba952344.covjson:   0%|          | 0.00/11.4k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): download-polytope.ecmwf.int:443\n",
-      "DEBUG:urllib3.connectionpool:https://download-polytope.ecmwf.int:443 \"GET /default/f05a1c8c-ccc8-4eb9-bace-5700ba952344.covjson HTTP/1.1\" 200 11692\n"
-     ]
-    },
-    {
-     "data": {
-      "image/png": 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TybBara42o0NjMpnIzs4mLS0NDw8PunfvTnBwsMMrERQURElJCXa73cWWNh9BENi6dSuBgYF069bN1ea0K2odDxkZGeK11EK0Wi1KpbJDxWJ3Cs+eSNPRaDSEhYVdIDalUimBgYEEBASg1+vJzs5GJpMREhLSITK68vPzWbduHWlpadx555307NnTpfbU1NSIgdFOQKlUYjAY6iQpiVya2vIpGo0GwJGUVR9SqZSgoCC0Wi2hoaFtaSZGo5GKigqMRiPR0dHNWhYrLi7mvvvuA+Ctt95ytomdAqVSSVRUFGlpaSQmJnY4R0l7QK/Xo9friY+Pd7UpTUIUe10Qi8VCdXU1ERERDW4jkUhQq9Wo1WqMRiMajYa8vDyCgoLw9fVtdzEKVquVQ4cOsWLFCoYOHUp+fn678EoaDIYONftrr7QHsZeXl4dOp0Mmk6FSqeqUZWpv2O12ysrKKCkpwdPTk6ioqEbFagUEBDjid1tbCAiCwL59+9i+fTsnT5501AkLDg5mwYIFTX6Y+vv7c9lll/Hnn3+i1WrbLFGvo+Hl5UVkZCRpaWkkJCSIgq8JmM1m8vLySEpK6nCxraLY64IUFBQ0KRBboVAQExOD1WqlpKSEs2fP4u3tTVBQkMvjFex2Oxs2bODLL790vHbw4EGioqLo3bu3Cy07h5iJ6xw8PT0pKipy2fErKyt56qmnCAwMxN3dndLSUvr06cMjjzyCIAiUl5fj4+Pj8genyWRCq9VSXV2Nv79/k703EomE4OBgNBrNRSeDLaWqqoqlS5eSk5PD9OnTuf/++/H29sZms7F582Zee+01hg4dyqxZsxodjy2TyZg3bx7Hjx9n48aNDB8+vNXs7+ioVCrCwsJIT08nISGh3U3e2yN2u53MzExiYmJcfp03B1HsdTFMJhNms7lZHhK5XE5oaCghISFUVlaSnZ2NRCIhKCgItVrtkpnO6dOnHULvuuuuIywsjOjoaJcmvpyPmInrHDw8PFo1I/fvv//miy++wNfXl2HDhjF27Ng6v9tvv/3GiBEjuP/++4Fzy4533XUXeXl5vPfee2g0GoKDg3n++ecJCAhAp9ORmZlJv379Wv08rC3hVFJS4liKjYyMbPZx/fz80Gq1WK3WVjl3z5w5w/vvv0+fPn1YtGhRnZhWmUzGlVdeyciRI/nxxx957LHHuOyyy5gxY8YlS1AJgsDHH39MTEwMd911l9Pt7myo1WrsdrsjaaM93C/bM9nZ2QQHB3fYsBzxKdTFyM/Pb3HbLolEgo+PDz4+PpjNZoqLiyksLEStVhMUFISbm5uTrL00PXv25IUXXiAuLq7dtQUSBEG8gTqJ1szItdvtLFq0iHHjxhEWFsYnn3yCTqfjqquu4tSpUwwcOJDc3FzkcjkVFRX4+vri4eGBj48Pe/bswc3Nja+++ooffviB+++/H7VaTVVVFVarlQkTJnDPPfe0it0mk4mSkhL0ej1qtZqYmBinXHsSiYSwsDAKCwtbXJj++PHjLFmyBJVKhVKpRCaTkZWVxe23387o0aMb3M/Hx4f58+czdepU1q5dy8MPP8z48eO57bbbGvRC/f777+Tl5fHGG2+ISVGNxNfXF5vNRkZGBnFxceL9qgG0Wi3u7u4duhuLKPa6EEajEUEQnJpo4e7uTkREBIIgoNPpyMrKQiKREBAQgK+vb6vfPCQSSbtYrq0Pk8kk1rRyIrUZuc7yNpWVlZGRkcGAAQNISkpi165dBAYGEhQURP/+/VmyZAl79+7lhRdeYMGCBdx7773s27ePb7/9ls2bN1NRUYFSqXQkFNxwww1MmzaN1NRU9u/fz8yZM7n33nvZu3cvISEhzJkzhwEDBrTomrDb7ZSXl1NaWopMJiMwMLBVauP5+PhQVFSE2WxuUaiG0WiktLQUo9FI9+7d6dGjBw899BC+vr6N2j84OJh//etfzJo1i3feeYdff/2VGTNmXLBdaWkp3377LQsXLhSFXhMJCAjAbrc7Wn6Jgq8ulZWV6HQ6EhISXG1KixDFXhciPz+/1eJwJBIJvr6++Pr6YrFYKCkpISUlBU9PTwIDA9ud160tEDNxnYuzkzQ++ugjTpw4QUREBFdffTWFhYXIZDIee+wxAgICOHz4MJMmTeLQoUNMmjQJLy8v7rzzTgRB4PPPPwdg8+bNdO/e3TGmp6cn/fr1o1+/fgAsXLiQkJAQUlNTWb58Of369WvyEmNtRm1paSkGgwE/Pz/i4uJaPTwgPDycgoICYmJimj3G0KFD+eSTTzh69ChHjhxh7dq1bNu2jYEDB3Ldddc1euLp7+9PdHQ0x44dq1fsVVZWAnTJ+4wzCAoKwmazkZubS1RUlCj4/j8mk4mCggISExM7/HciRmV2Eaqrq5FIJG0y63VzcyMsLIzk5GT8/f3RarWcOXMGjUbTLjJk2wqDwSCKPSdSK/acgVar5ezZs6xcuZLrr7+ejz/+2JGBumXLFg4cOECvXr0IDw+nurqayspKAgMDGTlyJDKZjJtuuomRI0ei1+vR6XQNHqdPnz4EBwczatQo3n77bXbv3k1JSUmjbKx90KSkpFBWVkZQUBDdu3cnJCSkTeJAVSoVFoulxbGStVmyjz32GMuXL+fuu+9Gq9Xy7rvvNqqmn16v55VXXiE3N5eHHnqo3m1iY2OZPn06H374YYts7cqEhoYik8koKChwtSntApvNRmZmJrGxsR0yIeOfiGKvi1BQUNCq2XX1IZFIUKlUxMTEkJSUhIeHBzk5OZw9e5bi4uJOX9hTFHvOxdPTs9liz2q1UlNT4/j7p59+4vLLL8fT05NRo0axcuVKnnnmGSoqKhgzZgwpKSn07t2biooKCgsLsVqtjhu+RCLhmmuu4bLLLnP0xmwMBw4cwM3N7aIeAovFQlFRESkpKeTl5eHl5UVycjLR0dEu8VqFh4eTn5/vtPHkcjk9evTg4Ycfpqamht9+++2i2+v1el599VXCw8N59dVXL1rGaNq0aeTn5ztqCoo0nfDwcGw2m0sz39sDgiCQkZFBREREpwnFEcVeF6Cqqgp3d3eXnrRSqRQ/Pz8SEhIcmV+ZmZmkpqZSWlqKzWZzmW2thZiJ61yam5FbWVnJQw89xMMPP0xpaSklJSX4+vqyY8cOysrKgHNCMj8/H6vVSnJyMikpKSQlJXHNNdeQnp5OVVXVBb9l7fJtY0rr7N271xFTFhAQUOc9q9VKcXExZ8+eJTs7Gzc3NxITE4mPj8fHx8ely0deXl4IgoDRaHTquHK5nLvvvpsff/yxQXFWXV3Nq6++SmJiInfcccclryV3d3f69evHwYMHnWprV0IikRAVFUVNTU2jJzGdkdzcXPz8/DpVEXdR7HUBauvqtRdqA8sTExOJjY3FZrORnp5OamoqJSUlncLjJ/ZydT7NycjV6XQsWbKE4uJivL29WbRoEffeey8mk4nq6mqqqqoc2x4/fpx+/fpRWFhIdXU18fHxeHp64ufnx/Lly+nRo0edsWsTF06dOnVRGwoLC/nmm2+4++67HfFvVqvVsZScmZnJkiVL+Pbbbzl69Ch2u71d1T2LiIhwqnevlpiYGCZOnMgPP/xQ7/sHDx7Ey8uL22+/vdHfx+TJk/n111+dLk67EhKJhJiYGHQ6nWMy1JUoLi4GaHR9x46C6Hbo5Oh0OpRKZZuWQ2kKcrmc4OBggoODsVqtlJeXk5mZCZzLCPT19XV54ebmIPbEbR0am5Gr1+v54osvOHz4ML6+voSEhDBx4kR27drFLbfcwtdff0337t2Jjo527JOenk7fvn05ePAggwYNcizb+vr6kp+fzw033HDBcXr06MHp06cdf5eVlZGXl0deXh75+fnk5eWRnZ3N1KlT6dWrFxqNhsrKSoenOz4+HplMxunTp1EqlQQHB/PII4/g4eGBr68v//rXv1zelkmhUCCRSKiurnZ6y8RJkybx2GOP1Zu5rtFoiI+Pb5Lw7dmzJzExMWzYsIGZM2c61dauhEQiITY2lvT0dGQyGT4+Pq42qU3Q6XTodDqXX3OtgSj2OjGCIDhumB0BuVxOUFCQIzOsoqKC3NxcrFYrKpUKPz8/lEplh8iKEjNxW4fGZOR+/vnnbNy4ke7du/Pqq69SXl7O22+/TXFxMWlpaeTl5eHp6UlSUlKd/QRBQCaTcfDgQa655hrH688++yxubm71TpieeeYZMjIygHPFgl944QUAoqKi6Nu3L1deeSX+/v7Y7XYKCgocoQznC5j8/HxsNhtjxoxh/vz5zJs3D71ez7Zt2/jpp594/PHHW/KVOYWIiAhycnJITEx06rhBQUFERUVx5MiRCzpelJaWNuveddNNN/HSSy8xffr0djvJ7QhIpVLi4+NJTU11tAjszNTU1FBYWNgpMm/rQxR7nZiKigpUKlWHjBuTyWQEBAQ4akBVVVVRXFyMwWBweD3UanW7zZISe+K2Do0Re7U13C677DLefPNNiouL6devH7/++ivjx4/n7NmzVFZWXiAuAgMDycrKIisri759+zpev9hDTqFQ0LNnTwASEhK48sorqaysRCaTUVlZya5du5g4cSJubm5UVlYSEBBASUkJubm5mM1moqKiyMnJITk5mXnz5jlEKZzzEg4YMKDR381///tfhydGLpcTGRlJQkICCQkJxMbGtihm18PDAzc3N6qqqpz+0B85ciR79+694PcoKytjyJAhTR4vIiICm81GWVmZ2KqwhUilUhISEkhNTXVZklBbYDabyc7O7tS9gjueChBpFIIgUFRU5PSZuCuQSqWo1WqHeDIajeh0OjIyMhAEAZVKhY+PD56enu1mRmY0GsUHTSugVCrRarUX3ebaa68lIiKCDRs20L9/f0aPHs17773He++9x48//khxcTGvvPLKBV4jiUSCzWbDbrc3OnRg+fLl3Hjjjeh0Oqqqqhg9erSju4y7uzsvvPACb7755gX7eXh4EB8fT35+PpWVlTzwwAPYbDYOHTqEl5cXc+fOxWKx4O7uzoEDB9i3bx+hoaHccMMNVFdXs2fPHlJSUhAEAblcjk6n4+zZszzzzDPI5XLMZjM5OTmkpqaydetWNBoNsbGx9OrVi169etG9e/cmhxmEh4eTlZV1gUe0pYwYMYLVq1dfsJRbUVHRrAnTmjVr6Natm3j9OQmZTEZ8fDxpaWnExsZ2uvCU2g4izupA014RxV4npaysrF00Zm8NFAoFCoWCkJAQ7HY7er2e0tJS8vLykMlkDmHo4eHhMvHXWn1FuzoKhaJRGblDhw5l6NChHDp0iB9//JGKigoeeeQRpFIpPXv2rHd5MCsri6ioKPz9/RsctzYzNSMjg+LiYkaNGsXevXuJi4sjMTHxgviyQYMGkZ6eXifpaMGCBUyZMoXi4mKCgoKwWCyOh8yyZctYt24dS5cuJTg4mNLSUiwWC8nJyezZsweLxcKmTZvo2bMnAwYMcMQwKhQKHnjggTpet+7duzNp0iTgXGbrmTNnOHXqFN9++y15eXnExcXRq1cv+vfvT3Jy8iWvFXd3dxQKBZWVlU71Wvv7+xMaGsrZs2fp06eP4/Xk5GTWr1+PIAj4+Pggl8tRqVQX9S7t3r2bP/74o16BLdJ83NzciI+PJz09nfj4+A4ZR10fgiCQmZlJeHh4pw+7EZ9GnRBBECguLnb6DLw9IpVKHZ4UOFenTK/Xo9FoMJlMyOVy1Go13t7ebSb+xEzc1qOxGbkajYYffviBnTt3ctNNN3H27FkMBgP+/v5cfvnl9e7j7+/Pxo0bufnmmx3niSAIGAwGqqqq0Ov1WK1W3N3dCQwMJDIyEh8fH4f3/Ouvv2bOnDkADvE2adIkjh8/js1mo3fv3lx11VUO+/fu3cvVV19dx5vg6+vL3LlzGTNmDHFxcZSVlbFq1SruuOMOnnrqKX7++WfeeOONJrdu8vLyYtCgQQwaNAg4V47p77//5tSpU7z//vsEBAQwc+bMS7ZzCw8PJz09HW9vb6deS7169eLkyZN1xN6tt97KV199xfLly9Hr9dhsNqxWK3fffTcjRoy4YIy0tDSWL1/OM888c0F5G5GW4+7u7kjaSEhI6PBeMEEQyM7OdoQEdXYkQgd+MpWXl7NlyxYmTpzYoRsUO5uSkhJsNpu4jMG5WAy9Xo9er8dkMjkCjb29vVEqla1S4sJoNFJUVES3bt2cPrYIjuWkf3qt7XY7R44coby8nGXLlhESEkJSUhIPPPAAP/30E1lZWZw8eZI33nij3mujvLyco0ePMmjQIEdZFrvdjkKhwNvbG7lczq+//sqQIUMoKytj2LBhdfa3Wq3k5+eTk5ODIAjExMTUyfYFeOONN5g8eTJFRUX069evSYXO33vvPf78808+++wzpz6crFYrO3fuZN26dSgUCmbOnMmwYcOoqalBLpfXWVoVBIHc3FzUanWj+9s2hloP7BtvvHHR7U6fPs1///tfRo0axezZs3F3d6eyspK9e/eyZs0a5s6dy7hx45xml8iF1NTUOJJ1OvLKUX5+PlKplLCwMFeb0myaooFEsdfJsNvtpKSkkJyc3K5qdbUXrFarw0tjMBgQBAGlUolKpUKlUl2yw0FjKC8vx2KxEBwc7CSrReDcuX3mzBmH0FCpVJw+fZry8nJGjBjBunXr+PHHH4mLi+Pqq69m4MCBjn0rKip44IEHsNvtPPfcc/Ts2RNBEOrU2zMajUgkEry8vBznQ+3DLCcnh5SUFK644opG2WqxWByxdVOnTnW83pKuKjfddBNWq5VVq1a1ilfFZrPx559/8t1336FSqUhPT8fd3Z3evXszdOhQBg0axOnTp/nggw+44YYbmDp1qtPsMJlM3Hnnnbz77ruXrG9WXl7Oxx9/jEajoU+fPuzdu5fAwEAuu+wyrrrqKqfYI3Jx9Hq9o2dsR3zOaLVaDAYD0dHR7SbOuzk0RQOJy7idjJKSEgIDAzvkBdgWyOVyfH19HV6J85fp8vPzMZvNSCQSPD098fLywsvLq8kC8FLZoiJNo7S0lG+//ZYxY8bw+uuvc+WVVzJu3DgyMjJ4//330ev1xMTE0KtXL9avX0+PHj2IioqqM4aPjw/XXHMNO3fuZMOGDcjlcgRBwMPDAy8vL4KDgx315OojIiKCyMjIRtvs5uaGj48PY8aMqZPB+s0337BgwYJmPWCsVisLFixoteUzmUzG6NGjGTBgAMeOHSMgIICQkBAOHTrE/v37WbFiBVFRUVitVg4dOsTx48cZPnw4EydObPH9xsPDgxEjRrB27VqmT5+O0WhssFWVn58fzz77LEePHiUtLY1XXnnlAg+qSOvi7e1NSEgIGRkZjo5IHYXy8nL0ej1xcXEdyu6WInr2OhG1Xr3u3bt3qZPY2djtdmpqaqiurqampgaz2QycSw7w8vJCqVRedAk4PT2dbt26iQkaTuJ///sfy5cv58EHH2TlypUIgkDPnj2JiIjgwIEDlJeX8/jjj9OzZ0+OHTvG1q1bycvL41//+hceHh6Obgru7u6kp6djMpm48sormyRQVqxYwfz585t8XWm1Wo4fP87EiRPZt28fw4YNa/a16erOGgaDgRMnTuDr60tMTAz79+9nw4YNAIwbNw6pVIq7uzuJiYnN6sNdVlbGW2+9RWlpKV5eXuh0Om699VYmTpzo7I8i4iRKS0vR6XTExsZ2iGdOVVUVBQUFF9S67KiInr0uilarJTg4uENcdO0ZqVTqWMarpTYLs6amhvLycgoKChwPX4VCgVKpdGQJi5m4zqX2fP77779ZsGAB77//Pm5ubowcOZKKigrkcjlKpZItW7Zw6tQpAgICCAwM5ODBg8ycObOOxy42NrbJx9doNMyYMaNZ15XBYGDIkCEUFRW1uD6dqx9OSqWSoUOHOv5OTEzk0Ucf5fjx45w6dQpBEKipqWH16tX8+9//brJ329/fn0WLFiEIAlKplIyMDP7zn/8gCEKjl89F2paAgABsNhu5ublERUW162dPTU0NeXl5HXbpuaWInr1Ogs1mIzU1tVElFESch91ux2AwYDQaMRqNGAwGSkpK8PPzQy6Xo1Ao8PDwcPxXLpeLv08jEQQBi8XCokWLqKiocCyrjxw5ErlcjtVqRSKRYDKZ0Gg07Nixg0mTJqHX69m4cSOAU+LbsrKycHNza5a36sCBA4SEhFBaWlonhrAz0NBKwieffEJ1dTWPPvpoi8/1rKwsXnrpJf79738TFBTUUpNFWon8/HwkEkm76sF+PkajkczMzE6RRXw+omevC1JUVCR69VyAVCp1iBDAUe6lW7duWK1WTCaTowi0yWTCYrEA57xVtZmObm5uuLu7O/7bFQShIAhYrVbMZjNmsxmLxeL4f6vViiAISCQSRxLN448/TmlpKe+99x7z588nLS2Njz/+GJvNhqenJ2PHjmXgwIEMHz6cyMhIRo4cyUcffYTNZmvxzd3NzQ29Xt/k/WrLAMXFxTlCAToTUqkUf39/SkpK6gixefPm8dRTT7Fx48YWJ0zExMQwadIkPv74Y5577jnRY95OCQ8PJycnx7G61J4wm81kZmYSFxfXqYReUxGvnE6AzWajsrKyQ6eQdxZqsy0lEomjn2p9y3e1XqtaoWMymdDr9VgsFofYqUUul1/wr7YlllQqdfwtlUrbXCQKgoDdbsdqtWKz2Rz/rFbrBf9sNptjv1qxe77I9fLyukDsrly5kqioKAIDA9m6dSt9+vQhIyODo0ePcscdd7B06VKkUikLFiyoY1dycjIffPCBUz6jt7d3s4rISiQSevTo4Vhm7owEBQWRkpJCQECAY2lMoVDw2GOP8eabb6JSqRg7dmyLjnHDDTfw2muvsXr1am655RZnmC3iZCQSCdHR0WRmZiKXyy9amLwtsVqtZGRktLhdYGdAFHudAI1GQ2hoaKf3BnUEDAaDw8t3MSQSCe7u7pcUEYIgXCCebDabo2RIbXuvWpFV3/4NnRfnv35+seJ//vdS+54vOGv/1Qqc8wVqU8VoRkYGGzZsoF+/frz//vscOnQIDw8P9u7dS0REBFdddZWjX2trxknW1NRw6tSpBosxN4RcLmf79u2YzWauv/76VrHN1UilUgIDAykuLq5TuzA6Opq7776bTz75xFEap7keH7lczpw5c1iyZIko9toxEomE2NhY0tLSkMlkjkL3rsJms5GWlkZUVFSna/HWHESx18GprRvXXmMluhoGg+GSdcKaQq0HzJlCpj4xd74o/Od/XYHdbufll18mLCyMESNG8MUXXxAYGMjjjz/OF198QU5ODlKplIiICLKysti2bZujNZizCQoKYtSoUc3ad/jw4eTn57c4OaM9ExgYyJkzZwgKCqoT+N6vXz9uvPFGfvnlF1JSUnjyySebfYyYmBiKiopaVKdQpPWRSCTEx8eTmprqKGDvCmqFXkRERKMm312BrpeS0skoLCwUvXrtiPP7nLZXJBIJEokEqVTq+Fe7DFzrfXP1+bRz506USiXvvfceeXl5+Pv7M2XKFGJiYvDw8KC6uhqTyYSXlxdSqZTPPvuM9PT0VrHFYrHwww8/NHm/7du3I5VKGTNmTCtY1X6QSCQEBQWh1WoveH3ChAm89tprnDhxgtLS0nr3P3jwIMePH7+oJ9nDw4Pg4GDy8/OdaruI85FKpcTHx5OXl4fBYGjz49vtdtLT0wkNDRXrnZ6HKPY6MBaLhZqami7R168j0IET29sFubm57Nu3j6ysLNasWYO3tzcrVqzgt99+w2KxOLwENTU1jqXrU6dOYbfbuemmm1otI1+hUHDjjTfWu0x+MZKSkjh69ChVVVWtYld7IiAggPLy8nq/I09PTwYPHsyuXbsueM9ut/Pvf/+b1157jd9+++2ix/D3929QMIq0L+RyOXFxcWRlZWEymdrsuLVCLzg42OXLyO0NUex1YAoLCwkLC3O5F0bkHBaLpVmB/CLnip0uWrSId999l2eeeYaIiAhHyzFBEEhOTmbkyJHAudAFgMrKSqRSKVOmTOGaa65p1aDw33//nfLy8ibtEx4eztSpU9m0aVMrWdV+kEgkBAcHX+Ddq2XMmDHs27fvgtelUikvvfQSs2fPpkePHhc9Rvfu3Tl16pRT7BVpfdzd3YmNjSUjI8NxzbYmgiCQkZFBYGCgU/s2dxZEsecCysrKKCgoaNEYZrMZo9EoevXaEWI8UfPZu3cvWq2WN954gyVLlnDy5EkKCgrYv38/AH379nUsjz/yyCO8/fbblJeX4+3tzZQpU+qMtW7dOoxGI5999pnT7Ovdu3ezPAUmk8khUjs7/v7+6HS6er173bp1o7CwsN79evbsycyZM4mPjwfO1URbt24dr7/+OsuWLWPLli1YLBb69OnD4cOHHR1RRNo/CoWCbt26kZaW1mTPeFOoFXp+fn5dvuZuQ4gJGm3M0qVL2bp1K0qlkgEDBjBz5sxm9XWs9eqJtB9Esdc8ysvL2bp1K3Cu/VJCQgKxsbGUlJQwYMAAtm3bxkcffeTo3RoUFERQUBBubm5069atTnKSIAiMHDkShULB7bffzp49exg0aFCLsvEMBgPZ2dnNut6MRiOlpaVdIoFKIpEQEhKCRqO5oAC1yWRq8DdIS0tj3bp1eHl5ERYWxtatW4mIiGDcuHGUlpayc+dOTp48yc0330y3bt1YsmQJjzzySFt8JBEn4OnpSXh4OOnp6a3SpkwQBDIzM/Hx8SEgIMCpY3cmRLHXitTWH1u3bh0ymYxrr72WqKgo3NzcSEpKIjAwkNdff50lS5Y06QKoLT4rBp+2LwwGQ7upL9WeqaiowNvbG5lMBsCJEycQBIEXXniB5ORkrFYrqamp9O7dm7vvvpsxY8ZQXV3NgAED6ozj6+uL3W6v81pRUZGjTIpEInGIjpb0lV27dm2zS36YTKYuNQHw9fWlqKjoglI4Fyu2++OPP6JWqwkNDSUvL4/bbruNQYMGOcJTEhMTeemllzh8+LCj9NB1113XrEmyiGtQq9XYbDZHcWNnhR7VCj21Wu3UKgidEVHstSKvvvoqp06dQqlUolariYqK4vjx41gsFo4dO8a4cePYvn07Go2mSTP/goIC0avXDjGbze0+E9fVnDx5kldeeYXRo0fz4IMPAudie7y9venduzd79+5FrVbj5uZGamoqNpuNXr161TuWQqFwLOmZTCZ+/PFHJk2aVGeZLyYmht27dxMREXHJvrj1CcLy8nImT57c7M/r4eHRpYq5SiQSQkND0Wg0REZGOl7XarUNtjsrLy9n6tSpDf7OCQkJ9OrViwceeIDKykq+/fbbVl0SFGkd/Pz8sFgs5OTkEB0d3WLBV7t06+PjIwq9RiDG7LUSgiCQlpYGQHBwMFOnTmX79u0YDAZmzJjBoEGDMJvNdOvWjb///rvR49a23OrMdbs6IrWZuGKyzMX59ddf6dGjB2VlZY7X/P39KSwsZN++ffz3v//lvffew9PTs06R3vqQyWRUVVWxZs0aMjMzyczMxNPTk/Hjx9fZbvTo0SiVSjZv3nzR8VauXInFYiElJcXxe1ZXV1NZWdm8D8u5GnQnTpxw3Au6Aj4+PlRXV9cJyr+YZ+9SkyR3d3defPFF/P39iYmJ4ZlnnrmkcBdpnwQHB+Pm5tZg/GZjEYVe0xHFnhMxm818/vnnbN++nTlz5mAymXj88cd54YUXsNvtZGRkMGzYMHbu3Mn999/PZZddxvTp0/npp58afYyCgoIuEf/T0bBaraJX7xIcO3aMjIwMFAoF/fr1c7z+ySefUFJSwrJly3jooYeQSqXccMMNvP3225csJu3p6cnkyZPR6/U8++yzHDx4kMLCwguy/0JCQhg7diwlJSX1jrN8+XIWLFiAyWTCZDJx/PhxDhw4wPHjx4mJiWnR5x4/fjwqlapLlGCBut69Wi7m2RM94l2LsLAwLBZLg5nbl0IUes1DFHtOoKqqihMnTpCSksLGjRv5+OOPcXNzY8aMGURHR+Pt7Y1UKqWsrMzhPfj9998B6NOnDwaDoc6NsSGMRiM2m02sCN4OEZMzGkYQBARB4Msvv2TUqFGkpaXVaT12ww030KNHD6qrq/Hw8CAgIIArrriiUTF2tX2Ia4XE2LFjiY+P5+uvv66znUQiobq6mjNnzrBy5UoAvvnmG7Kzs9m+fbujt65KpaJv377069ePoUOHMnDgQEdsYXORSCSUlpZSXV3Nr7/+is1mo7i4uEVjtnfUanUd715BQUG9nlqj0UhZWVmDQlCk81HbR1ev1ze5nFFtHT1fX19R6DURMWavhZw6dYqXX36ZwMBASkpKGDx4MHq9npSUFNavX0/fvn0JDQ11VP9/4YUXqK6upnfv3sC5pajY2Fiys7MJDQ296LFEr177RRR7DTNnzhzGjh1Lfn4+s2bN4syZM3WSi4YPH87QoUMB2LVrV5Nu4kqlEovFws6dOx0eOIlEwrx58/j5558ZOXKkQ0gEBAQwevRohg8fDsDVV1+Nh4cHkZGRDS6/X+qabCy18WiDBg3CYDBw4sQJBg4c2GnrgUkkEsLCwigoKMBut1NeXk5ycvIF2509e5bIyEgxLKWLcX4fXblc3qhkw1qhFxgYKJZXaQaiZ6+FeHl5oVAo6ngqbr31VhITEwkICECv1zteP3v2LABTpkwhISHB8XpiYiKHDh266HGMRiOCIODp6enkTyDiDESxVz8//PADdrud7du3Y7fb0Wq1lJeXs3PnTl599VX27NkD4GjVlpmZ2SSBpVQqqampYfbs2Re8N2PGDLy9vVm1alWd12uXhr28vJDL5S323DWFsLAwVCoVl112Gbt27XJc150RtVqN0Whk69atTJgwod6l2s2bNzNo0CAXWCfiamrbquXn51NTU3PRbWt73QYFBYlCr5mIYq+FxMTE8Oabb/LLL79www03MH78eJKSkhwlVc5voD5jxgy+//57x5LR+ezYseOiVcZFr177xmQyid0zzsNms7F582a+//57Ro8ezbXXXktwcDAGg4HExEQ++ugjBEFg2bJl6HQ6APLy8ti+ffsFCRYXQ6lUUlFRwS+//HLBexKJBIVCwZw5c/jf//5HTk4OBw8exG63twuBNX36dHJycuptI9ZZqF2yvuKKKy547/jx46SmpjJ9+nQXWCbSHpDJZMTHx5Odnd1gW7VaoRcaGtppPeFtgbiM6wQiIiKYPHkya9asQalU8u233xIVFUV4eDgKhYKJEydedJmitkzBP4PRrVYrlZWVKJVKBEEQPUftHDET9//Yt28fa9euJTY2lrlz52I0Glm/fj3dunVzeLvHjh2Lp6cn27dvJysri+PHj3P99dfXKdlxKWQyGRqNhpkzZza4jVQqdZRP0el0SCQSVqxYwc0334xUKnWpSE9KSiIxMZHly5dz++23u8yO1qC6upqPP/6Yq6+++gJvTFpaGh9++CHz588X72tdHDc3N+Li4sjIyCAxMbHOc9BqtZKWlkZERIRYV7aFiJ49JzF79myWLFnCO++8w7/+9S/69euH1Wpl165dPP/88/X2haz15CkUCkeroFqMRiMLFy7knnvu4cCBAxdUpBdpP/yzgKwIbNq0ieHDhzsK3xYUFCCVSvH09HSUQOnfvz81NTX88ssveHl58eKLLzJt2rQ645jNZqqrq1m3bh3V1dUUFxej1+vreMG9vLzYsWNHo7x1ffr0QSKRcPvtt5OVldWkskethUQiYcGCBfz555+uNsVpCILAkiVLSE5OZujQoXVKbRiNRt544w1uu+22LtNKTuTieHh4EB0dTXp6uqOGotlsJjU1laioKFHoOQHxCeUkJBKJo3tCYGAgSUlJwLlMwyNHjrBs2TJUKpUjMcNms3HTTTcxYMAA8vPzeeONN+qM9/PPP+Pj48OCBQvIy8tj3LhxwP8Vfi0sLEQQBHFptx1gMBha1I6rMzJ58mS++eYbLBaLIy5PJpM5Yk6ff/55Vq1aRX5+PlFRUdxxxx0AVFZWcubMGfr374+7uzvbtm2jf//+XHHFFRQVFWG320lLSyM6Oppdu3Yxa9Ys/Pz8EAShyZ7V7t27o9Vq+eWXX5g2bZpLPbMSiaRT9bn++eefKSws5PXXX0ehUFBUVITZbMbd3Z2SkhI8PDwYPXq0q80UaUfUtsvLyMggMjKSrKwsYmNjxXurkxDFXivj7u7OsGHDSElJYdWqVcyaNYuBAwc6ykrk5eWxcOHCOjd6q9XKli1beO6558jIyHDUBvv5559ZtWoVXl5eSCQSLBYLr7/+utg2yMWIyRkXMnr0aEaPHo0gCJSXl/Pjjz9iMBiIi4vjgQceQKvVkp2dzaxZs/jqq6946KGHqKqqcizxjh8/nnvvvZfLL78cs9mMl5cXcXFxAI7kphkzZiCVSklJSWHMmDHNsjMoKIgrr7ySL7/8kttuu805H74ZCILAqVOnGuwi8U8sFgunT5/m6NGjaLVarFYrVVVV3H///U7LIG4OFouFzz//nGPHjvHcc885HtS1mbkxMTFUVlaKnhqRelGr1ej1ek6cOEG/fv26VPeZ1kYUe23EDTfcwM6dO3n//fd58cUXHQ+u5ORkQkNDsVgsFBYWEhUVxdatWwkJCSE4OJiCggKKiorIy8tj3bp1vPvuu7i7u+Pv78+yZcs4duwYmZmZFBUVMW3atItm6+7cuZPvvvsOQRDo06cPt956q1jywAkYDIYGuwN0ZYxGI0ePHuXw4cPs3buXt956C4lEQmpqKjt27OC+++5j3759GAwGpFIp0dHRnD17lquvvtqRpJGXl0dpaSmDBw++YPzac33ChAnNLlgskUiQy+XcfPPN7Nixg2HDhrnMkzBlypRGb3vzzTc7/r9Xr15MmDCBxYsXc/r0aZeJvcLCQhYvXoynpyeLFi2qc29RqVQUFhZiNpvJyMigW7duLrFRpH2j1+vR6/VERERQXFzcpPhdkYsjir1motVq2b17N3379q1TRuV87HY7u3fv5sCBA2RmZlJZWYnJZKKmpoZjx44BcM0117Bv3z5WrFhBRUUFc+bM4ddff+Wpp56ioKCAuLg48vLy2LhxIxMmTKhz8oeGhlJQUMCqVavo3bs3jz32GC+++GKDN/vff/+d6dOnk5yczIoVK9izZ0+L+n6KnMNkMolLDf/AbDbz6quvAjBw4EDuvPNOHnvsMXr37k12djY33HADKSkp6HQ6PvjgA06ePElVVRUPPvggAQEBjnFiY2MvWZZBqVS2uEixXC4nMjLSZZ6EHTt2EBkZ2eil3MWLF6PRaKiqquLnn3/mzJkzPP/887z33ntUVFRwxRVX4OXlRVFRET4+Pri7u1NYWIibmxsBAQGYzWYqKioaFQai1+tJT0+nvLwci8WCv78/iYmJKBQKNBoNp06d4vjx45w+fZpp06Zx3XXX1VsQOywsjPz8fHbs2MG1117b5O9IpHNTXl5OcXExiYmJyGQycnNzKSoqumTbRJHGIYq9ZvLVV1+h1+v55ZdfCA8PJzExEbvdzowZM/D19UUmk5GWlsbixYtZsGAB119/PX5+fiiVStzd3cnJyUEmk5Gens6XX37Jo48+yu7du/n222+55ZZbiIyMRKPREBwcjKenJ1u2bOHDDz+sY4NSqaSgoAAvLy+ef/55li1bxvbt25k9ezZ///03q1atYurUqYwcORJBEMjPz2fgwIEEBwczZMgQUlNTRbHnBJoTL9YZyc7ORqfTERUVxfr16/H09GT+/Pk88cQT2Gw2YmNjiYmJ4eGHH6awsJC33nqLW2+9ldDQ0It6oy7Vm9bNze2iZYsaS2pqKiqVyiUPl5EjRzYpKzg4ONjhTQ4ODub1118nJiaGhQsX8t1337FmzRq8vLzQ6XS4u7vj7u6OXC6noqKCYcOGUVpaSm5uLkFBQYwcOZLhw4cTEhKCTqejpKTE8e/vv//m77//plu3bgQEBODm5oZWqyUjIwOr1Yqfnx89e/Zk6NCh3HvvvRcVqyqVikOHDiGXyx2FrUVE4JzzRK/Xk5CQ4JgoREZGkpmZSVlZmSMeXqT5iGKvmej1ekaPHs2tt95KYWEhWVlZHDlyhE2bNgHnKuVPnz6d7t27c/z4cZKSkiguLnZk3YaGhmKz2ViyZAkPP/wwffr0ISQkhH79+jFy5EjS0tKIiopCKpXy2muvUV5efsFSYUJCAp9//jlRUVGOvw8cOMA333zD1q1bGTVqFF9++SU2m43U1FQ8PT0d3QliY2PZuXNnG35jnRObzdaotl6dnU2bNrFmzRoCAgLIysoCznWoePPNN5k5cyajRo0iNDSU6upqVq1axZYtWwDYv38/l112WZ2xzs9u1mq1je6b2lLRPXbs2EsKy9bi22+/bXbMYEJCAg8//DBr167lt99+Y968eVx//fXAuZ7AgiBQVVVFeHg4mZmZvPrqq/Tu3ZuXX36Z06dPs2fPHl588UX0ej1eXl4EBAQQGBhIQEAAw4YN48EHH7wg3KNWXDclC91ut/P7779z1VVXideMCIDDCWG324mLi6tz/UokEmJiYkhPT8fNzU2M82whothrJqNHj+a7777DZrNhMpkYMWIEL7/8MiaTCYPBwObNm/noo4+QyWSkpqY6OmQsW7YMX19fMjIygHNZiX379gX+b7ZeXV2NTCZzLCkFBgbW20Kq1gNR+15cXByffPIJFouFf//7347aVtu3byciIoJnn33WcZPNzs4mLCwMOBdbtWvXLvLz8xk6dCg9evQQPVWNxGg0dvnkjN27d7NixQqefPJJNmzYQHx8vKMy/nXXXce4ceOQSCSUlJTw/vvv4+/vz7vvvsujjz7KkSNH2LhxI1deeSVw7vtct24dCoWC0aNH4+3t7WiDdjHc3d0xm80tWoatqamhsLCwzWPeqqqqHJ+/ufTr14++ffvy+++/8/HHHyMIAoMHD+aee+4BwMfHBzh3j1ixYgVw7mHat29f+vbtiyAIWCyWRnsXm1NqyGKxkJGRQUBAACaTSQy+7+IIgkBWVhZKpbLBa04qlRIXF0dqairR0dFiB6kWIIq9ZjJx4kQmTpwInCse+umnn/LMM8/wwAMPkJSUxIIFC5g3bx779+/nxx9/JCcnh9tvv91RATw2NpaXXnqJnj17XjB2baLGpdBoNAAOsRgTE8OKFSvqzMLr69YBMHjwYNauXcvjjz9OcXExBoMBgA0bNvDqq6/W28dS5EK6eibu0aNH+fLLLwF4++23SUpK4uWXX65XNKxYsQKtVstdd91FZGQkvXr14tSpU45zvXbZcPbs2Q4v3dKlS7n77rsvaYdSqcRoNLZIQAQGBnLy5EmMRmObxmDq9XrKyspanOQjkUiYNGkSkyZNIj8/nyeeeILevXvj7e1NdHS0Y/JX30ROIpG0enFpDw8PkpOT0Wq1KJVKYmNjW/V4Iu0Xm81GRkYG/v7+dWJ066O2y0ZaWhrx8fFip6JmIhHaQ9+gZlJeXs6WLVuYOHGiy/vlCYLAzp07WblyJf379+eWW25xnMR2ux2z2dyoB0h1dTVarbZRN8KKigrWr1/PnDlzGr3UdT46nY6CggJ27drFX3/9xbx580hISGhSI/quTm5uLv7+/nh5ebnalDanqqqKBQsWIJFIEASBRx99tN5YLEEQ+PTTTx1Lt0qlki+++IIDBw7wzjvv8Morr5CQkIDVaqWmpqZZ8Tk6nQ6DwdBir1x+fj6hoaFt2i/32LFjxMbGOr3O3ubNmzl48CAlJSX4+fnxwgsvOHX85nD48GE++eQT7r//frp37y5697ogtRnZ4eHhTTrnjUYjWVlZJCQkiEXs/z9N0UBi4ISTkEgkjBs3jvfffx+73c7atWsd70ml0kZ7CgoLCxtdKNnX15e5c+c2S+jBuaWds2fPcvz4cV5++WWGDx8uCr0m0pWXcY8ePQqcy7Z99913Gwy6P3LkCMeOHePJJ59k5MiR3H///QAMGTKE5ORkrFYrGo2Gffv2NTsQW6lUOrzTLWHXrl3U1NSQl5fX4rEaS222rLOZNGkSzzzzDDabjZMnT/L999/z66+/smvXLpfFJtbGMq9cudJx/oh0HWpqakhPT6dbt25NntwoFAoiIyNJT0/Hbre3koWdF1HsORm1Wk18fDxbtmxxtH1pLNXV1cjl8jad7UZERGCz2di7d2+7aA7f0ajtaNIV2bZtG3CuVeDF6mF99913zJ49m+TkZG666SaGDBkCnJsg1SYLAAwbNqzZtri5uWE2m5u9fy2zZs1CoVBw9uzZFo/VWCIjI1mzZk2rjG00GqmqquKyyy7DaDSSl5fHzp07ue+++3j77bcdBdvbkhkzZnDjjTeyb98+vv/++ybfJ0U6JjqdjtzcXBISEpo9Qa7Nls/MzBSfV01E9IU6GZvNxrfffsvChQubvBRUUFDQ5t0wBg8ejNFo5IMPPuCKK64Qiyw3ga4s9ADGjRvH6NGjL1kg12w2O/rRhoSEXFBCCKC4uBhvb+9mPwSclVAkk8kwGAxt6jmQy+XMmTOHP//8k8GDBzfbU18fnp6ejoSM86mqqmL9+vU8+eSTzJs3jzFjxrRpUtbw4cOJjIxk48aNPP7441x//fWMGjWqzY4v0rZotVoqKytJTExs8T3T19cXs9lMbm6u2D2qCYhiz8lIpVJ8fX05evQoe/bs4ciRI/zrX/+if//+F92vuroaNzc3l8SwKJVKAgMDxUynJtLShICOTm2/5kthNpv54IMPALj88ssveN9ms6HVahkwYECL7JHL5VgslhaLJYVCUW/HjtZELpcTEBCA3W5vk7qNKpWKm266iYEDB/Lhhx+Sn5/PnDlzWvWY/yQyMpLx48fTr18/li9fTnFxMddcc02b2iDSugiCQG5uLhKJhPj4eKed18HBweTl5aHRaFzaHrAj0XXdEq2ERCJhzpw5/PLLL2zbts1RFfxSFBQUOEqhtCUHDx5k8eLF3HHHHV3aS9UcunK8XlN46aWXGDRoEAqFgh07drB582Z2794NnMvALS4udizltgRnxe3J5fI6MbdtRVJSEn/88QdFRUVtdszu3bvz6quvsn379jZduq4lPDycoKAgXn31VTZu3MiOHTva3AaR1sFms5GWloanpydRUVFOn8BERERgMBgoLS116ridFfHp7mQEQWDNmjWMGTOG1atX8/3333PFFVdcdB9XevW2bNlCdXU1v/zyC6mpqW1+/I5MVy+70hgEQWDZsmXI5XISExPJz8/ns88+czzULRYLNTU1REREtPhYteVXnMGCBQscxaHbkilTplBWVsapU6fa7Jj+/v4MHTqUkydPttkxa/Hy8sJqtfL7779TXl7umASIdGyMRiNnz54lNDS01ZL+aosul5WVuSzhqCMhij0ns379eoqKiti1axezZ89uVMaZq7x6AI899hhvv/02FRUVZGdnu8SGjorBYBB74l6CI0eOUFhYyEMPPcQzzzzDXXfdBUCfPn0AOH78uNMmOc7y7MG5B0laWppLgsC7detGfHw8FoulzY4ZFhZGQUFBmx3vfCoqKigtLeWdd97hySefdIkNIs6jsrKSrKws4uLiWr3rhUQiIS4ujoKCAqdd+50VUey1gH379vHWW2/VCea+/PLLSUhIcPz9119/XXQMV3r14FzngaNHj5Kfn09qaqqY0t4EbDabWO/pEvz222/MmDEDuVyOXC5n4sSJ9OjRw+ERvfzyy1EqlU7JpPXw8MBkMrV4nFomTpzI999/j16vd9qYjcHLy4uUlJQ29e5FRkZSWFjY5P12797NAw88wCOPPMJLL73E6tWrqaioaNIYBw8eJC4ujpCQEKcmp4i0PVqtlqKiIhITE9vsmVZbdDkrK8sp95HOivikaiZGo5GlS5dSXV3N8ePHiYuLQ6vVsnr1asrKynjnnXcalSnU2G4Zrcm6desICgoiJyeH1157jeeee65Ni8p2RMS0/0uTl5fHiRMn0Ov1bNmyBYvFQlFRERMmTHCENsjlcjIyMoiIiGixd7u2uLMzcVUf1379+lFTU8N3333HjTfe2OrHCwwMbFRs8flYLBY+/PBDnnrqKdRqNRUVFezbt48HH3yQ0aNHM23aNBQKBVu2bCE2NhY3NzeMRiNGoxFfX1/Cw8MdiWE1NTUUFBSIXTU6KHa7nZycHORyOQkJCW3ebtPNzY2YmBgyMjJITEwUn1/1IIq9ZnLo0CGio6OJiYnh888/p7i4GC8vL2bMmMGjjz7aqMzWf/bAdRUrV64EzjU3v++++1ixYgV33nmnS21q77S0D2tXwMvLi5EjR3LgwAGsVqvj9aqqqjrbDR48mC1btjgllEEqlWKz2Zx2s8/NzcXd3b2Ot76t8PT05LrrruPUqVP06tWrVY9VWVl50fhTg8GAu7t7ne/Vzc2NgIAA/P39Hf2LBw8eTElJCRs2bODpp5/GZrPRvXt3Dh48iIeHB0qlEg8PD8rLyykoKHD0yH3wwQcdfcbF66pjYTabyczMJCgoqNlF0Z2BUqkkIiKC9PR0EhISxITDfyCKvWaSkZFBeno611xzDfPmzWvWTKY9ePXORy6XM23aNL766isWLFggzo4ugpiccXHWr1/PTz/9hIeHB9dffz3Dhg0jICCgwRhHZ4mp2rg9Z9WLjIqKatPs2H8il8vR6XStfpyTJ08SGBhYb+3IkydP8sorr9CjRw9efPHFOu9369aNrKwsh9iDc17CuXPncvPNN2Oz2S7aHaSyshKZTIaXlxfV1dWid6+DUVVVRW5uLt26dWsXpbu8vb2xWCxkZ2cTExPT5h7G9owofZvJNddcwy233MLKlSt5/PHH2b59ex3vxaVoL16988nIyODQoUNcdtllotC7BGJyRsOcPXuWH3/8kfvuu49PPvmEmTNnEhER0eD39ccffziti4IzM3Lh3NKwq+OARowYweeff96qx5g0aRJVVVUsWbLkgvvY1q1bUalUnDlzpk7G/sGDBzl69GiD4kwmk12yDZxarXb0la7NzHVm3KVI61FcXExhYSGJiYntQujV4u/vj1KpdFnCUXtFFHvNRK1WM2XKFN577z1uvPFGtmzZwn333cfPP/9MVlYWGzduvGjdqqb0wG0r1q1bh9Fo5LbbbnO1Ke0e0bNXP6WlpXz66adcffXVjSpMXFFRwZAhQ4iLi3PK8RUKhVOz8n755Rd69OjhtPGag0QiYe7cua3qYVSr1bzwwguUlJTw73//u47gmzNnDt26dUMQBPbv3+94vby8HLVa7dQuBuHh4c1KFBFpO+x2O1lZWZhMJhISEtplklpoaChWq7XJcaidGVHstRCpVMrQoUN57bXXeOSRR0hJSeH111/n888/55133ql3n5qamnbn1bPb7dTU1KBUKkUR0wic0amhM/L+++8TFhbGlVde2ajti4uLKSgocNpyi7M9e9OnT28XS0ESiYSDBw+26jG8vLx49tlnMRqNfP31147Xg4ODefHFF3n++eeZNGmS4/WxY8eiVqtZvHix0x6qXl5eWCwW0bvXTjGZTJw9exZfX18iIyPbxbXRENHR0eh0ujYJg+gIiGLPiXTv3p0nn3ySTz/9lLvvvpuQkJB6swNdWVevIfR6PcePH2fs2LGuNqXdU/ubtucbnSsQBIGamhr27dvH//73v0tun5WVRWlpKUlJSU6zQSqVOrV80IkTJ9q0BEpDSCSSJpc0aQ5ubm488sgj7N+/n71799Z5r2/fvnVaUykUCl588UUUCgVPPPEEGzZscEo2tOjda59UVFSQmZlJbGwsvr6+rjbnktTW4NNoNNTU1LjaHJcjir1WYsyYMVRUVLB8+fI6r9fU1CCVSttVvJfVasVmszF48GBxFtQIrFar6NX7B1arld9++w2dTkd4eDg+Pj6X3CcyMtIpbdL+iUQicZrgGzFiBOHh4S4ttaPVatmxYwfXX399mxzP19eXe+65h6+++uqSccgqlYo777yTV155hS1btjgKtMO5e93KlStZvHhxk7pz1Hr3XB0rKXIOQRDIy8ujvLycpKSkdrUidSmkUilxcXFkZ2d3+fNJFHuthLu7Ow888ACbN2/mhhtuYPXq1UD7jNX77LPPuOeee8jKymL8+PGuNqfdIyZnXMhHH33EH3/8wTPPPMN///vfS55HRqOR7777zmlZs+ejUCicugy4Y8cOLBaLU5eHm0JQUBA9evRo0wlG37598fX15fvvv29UJ4/o6GjefPNNAgMDeeSRR1i8eDGPPPIIOp2OqKgo3nnnHfLy8hp9/LCwMNG71w6wWCykpqbi7u5ObGxshyxn4ubmRmxsLBkZGU5LBOuItL/Iyk5EUlISycnJpKSkEBYWhsFgQCKRuFwo2O12JBIJEomEsrIyDh48yKJFi+jWrVuHvJjbGjE5oy6CILB3716WLVvWKI+eIAicOXOGm2++uVXsqU3ScNZvdM0115CSkoJer29U0omzkUgkHDlyhMGDB7dan9H6jnnXXXfx1FNPMXTo0EaVxvHw8OD222/niiuu4NixY0ycOJHu3bsD5zy/S5Ys4YUXXmiUZ0ilUlFYWIjZbL5kRq9I61BZWUl+fn67KavSEhQKRZevwdf1PnEbc/nll9OvXz/GjRtHQUFBu/Dqffzxxzz88MP88ccfPP/881xxxRUddtbmCoxGoyj2zmPz5s0IguAooXEpBEFo1bZ8zuyRW0tycjJqtZqMjAzg3ISpLb0E48aNu6AYdWsTGxtLbGwsWq22SftFR0czffp0h9ADuPbaa/Hz82Pp0qWNHic0NFT07rkAQRDIz8+npKSEpKSkDi/0avH29iYwMJDs7Owu2QFJfLq3MkOGDCElJYW///4bwOVevR07drBnzx7CwsLYvXs3c+fOZfbs2S61qaMhVvmvS2FhITNnzmx0CQaJRMLp06dbzR5nZ+TWEhQURFBQEFarlddff523337b6cdoCEEQKC0tbbPj1TJ16lTWrl1bJzlEEIQmC0+pVMq9997L3r17Gx0s7+3tjclkatQysohzMJvNjmXbuLi4Tldv1d/fH4VC0Wlq8DVFtIrLuK2Ml5cXt912G5s2bUKlUhEZGekyoWC329m9ezezZs1i5syZLrGhMyAIgpiJex4KhaLOA9lisXDs2DGSk5Px9va+YHuJRMI111zTavbI5fImFTg/H7vdjkajcXjgLRYLp0+fZu/evYSHh/P9999jMBiQyWSObPu2OBdsNptLvFyjR48mMzOTp556ismTJ5OQkMCWLVvYv38/oaGhXH755YwfPx61Wn3JsdLT05HL5U2a8NbG7jmzlp9I/VRUVKDRaIiOju403rz6CA0NJTs7m5KSkjYLi2gtmnKfE8VeGzBq1CjCw8NZt24d//3vf3niiSdaZcm0urqawsJCtFotJpMJb29v+vXrR3Z2NkePHuXYsWPYbDamTJni9GN3FZzZd7WzEB4ezs6dOzl27BgnT57k559/BuCWW25hxowZF2yv1Wo5cOAA06ZNa1W7miLEzGYzr7/+Ona7nbNnz3LdddcRHh7OypUr8fb2ZuDAgWRkZPCvf/2L2NhYPDw8ePnll3niiSdISEjg8ssvb9UG8N7e3owfP57PPvuMO+64o1WOUR9SqZTbbruN/v37s2/fPg4ePOjoB56ens7mzZtZs2YNt912GxMnTmxwnDNnzvDuu+/y6KOPNune5+3tTUFBgVjXshWx2+3k5uYiCAJJSUmdPpxHIpHQrVs30tLScHd3b9REpb3SlGtCInTgxevy8nK2bNnCxIkT8fPzc7U5DZKRkUFoaChyuZyXX36Z6Oho7rzzTqdcVEVFRWzevJmDBw9SXFxMcHAwISEhKBQKtFotubm5eHp6MmLECGJjYxk9erR402wB1dXVlJeXExkZ6WpTXEp6ejoHDx7k+uuvR6PR8Oijj9Z5f+LEiSxYsMCxtFtSUoJUKmXTpk1cffXVjY7vay6ZmZmEh4c32ouem5vLY489RlhYGDfeeCPbtm3j+PHjPPHEEwwZMsSxndlsZsOGDVxzzTVUVFRw9uxZMjIy+OOPPwgJCeGJJ56o15vpDLRaLSqVqt15XXJycnjttde46qqrGD58OFarlZqaGqqrq1GpVPj4+PDBBx8wduzYOkWZG0tlZaUjq1fEuRgMBrKzswkJCWnXz9DWwGazkZqaSrdu3TpsDHZTNJAo9loZk8lEbm6uI5utqqqK119/HbVazR133EFQUNAF+5jNZtasWcPRo0fx9PQkNDSU0NBQfH198fDwICkpicrKSrZs2cKePXsYM2YMY8eOJTY29gIhV15ejre3d7tsadMRKSkpQSKREBAQ4GpTXMrrr7/OsWPHmDt3LqdPn+b48eP069ePyMhIYmJiGD58uGNbrVZLWloakZGRREVFtcmyp0ajQalUNio7GOCvv/7ip59+4tVXX3W8ZrVa671ujh8/Tt++feu8ZrPZ+OCDDwgMDOTWW29tmfENcObMGTw9PdvlkmZhYSEffvghxcXFyOVylEolKpXKMTny9fXlrbfeanZmbUpKCvHx8eJ9zEkIgkBxcTEVFRXExMR02Yxns9nsyNDtiE6Q7OxsDhw40CgNJF45rcw/u2WoVCpeeuklfvjhB5588kmuvfZaJk2ahEKh4IcffmD48OFs2bKFY8eOMX/+fCwWC4WFhWg0GjIyMqiurmbp0qWoVCoGDRrEe++9h7+/f4PHb68iuKNiMBgu+n13BfLy8jh27BgA//vf/ygpKeHjjz9u8FyzWCxERUW1qWemtvxKY8Vebm4uqampdV5rSFjUl+krk8no168fR48ebbKtjaV79+6sW7eO0NDQdvdwDgsL44033mi18UNDQ9FoNF3eo+4MLBYL2dnZeHp6kpiY2KXjj93d3enWrRvp6ekdcgn7wIEDjd5WFHutiMlkwmq1XrBk5eHhwc0338yYMWNYvnw5q1atQqVSodfr+f777/H29ubpp58mMTHRRZaLNITRaHR5RrWrUalUDBs2jP3791NUVATAkSNHuOyyy+rdPjw8nI0bN7ap2FMqlZSXlzdq25KSElatWkVISEijth82bFi9r4eHh/Pbb7812sbmMGHCBLRaLWfOnKFv374EBQV1iYe1Wq1Go9E06G0VaRzl5eUUFRURFRXV6qEUHQVPT0/CwsLIyMggPj6+w1xP69atY+zYsezcubNR24tXTStyqW4Z0dHRvPzyy1itVkpLS5FIJFitVoKCgjqkS7krYLfbu3yChq+vr+OG6ObmRr9+/er0TP0nEomE/v37t5F153B3d290e6Tly5cjl8t57rnnWnTM6Oho8vLysNvtreYh8PHxwdvbm9DQUHbv3s2gQYNaLUawPSGRSAgJCaGoqIiIiAhXm9PhsNls5OTkIJVKO6QHq7Xx8fHBZDKRl5fX7mNDq6ur2bdvHxMmTGhSvVJR7LUSZrMZi8XSqNmTXC5vtFdBxHWIJVf+j1mzZqFWq7FYLPzrX/+65Pb/+9//mDdvXpt9f405jtls5s8//0Sj0TBjxoyLCtbGoFQqcXNz4+TJkxfE9DkTqVSKVColKCjIkXXfFfDx8UGj0YgZ8U1Er9eTl5dHREREh848bW2Cg4PJyclBq9USHBzsanMaRKlU0qdPH3x8fBq9egFiUeVWo7CwsE6snkjHp6sXU7bZbI5ixQEBARw8eJBRo0Y1at+5c+e2uVCWyWQXrUO1bds2Pv74YyZPntyiupN//fUX69atY//+/dx7770sWbKkVTuE1OLj49OlQgrO9+6JXBq73U5OTg7FxcUkJiaKQq8RREVFObK/2ysrVqxolhgVxV4rYLFYMJlMrdLkXcR1dOWeuIIgsHDhQubOnUtZWRmrV6+mR48ejfJgCYLA559/3gZW1uVSnTRWrFiBIAjExcU1O+EhJyeH9957j2+++YaPP/4YiUSCxWJpk3ZMoaGh/PDDD61+nPaEr68vlZWVXbqhfWOoqqoiJSUFb29v4uLixDjHRiKRSIiLi6OwsLDRnV7aEovF0uye4qLYawUKCwtbvCQk0v4wGAxdypNyPiaTibS0NORyOXq9nh07dnDbbbc1ev/WKkdyMS7VI/ehhx4CaFHdOpVKhVQqxdfXl4cffphjx45RWVnZJl5MuVzO3LlzWbt2LSaTqUsIIIlEQnBwcJP79XYVagskFxUVkZiYKFZjaAZSqZT4+Hiys7PbXau+oqIiDh8+3Kx9RbHnZKxWKwaDQXSZd0KMRmOX9ewpFAreeustFi1axOHDhxk2bFijHyQ2m421a9e2soUXUlt+pSFGjRrFwIEDOXPmTLOP4e/vz8cff8yYMWNYvHgxGo2GxMTEZrdraypSqZTJkyfj5ubGV1991SbHdDV+fn7odLo2WSrvSFRVVXH27Fm8vLzEmoQtxM3NzVGSpb1Mog4fPkxpaSmjR49u1v7i2eBkNBqN6NXrpFgsli59A42LiwPgs88+48orr2z0fhKJhLFjx7aWWQ2iUCgwmUwNvm+328nMzGTWrFktOs7vv//O77//zvvvv+8ST0ptuMjcuXPZvn0748ePb3Mb2hKJREJgYCBarVa813LuPM7Ly8NisZCQkNCl71HOpLYkS2ZmpstLsgiCQK9evVpUpUP07DkRq9VKdXW16NXrhNTGYHX1bFyr1Upqaiq9evUCzmW0fvHFF5SVlTW4T21borZGKpVe1Ptz4MABvLy8HCK2ufz999/Mnj3b5UtmUqm03ZeNcBYBAQGUl5d3ee9eZWUlKSkpqNVq0ZvXCvj4+KBWq8nNzXWpHWVlZWzdurVFWeii2HMiRUVFhISEdHlB0BmxWq1i7UPOCQqr1cqRI0ew2WwsXLiQ33777aJ1u9LT0+nRo0cbWvl/SCSSegWBIAj88MMPzJo1q0XXq9Vq5dSpU4wYMaIlZjqNPXv2uNqENqHWu1dSUuJqU1yC1WolMzOTsrIykpKS8PX1dbVJnZbazNfi4mKXHL+oqIgTJ04wderUFo0jij0nYbPZ0Ov1jW7PJNKx6MrJGecjlUoZMGAAixcv5oEHHiAzM5Orrrrqog8bPz8/l1XrVygU9WbkajQatFptg90wGkteXh4+Pj4u9+rVMnv2bFeb0GYEBARQWlra5bx7ZWVlpKamEhgYSExMjFhzsA2IiopCp9NRWVnZ5scOCAhgyJAhLR5HFHtOoqioiODgYNGr10npymVXajGbzSxdupQjR46gUCgoKSkhJiaGW265pcF9rFYrW7ZscVnh34bEnlKpxN3dnW3btrVo/LNnzxITE9OiMZxFVlYWO3bscLUZbYZUKnUIvq6AyWQiNTWVmpoakpOTu0wx7faARCIhNjaWgoKCiyZ9tQabNm1Cr9e3eBxR7DkBu91OZWVlu5ndizifrpyJC1BQUMCzzz5LeXk5n3zyCf369WPs2LE8/fTTF40TkkqlLvU2NVR+xdfXl+eee45Vq1ZdtBbfxTCbzaxbt45Jkya11MwWY7VaMZvNXHHFFa42pU2pXcpti7qGrsJut1NYWEhWVhaRkZFERkaK7c5cgEwmIy4ujqysrDYryXLo0CEmT57slEQk8YxxAlqttss0JO+qdLXuGYWFhSxevJhdu3Zx/PhxnnvuOcaOHcuTTz6Jv78/jz32GPfffz/+/v4XHeebb75xaemCixVWjo2NJSkpic2bNzdr7N27dxMcHEy/fv1aYqJTsFqtFBcXt1nJl/aCVCrFz8/voglCHRm9Xs/Zs2dxc3MjKSmpS0842wPu7u5ER0eTkZHRJuEDCoXCacv0othrIXa7nfLy8ks+9EQ6Nl2pL25+fj6PP/44NTU1fPjhh/znP//hwQcfZMaMGU3yKOTn5zNt2jSXimS5XH5RATR79mx++ukn/v777yaPnZaWRp8+fdrFeaFQKPDx8eHkyZNOWfLpSAQFBVFcXNypvHu1CRglJSUkJCQQGBjYLs4zEfDy8iI4OJisrKxWPee2b9+OQqFwmhdXFHstpKSkRLwQOzk2m61LLZsUFRVhsVg4deoUcG42u2nTpiYXHzYYDJjN5tYwsck0dFOOjY1lxowZbN26tUnjlZeXs2fPHgYNGuQM85xC79696d+/Pxs2bMBsNruk3I0rkMlkqNXqJjWFb68IgoBWqyUtLY3AwEBiY2PFcirtED8/Pzw9PSksLGyV8XNzcxk0aBAJCQlOG7PrPMFaAUEQKC0tJSAgwNWmiLQiRqOxS2XiDhw4kC+//JKVK1dyzz33oNPpOHLkSJMeOrm5ueTn5zerYbezcXd3bzDGxmw2s2/fPuLj45s05saNGxk2bFi7Sc44nxtvvBGz2UxNTQ379u0jMzPT1Sa1OiEhIWi12g7t3avtZysIgpiA0QEICQnBbDY7PYSgtl7vxQrCNwdR7LWA0tJS/P39u5TXpyvSFZMzFAoFFouFvXv3AvDggw82aZYZFhbW4rImzuJibdNWrVqFr68vU6ZMadKYx48fZ9SoUc4wr1VQqVT069ePgQMHEhERwYoVKzp1iRKZTIa3tzc6nc7VpjQZi8VCRkYGxcXFxMfHi7VaOwgSiYTo6GhKSkqoqqpy2rjffPONY+nemYgqpZkIgkBJSQlBQUGuNkWklemKNfYKCgp47rnncHNz44svvmhSP0ZBEPjqq6/azfJTQ0kaWVlZ7Ny5k7vvvrtJE7YdO3aQkZFBWFiYM81sFdzd3XF3d2fBggXk5OTw+++/u9qkViMkJISioiJXm9Fo7HY7Go2G9PR0goODiY2NFQu3dzCkUilxcXHk5uY6JWQlNzeXoUOHtsq9s1lir6amhvXr1/Pmm2+ycuVKx+v5+fksXryY5557ztEw/fx9li1bxjvvvENeXh5wrjjk008/7fAenM/SpUvb9Y2pvLwcX19f0avXBehqnj2r1crnn39Onz59eOKJJ5r82SUSCfPnz+f3339Ho9G0kpWNpyHP3tatW5k8eXKTkqusViurV6/m+eefbxdL1E0hJiaGiRMnsmrVKleb0irI5XI8PT1dUvi2KQiCQEVFBSkpKcjlcpKTkx39jUU6HnK5nNjYWDIyMppdeUAQBL7//nt8fHxa7b7SZKVisVj49NNPyc3NZdasWY4m4larlS+//JKIiAgeeughxo4dy9q1aykoKADOtfEJCQnh8ssvZ8OGDXXG3Lx5s1PdoK1NbRCt6NXrGthsti5TpV6j0fDMM89gsViYNWtWiyYzV155JUVFRRw4cMCJFjYdDw+PemfdWVlZJCUlNXocQRD45ptvCAoKok+fPs40sc2QSCTMnDmTo0ePdqh7bmMJDQ1tFxOMhqipqSEtLY2qqiqSkpLE5L5OgkKhIDw8nMzMzCbHjX733XdUVVUxZcoU1Gp1q1X2aLKvcO/evVRVVfH444/XKamQmZmJwWBg2rRpuLm5ERwczPHjxzl27Bjh4eGYTCaCgoIICQm5YElFIpGwYcMGbrjhhpZ/ojZAp9Ph7e3dZQRAV6YjB3w3FUEQWLJkCf369eOmm25yite6X79+Lo8Vk0gkF/yOdrud7OzsJiVYbN26lYMHD/Lyyy936Ae0UqnE19e3Q3+GhnBzc8PDw4Oqqqp25S2zWCzk5+djs9mIjo7uUjU7uwpqtRqj0UheXh5RUVGN2ictLY1x48a1STJOk+/mR48eZfTo0RecrEVFRQQEBNSJOQgLC3M0Dx42bBjbtm3jo48+Yvz48XX2nTx5MkeOHCErK6vpn6CNEQSBoqIiQkJCXG2KSBtgNpu7zI159+7d6HQ6Zs+e7bTwBJvNxpdffumUsVqCTCars8Si1Wpxc3NrdNebmpoavv32Wx544IFOUVMzLy+vQyYzNIawsLBWK4nRVOx2OwUFBWRkZBAQEEB8fHyXuZ90RYKDgxEEwaF7LoWXl1ebnQ9NuqPbbDaKioocxVbffPNN1q5di9lsxmQyXRDEfn5gdFBQEE8//TQLFy6kb9++dbZLSkqiZ8+erFu3zuVegEtRWVmJp6dnuwk+F2ldukpyRnV1NV9//TULFixw6rltsViYNm2a08ZrLuf3yBUEgW3btpGYmNgo71ZVVRXLli2jV69eTVr2bc/079+/04ahuLu7I5fLqampcZkNtQl8KSkpKBQKkpKSxFIqXYSoqCgqKioaVdw8LCyMdevWtckKUpPEXk1NDXa7ndOnTzNlyhRuuOEGMjIy+PXXXxsUaed/CLlc3uCDc/r06ZSWltabrNGeKCoqckqfOpGOQVdIzqiqquK1115j0KBBF0zEmsqRI0cAHAkROp2uXXjsz0/SWLJkCQcOHGDevHmN2vejjz7CZDJx++23t6KFbcv+/fvJzc11tRmthiu9ezqdjpSUFKxWK8nJyfj7+3fKJXOR+pFIJMTFxZGfn9+oWnlz584lJSXF8feuXbuorq52ul1N9uwBzJo1i8TEROLj47nyyiv566+/6o2LARod1+br68tll13Gli1b2m27n6qqKjw8PMT0+C5EV/Dsfffdd4SGhnLHHXfUeV0QBH7//Xdee+01Tpw4cdEx1q9fT1FRkWPS9+OPP1JeXs7u3bsZPHhwq9neWGpXGXbv3s2xY8d48803Gz1pq6ysZMKECfj4+LSylW3H5ZdfTlxcnKvNaDVqr9mG+iK3BtXV1Zw9exadTkdCQgKhoaFitYYuikwmIzY2lszMzEtm6MpkMsrKyrDZbBiNRuLi4khLS2Pfvn1OtalJZ6JKpUIikdQRO8HBwVitVuRy+QXlDZr6oBwzZgwqleqCbN1L0VgF3VIKCws7RG0tEedhNptxd3d3tRmthsVi4cCBA0yfPr3Og8lms7F48WK+//57jh8/zp49e+rd32q1snLlSmbMmEFISIijfdjNN9+Mn58f1113XZt8jkths9k4cOAAy5cv5/HHH2+0t/bll18mNTWV/v37t66Bbczq1as7ZTbu+YSFhTmqQbQmRqORtLQ0tFotMTExREdHi2E+Inh4eBAREUFGRsYll2l9fX05ffo0GzZswGQyERISUqcovSAIVFdX8/fffztWT5pKk8SeXC4nMDCQnJwcx2tlZWXI5XLCw8MpLS2tM5PSaDRNSmSQy+XMmDGDI0eONKk4ZkBAADk5OWRnZzfYFqml1NTUIJfLO/WDX6R+OusSjNFo5P333ycyMpLY2Ng672VkZLBr1y6HKPqn16+WkpISbrvttla3tSUIgsB7772HyWTinXfeITExsdH7njp1ioEDB3aq695mszFx4sR2la3aGnh6emK321vNEWA2m8nMzCQ/P99xDXWm80Sk5Xh7e+Pn53fJkInExERiY2OZOXMmUqkUqVTqeO789ttv6HQ6fv/9dxISEujduzefffZZk21pso95zJgx/P7776SmppKXl8emTZsYNGgQcXFxeHp6sn79erRaLfv37yc7O5t+/fo1afykpCR69+7dpOBahUJBYmIi/v7+ZGRkkJeXh9VqbepHuyiiV6/rYbVaO0V5HavVytq1a0lPT6/z+tq1azEajTzxxBMXCNr4+HgiIiLo2bMncK5EwD8RBIFDhw61azH8119/8cMPP6DRaBgwYECTM2lvuummNlk1aEuqq6svuSzfWWiNunsWi4Xs7Gyys7MJDg4mPj6+04d6iDSf2rZnF8vQdXNzw8vLC4Do6Gi2bt3K0aNHOXToEMOGDcPX15drrrkGd3d3jh071qz44Sb7mocOHUplZSWrV68GoFevXlx11VXI5XLmzp3LunXreP/991Gr1cyaNatZ1aCnTZvG2bNnm7yft7c3SUlJ6HQ60tLS8Pb2JiQkpMUu9VpvpXhBdy06enKGyWRizZo1/Pbbb9hsNrKzs3n00UeBc0Lt119/Zf78+Rek/uv1ehYvXkx+fj5SqZQhQ4bUWzdq7dq17WaZtj4+//xzNm7cCMCMGTNQKBQNltKx2+3Y7XbHvcJoNFJeXs6ePXsYMGBAm9rd2hw9evSC8ledFZVKRUFBARaLpcWx1haLhcLCQoxGI2FhYWJ2rUijiYqKIi0tDYVCccnzRiqVMmPGDIf4q0Wv12M0GpHJZM2aYDdLBU2cOJGJEyde8HpkZCT3339/o8fx9/fnrbfeuuB1X19fXnnlleaYhkQiwdfXFx8fnzqiLzQ0tNlemoKCAtGr1wUxGo0dWuCnpqayfv164FyoA5zrvRgVFYUgCNhsNj777DPCw8Pp3bu3Y59XXnnFETdy+eWXM2XKlAsCzc1mMxMnTmzXXr0DBw4wYcIErr76asLDw9FoNBgMhgvEnk6n48477wTO3ZMSEhI4ePAgHh4eTJ8+neuvv94V5rcaYWFh7fp3cza13r3GFrr9J1arlcLCQmpqaggLC0OtVjvZQpHOTm2GbmpqKrGxsZesrfdPoZebm4tEIqGqqqrZk89OG0V6vuirqKggNTUVtVpNSEhIk0SfyWTCbrfj6enZitaKtEcMBkOHLqDbu3dvHn/8cZYtW0ZsbCy+vr48/fTTDBo0CLPZ7Cg0vHr1ap5++mk2bdrEb7/9ho+PD926dePRRx9t8Fr57rvvuOWWW9r4EzWeM2fOYDabWbBggePGqlQq6+2Rq1arCQ4ORqvVotPpOHLkCEuXLkUul3e6uLZNmzZ12FZvzcXb25vCwkJHImFjsVqtaDQaqqurCQ0NJTIyskuJZBHncn6GbmJiYpN0yN9//83kyZNbdPxOK/ZqkUgk+Pn54evr6xB9TVneLSwsFOvqdVE6qmevsrKSQ4cO0bdvXxYvXsx9993nyOzav38/+/bt47bbbmPBggV8+eWXHDhwgDvuuAMfHx9uu+02UlJS0Gq1F70ZjRgxAkEQ2t3Dr6CggKeeegqFQsHNN99cZwatUCgoLy+/YB+JRMI777zDjh07GDBgAI899hinTp1i1KhRbWl6qyMIAhMnTuwUcahNQSKREBISQlFREREREZfcvna51mAwEBoaSkRERLs7z0U6Jh4eHo4euvHx8Zc8r8xmM99++61TkuA6vdir5XzRp9PpSE9Px9PTk9DQ0AZjOSwWC2azudPN7kUah91u73APxvz8fB599FFUKhVnz57Fz8+P1atX4+XlRe/evenTpw+BgYFMnToVgPvuu48DBw5gt9tRKBT89NNPFBYWMnLkyIseJy8vj/j4+Lb4SI1Go9Hw2muvYTKZeOCBBxgyZEid993d3RtMtlAoFEyePJkdO3bg6enZIUX+paisrGTr1q3MnDnT1aa0OT4+Pmg0Gmw2W4PXtNlsprCwEJPJRGhoKNHR0W1spUhXQK1WYzKZGtVDVyKRMH36dKcct8uIvVrOX97V6/VkZmbi4eFBWFjYBWnzGo1G9Op1Udqj16oxKBQKPD090ev1yOVy7r77bj799FOOHDlC7969L4ipVSqV3HXXXdjtdiZNmtSoY+zevZvk5OR29/0cP34cpVLJqlWr6p3ANcbeiooKunfv7qgX2JkoKCjg2muvdbUZLkEikRAUFERxcfEF93STyURhYSEWi4WwsDBxci/S6gQFBZGdnU1paakjnro+Kisr+fvvvxkzZkyLj9nlxF4tEokEtVqNWq1Gr9eTnZ2NXC4nLCwMhUKB1WqlurqayMhIV5vaafjyyy/Jzs5mzJgxjBw5ktWrV3Prrbe2O9EA5x4AHbFheUBAAB999BFpaWl8/fXXHDlyhJiYGK644ooG96kv2epiDBgwoN3VEztw4ACfffYZd9xxx0WzLmvjFOvz7hiNRn799VeeeOKJ1jTVZZSVlbXLa62t8Pf358yZMwQHByOVSqmurnaUZQkNDb0gKF5EpDWJjo4mNTUVDw+PBicYAQEBTsv67rJi73y8vb3x9vampqaGgoIC7HY7UqmUkJCQLn1zdBZarRa5XM5ff/3FyJEj+eqrr8jMzGTjxo2MHj26XbZt6qjxeoAjmchms/Hhhx86vWVTeno6RqORoUOHOnXclvD3338DXPKz1vbIre/munXrVuLi4khKSmoVG11JVlZWly8VIpFI8Pf3Jzc3F7PZjJubGxERER32Ohfp2JyfoRsfH9/gBNpZNYNFsXcenp6exMXFUVNTw6lTp7BYLEgkEnx8fETR1wIeeughbDYbgYGBBAYGMnPmTL766isAcnJy2qXYMxgMHSoDu7Kyko8//pjc3FzHEnRxcTFms9npD7O+fftSUVHh1DGby6FDh+jfvz+jR49m//79l6yLWNsjtz6xd/r0aYYPH95aprqU0NBQfH19XW2GyxAEgfLycsrLy6mqqqJv377tzjst0vWQy+XExMSQkZFBUlJSvZPViIgINm3axJQpU1p2rBbt3UnR6/WOUhVFRUVoNBr8/f0JDAwUG1s3g2nTpvHbb79RUlLCJ598ApxrDzN9+nQGDx7sYuvqx2g0XjSWoj0gCAKZmZn8+eef7Ny5k6FDhzJ79mwA/ve//7F161beeustFi5c6PREk+3btzNt2jSX9gC12+28/fbbjr/nzZvHiBEjLrpPQxm50HHjNBvD119/3WDLu86MzWajuLiY8vJy/Pz8SExMpLi4GL1e3+6vb5GugVKpJCwsjMzMTOLi4i64B4WFhREUFMR3333HlVdeCdCsWo+icvkHdrudsrIyAgICkMvlREREkJSUhEQi4ezZs+Tl5bVa/93Oypw5c3j44Ye5++67Ha/deeedDB8+vN02DK9d5mnP/PTTT7z55puYzWYeeeQRbr/9dmJiYoiJieHWW28lIiKCv//+m2+//dbpx3Zzc3P5byeVSh1ZwzNnzuSqq65q9DJufSQmJnbKNmJms7lZ7ZU6MmazmZycHNLS0nBzc6N79+6Owvq1iRqXak4vItJW+Pj44OXlRWFhYb3vy+VybrzxRtRqNZs2bWrWMUSx9w/Kysrw9/evo66lUilBQUEkJyfj7e1NVlYWGRkZTerf25WRSqUMHTqUnj17EhERQXh4ODExMa4265K0Zy9PUVERv/zyCwsXLmT+/Pl07969zvuenp689dZbxMTEsH79erKyspx6/IEDBzp1vOaSlJREt27dHB7NSyGTybDb7fW+N3z4cA4dOuT0vtqu5tChQ/X2Nu6MVFVVkZ6eTk5ODn5+fiQlJREQEFDnWpbJZHh7e6PT6VxoqYhIXUJCQjAajZcMkbn88svZvn17k8cXxd55CIJASUkJQUFB9b5fG7+XmJhIWFgYWq2WlJQUysrKxFliI/jzzz/Jz89n7Nixrjblolit1nZfX2/VqlVMmDCBgoICNm/eTHV1NUajkfT0dLZv386ePXvw8PDgrbfeYtasWU7PNNywYYNTx2suPj4+ZGdnk5qa2qT96rteQ0NDCQ0NZenSpZjNZmeZ6FKqq6sdy5edFbvdTklJCWfOnKGsrIzIyEgSEhLw9vZucMJWW2RZRKS9IJFIiImJcbR1bAgfHx/69+/f5PHb5xqaiygvL0etVjcqLk+pVBITE4PVaqWkpISUlBTUajVBQUHtfvnPVYwePZrVq1ezY8eOdl3Y1Wg0XjLQ39WcPn0anU5HfHw8Pj4+fP7559hstjrb9O/fHy8vL2bNmuX048+fP9/pYzYWi8VCbm4uPj4+7NmzhxEjRjSpwLOHhwdms7ne0joLFy7krbfeYtu2bS0OiG4P2O12ly+3txZmsxmtVktVVRX+/v5NakEll8tRKpXo9foun6Us0n6QSqXExcWRnp5OYmJivdfujh07HDkFTaFz3gWagSAIaLXaJs+A5XI5oaGhhISEoNPpyMrKQiaTERwcjJeXV7teCmxLqqqq8PX15amnnmr3WXDttezKhg0b2Lp1KzU1Neh0OiQSCe7u7oSHhxMeHs6vv/7KHXfcwcCBA1GpVK36GVasWOGygP/9+/fzwQcfIJFIGDx4MPPnz29S4lRt3F59Yk+lUnHZZZdx+PDhTiH2fv7553bdw7ipCIKAXq9Hq9UCEBwc3Ox2ZqGhoWRnZ4tiT6Rd4e7uTlRUFJmZmSQkJNQ5t3U6HQMHDsTPz6/J44pi7/9TWVmJl5dXs5fvajtz+Pr6YjQa0Wq15OXl4e/vT0BAQLtfFmxtFi5ciNls5v3332/3ngaDwYC/v7+rzahDcXEx3377LY888gjBwcGOyUVmZianTp1yLKtqNBoCAwNb3Z65c+disVhc4sWurY920003MWDAgCafT0ql8qLLJB4eHhd4STsidrud66+/3tVmOIXaFZSKigpUKhXR0dEtnjS6u7sjl8upqanpUGWWRDo/KpUKPz8/cnNz67TtKykpQRAEUey1hKKiImJjY50ylkKhIDo62pHZm5aWhru7u8Pb1xXx8vIiPz+fU6dO0a9fP1ebc1Hai2dPEATy8/M5efIkW7ZsQSKRsGXLFg4dOsRNN93ENddcQ2BgIEOGDGHixImUlJTQu3fvNrHtwIEDREdHu6R/6MCBA1mxYgXV1dXNmjhcrPwK4DIR62zWr1/PmDFj2sW53BwEQaC6uhqtVovVaiUwMLDBWmTNJSwsjPz8/HbX51lEJDAwkJycHEpKShwT+DNnzjj6mjcVUexxbonR3d3d6Td4qVTqKCRcU1ODVqslNze3S3r7Ro0axdmzZzvEg8dut7v8t6ktknz69Gn8/f3Jz88HzmVWAhfUJ4yMjGzT1n6jR4/m2LFjLhF7bm5uPPnkkzzzzDO4u7s7yq80Fnd394smYEilUkpLS7Fare3eC90QaWlpjB8/vkMWUj7fi+fp6Ul4eHir3TcUCgWCILSbCZ6IyPlERUWRlpaGQqFApVK1qApCx7yTORmNRkNUVFSrHsPT05OYmBiHty89PR25XE5QUBAqlarTx/aNGzeOlStXtvtCpu2lsO6qVatQKBR8+umnAGzbtg0PDw969epFcHCwi607hyszVt3c3PDx8WlWUW6JRHLR7PkhQ4awY8cOPvnkE+6///6WmOlSXD1haQqCIFBZWUlJSQl2u52AgACne/EaIiwsDI1G0yHKQYl0LSQSCbGxsaSmpmKz2aisrCQsLKxZY3V5sWcwGJBKpW3W9P58b5/RaKSkpIT8/HzUajWBgYHtPnmhuXh6evLdd9+52oxLYjKZXPobrFmzhn379lFZWcmbb77psKU9JgvYbDY0Gg2hoaFtfuySkhLCw8Ob/VvJZDJsNlu9gkipVPLoo4/y8MMPc+rUKXr16tVSc9uULVu2EB8f3yESD2rvgXq9HrVaTVRUVJtff15eXhQUFHSa5XuRzkVtS7WcnBwCAgIoKCjg6NGj9OzZs0nna5evs1dYWOiShxWcW0KIjIwkOTkZT09PcnNzOXv2LKWlpZ0iQLwj4sqyKzqdjjVr1hAUFMQjjzzSJokWLaFHjx4uWyYsLS1tVpByLQqFAqPR2OD7Xl5ezJ49m6+//rpD1dC0WCwMHTrUafHHrYHNZnPUKC0oKECtVtO9e3ciIiJcNtEKCQlBo9G45NgiIpdCqVQSFBREQUEBoaGhXHnlldTU1DRJJ3RpsWc2m7HZbC7PxKrN5I2PjycuLg6bzUZaWhoZGRlUVlZ2qIdNR8eVsTtpaWkkJCTw9NNP07NnT5fY0BQ2bNjgsm4TxcXFLVrOvpTYAxg/fjylpaWcPXu22cdpa4qLizl16pSrzbgAQRDQ6XSkp6eTnp6OVColISGBuLg41Gq1y0MnvL29qamp6XTdU0Q6D/7+/iQlJVFcXIxEIqFnz55N8t536WVcjUbT7PXv1kIulxMcHExwcLBjiaOgoAAvLy8CAgJcLkw7OwaDoUUeo+Zit9uRSqXk5OTw0Ucf4eHhwYABA+jXr1+7TRJobIuy1sBqtbbIC6RQKC7Zlkgmk+Hn58eWLVtITk5u9rHaisLCQlJTUxk3bpyrTQH+L5u2tLQUg8GAWq0mMjKyzUJmmoJEIiE4OBitVkt4eLirzRERqZfw8HDS09NRKpWo1eom7ds+nyJtgNVqxWAwoFKpXG1Kg9Qu89beNIuLizEYDHh7exMQECBmj7UCZrPZJUtJ69atY/Xq1cC5CukAmzdvRqlUMnHiRIYPH46Pjw/l5eWkpaUxZsyYJl/szmb58uUuKaxss9mIjo5m27ZtzR5DqVQ2atkuMzOz1ZO3nEVISEi7iNMzGAyUlpZSVVWFl5cXQUFBHWKS6uvrS1FREaGhoW2SGCIi0lTOT9ho6qSpy4q9oqIiQkJCXG1Go5BIJKhUKlQqlSNrrTag2MfHB39//06b2OEKXLGklJ6ezn333cfw4cORSCRkZWXx3XffceLECX755Rd++eWXOtuHhIQ0KxPVmbiqM8Mff/zBsmXLACgoKGiWJ6Y2QeNSjBw5skNcW3a7nc8//5z58+fz/fffo1AouOqqq9rMK2w0GikrK6OyshIPDw8CAwOb3dnCVUgkEgICAigpKWk3Ge8iIv9EJpMRExNDZmZmk+K6u6TYs9ls6PX6Dumul0gk+Pj44OPjg91uR6fTkZeX5xB+fn5+7XKZpCPQUHZmWyCRSLBarY7fLikpiYULF3L27Fl27NiB3W7Hw8MDX1/fdlE/zWq1sm7dOpcs5drtduLj47n99ttbnFx1qVI7PXv25O+//27RMdqCnJwc5s2bx7fffsu+fftwc3PDw8ODyZMnt9ox/ynw/P39CQsL61AC758EBASQkpJCUFBQh/4cIp0bhUJBWFgYOTk5jd6nS4q9kpKSTnExS6VS/Pz88PPzw263U1lZSV5eHlarFbVajb+/vyj8moArkzMGDRrEDz/8QK9eveoImKSkJJKSklxi08WQy+VERka6pFxFRkYGQ4cOJSEhoUXjuLu7Y7FYLuq5CwkJcSyrt2cOHjzIL7/8wpkzZ7jtttt45513OHXqlNPFnsFgoLy8nMrKStzd3QkICOhUy56199SysrJ2XxNUpGvj4+PTpOdVlxN7tUWNu3fv7mpTnIpUKnX05q0Vfvn5+ZjNZry9vfHz80OpVHZ4gduauFLsjR8/ntTUVH7++Wfuvvtul9jQVMLCwjCZTOh0ujYtExMfH8/x48dbPI5CocBgMFxU7Hl4eLi0eDTg6PBQX0kgm83GSy+9RHp6OldddRWvv/66oyVjeXl5i8/p2njh8vJyqqurUSgU+Pn5dXgP3sUICgoiNTUVf3//TvsZRToHTZmQdDmxV1ZW1ukv4vOFnyAI6PV6R3KHUqnEz88Pb2/vTv0dNAeDweCy5VGDwYC/vz/ff/89oaGhXH311S6xoynEx8eTn59PeXk5Hh4ebZYc4O3tjVarbfE4SqUSo9GIj49Pg9uUlZW5PBFmzZo1/PDDD3z//ffYbDaWLl3K/v37SU5OJjMzk+DgYD744IM6gvuzzz7jP//5DwsWLGDUqFHceuutqNVqbDYbW7Zs4cCBA4SHh3PdddddcM7b7Xb0er1DLHp5eeHn50dkZGSXuGfIZDJUKhWVlZUXPTdERFxNU67HLiX2BEGgpKSkXS6LtRYSiQS1Wo1arUYQBMcyTGFhIXK5HF9fX3x8fNpteY+2xJUFldeuXcvJkye54oorGDJkSJP21Wg0VFdXu6SZe0REBBEREaxevbrN4vf69u3Le++9R3l5eYsLK+t0uotuc+bMGZeXXfn9998ByMvL48cff6SoqIhXX32Vo0ePMnz4cCZMmHDBTV+tVvPyyy9TWVnJN998wyOPPOKowh8UFMTUqVM5ceIETz/9NM8++yxhYWFUVFSg0+mw2Wx4e3sTEhLisuvB1YSEhJCZmSmKPZFOQ5d6wut0Ory9vTtNfElTkUgkeHp6OsogmM1mdDodWVlZ2Gw21Go1vr6+KBSKLjGD/yeuTNCorq5m7NixTJ06tcn7Pfjgg/Tq1YsXX3yxlay7NLNnz+abb77hxhtvbPXvUKlUolAoMJlMLRrHw8PjkmN4enpesvhya1BYWEhhYSH9+/d3LCMvXLiQ8ePHc+utt+Ln50d0dPQlx1Gr1dxzzz1cfvnllJaWEhUV5ViC7d+/PzExMfz88894eXkxZcoUYmJixIkf53ovu7u7U11d7VgWFxHpyHSpq7qoqMgl3o/2iru7O0FBQQQFBTmWbrRaLQaDAQ8PD3x8fFCr1V3i5u/KLiXV1dXY7XZKSkouup0gCCxdupTRo0fTu3dvAP78808A5s+f3+p2XoqZM2e2iViWSCRERUU5Wge1ZJxL/e4JCQn89NNPzT5Gc/n555/Ztm0bSqUSX19fhg4dypw5c/D392/WeImJiQQGBrJ//34OHjzomOgZjUZsNhubNm1i7NixXeJabyxhYWHk5ua2OBFIRKQ90GWu7KqqKhQKhXgzawCpVOoo6QI4Au8zMzOx2+2oVCp8fHzw8vLq0F4/g8HAF198wcCBAxk6dKjj9UtlZbYmjz32GGVlZXh6etK9e3eGDBnCmTNnKCkpwWKxIAgC3bt3x2g0sm3bNlJSUrj11ltJSEggPz8fgKVLl7JgwQKXTma++eYbbrvttjYRfNHR0eTk5DBw4MAWjSOVSh3dS+qjZ8+evP/+++h0ujZb0rPb7fTr149t27bx4IMPMmDAgGatRtjtdqqqqqisrKS6uppjx445eoH7+/sTExODyWSiurqauLi4RnkKuxIeHh5IJBKXJm6JiDiLLqN8NBqNeDNrAh4eHo62bbUPjYqKCvLz85FKpXh7e6NWqztUhm9NTQ1ff/0127Ztw2Aw1BF7BoPBJTd0g8FAWVkZAD169OA///nPJffJz8/nrbfeqvNaampqk5piO5uqqipuuOGGNlsGj4mJcUr9Ow8PD4xGY4MdHjw9PUlOTubEiROMHj26xce7FOvWrWPNmjVYrVbuuece+vfv32ihVxuTq9Pp0Ov1CIKASqXC19eXiIgIPv74Yx544AHRU9UEwsLCKCwsJDY21tWmiIi0iC4h9gwGA1KptENUwm+PSKVSR5IHnIttq6yspLi4GKPRiFwuR61W4+3t7ZgNtydyc3OprKzk7bffxmAwADB9+vQ627hq9q5UKnnllVdYsmQJZrOZgIAAysrKGDBgAHFxccTExKDVavnrr78oKyvjmmuuITIykkWLFqHT6Zg0aRJDhgyhV69eLvNa5+XlodPpEATBsbzc2oSGhrJx48ZLFkW+FLUZuQ2JvfT0dNzc3Dh58iS9evVi48aNXHPNNU5v/1VSUsLq1as5cuQIM2fOxNvbm8suu+yi+9SKO71ej16vx2azoVQq8fHxITg4GJlMxvHjxykrK6OwsJDS0tIO0zWoveDp6YnFYnFZG0UREWfRJcSeRqNpcaV9kf+jtkF8bSakxWKhsrISjUaDyWRCJpM5xJ+rkz0OHz7MokWLHH9HRkby3HPPXVCf6FIlOFqT7t27IwgCN998M3FxcfVuM23atDp/jxo1ig0bNjB37lyXPoS2bdtGQEAA3bp1a9OyNb169aKmpob09PQWeaoUCgV6vb7B93fs2MHhw4dRKpXs2bMHk8nEmTNnuP766+ndu7dTkr0qKir473//S0REBIsWLWqwZmF94k6hUKBWq+tNrLBarbz22muEhYURERHB008/3S5653Y0QkNDKSoq6jA9kkVE6qPTiz2z2YzVau0Qjbg7Km5ubgQEBDgElMVicSR7GI1GpFIpKpUKb29vPD092zQbevny5XX+7tmzZ72FKE0mk0tFU0lJSZMKE8+YMQO5XN7m3Sv+SUxMTIMCtTWp7Q+p1WpbLPaKi4sbfH/06NFs2rQJg8HAgw8+SEZGBr/++itLly5FEASioqIwm81MnjyZ4cOHN+nYpaWlrFq1ir/++ovRo0czb968OoKtNnyiqqrKkcRzMXFXy/Hjx/n3v//tKIWzaNEiMeasBXh7e1NQUODSbH0RkZbS6cWe6NVre9zc3PD393dkDtpsNkfMX0FBAYIgoFQq8fb2RqVStapguffeex0B9gBXXXVVvdsJguDSkjxNPba/vz+33HJLK1nTeI4dO0ZgYKBLCg/7+PiwY8cOsrOzGTZsGLGxsej1+ibZIpfLsVgsDb6flJTEiy++iEqlolu3blRVVQHnxHlt3U6ZTEZ8fDzDhw9v9LJyUVERTz/9NBMmTGDRokWEhIRgNpspKyujqqoKg8GARCLBy8vLUfOusUIjJycHT09P/vrrL6ZOnSoKvRYikUgIDg5Gq9USFhbmanNEugi1SaVffPEFN998M2vWrGHq1KlYLBZHOMbZs2cbPV6nFntWqxWDwSAmZrgYmUxWJ9NXEARqamqoqqoiJycHq9WKTCbDy8sLlUqFp6dni2fQgiDwww8/kJ+fj1wu59VXX2XhwoUEBQVdsO3FsjHbCi8vL8rLy1Gr1Zw4cQKdTtcmCQEtZerUqS7zLi5YsIAffviB0tJSXnrpJaKiokhNTeWTTz5pdImSvLy8S9bR69Wrl+P/J02aBJxLiNm1axcAwcHB7Nixg+TkZP7973+zZMmSBtsYVVRUsHXrVo4cOcLYsWOZOHEilZWVVFRU4ObmhkqlIjAwsEWJT2PGjOG7777jvvvua3apFpG6+Pn5cebMGUJCQlx+rxDp/NhsNk6dOkVISAi33347ALfeeiv5+fkYjUYOHjzI4MGDLzpR/SedWuxptdp6H+4irqXWY+Hl5eWYoVitVqqrqx2xf3a7HTc3N8d2TV3+tdlsrFmzBoC33nqLQ4cOMWHChHqFiclkwsPDwzkfrpkMHjyYdevWERQU9P/YO++wJs/2f58ZQICw9xABATeOuoqz7llH3a3Wqh32bW2t2mV9bW1tbe3ew/pWa111r7r3xIkDkaGAbNkJkJD1+8Nf8pUKmkDYOY/DQ02e577vJM+4nmt8LrZu3UqzZs3qhbEnFov5448/akXnTyKR8Mwzzxi08ry8vGjWrBnfffcd77zzziPD8qWlpcydO5fHHnuMv//+m+eff56mTZtWuL1OpyMnJ4fk5GSGDh2Kk5MTO3fuJC8vjx49ehi8x7/88guzZs0y5LRqNBpSU1M5duwYmZmZ+Pv7ExERQYsWLZBKpSZ57YzBycmJtm3bcunSJfr162e2cRszAoEANzc3cnJyLPcUC9XOqlWryr2m+vn5ARgktmxsbEhPTzdqzAZr7Gm1WgoKCixu93qCWCwu4/2Dezfj4uJiCgoKSE9PR6vVIhaLDcafnZ1dhXlLYrGYhQsX8uGHH/Lhhx9iZWXFG2+8Ue62dUFHa/LkyYaTu2nTprz//vu1uh5jEQqFjBs3zuScQ3MiEAh45ZVXgHsPDZ9//jlLly5l+PDhD5Uu0YdApFIpwcHBzJ8/n9WrV1doJC5fvtzQuqxdu3Y888wztGnThr///huhUMiJEycYMWIEcrmczz//nKFDh3Lr1i2USiVpaWmEhIQwderUGjEWioqKEIvFVa5WtvB/uLu7Exsbi7u7u+U7tVBt7Ny5k0mTJpl93AZr7OXk5ODm5mY5Kesx1tbWWFtbl6nyVKlUFBcXU1RUxN27d1Gr1QgEAiQSicEAlEgkCIVC2rZtyx9//MG0adNwcHCosMdpSUkJUqm0hj7Vg+zZs4fU1FQ8PDyYNWtWhfIlxcXFREVFcfz4ceLj41m8eHGdyEfNz89HJpPVmrF3P2KxmHnz5rF582b+/PNP9u/fz5w5cx4w4GJiYli8eDFwL4QeHx+Pl5fXQ0PSOp0OZ2dnevXqRceOHQ0pIv379ycxMZH27dvTunVr7O3t+emnn/j999/p0qULERERNG3a1KRq79zcXJKTk4mPjwfuGbT6a1lKSgr+/v706dMHe3t7YmNjiYmJISMjg7t373L37l2EQiFCoZCbN2/SokULU79GC+Wgl6AqKCio0cpzC42LHj16VEuxYIM09vThlrCwsNpeigUzY2Vl9YAHUKvVolAoKC4uJjs7G4VCYSi4uD9sVpGXQ6FQ1KqhsmLFCmxsbBgxYkS5hl5GRga//fYbV69eNbwmEAjqjIyGv78/R44coWXLlrW9FOCewTd+/HhGjRrF22+/zbVr1x7otHHr1i3Dvz09PUlKSuLTTz/lzp07/P777zz11FOEh4ej0WhQKBSUlJQwZMgQnnjiCbRaLYmJidja2mJra8vjjz9O3759DcfWhg0buHnzJh4eHkyfPt3kC7dWq+Wll17Cx8eHdu3aIRKJ0Ol0hj8hISHEx8fz6quvotFoaNKkCS1btiQsLIzu3bvj4eGBm5sbBw4coGfPnlX/Qi0Y8PT0JCEhwWLsWag2rly5gpeXV4XOicrSII29/Px8HB0dLYm0jQShUGjw6t2PRqNhxYoVwD3JlYSEBLRaLQKBAGtrayQSCRKJhJKSklpvo6dUKsvtjZuUlMT8+fPLvPbee+8RHh5eU0szCn9//9pewgNYW1vj7+/Pvn37EAgEdOjQwfBe//798fLy4uTJk5w5c4auXbtSWlrKtWvXsLGxMfwtEomQSCTY2tri5uZm8Bo/DLlcjre3N/PmzTPJ0NNqtaSkpBAXF4dYLGbOnDkEBgZWuL1Go0GlUpWbgqDT6ejevbvRc1swDrFYjEQiQS6X12o0wELDQC6Xk52djUwmw8HBgZycHDp37lwtaUUN0tjLysqq1R6hFuoGIpEIZ2dnXFxcaNWqleF1nU5HaWkpCoXC4BGMj483eP6srKywsbFBIpFgY2ODjY1NjRiD586dK5M/WFxczEcffQTAxIkTWbduHUCdM/Ti4+PJzMysk224XnjhBfbs2cOKFSsYPXo07dq1Q6lUolQqkUqlDBo0CIFAQEFBAUqlku7du9O7d28kEkmliyamT59u0vb5+fmsWLGCy5cvY2trS2hoKNOnT3+ooQf3ju+K1rh161Z69epl0josGIe3tzd37typk8e7hfqDWq0GoKCggODgYMNDpN4hYW4anLEnk8mwtbWtdU+NhbrBm2+++cCJIxAIDEacvb09MpnMcOHWG4J6gyAvLw+lUmk4MfXGoLW1NTY2Noa8Qisrq0obBzNmzODWrVuo1Wreffdd/P39GTp0KHv27KGgoICePXsyZswY1q1bR//+/av2hVQDQUFBjzRMqgudTodWq6W0tJTS0lJUKpXht1Or1eh0Otq2bUtAQAAHDhwgKCgId3d33N3dsbKyMhwbN2/exNPTs0ZzfE+dOsWtW7c4duwY3bp146uvvqpQssVUIiIiDNXAFsyLjY0NQqGwThR2Wai/nD9/HmdnZ9q1a2d4zd7evtrma3AWkaWtjYX7edTN+98X7PsNwfLQ6XSGXplKpZKioiLy8vJQqVRoNBrDdiKRyGAE6jtd6P+2srIqEwocNGgQ+/btY/v27ZSUlJCSkoKdnR2RkZE0adLEcDFo2bIlTz31VFW+jmohOjqaoqIikztIPAytVotKpUKlUqFWqw3/1v8p77vWf99OTk6Gf9//+587d45z584xfvz4B+azsbGhtLS0xiR4rly5wu+//86AAQN4+eWXad++vVnHP3/+PEOGDDHrmBb+D29vbzIyMmrtIcdC/UavXlCT3uEGZewpFArDzdqCBWNQKBTY2toavb0+38/a2rrCnJ37vU16Y0WpVCKXyw2Gy79d9bm5uXTu3Bl3d3dUKhXR0dF4eXnh4uJCmzZtKCoq4p133kEkEhn2rSuV5j4+PmUKXPSfX/9HrVaj0WjK/aNWq1Gr1Wi1WuD/jHO9B/V+I1kikRj+LxKJTP783bp1Y+vWreUaexKJBIVCUSPXjj179vDXX3/x6quv0qVLF7OPf/fuXZo1a2bJWa5G7OzsDOd3bbcstFC/iI6ONkSGapIGZeylp6dbdPUaOEVFRdjZ2ZnN0FEoFGYPdwkEAkQikaFa0xh27NhB69atad26Nd988w12dna4uroyadIkQ17h/UaSXkjYmLXc/+f+1+//W49+3PL+1v+5H31l6r/74+qlP/R5ZUKh0GCk6QsfRCIRYrEYsVhc7YaJQqFg8+bNFeby6o09U+RRTEWn0xEVFcXp06cJCwurFkMPMPTPtVC9eHl5Gar9LVgwFr2ahDkKfO6PcDyKBmPs6T0o/67ItNBwkMvlTJ8+nYiICF5//XVDm7WqGH51Ie8mJSWFa9eu8fzzz7NixQrc3NyIi4tjyZIlBtkNX1/fSo19v5Gm957pXy/v3/82Au//WygUGv6v7+N6/vx5hg8fXqm11SQ//PADbm5uTJs2rdz3JRIJ+fn51TZ/SUkJ33zzDWlpafTq1atau6OsX7+emTNnVtv4Fu7h6OhIeno6Go3GrB1QLDRsDh8+bJa+5gqFguTkZKO3bzDGXmZmJp6enrW9DAvViL29Pa1bt+bUqVPY2dlx4MAB3Nzc+Omnnyo9Zl24UMfGxtKyZUtWrVpFUlISr7/+Om+99RavvfYacK9FzldffVWpse/36Jnzc65bt44pU6YwdOhQs41ZXURGRhIdHc2XX35ZoQdRn7NXXfz++++IRCI+//zzahFMvZ8ZM2ZYOmfUAAKBAA8PD+7evVsnxM0t1A/Gjh1b5TH0XaX8/f1JSEgwap8GkdSh0WiQy+WW0EUDJSYmhtdee40///zTIGsRFRWFWCxm5MiRlR7X2FBodZOfn8/58+c5duwYqampHDx4kLCwMOzs7BgxYgRLliyp0fWsXbu2jOjwv8nPz2fo0KEGb19d5urVq3z77bfIZLKHXhQFAkG1Hg+Ojo54eXlVu6EHsHfvXtLS0qp9Hgvg6upKXl5enbmWWKjb6HQ6Vq9eXaX9MzMzyc7OJjQ01KR80Qbh2cvPz8fDw8PyJNtA2bhxI127duXUqVP4+/sze/Zs2rRpU2UV+7qSXK3XABSJRIwfP56cnBycnZ157733asQ4uB+VSsWWLVvQ6XQP5OHpkcvltd515FGo1Wp2797Npk2b8PHxISkpqYyocnkIhUK0Wm2VDNiioiJOnz5Nt27dyuTkiESiag0T38/gwYOJiYmpkbkaOwKBABcXF3Jzc80mm2Oh4SIQCCodwtVqtSQlJWFtbU1wcLDJ9k6DMPYKCwstIsoNFK1Wy5UrV7hy5QoABw8e5J133jFLcquplbjVRYsWLWjatCnjxo17IGlfo9Gwfft2cnJyaiQPS69PmZqaWu778fHxpKSk0KdPn2pfS2XRarUsXryYmzdvotPpSEtLQyqVUlJS8tCcXhsbGxQKRZXyfleuXMmRI0fYt28fXbt2ZfTo0QiFQoKDg9mwYUOlxzWV3NzcOpGi0Bjw8PAgLi4OV1dXi8PBwiPZuHGjyQafSqXi1q1beHh44OrqWql563YMxkgcHR0tJ1kDZc+ePWX+HxcXV+n8tX9TF4oz4F4VeXZ29gP9W2UyGa+88gpr164lKyurRtaydu1aoOIqr5CQEHr37l0ja6ksSqWSmJgYdDodo0aNQqVS0aRJk0d67PQVuZUhJSWFjRs3cvr0aT755BP69u3LuXPn2Lp1K3Dv+xSLxWWKZKqTLl26sG3bthqZq7EjEokM4uwWLDyMlJQUkwva5HI58fHxNGnSpNKGHjQQY8/SlLpuEBsby9KlS3nnnXceup1arTY6GV6fh/nYY4/Ru3dvAgICzGZs1BVjLy4ujubNmxu8alqtlgsXLjBjxgxycnIYM2YM7777bo2s5fDhw7Rt27ZCz6lCoeCvv/6qkbVUFltbWzZs2MC6devo3r07Tk5OLFq06JG/dWWNvUOHDvHGG2+wYcMGBg8eTLNmzejZsyddu3Zl8+bNADz++OOoVComTpzI0aNHK/W5TEEsFtOvX79qn8fCPfQyLBYaJ/n5+ajVas6cOUNhYSF37tx5YJu8vDyKi4sN3ZiMISsri/T0dEJDQ6usNNIgwriWUEXtUVpayu7duzl79izZ2dl07tyZS5cuVbh9WloaixYtorS0lJdeeommTZvi6OhYoXHRrVs3Dh48iJOTE4cOHWL06NFm6/mpVCrrhAD37du3CQoKAmDnzp3s3LnTYHTMnDmTgQMH1tha2rZtS0ZGBgqFotyKTolEwuDBg+tFtadAIODUqVN4eHgQGRn5yA4fEomE7Oxsk+fp0aMHpaWllJSUsG7dOjp06MD//vc/kpKSeP7554F716ixY8fy7bff0rRp00p9HlPZuHEjM2bMqJG5GjvW1taIxWKKi4st8l8NAI1GY/DUGuNMOnDgAKNHj8bZ2RmNRkNhYSEnTpzA3d2da9eu0a9fPw4dOsSYMWOMum7q8/OsrKwICQkxy7W2QRh7FmqexMRE/vnnH9zd3Tl16hRPP/004eHhhmKKiti5cye9e/emVatWLF26FLgXGvT19UWtVuPo6Ii1tTVFRUXY29ujVqvx8fGhU6dOuLq6mrU3bFWT8c1FSkoK3bt35/jx4+zcuZPXX3+djIwMTp8+XaOGHty7yPXs2ZOdO3cSFRVVbhuv8+fP06dPnzrhFa0ItVrNF198QVpaGunp6Vy/fv2Rxp6VlRUqlcrkuaytrRk8eDBwL+/vp59+oqCggDfffJNOnTqxfPlyoqKi6Nq1Kz4+PjXWznH69OkkJSXVmHHZ2PH29iY9Pb3CwiYL9YP09HQuX75MaGgoAoGAQ4cOMWTIEFJTU/H39+fs2bN0797dIJ4P94q7SkpKaNGiBUAZoX79a8a2uiwtLeXWrVuGDkrmwmLsWagU+ry59PR0WrVqRadOnbh8+TL79+9n2bJlFe536dIl5s6dS0hICJ9//jkSiYR9+/bh7u6OWCymsLCQ0tJSfH19KSoqQiKRoNVqWbp0Kd9//32Vchbupy55pkJDQ/nxxx9xdXVl9uzZtGjRgrt375qkjm4OFAoFV69e5amnnkIkErFlyxaCg4MfkDTy8fGp8SphU0hJSWHNmjWUlpby8ccfs2HDBqMkesxxPPTs2ZNz587RpEkTTp8+zZ49e7hy5YrhocjDw4PPPvuM2bNnV2vTc7j3eWJjYwkICKgzx3pDxtbWFo1GQ2lpaZ0+PyxUzOnTp3F3dy/TV9rHxwdbW1tSUlJo1qwZQUFBJCYmkpGRgZ2dHYGBgQwdOhSZTMbFixerFHmSyWSkpKQQGBho9uJBi7FnwWS0Wi3p6eksXrwYNzc3ZDIZX375JZGRkbz66qvlSnLoE+ZzcnIMLakCAgIAHlmZtGfPHlq2bImHh4fZPkNdCeECjB8/nnHjxgH/Z3D8888/REREVNuc+fn5XLt2jYiICIN389ixYwQFBREQEICnpydnz57l5ZdfJjAwkObNmzNs2DBcXV0pLS2tEx7R8oiMjOSLL76gZ8+ezJ49G4lEwnPPPWf0/iKRCLVabcifNJWVK1eSkpJCeHg4Li4utG3bFoVCQUJCAm3btmXevHksW7aM/fv3M2rUKOD/umvY2dkxZcoUsz7NDxgwgFWrVjF16lSzjWmhYvS5ezXlvbVQOX7//XemT5+OXC7HwcEBhULBxo0bGTdu3ANyXPqwvF6BQH/fCgkJISUlBalUypo1a3jmmWcIDw9HLpebrBah0+nIyMigqKiIsLCwaklNsxh7FkxGn2Cak5NDixYtSEpK4syZM4wZM4bu3bs/sH1ycjKLFy/Gy8sLgOLiYpPmi46O5vHHHzerd6KuFGfoEQgEKJVKFi9ejKenJxqNhvj4eM6cOcPevXuZO3euWeRm9MTGxvLtt99y4cIFZs+eTXJyMtu3bzeIVkskEhYuXIhcLmfmzJlcuHCBo0ePsnz58krltdUEf/zxB6dPn2bhwoW0adOmUmPoizRM+a7v3r3LjRs3iI6O5tixY/zxxx9l8rYCAwN58803DRpZY8eO5dNPP0WtVhMWFkZubi6ZmZlIpVKOHDnC6NGjK7X2ipgwYQLnz5+nY8eOddZIbyg4ODiQlpZmkb2po9y5c4cbN24wY8YMCgsLOXnyJHZ2dvj4+FRK/07fF3nKlClcvXoVf39/jh49apLYv1qtJjExEalUSrNmzarNC28x9iyYjLW1NaGhoaxevZomTZpw+fJl7O3tK2zsvn//fiIiInjllVdMCp9qtVoOHz7MtWvXePbZZ835EeqMxt793Lx5k9zcXFq3bs3p06e5ffs2p06dqpa5OnXqhJ2dHSdPnkSlUhEZGUlYWNgDOXpKpRKJRMILL7xgEAVu27ZttaypKpw+fZqTJ0/yxRdfVKmTjkQiQalUmmTs/frrr0RFRdGiRQvef//9MoaeXC7nu+++Y8yYMUyYMAGA5s2bM3v2bC5evMjvv/9OXl4er7/+Otu2bTM8EJkTvaehtLS0Tj3gNET0LdSys7Or5be0UDXs7OwYMGAAcE/pYciQIWZJ6RGJREilUuzs7EyKQBUXF5OUlIS/vz8ODg5VWsOjsBh7Fkzmzz//JC4uDjc3N95//30iIiL48ssvKww/HT16lIULFwLG50VFR0ezYsUKdDod7777rtnV6RUKhVnDZeYgKSmJ8PBwJk+eTLdu3fj444/x8PDgo48+MquX4Pr166xYsQIPDw/69etHcnIyP/74Y7nh92PHjuHv749UKsXKyoodO3bQuXNns62lqmg0GlasWMG5c+d47bXXqtwyUSKRmNzpYsqUKdy8eZMXX3wRPz8/w+tarZaffvqJpk2bMn78+DLHfvv27Wnfvj1arRa1Wo21tTUnT54so9Wm0+lQq9UkJyeTnZ390MKnh3Hs2DFGjRplydurIVxdXYmJicHT09PyndchtFotx44de8Bzbq7fKCQkBIVCUeYa8DDu3r1LXl4eISEhNdLJyWLsWXgkOp2OxMREHBwccHJyIj09Hbin5bVw4UJ8fX3L3U8ul2NjY0OfPn04ePAgoaGhj5yrpKSEv/76i9OnTzNlyhR69epVLaEnpVJZ55Kos7KyDA3Vg4OD+emnn8pUfJkDmUzG4sWLGT9+vKG7w8MYPXo0KpWK69ev89xzz9VqYUthYSGnTp1CqVSiUqnIy8sjMTERoVDI559/bpbe2JXR2tPpdCgUCsPvlJ+fz+HDh7l48SIKhYIPP/ywwu9ZKBQajkMbGxuUSiVwz4hdvXo1ffr04c6dO4SHh7N161Z69OiBVqvF09PTqLUlJibSpk0bi9FRg+hbqOXl5ZmtoMxC1YmJial27UmJRPLI6vf7ZVX0Fb81gcXYs/BIzp49y5dffmn4//vvv0/fvn157LHHKjxQExMTWbRokaE6De7lDlXkTdNqtZw6dYo1a9YQEhLCF198Ue1i2XXtBigQCMpIf1TH096VK1ewt7enRYsWRhvRzs7Ohg4etfmdfffdd0RFRZV5bezYsYwYMcJsIXmxWGxyFbR++9WrVzN69GiWLVtGq1at6N69O4899pjRodOsrCzCw8NJSUkhOjrakLqgv3no84C2b99OREQEp0+f5sknn3zomK6urpWSk7FQNTw8PIiPj8fFxaXOXWcaOjqdDq1WS0ZGBm5ubkgkEjQaDdbW1rXeC12hUJCYmIi3t3eNN4OwGHsWHklISAguLi706tWLo0ePIpPJyoSUYmJiuHz5MuPGjUMkEqHT6fjtt9+YMGECERERZGVlkZiYWKHUhFar5cMPP0QmkzFz5swH2oaZG41GUycT1du2bcuGDRsYO3Zstazv1q1b/PDDD7z66qu0bt3a6P3s7OyQy+VmX4+pvPPOO6SkpKBQKLC2tubs2bMcOnSIYcOGmX0uUzyYwcHBrFixgs2bN/POO+8QEBDA7NmzTZ4zKyuL06dP88orrxgSv+9Hvx690Td8+HC2bdtWJhlco9Fw9+5d8vPz8fLy4ujRo2g0GqM1viyYB5FIhK2traHa00LNcOLECezs7BAKhajVaiQSCUlJSVy/fp2+ffvWap52dnY2OTk5BAcH10pUyWLsWXgk7u7uLFy4kK1btzJ8+HCDoXfy5El27dpFWloaxcXF+Pv706NHD65evUphYSEDBw5ELBbj7OxMWFhYheNHR0dz+/Ztvv32W7OE4h6FvuigrtGxY0fWrVvHrl27GD58uFk9AsePH2fFihXMnDmTxx9/3KR9PTw8uHv3rtnWUlmEQqFB9uD48ePs2bOHtm3bml1Cx8rKCrVabZIXQCqVEhgYCFCuoWYMAoGAJ5980uh5hUIhERERJCYmIhKJkEgk2NracvPmTQICArCyssLe3h43NzcOHz5Mnz59LF6mGsTb25vk5GSLsVeDuLu7G0SM4d61/vbt24wZM6bW1qTRaAyV+GFhYbV2DtY994aFOsfFixfZtm0b48ePN4SNVqxYwTfffIO9vT2LFy9mzJgx3Lp1C4CMjAwCAgKM1irz9vZGrVazYsWKavsM91PXZFf0iEQiZs+ezb59+/j2228N+VtV5dKlS/zvf/9jwYIF9O3b1+T9vb29yczMRKvVmmU95qC0tJTAwEDeeOONSmviVURle+Tu2LEDwND6zlTc3d3L7an5MDw8PLCzs8Pe3p6LFy8iEono3bs3QUFBSKVSBgwYQMeOHQkICKCgoIBdu3ZVam0WTMfa2hqBQFCpY8lC5bhy5UqZ/9vY2NCpU6daWs29atvY2Fjc3Nzw9/ev1Ycti7Fn4ZEcOXKEo0ePcv78ecNrV69eZdy4ccyfP5+AgAAyMjLw8PBAoVBw+fJlzp07R0xMzCPHVqvVrF+/Hicnp0fmH5mLumrswb38rE8//RSZTMbvv/9uUtPs8khNTeW7777jtddeIyQkpFJj2NraolKp6lTuV7du3UhISKgWzb/KGnseHh74+/vzxBNPVGreAQMGsGPHDnQ6nUn7eXp64urqyqBBgyoMUzVr1gxnZ2e6d+9OYmJipdZnwXS8vb3JyMio7WU0GvRtC2sbnU5HVlYWKSkphISEGBoJ1CYWY8/CQyktLeXSpUvY2trSrFkzw+sjRoxg586d7Ny5E4ALFy7w2GOPsXPnTpRKJUuXLqV58+aPHH/fvn3Exsbyn//8h9jYWL766ivmzJnDa6+9xubNm5HJZCaLMD+Kumzswb0cuVdeeYXMzEwWLFhAcnJypcaRy+V89tlnPPXUU7Rr167S61Eqleh0Oj7//HNDsU1toy8yuf8BxFxU1th78803+fLLLw2pCPpEcWPp0qULcrmcpKQkk+c2FolEYii2sVD92NvbU1paWuWHNguPJiEhgQsXLtT2MlCr1dy6dQuVSkVoaGitF4XoseTsWXgoRUVFhnCiPicJoG/fvrRs2ZI33niDAQMGoFQqUSgUCIVCFAoFvr6+Rrms8/PzKS4u5vvvvyc0NJTWrVszbNgwtFotW7ZsYf369QgEAtzd3QkJCTH8sbGxwcPDo1JdJVQqldlDf+bG2dmZRYsWsXv3bhYsWIBSqeSxxx7jrbfeMmr/27dv8+OPP9KyZUuGDh1apbU4ODjw7bffsmTJEm7fvm2UEV8T3L59m6effrrS++fk5PDJJ5+QnJzML7/8YqgUr6yxdz9RUVH89ddf2NrasmjRIqMKboRCIe3bt+fy5ctlzjVzkpqaWuf0JRs6np6eZGZmGq2/ZqFyNGvWrIxDojbQ97atCZFkU6nbdzwLtYq+X59ePuLfifA+Pj4EBwfzzz//0L59e95++23CwsLIycnh8uXLdOvW7ZFzTJ48mcmTJ5f73jvvvINGo0Gn05GcnExcXBxxcXEcPHgQtVpNcXExixYtMiTtm0J9SFQXCoUMHz6cwYMH8+GHH5KSksLu3bvp1atXhUZucXExly9fNlRDDxw40Cyf1dvbG1dXV4qKiqo8lrmQSqWVCi3rdDr27t3L8ePHSU5OpmPHjmUuzEKhsNL5ibm5ufz2228kJiYyYcIE/vnnH3bu3MmIESOM+h06dOjAP//8Y+iba248PDzqVO5lY8DJyYmMjAy0Wm2dVAFoKJw/fx6xWPxAF6CaQKfTkZqailKpJDQ0tE46E+reiizUGVatWsWuXbt46623eOyxx8rdZtq0aaxfv54bN27w8ssvs3v3bpRKJTExMUYZe49CL1QbHBxMcHAwgwYNMry3efNmNmzYwLx584weT61W17uelSKRiJiYGIRCIX/88QdOTk4P9CCWy+UcOnSI9evXY2tryzvvvPPQCujKYG9vX6bDQ21jZ2dHQUGBSfucOHGCDRs2GPKoHB0dmT179gMXZ4FAYJL8SmFhIQcOHGDXrl307NmT119/HRsbGwIDA/niiy+IjY1l5syZj9TWatu2Ld999x3FxcVl2q6ZC4VCQWRkJMOHDzf72BbKRyAQ4OrqSk5OjkmttCyYRlBQUI1r18G9cyopKclQhFFXsRh7Fiqke/fuODo6lillv59//vmHqKgo5s2bx7Rp09i4cSO2tra4urpWuI856dGjBzt27DDpibmu5+uVh0AgYNmyZRw7dgyZTMaKFSv4+eefcXZ2JjAwkLS0NDIyMggLC+PTTz+ttgtO27ZtOXbsGL169ap1z+jly5eJi4szKR/m1KlT/Pnnn0ybNo2ioiL+97//8e6775ZrVFlbW1NaWmq0rMuyZctwcHDgnXfeKVMIExgYyLJly1izZg1z587l+eeff+hDkL29PZ6enqSmphrVccZUPDw8cHFxQS6Xo9Vqa0TqyMK9SuvY2Fjc3d1r/dxpqJw/f57evXvX6MO8XjsvMDDQ7BJQ5sZi7FmoEH1+XEWsWrUKjUZDXl4ebdu2xdPTEzc3N44cOVLtwshwz3BTKBQmNXivj8YeQEBAAM888ww6nY6EhARcXV3Jzc0lMTGRIUOG0KxZs2q/2PTt25d9+/Yxe/ZsPv7441rNSblz5w59+/YlPDzcqO1LS0v53//+x+uvv07r1q155513DBIl5aHP2zPmO01NTSUlJYVffvmlXLFUiUTC9OnT6dq1K19//TVFRUUVtm2Sy+Xk5uZWW16dQCDAycmJxMREpFKpxdirIYRCIQ4ODhQWFtaJysyGxubNmxkyZEiNXdvVajVJSUnY2NjUqnaeKVgSCCxUmk8//ZQ33ngDHx8fZs+ejUAg4J9//mHBggXVrhCenJzM4sWLmTFjhkkneH019vQIBAJCQkJwdXUlJCSE/v3706pVqxp5qrSxseGLL77A2tqatLS0ap/vYfj7+3P79m2jt9+5cycBAQGGziFarZYePXpUeJE2pUjjyJEjdO/e/ZHHvN7IXL16dbnhZ51Ox++//07nzp1xd3c3au7K0KZNG9q0aUNGRoZR8kgWzIOnp6elErqaGDx4cI11xygoKCAuLg5PT89a184zBYuxZ6HSBAQEGEJSCQkJ7Nu3j3nz5uHl5VWt85aWlvLll18yduxY+vfvb9K+9d3Yq22EQiEuLi7k5+fX6jp8fHzIyckxatucnBy2bdvGjBkzDK9JpdKHtoAz1tjT6XQcO3aMPn36GLWW4OBgunXrxtq1ax94b+/evdy+fZvp06cbNVZVeeyxx/Dz8+Py5cs1Ml9jx8rKCrFYbHYpqcbOrVu3OH36dLXPo++EkZeXR1hYWJ2rtn0UFmPPgknodDpu3LhheEK9fPkyH330EWvXrq20FIqpHDt2DGdn5zLFGsai0WjqZKVUXUGhUPDFF19w6tSpCrdxdnYmLi6uVqs63d3dUSgU5ObmPnLbzMxMvL298fX1Nbzm4+PDkSNH0Gg05e5jbW1tVAcTpVJJXl4ewcHBRq994sSJnDt3jq+//ppLly4hk8nYunUr69evZ+7cudVSmFEeVlZWiESiWklqb6xYRJbNy+XLlxGLxRWmRZgLuVxObGwsTk5OBAYG1rsiP7AYexZMZOnSpSxatIjjx49z9uxZ/vjjD65cucITTzzBV199ZdCSysjI4ObNm2afX6vVsnfvXgYNGmSy+9zUzgSNjaysLObMmcPZs2cfKgI7YMAAzp49y/79+2twdWURi8V06dKFQ4cOPXJbFxcXsrOzy/z+HTp04Pz58xW2JxMKhUYdL/rCIFMMXycnJz7//HOCgoL4888/mTlzJnFxcSxcuJAmTZoYPY45sLOzQ6VSceTIkRqdt7Fia2uLRqOpU91o6itarZbAwEA8PT2rdY6UlBQyMzMJDQ2t1w9GFheHBZNo3bo17du3p7S0lBUrVuDs7IxEIsHf3x9ra2vUajW7du3ir7/+olmzZnzyySdmnf/AgQMIhUK6du1q8r5qtdri1fsXOp2Ov//+m7Nnz5KRkYGzszMdOnSgV69eFe7TvHlznnjiCZP7uJobd3d3o0Ji3t7eaLVasrKyDCkG//zzDy+88MJDxYuNkV8Ri8UIBAJKS0tNOrZcXFwYOXIkTz75JMXFxdjb2xu9r7kJDQ3Fw8OD0tLSas+1tfB/Ist1WaajPhAbG0t2djY9evSolvFLSkpISkoytEGs71g8exZM4sknn2TIkCGEhIRQWlrKgAED0Gq1rFixgoMHD/L222/z119/AfdEkc1JQUEB69evZ+bMmZUSJ7Xk6z3I7t27OX36NDNmzGDFihVMmjTpoblsekJDQ4mJiam19mlarZbTp0/ToUMHAD7++GOef/75cj1sWq2WkpISwzFz/vx54uLiaNu27UPnsLGxeWQoVyaTIRKJKp0cLhAIatXQ0xMbG2t0DqSFquHo6GiQvrFQeVq0aEHTpk3NPq5OpyMtLY2UlBSCg4Nxc3Mz+xy1gcXYs1ApWrVqhZubG46OjkyaNInU1FROnTpFx44dcXJy4u233zarrINWq2X58uV06dKl0vpjFmOvLJmZmWzYsIG5c+caKnq7detGWlraI6ttmzdvTnJyMq+99loNrbYs+irS1q1bo9VquXz5Mmq1utyHAJFIRM+ePdmxYwc3b97kp59+Ys6cOY8sJDKmSOPMmTO0adOm3lTkVURRUZHBcL927Rrp6emG9woKCjh27BhyuZySkpIH9r1w4QJqtbpWw/r1CYFAgJubG9nZ2bW9lHpPdHS0WccrLi7m5s2bWFlZERIS0qA83RZjz4LJpKSkMGPGDGQyGa1bt6Zp06a4u7vz3nvvkZaWRt++fc2qs6fVavnxxx/Jzc1lypQplR7HYuyV5c8//2TQoEFlQhRisRitVmuQcklLS2P79u0PhGytra35+uuvKSgooLCwsEbXDfcSpt3c3BAKhcTHxwPQsmXLCrcfO3Ysx48fZ8mSJYwbN86olko2NjYPNfby8/P5+++/q621WU2hVqvR6XR4eXmxfft23N3dsbe35+DBg/z111+IRCJatWpFWloaCQkJhv1iYmI4ceIE9vb2aDQaQkNDSUlJYc+ePbX4aeoHbm5u5ObmWvKIq0BeXp7ZlB/03rzU1FSCg4Px8PCo9w9w/8Zi7FkwGZVKhUKhIC8vj+eee46PP/6YJ554gnPnzpGQkMDIkSPNOt/evXtJTExkwYIFVapUVCqVFmPv/3P16lXi4uIYPXr0A++JRCK0Wi0xMTG8/vrrrF69mqtXrz6wna+vLy1btuTKlSs1seQytGjRgvj4eORyOYmJiQAPNeC8vLxwc3NDoVAY3TvzUZ69LVu20LlzZ1q1amXCyiuHXC43GLXmRKPRsGbNGvr27YuVlRU9evTA29sbBwcHmjdvzqRJk5BKpbi7uxMWFkZSUhJwT1vQ29ub7t2706JFC0NrOH9/fwYOHMiaNWvIzc21yLpUgF5k2dR2fxb+DxsbG7O0n2vI3rz7sWSrWzCZoKAg/vrrLzQaDSKRCIFAgFarZc6cOUybNs2s0hEXL15kw4YNLFq0qMrj6tfbGMnNzUUulyOVSklKSuKnn35i6tSpD+Sa3bp1C51Oh62tLU5OTrRt25agoCCGDh1a7ridO3fm8OHD1ZYkXRGOjo54eHiQmppqMDYr6t8M99oaJScn4+zsbHQOjo2NzUNzEpVKZY0kbmdnZ2NnZ0dxcbHZe+beuHHD4C0XiUS4uroC90KN5X22jh07cufOHdq0aYNUKi3X+yEUCpk8eTIKhaLGZGTqI56enty+fbteV3jWJuvWrauSJqVWqyUjI4OioiKCg4MbrJGnx2LsWagUAoHAEPK7c+cOMpkMrVZLly5dgHtaeK6urrRp08akcW/dusX58+cpLi4mKyuLmzdvMmfOnIdWTRpDYwyXJCcns3nzZkpKSrhx4wYODg7I5XJcXFx49tln6d69+wP7bNu2jZEjRyKVSpFKpSxcuPChc/Tt25fNmzcTExNTI/2Q9eiraz09PYmMjAR4qBFnZWVF//79GTp0qNH9dPXVuBUhkUiM0uKrCnK53PDdtm7dmr///psJEyaYLcRUVFRk0lg+Pj4cPXqUrl27PrL6WCKRcPXqVZo2bVrn+4bWBlZWVlhZWZndgG8MaDQapk2bVun9i4qKuHPnDu7u7vj4+DS4kG15WIw9C5UmOTmZJUuWkJeXR5s2bejZsycFBQW8+OKL6HQ6RowYgbe3t1Gtn+Ry+QNPaVOmTOGll14yS6GHSqUy+ibfEMjNzeWTTz6hV69eeHl5MXjwYI4cOUJQUBDDhg0r97uQy+VcvHiRZ5991uh5rK2tGTlyJH///fcjDUNzkpWVhUQiYf369QCEhYU9dHsnJydeeOEFk+cRCoVotdpyCz8cHR1N7iSi0WgoLCwkLy8PnU6Ht7c3J0+eJCQkhDt37iAQCPD29iYtLY2IiAh27tzJxIkTDftPnDiRDRs2MHDgQDZu3MjMmTNZvnw5zz33HEKh0KSbVmZmZqX03nr37m30tkOGDLHIHT0EvchyRT2aLTyISqXi7NmzeHh40Lx5c5P21Wg0pKamolKpaNasWaO6J1hy9iyYhFKpJCkpicTERObNm0deXh5t27blzp07hIWF8cILL6DT6Xj33XfZu3cvL7/8slHj2tnZMXPmTGbNmsWbb75Jt27dOHXqVKUkVsqjMRVnaLVavvnmG7p3786kSZPo0aMHv/76K35+fmzZsoXU1NRy9zt06BCtWrUyhPKMZcCAAdy5c6dG+6xmZmbi4eHB8ePH6dixY7V5FR/WScPLy4vMzMxy31Or1RQVFbFx40ZkMhnLly9Hp9OxcuVKg8cwOTkZGxsbOnXqREBAAL169aJXr16EhYUREhKCSCQqY+jpGT9+PM7OzsycOROAmTNncvPmTc6ePUtOTs5DvZExMTFER0ezY8cOVCoV7dq1q8S3Yjxr16412zncELG1tUWtVltElk1g5cqV9OjRw2RDr6CggNjYWBwdHRudoQcWY8+CCWzatIkpU6Ywf/583nzzTcPrrVq1onXr1nzzzTfAvbyeI0eOUFpaanRLM6FQyMCBA+nduze+vr5MnTqVu3fvkpycbJa1NyZj7/Dhw8jlcoOhcOjQIby9vRk7diylpaUVelpLSkoq1cHB2tqaCRMm8M033zxSssVcJCQkIJVKCQkJIS0tjccff7xa5nlYkUZFxl5BQQHx8fEkJCQwatQopFIpM2fORCAQMH36dJydnWnWrBlPPPEEYrEYV1dXgzizHn9/f5PyS1u1akW3bt04ffo0paWl5WolLl++nKZNmxIUFMSIESPw9/ev9v6e06dP5+zZs2WqeC2UxdPT09B+0sKjmTFjBn/88YfR26vVam7dukV+fj5hYWGNNkfSYuxZMAq9oDFQJqH7q6++Ii4ujqCgIEOLrYsXL+Lj40PHjh3Zu3dvuRV5ubm5jB8/ngsXLhg8EVlZWbz//vssWLCAV199lfbt25vNY9OYjL2DBw8yadIkQ/js4MGDtGnThrVr12JtbV1h/2KNRlNpL0y/fv0YPHgwX3zxRbWLxWq1Wo4dO4ZWq6V169ZkZWUZ2vSZm0cZe1lZWYbPq9PpUKvV7Nu3jxYtWhAeHv6AEVfdDB8+HLlczqlTp8oUl8THxzNjxgxsbW0rLQBdGQQCAe3bt69yzm1DxtHR0ZDzbOHRCAQCnnnmGVJSUh66nU6nIycnh7i4ODw9PWnatGmjLdADS86eBSPRy1vAPU+Or68vr7/+On5+fly8eJFLly4hlUqZNGkS7du3Jzk5mYMHDwKwb9++B+QuXFxcAPj0008B6NKlC1evXmXo0KH897//NVT5movGJLtia2vLlStXEIlEnDlzhqSkJDIzMx8pEGxjY1MlzbwRI0Zw6tQpDh06RP/+/Ss9zqOIjIzEysqKlJQUevXqhZubW7X9thKJhNzc3HLfk0qlWFlZkZubi7u7Ozdv3iQ/P59x48ZVy1qMxc3NjYEDB/LXX38xYcIEDh8+jLW1NYGBgbWSPyeRSFi+fLkh7GyhLAKBAFdXV3JycswiJdIYEIvFXLt2DT8/v3LvEwqFguTkZOzt7WnevLkllQCLsWfBSNq1a8fHH3/Mu+++y7p16+jduzeBgYGG8Iy1tTUBAQF06dIFd3d3Vq5cycSJE+nbt2+54wkEAtatW8eRI0f4+eefiYyMpGvXrvj6+rJkyRJUKhWBgYGMGTPG5Byy8qgoyb6hkZ+fT7t27Thw4ADnzp0jICAAgI8++signVcRVTWIhUIh06ZN49NPP+XKlSvMmTOnWrxap06dok+fPqxcuRK1Wl2p0LOxWFtbVyi/IhAICA4OJjY2lgMHDjBy5MgarUh+FE8//TQAAQEBtWboARQWFpabe2jh/3B3dyc2NhZ3d/dGURlqDgYPHszWrVvp0aOHITVFq9WSnp5OcXExAQEBjeYB3xga/t3PgtFkZmY+1Bjw9vZm2rRpvPXWW0ydOtXQ2WLSpEloNBqSkpJYsmQJWq2W6OhowsPDHzqfUCikb9++bNiwgc8++wwHBwf2799Pz549GTt2LEKhkDfffJMLFy5U6XM1JtmVv/76i127dlFQUEDbtm0Ri8VMnDjRcMMfPHhwhfu6u7tz4cIF8vLy0Gq1qFQqk7+7li1b8vPPP3P16tUKixeqgk6n48aNG4SHh2NtbU1cXFy1at096sbbqlUr9uzZw9ixY2s0PGoKJSUltRoizM/P59atW7U2f31AKBQilUqRyWS1vZR6hb57zZ49eygoKODmzZvY2toSEhJiMfT+hcWz18hISUkhLy+PvLw8nJ2diYmJQa1WExoayqZNm7h16xYvv/wyffr0eWBfqVRaRlw3MjISnU6HTCbDxsaGN954g48++oiSkhL8/f25cOGC0QUagYGBD0hjtG/fno4dO/LDDz/Qs2dPpkyZUqmnXpVK1eAFM/Xk5uYyc+ZM/Pz8WL16NefPny+3S0Z5DBgwgIyMDGbNmmUwDvr372+SZEl2djbHjx9HqVQacjjNSXZ2NqWlpfj5+eHm5sbly5eZPHmy2ee5n4fJr7Rp04Z//vmnTsuL5Ofn12rlYZMmTbh06RJt27a1eK0egqenJ0lJSWbtKV7fuXDhwkPF0uFezmNgYCC5ubmEhYU16ry8h1F3r1AWzE5mZibvvPMOvr6+ODs7k5+fz+3btw3vDx8+nPDwcFauXImnp+dD20DpdDq2bt1Knz592LRpE25ubmi1WoOsxHPPPcenn37KgAEDqhQ+bd++PcuWLeO9996jdevWjzzxy6MxFWfk5+fj5OSEr68v8+bNIzk52ejkeIFAwNSpUw0ht+LiYl588UWeffZZo0Vxjxw5woYNG5g1a1a1eNzi4uIICQlBKBTi7+/PuXPnCA4ONvs896PvkVue8G2zZs0oKSmhpKSkznr2mjZtSk5ODnZ2dohEohoX8BUIBERERFBSUsLWrVur3Tivr1hbWyMSiRrV9aoiDh48SHh4OAKBgKSkJG7evEnv3r3LXId0Oh1ZWVnk5eWRmJhIu3btLIbeQ7AYe42EwsJC3n33XcaMGVPG01NYWGhInJ46dSqJiYns3r2b999/n88//xyRSMTdu3dxdHQkKCjI8GSenp5OUlIS/v7+dO3aFQ8PD5YsWYKNjQ329vb4+Pggl8urVOGpx9nZmfHjx7Nu3To6dOhg8niN6eKZn59vkBYQCoWVqoLUe0EzMjJwcnIy2tCLj4+nRYsWODg40LRpU5PnrYjMzEyKiooIDAzk4sWLBgHlCRMm0Lp162rN2YP/q8gtz0iytrbG29ub5ORkk3W/agoPDw/OnTtHUFAQhYWFj0yvqK41AEyePNlSrPEQvLy8yMjIaPTVyxEREYjFYsNx07RpU3bs2EH37t1RKBQ4ODiQmpqKq6sr9vb2tGzZEh8fn1pedd3GYuw1EqKjowkICHggpLd3714AQkND2bZtG3/++SdCoRAbGxuWLFkC3Mvlys7Oxs/Pj6FDh9KpUydcXV0JCAjg5s2bvP/++7i4uNCzZ080Gg0Af/75J927dzdb+KhHjx5s376dU6dOmdyHVaFQVCg30pDQ6XSG/reV3X/t2rWIxWIGDx7MypUr6datm9H7r1y5kps3bwIQFRVlssctPz+f3bt3k5aWhkwmw87Ojvz8fDIyMgzGularZdmyZcC9wgN9AUp1IpFIytWt09OsWTOuXbtWZ409qVRKr1692LdvH0OGDKnt5dCzZ0/u3LlT7UZ6fcTe3p6UlBTUanWdTg2obv76668HHghGjBiBUqkkMjKSJk2aGPp3y2Qyw33HQsU03qOpkZCTk8Pp06fZsWMHAwYMeOD9v//+G51OR3h4OD4+Ptja2tKkSRMWLFiAvb29YbvS0lIOHz7Mt99+yw8//ICDgwOffPJJmbG8vb0B2LFjB3FxcSxevNhsn0PfXP2XX36hbdu2ODk5Gb1vY5FdUSqV6HS6Sn/Wq1evsmfPHoRCITt27DDkST4KrVZLYWEhU6ZMYfHixcyePZuOHTuaPP/WrVu5ceMGgwcPxtHRkZKSEqytrenQoQNisZgLFy4QEBBQ4zlNEomEnJycCt8fPHgwn3zyCcOGDauTx5ley7JDhw61vRQAQ+VkbGzsI9vcNUY8PDy4e/duo/ZUPffcc2VSI/S9sAsKCujZs6chdeL06dMEBwfXyENffcdi7DVg9u/fz2+//UZYWBizZs16QOsOYN26deh0Om7fvk1ISIihndO/E6mtra0ZNGgQR48e5fbt2xWGgq5fv87mzZtZsmSJ2dX5O3bsyGOPPcaff/7JK6+8YvR+jUV2RSAQGHJ+KpOXdeXKFQYOHMiYMWNQKpUGLcSHkZiYyLfffktmZqZBsPnu3bsmeSXy8vL45ptvyMjIIDg4mCeeeKLc7Tp16mT0mObEysqqQvkVgJCQEGQyGdu3b2f8+PE1uLJHs27dOoYNG1btnTJMwc3NDbVaTXx8PBqNxpJn9S9cXFyIiYnB29u70Ra0JCQkUFhYSKdOnSgoKCAtLQ0PDw/CwsIQCAQGR4TFO2w8Df8O2IjJy8sD4JlnnnnA0NNLauj7dYaEhAA8spm6Plm9PGQyGV9//TWzZs3C19fXDJ/gQUaMGFFuR46KaEyyKzY2NgQHB3Pjxo1K7X/jxg1atWqFQCAwyji4cOECH3zwAYMHD2b16tUsXryY/Px8NmzYYLQ4s0Kh4OOPPyYwMJBnnnmG6dOnV2rt1YmxN9yNGzfWqS4IOp2OIUOG1ClDT49YLKZr166sXLkSpVJJfHx8bS+pziAQCHBxcTFcvxsjYWFhqFQq4uLiyM/PJzQ01KJBWEUsnr0GzPjx4/Hz82Pp0qUGj8urr75Ks2bNuHjxIm5ubkilUpNusM2bN+fq1at06dKlzOt5eXmsXLmS9u3bP/CeOXFxcaGwsNBob11paWmjkV0B8PPzIz093eT91Go1t2/fJjQ0lPnz55cbpod7je2vXLnC+PHj+fTTT5kxYwYDBw4E7kncODk5ER4ezvr163n++ecfOe+qVavw8vLi2WefrdMXcqFQWKEX6n4D78qVK+V60Gua7OxsrK2tOXPmjNHyR7XB9OnTkcvlyOVyLl68iE6nq1TFfUPD3d2dhIQEswjK1zc0Gg2pqanodDr8/f3rbJV7fcPi2atn7Nmzh0WLFrFlyxbWrl3LoUOHKmznBNC9e3e+//57Ro0ahU6nw8vLy1ApGx4eTps2bUyaPyIigpMnT5ZJWFcoFLz44oucOnWq2mUV9IabSqUyavvGVIkL9ypX9bmTxqDVatm+fTvvv/8+IpEIBwcHXFxcSEhIeKD3pEKhYMuWLTRr1ozdu3fTp08flEql4X2hUIhIJOLpp5/mzJkzREZGPnLuI0eO8Nxzz9VpQw/ueU3v/6z3o29i7+TkRH5+fg2uqmLOnDmDra1tnTb09EilUoOmplQqNXyfjRmxWIxEIqGoqKi2l1Jj6KVUYmNjKS4uRqPRWAw9M2Ix9uoRMpmMFStWkJeXR1ZWFiqVivPnz/Paa6+xdOnSB/KKsrKyWLZsGc8//zx//PEH3bp1Izg4mOXLlzN27FijJTXuJyAggPDwcP755x/Da9nZ2bi4uLBixQqj8ryqglAoxMrKqsIb779pLMUZerKzs/H09DR6+5ycHFavXo2rqyvPPfccgOHh4d+/5d9//02XLl1o2bIlcK+g434tvSZNmhg6ALz++uv8+uuvDxVW1ul0qNXqGtd9qwx6+ZXyOHz4MHCvKjcjI6PWDT65XI6/v3+tCilXFgcHB6ytrVEoFOh0Oq5fv17bS6o1vLy8qqULTV2ksLCQmzdvotPpaNGiBc2bN6dz5861vawGhSWMW4+wtramS5cuREZG8vnnnxu8XMXFxXzxxRcsWrSIrKwswsPDGTlyJL/99htBQUH88ssvODg4kJycDFAljavz58+TmppaRkfN3d2d4uJiiouLWb9+PX369KFZs2YVjqHRaEhPT8fW1hZXV1eTvTp2dnYUFxcbVZWp12RqDGi1WnJycgzVjsbi5uaGt7e3oY/x7NmziYyMxN7enmvXrvHJJ58YBF8/+eQTcnJyiIqKwtnZuUyFp0gkQiKRcP36dbp3745OpyM3N7dC41MkEtG2bVsOHTrEsGHDKv/Ba4CK5Fd0Oh3r169HpVLh5+fH8ePHEYvFjBo1iosXL1aY0lCd0hoikcigtVjfyM7ORq1Wk5ycTP/+/SkoKECtVrN69WqmTZtW28urUSQSCRqNpkGnoigUClJSUrCysiIkJMRwTuzevZv27dtXW+53Y8Ri7NUDNBoNzz//PHK5nCeffBK4l0zfrl074J7x88ILL7By5UrGjRtHfHw8ixcvRi6XM2jQIINRlJGRQWFhIW3btq3UOkpLS/nss8+AezIrxcXF2NnZIZFI6NChA6+88gpOTk6cOHGCZ599lpKSEo4cOcKgQYPo27cvqampnD59mtOnTyOTycp4QL7//nujPVKOjo4UFhYaFa5UKpWV8mDWR3Jzc7GxsTHaU6ZWq/nkk094/PHHeeqpp8jLy0OhUBgq3vT9cQHmzJlD8+bNsbGxwd3dnXfffRf4v+KFrKws/vzzTwoKCli9ejXdu3c3yqAZM2YMP/74I0OGDKnTFdMVya+cO3cOa2tr3nzzTYKCgjh27Bhjx46ltLQUZ2dnrly5QklJCQKBgODgYLZt28Zzzz1XrcaLSCTi4sWL9VKYt23btmg0GoN0T0REBACjR4+ukoZkfcXT05OsrKxq7f9cG6hUKtLS0lCpVPj7+z8QfRkyZEidKnZqCFiMvXqASCSif//+bN26le3bt2NnZ0doaGiZbby8vHjzzTeBexIl/fv3Z8+ePWVannXt2pXk5ORynxRjYmIQi8WGqtzysLa25osvviA7O5uNGzdy6tQp+vfvD8DEiRM5c+YMb7/9NkqlkpUrV+Li4kJERAS//PILx44dIykpia5duzJ27FgCAgL47LPPKCwsNDkJ2cHBweiG4Y1FdgXuGSTW1tasXr2aSZMmPVTSQqVSsXTpUlxdXenWrRu///47p0+fBu71Kb558yazZ88mIiKCnj17cuTIEYPcjkAgKFOEUFxczPvvv2/wYrVu3ZqSkhKUSuUj9RB9fHzIzc2loKCg2lMAqkJ58itarZbPP/8cuHduqVQqCgoK0Gq1WFtbl9GQy87ORiqVMmPGDACmTZvG6tWrGTt2rNnTDKytrcvV1KwPCASCch8QUlJSsLe358SJE/Tv37/RCA47OjqSnp7eYK5jWq2WjIwMZDIZvr6+FUZdoqOjkcvldO3atYZX2HBpHGdMA2Dy5Mn4+vry448/4ufnx/Xr1+nYsWOFN3RXV9dyiyXS0tKQSqW4uLgYvDKJiYm4urpSUlLCiRMnHtqhokmTJsydOxegjIfQ19eXP/74w+BV+vTTTw3vde3alfj4eIKDg/H19SU1NZWFCxcyZswYhg0bZnIY19nZ2ShZAp1OV+cT/82JVCrl008/5euvv+a9997j+eefr7CLxcGDB1Gr1YSEhPDFF1/Qq1cvvvnmG0pLS7ly5QqdOnXi7Nmz9OjRg4EDB7JkyZIKi11iY2Oxt7dn2rRpPPXUU9jb25OVlWUI/erR6XTExcVx6tQpBAIBAQEBnD59mkGDBtVpQw/Kl1/ZvXs3APPmzUMkEhn0KZVK5QOJ5eWF1p9++mkuXLhA8+bNzZpqoNFo2LhxoyEHsyHQunVr4F6hjFwur7dhalMRCAS4urqSm5trcnpGXUKn05GTk8Pdu3fx9PTEx8fnodfm1q1bW+R4zIzF2KtH9OnTh6KiIuLi4li2bBnjx49n7NixJo3RrVs3jh07RtOmTfH390ehUBjCI35+fo/Mg7vfu/HvbSsKH3p7extCrjqdjj/++IOhQ4cyfPhwk9auRx/aeBSlpaX1Mkm9Kri6uvL++++zd+9ePvzwQ+bNm2e4Ud6PWCzGwcGBkpIShg8fzogRIwzveXt7k5WVxebNm1EqlQQHB2NlZUV2dna54aTAwEDy8/P57rvveOWVVxAIBGRkZKBSqZgzZw6hoaE4ODhw9uxZtFotERERWFlZceHCBZydnZk4caJhLK1WS35+fp2UnBAKhchkMrKzs7l9+zarVq0C4NSpU8hkMlJTU7GysjJa21EgEODu7m52z55Wq2Xq1KlmHbOu4OPjw8aNG02+7tVn3NzciIuLw83NrV4+vBYUFJCeno6zszPNmzc32kOZkpLy0EiTBdOwGHv1iOjoaLZv326oRG3RokWlxunVqxdyuZzNmzfj4OBA586dcXNzA+61OnvYjUKfpD548GD69etn8twXLlwgLS2N+fPnV2rtcM/Yu3r16iO3a2yyK3qEQiFDhgzh7t27XL16tVxjz9/fn927d+Pq6lpulamnpyeBgYFERkbSs2dPFApFhYazs7MzX331FS+//DJ5eXm4urrSvn17Vq5cya1bt4iPjyc3N5dXXnmFsLCwh17s58+fz507dxg1ahRjx46tU4npSUlJfPXVV4hEItzd3XnvvfcASE1N5cKFC7i5ubFs2TKTqotPnz7NpEmTzLrOGzduoNFo6kx7NHOhUCjYuHEjzzzzTG0vpUYRiUTY29sjl8vrVbGZXC4nLS0NW1vbMsUXxtK+fXuOHj1K7969q2mFdYvMzEySk5Px8fGplhxNi7FXD9Bqtcjlck6cOEFAQADvvPNOlfM3pFIp48aNe+D1MWPGcPz4cXr27FnmdZ1Ox/bt28nNzUUoFDJ48OAKCx9iY2OJjo5m2LBhDxgIZ86cYejQoVW6ifv4+JSRfqmIxia78m9cXV1JTU0t9z1/f39SU1MZN24cO3bsKPdYsLa2Nnip2rVrx7Zt2+jRowdeXl6GhwO4lxqwZ88ebGxsylzQra2tadGihUkPJfn5+SxatIjt27czd+5cFi5caJKUTHVy6dIlpkyZwuOPP17m9fDwcIYMGVKpMfUFV+YkODiYnTt3EhQU1KDCnXl5edWu41lX8fLyIjk5uV4YeyUlJaSmpiIWiwkMDKz0td7BwYHWrVs3eINPpVKxd+9eNm7cSFBQEMnJyXTq1InnnnvOrPev+p/x2QjYvHkzM2fO5MCBA0RFRbF9+/Zqm8vGxgZra2syMjI4c+YM586dA+5pie3ZswcHBwfee++9Ckvi9VId69at4/bt2w+8r9VqqxyKCAsLIz8/n2vXrj10u8bq2dNTWFhYoR7hyZMn8fX1pWPHjuTm5nL48OEHwo+2trbEx8eTlpbG5MmTiYyMZMWKFcyZM4dff/0VgLt37/LWW28BsGTJEqPkcB6GRqPh1q1bzJs3D09PT6Kjo6s0njlRqVRm7+O6du1as463atUqrly5Qrdu3YiLiyMqKsqs49cm0dHRD+1R3JDRG0zG6ovWBkqlklu3bpGWloa/v3+VDD3A4EH39fWloKCAjRs3mnG1dYMNGzbwwgsvcPbsWRYvXsyiRYv45ptvKCoqYuHChUa3nTQGi2evHqDXLXvppZeq3VtlZWWFv78/RUVFnDlzhpMnTxIcHExWVhbvvvvuA1XA93Po0CFWrlzJrFmzWLlyZbk3xg4dOnDo0CGGDh1apTW++OKLfP7554waNYonn3yyXE9nY5JduZ/i4mJ2797Nzp07efnllx94PyEhgfXr17No0SJKSkp4/vnnWb58OYcOHWLIkCG0adOG27dvc+bMGeCeF3j8+PEsX74cuGfgzZs3j5kzZ5KZmYmfnx+dO3c2aPxVxev89ttvs3btWoN2nTEt14xFoVBw5coVoqOjSU5OJicnh9atWzN48GACAgIeub9MJjN7r+Vp06aZRUdNo9GwZcsWQwrGmjVrGDVqVL0QrP43f//9N4MGDWLPnj1069YNd3d3NmzYwNSpUxtERWpl0YssG3Os1iR6GZXS0lJ8fX2xt7c36/j6e86oUaPMOm5tI5fL2bp1K5999lmZsK1UKmXu3LksXbqUM2fOGNpRVhWLsVcPcHd359SpU+Tn5zN//vxqz2Py8/Pj77//Jj4+no4dO9K5c2fatGnzUF07uVzOn3/+ydtvv822bdsICAgoI7ysp1OnTvz666/k5OSUCQWaSpcuXfD39+fbb7/l0qVLzJkz54GQVUORKzCVjz76iOjoaHr27FmuEPC5c+eQy+WsXr2aqKgoOnXqxCeffMLFixf5559/+O6777C3t6dfv34cPHjQILmiR9+QXF8ko1ar+fDDD4F7LcO++OKLSnv4WrRowQcffEB+fj4lJSUmtX4rD61WS0xMDEeOHOHs2bMEBATQpk0bBg8ejLOzM++99x4HDhzA39+fOXPm0KRJk3LHyc3N5c6dO1X2XN6PRqPhxIkTKBQK8vLyGDp0KDY2NiY/zB05cgQ/P78yN4X6Gu6MjY1lwIABODo6Mn78eK5du4ajoyNTpkxplOfy/UilUlJTUyvs0VzTqNVq0tPTKS4uxsfHx6znRnn8+eefDarCPDU1FScnp3Lz8wQCAf7+/g9thWoqjfvsqSfMmjWLAQMGcP36dbZu3UpxcXG1z6lWq+nUqRPvvPMO/fv3f+RNd9u2bRQVFbF8+XI0Gg2vv/56uQm5tra2PP7440bl3D0KX19fPvroI5o2bcrHH39cpjWXuT0w9QWFQkF8fDyenp7k5eWRlJT0wHcxduxYvv/+ezIyMhAIBGg0GtauXcvPP/9MixYt+PPPP1m6dCkHDx4EIC4ujnfeeYclS5ZQWFiIQCCgVatWxMTEYGNjY2jpZGtrS0FBAdnZ2VX+HM7Ozvj4+FR6f61Wy969e5k9ezY//vgjnp6eLFu2jA8//JAJEybQpUsXwsLCDAZSSkqKQVKoPHbt2kVERIRJBkdJSQnFxcXEx8dTVFTEzp070el0LF++HIVCwYYNG2jdujV+fn5MmjQJtVrN0aNHuXHjhtFtshQKBVKplNDQ0Gq/2dYEGRkZZR7a2rRpg7Ozc50wbmobffV2eeLeNYlarSYlJYWEhAQcHR0JCwur9mNPqVSazcNV26Snp5OYmMiGDRsemuvbsmVLTpw48UCP8spi8ezVA4RCIWPHjsXKyoqzZ8/i4OBQRiqjOmjevDlbtmwxevsnn3ySJk2aoFQq6dev30NvimPGjOHtt9/Gx8eHnJwcgoKCKt0HUSwWM23aNBYuXMjevXsNbbcacouhh6HPk8zPzycvL4/MzExmzJjBypUrmTZtGkqlErFYjJubG35+fmg0Gi5duoRUKqV58+Zs27aNbdu20alTJwAGDhzIkSNH6N69O7m5ucyfP5+RI0fi4uLC6dOnGTFiBFKplF69evH000/XibBhdnY23333HSUlJbz00ku0atWqwuNx4sSJnDx5krlz51aYS3rt2jUOHz7MkiVLyM/Pp7i42CACfenSJbp168bWrVsZMWIEq1evpn///ly7ds3Qn1ar1aLVag3fqb5dob4K18PDA7gnsTFo0CAyMjIMebMPe8hSKBTcuHGjwRRhaLVaMjMzG50+pim4uroSGxuLh4dHjX9HGo3GIIjs7e2Nn59fja1BqVSSkpKCn59fjcxnDlJTU7l06RJRUVGkpqbSoUMH8vPzuXz5MmKxGD8/PwYPHlzh/o899hh37tzhww8/5LPPPnukQP2jsBh79QSpVMrTTz+Nh4cHmzZtIiUlhaCgINq2bVstJ4BYLDapXY2DgwO9evUyaltvb28mTJjAzp078fT0ZP/+/VVqei0UCpkxYwYfffQRvXv3RiqVNtpKXH1odfDgwSiVSnJychCLxUyfPp2cnBwuX76MVqslPDzc4KWbMGEC/fv3x8HBgU2bNnHnzh3D02S3bt24evUqgYGBjBkzhi5durB//35D4n9MTAyDBg16ZNhQpVJRXFxc5QvWw8jPzycyMpKtW7fSvXt3JkyY8Ei5B6lUyogRI9i4cSP//e9/H3g/KiqKb7/9lnHjxhEVFYWLiwsJCQmUlpZiY2ODk5MTOp2OXr16GR48gHJDM8ZWUnp7eyOXy7l+/Xq5xp5SqeTu3buGvtINRYtMKBQyaNAgEhISkEgkDa5FmDkQCoVIpVIKCwur9Vy6H41GQ2ZmJoWFhXh5eeHr61vjhqZWq62xz1tVioqK+Oyzz0hJSaFdu3b07NkTHx8fLly4QNOmTZkxY4ZBRP5h36NAIGD06NHk5OTw448/8tZbb1UplcFi7NUzBgwYQEBAAHFxccTGxrJu3Tr69evHlClTzDpPdTZqh3u9D4cMGcI///xjFuHj4OBgwsPD2bx5M1OnTm20lbjt2rVj6NCh7N69G2dnZ3Q6HdeuXaNNmza4u7sb2tsBfPjhh0RFRfHDDz/QqlUrWrZsaZBgOXr0KIcOHaJVq1YMGzaMb7/9lh49ejB+/HhmzJjBnj17SEpKYsqUKY9sVq6vLEtJSeHHH3+slk4Aa9euZffu3bRt25apU6fSrVs3o/d98sknuXjxIh988AEDBw7ExsaGK1eucPnyZYqLi5k1a5bBK5eVlYWVlZXhYq0Xf65K/ml5SKVSVCoVGo2G3NxcHBwcWLNmDePHj2fv3r2GPsX3t61rCDg6OlJaWopIJOLy5ctm+Xy5ublYWVnVC9kSY/D09CQpKanajZ/7jTxjul5UN+Yu/Kgufv/9d1xdXXnvvffK3NseVtz4MKZOncq7777LiRMnjHaolIfF2KtnCAQCnJyciIyMRCaTUVxczNGjR3n66afNmsDs7u5ORkaG2cYrj2vXrrF9+3azVVw+88wzzJ8/n27duiGRSBpd03S4l+s2fvx4Q+KvTCZj7dq1fPTRRw9cqEUiER07dmTkyJHs37+fli1bGt7r3bu3Qdtq4MCBdOrUiXXr1jF79my0Wi12dnY8++yzjzT04J62opOTE506deKtt95i3LhxDw1fmMrZs2c5cuQI3377baXaronFYv773/9y5MgRDh06RGlpKa1bt+bll18mNDS0TL6YRCKhqKjIbGt/GFqtlpMnTxq620yfPh2Ap556qkbmry3c3d3R6XQkJCRUeowTJ07QsWNHtm7dSufOnRGLxWRmZjYIL6i1tTVCobDa1AbUajWZmZnIZDK8vLxq3ciDe9e1ffv2VVhAVVeIjIzk5s2bLFu2zGzdm/S9riMjIy3GXmMiPj6eTz/9lGHDhtGqVStsbGzw8/Mze6VaUVFRteZfZWVl8dlnnzF16lSzKf27u7szY8YMQ5uwxhoGsrOzY/To0cC9C/eOHTs4ePBgGa/e/ZRXsXs/WVlZZGVlMX36dIOchyl5YmfOnKFz584MHToUiUTC7t27zWbsKRQKli9fzmuvvVal/rrW1tYMHDjwkUngEomkxhLku3Tpwq5du8q0k2ssCAQCEhMTadu2rUkGzfbt24mIiMDd3R07O7sy6QWHDx8mODi4QVT1VocMy/3VtbUVrn0YgwYNqu0lPJLt27czceJEs987O3bsyJo1a6oUcbMYe/WMtWvXEhoaWu2aQzdu3KB58+bVNn5CQgLNmjWr0ACpLM7OziiVSoqLixvERb2qCAQC2rVrR3R0dLnf9cWLF9m6dStOTk7s2bOHLl264OzsXOa7e/vtt5HL5YSGhpbrIbyfyMhI1q5di7u7O6GhoQQGBlJUVGQwvLOzs3FxcTFLmoBGo+G3336jVatWtGnTpkpjGYuVlRUqlapG5nJwcODJJ5+kpKQEW1vbGpmzLjF06FBu3rz5gPRPRZw/f56hQ4ciFovLTRV44okn2LhxIwMGDKg3+V8VIZVKSUlJMYsMi0qlIj093SB15O/vX6eMPD1JSUkoFAq6dOlS20spl5iYGNLT001KITEWDw8PQ75wZe/LFmOvHhEfH09iYiIvvPBCtc918eJFs4ba/k1gYCDXr1/nxo0bZcKHVeXo0aNMmjTJkEvVmNm4cSM7duzA09OTF198sdxtfH19DUUFK1asYOXKlQQGBjJlyhRatWpFcnIyrVq1IjIykri4OIqLiyvMnYmJieGnn34yhOVv3LjB6tWrUSgUCAQCg2bUjRs3OHToUKWkFLRaLZcvX+b48eNcu3YNV1fXcgsrqguBQFCjsj4xMTG4uLgQFBRUY3PWFezs7FAoFBVW5964cYPc3FxKSkpo1qwZYrH4kYbP2LFjuXbtGsnJybRt27a6ll4juLu7k52djZeXV6X2VyqVpKenU1paire3d50Ta/434eHhyGQyIiMjDS0Yc3Nz8fb2rhP52Tt37mTUqFFmC9/+G1dX1yp11LAYe/WA/Px8NmzYwKlTp5g+fTpdu3at9jlLSkpM7kkql8uxt7c36qnw8OHDhISE0KxZs8ousVy8vLwMCdmNnaNHjxIcHEy/fv0qzFXy9vY2dDNp37497u7uHDt2jK+++gpHR0dyc3MpKipi/vz5hIeHVxhSy83N5auvvuKFF14w9I6NiIggJSWFt956iy+//BIPDw+DHld+fr5JnyU/P59Dhw5x4MABJBIJffv2ZfTo0TRp0qTGvRBCobDGBLs7duxoEE1ujFJCXl5eXL58udxUD41GQ/fu3U0es0WLFqhUKlatWsXTTz9dbzX89DIsnp6eJp0DxcXFpKenA/fO//pS+AD3tDy9vLzIyclBqVSiVCpxdnZGpVLVWgGOVqvl22+/5ebNmwZZperAzs6uSvnCFmOvDpOWlsa7775rEFGePHkyPXv2BO6JwK5Zs4YXXnihWnS2JBIJCoXC6O2/+OILIiMjcXJy4v33339o4r5cLmfXrl18++23Zr+BdezYkZ9//rle5HdUNyNGjOD27dv8/vvvNG3a9JHJzfrfrH///nTv3p0rV64QHh7Ozz//zN27dys09LKzs3nvvffo27evwdDT4+/vz3/+8x9+/vlnVCoV06dPp6SkxKAt9yhiY2PZtWsXFy9epHPnzsyePZvmzZvXapjJxsYGpVJZY6HVkJCQemuQVBVPT0/s7e3Jzs5+IDT7qFzTihCLxYjFYiZNmsS5c+cIDw+vE/qQpmKqDItMJiMjI8Og8VYXvGGmIhaLH+jMJJfLOXLkCMOHDy93H61WS0FBATExMTg4OODn51el/N5/k5WVxeXLl/nxxx+r9ThydHSkoKCg0vtbjL06TG5ubpluGWvWrGHNmjVltjl//jy//vqr2Q0+kUhktM6eTqfj0qVL/PTTT2zZsoV169bx8ssvV3gxycrKQqfTmSXUumbNGrZu3QpAkyZNmDFjBh4eHiQnJzfaAg09+jDpzZs3TW6gbmtrS9euXUlOTiYqKooJEyaUeT8/P58dO3aQlJREUlISPXr0eGAbPREREQQFBfHNN98wZ84cpFIpMpmM1q1b88YbbzzwRK7RaDh79iy7du0iOzubQYMGMWPGjDrTIcLGxgaFQlFjxp6/vz//+9//mDp1aqMz+mxtbSkqKuL27dtljL3U1NQqGfwKhYKYmBg8PT3rpdGj51EyLDqdjvz8fLKysrC1taVp06YNzkMslUpp3749MTExhvCunqNHj/LYY49x9uxZQ1rSli1bGD58OImJiZWWQ7mf6OhoQkNDq/2BoWnTpty4caPS+1uMvTpMVlYWoaGh5OXl0bNnT+7evcuFCxcoKSnBycmJwMBAsrOzTb6RG0NBQYHR0iUajcaQxzRixAheeeUVbty4Qb9+/cjKyqJFixaUlpaSlZVFYGAgy5cvN7TcqWop/ahRo5DJZBw8eJA7d+7w/vvvM3DgQM6fP09ERESVxm4oqNXqShkJaWlpfPDBBzzzzDNlPLU5OTm89957tGvXjn79+uHr6/vI39HHx4ePP/4YjUaDQCBg8uTJXL9+nddff53Zs2fTrl07dDodp0+fZs2aNdjb2zNs2DAiIiKqVe+xMkgkEkpKSmp0zueee47Y2FjCwsJqdN66gIuLCzk5OSxevJgXXniBmJgYHn/88SqFH62srCgtLSU4ONiMK615KpJh0Wq1ZGdnk5OTg5OTkyGnsaEilUoN0SiJRMKRI0cIDAzE19cXe3v7Mvnno0ePpqioCJlMxtWrV/H09Kx03iPA/v37K/QqmpNmzZqxa9euSneYabi/fj1Eo9Fw48YNrKysCA0N5eeff2bUqFE89dRT1aKnVBGlpaVkZmYa3ZlDLBbTpUsXXnrpJWxtbREKhdjb26NQKGjWrBnR0dGGCrnff/8dW1tbZDIZc+fO5b333jO62q487OzsePHFF3nxxRe5ffs2b731Fnl5eVy8eJFXX321TlaV1TSVrdjLz89Hp9MRHx/P9evX6dy5M82bN2fJkiX07t3bZEkQoVBoyHMbM2YMmzdvZsSIESxbtozWrVsjk8koKSnhueeeo2PHjnX2t5NIJOTl5dX4vBkZGYSGhtbZ76U6WLFiBdOmTSMjI4PXXnsNGxsbgoKCEIlEVYpmiEQisrKyKCwsrDMe48pyvwyLSqUiMzMTuVyOm5sbzZs3bxSqBM7OzqSlpXHixAmaNGnC448//tCCHXt7ezp27EhmZiYODg5s2LCB8ePHmzxvYmIi2dnZNZJHr89PfuuttwDIy8vDw8PDaOkyi7FXR0hOTmbJkiXY2dmhVCoJDAwE7rWrqklDT6fTsWbNGlq2bGlSmOrFF1/k+vXruLm58fLLL1fo6WnTpg2bN29mwIABfPXVVyQmJlbJ2LufoKAg5s2bR2RkJDNmzGhUN8Xy0D8BNmnShG3btjFgwAACAwONDlu1bNmSqVOnIpPJEAqF/PPPP3z99dcMGjSowpCtsejDLVeuXMHKyooLFy4gEol4/vnn67ShB/e8KaWlpTU+b0REBBs2bKjyd1/X0Wg0lJSUsHv3bp577jkEAoFB4Bt4IGersgwfPpz9+/czYMAAs4xXW9jb25OYmEhCQgIajQYvL68a7VtbV/D19cXX15eYmBiDsfso9B69QYMGERMTg0gkMim0e+rUKTp16lQjXtM33ngDR0dHRowYgbOzM/Hx8ezfv9/o/S3GXh3hyJEj5OXlMWjQIAIDAzl69ChwL2+vJkMNJ06c4Pz583z44YdG73Pz5k3++usvmjRpwoIFCx76JNmmTRuDJtq/k/nNQefOncnJyeGff/6hb9++jeKptjzi4+N5//33CQoKwtvbm6NHj3L8+HEAli5datQxJRAI6NOnj+H/w4YNM1sbuhYtWiCRSLh+/TrDhg0jOzubsLAw1q9fT5MmTapV47Gq1LT8ih6xWMyIESMqHcapL2zcuJFhw4YxZsyYav+cYWFhZGVlPaA8oNVq2bRpEyNHjqyzOW46nY7CwkJDP2xra+s632GiJvh33p4xODk5IRKJ0Ol0/PPPPwwePPiRx96tW7fYu3cvn3zySWWXahIlJSXcvXuXY8eOkZqailAoZNy4cWRmZhq1v8XYqyNMnjyZFi1acPLkSdatW4eLiwsbNmyo0TWoVCrWrFnDrFmzjK5WWr9+PXv27KFdu3aEh4cTFRVFy5Ytay3pWa1WExYWxqFDh4iMjKwWgcv6wN9//82oUaMIDAwkNjaWSZMm4eDgwK+//srbb7/NqlWrKvUbmet3lUgk/Pjjj6xbt46LFy8ainYKCgqqpCVVUwgEghqTX7mf5ORksrOz6dGjR43OW1PoC3JqqtVh06ZNWb9+Pe3atUOpVKJSqSgqKqJ58+YMHjyY3bt3061bN27cuMETTzxRI2t6FBqNhpycHHJzc5FKpTRt2hSxWExsbGyDfxCoTvTHXHh4OCkpKRQVFVVoOJ49e5Zff/2VGTNmGNUysqqcO3fOkArl7e3Nk08+SYsWLSgoKLAYe/WNrKws9u/fz/Xr1/H396+RhM9/c/nyZRwdHY0WG83IyGDTpk2IRCJu3bpFaWkp58+f59lnn2XYsGHVvNry0Xuehg0bxv79++u9sZefn09xcTG+vr7odDo2bdrE6dOnUSgUKBQKxGIxdnZ2ODg4MH36dEP4/9atW0ybNg0fHx86depkGK99+/a8/PLLzJ8/n++++66WPtU9pFKpQZfq+++/p2nTppw9e7baezKbAxsbG0pLS2v8oaZFixb14vupLAUFBYjF4mqRk6qI0aNHEx0dTfv27dHpdMjlcqRSKQKBgFGjRhkqWm/dumWWKEtlDTKlUklmZibFxcW4u7sTFhZW5mHD3t4emUxW73MQaxs/Pz/kcjm2trZcvXr1gfvh+fPn+eGHH5g3b57ZUpAqQq1Ws2bNGk6cOMHLL79M+/btKz2WxdirA1y+fJmvv/6aJ598knnz5tVojp4etVrN7t276d69u9EXInd3d15//XVcXV0N2mdz5841GBy1gVKpRCKREBoaytq1a2ttHVVBfzPIzMzk1VdfBWDDhg2cPHmSo0ePMmvWLBwcHLCxsUGtVlNcXMz58+f55ZdfePHFF4mOjqa0tLTcPBJ3d3defPFFfvnlF7Zs2cKoUaPqhCfgP//5DyqVihEjRtT2UoxCL79SGx7s8+fP18rDYHWjVqu5ceNGjX82a2trw01UIBA8IAUkEAjw9/fnzp07VZpH7zXcvHkzzz77LGq1+pHXep1Oh0wmIysrC4FAgKenZ4VC4l5eXiQnJ1uMPTMglUqxsrIiPj6+zOuRkZH89NNPzJ07t9oNvfT0dH788UeEQiGffvpplbUBLcZeHSAhIQEHBwfat29vOPl1Op2hnL66b8YajYZff/0VrVZrUos0sVj8gLxJkyZNSElJoXXr1uZeplEoFApcXFyQSqXk5eXV2g35YcjlchISEoiKikKhUHDgwAFCQ0NZuHAhzz77LDqdjo8//piAgADmzp1ryF/btGkT06ZNo1WrVg+MGRQUxKlTp3jvvfcMxQPZ2dnlihf369ePU6dOsXbtWk6ePMnnn39evR/YCOLj48nOzq6WPM7qQCKRVIvkkTG0bNmS3NzcBtcSUCgU1llPvFQqxcvLi02bNvHUU0+ZvL9arSY7O5vk5GSmT59OXl4eJ0+eLNewTUhIMMhqpaWlYWtrS3BwMNbW1qhUKq5fv46TkxO+vr6GPDOBQIC1tTWFhYWUlpbW2TzD+sDWrVvp0aMHe/bsYfLkyWXeu3PnDkVFReVeg82FQqFg8+bN7N27l+HDhzNmzBiz6GtajL06wIABA8jPz2fRokU4OzuXicG//vrrZtWLk8lkXL9+3XBRVavVTJ48maCgIBYuXFili4RWqyUuLq5M5VxNo1AosLKyYv369YSEhNS5i97Ro0f54YcfDP/Xt3uSyWR8/fXXBq/oH3/8QUFBAVqtFnt7e1566SWysrJo165dueNqNBqys7NRq9XMmTOHr7766qFdKhYuXEhWVpbRwtnVTWhoKGq1uraXYTQSiaRKavaVRavVIpFIaqUauLpJTEzk9u3b9OvXr7aXUi6urq6Gqk1TigB0Oh1btmxhyJAhBokOFxcXhg4dyurVq3nmmWcM2xYXF5OYmIhCoSA6OpqIiAiKi4v5559/ePzxx9m9ezcjRozA1taWlStXMnXqVFavXs3gwYMpLCwkNzeXY8eOERwcXO81BGuLLl264ObmVuZ30ZOUlGSQFauOlpxarZZly5YhFov57LPPqqT/929MMvays7Mf8AKIxWI++ugjUlNT2bJlC+np6Tg6OtK/f38ee+wx4N4BvHr1agoLC5k4cSL+/v7k5uby2Wef8eSTTz5gzPzyyy8EBwfX+5J4Y3F0dGTGjBn4+fmxYsUK4F4p+MiRIx9oEWQKcrmcX375hbS0NKRSKX5+fty4cYPU1FS6du2Kj48PQ4cOpVmzZnTr1q3KSdHFxcXcvXu3VsO4KpWKr7/+mry8PObMmVNnqnEvXrzI0qVL6d69O2+++SZ+fn4UFBSwc+dObG1tadmyJc2bN8fOzg6dToetrS3Ozs6IRCKOHTvGokWL0Gq15Obmltuz2NramtmzZ5ORkWHoHPIo6QFTex9XN/n5+ZXWBKxprK2ta8Wzd+TIEYKCgggKCqrxuaub4ODgWr12GINara7wJi+TyR4IAZeUlLBp06ZyDQd9NeWlS5cMHVnEYjElJSW0bt26THQkNDQUnU7HtGnTDK9Nnz4dgGnTpiGXy1GpVPTr14+YmBg0Go3Fw1dJ9BJie/bsoVu3bly5cgUPDw/UajWZmZnY29tXSz9hhULBli1bKCgo4JNPPjG7MWmSsSeXy5FIJMydO7fM62q1mlWrVtGiRQvGjx9PQkICmzZtwsfHB19fX06ePImXlxedO3dm9+7dvPDCC4Z99+3bR3h4eI1VX9VVzp07ZzD0fHx8iI6O5vLly/z3v/99qIcmNjaW9957j/nz59O5c2c0Gg2nT58mLy+PyMhI3N3deeGFFygqKiIhIYHw8HA8PT1p3bo1sbGxBiFkc+QJ6r1E169fr7VqwejoaAoKCvjggw8oLi5m7ty5pKSk4O7uTocOHQgMDKRDhw5GaTCZC7VabaisHjduHL6+vuzZs4eNGzcyfPhwXnrppYce/xMnTiQ9PZ2zZ8+yYMECfvvtt3K3uz8E9vvvv9eJXDxT8Pb2Ji4urlLSCTWNUCisUfkVnU7HihUrmDFjRo3NWdOo1Wr++usvnn322dpeSoU4Ozuza9cuQwUsYGhlt2vXLoYPH45cLufs2bP07duXW7dulWvowb2b+927d7G1tcXX15crV67Qs2fPCmWHHnY+S6VSwzXEzc2NxMREfHx8LMZeJRgwYAA6nY7u3bvj4uJC7969DYbX+fPnuXnzZrVU4q9YsYL09HRef/31avEammzsOTg4PPD0EhcXR0lJCcOHD8fKygpPT0+uXLlCVFQUvr6+KJVKPDw88PLyQqFQlNlXIBCwe/fuSqlXNyRat27N66+/jlQqZc+ePZw/fx5bW1tUKtVD99P3RPzhhx+YNm0ax48fRyaTERISQqdOnRgyZIjhhO/YsWOZfQcPHsyrr76KTqczy4G7cuVK+vbtW2uGnlqtxsfHh7S0NPbv38/Jkydp3bo1H374Ienp6Zw7d47Lly+zatUq2rdvz7Rp06o970mtVvPpp5+SmZlpMPhyc3NZu3YtS5YsMap/r0gkYt68edy5c4cTJ04YNe+/z9H6gLu7OxqNpraXYTR6vb3qNqq1Wi3nzp0zeHIaEjqdDo1Gg1gsRiwWM3HiRM6fP1+mgryuMXbsWLKzs7l48SK+vr5MmzYNgUDAxIkTDZIdAwcOLDevU6vVkpeXR05ODmKxGA8PD/z9/REIBGaLZLm5uZGXl8e6desM1e4WTEMgEBiiavdHGoRCIT179qwWEeWcnBxGjBhRbT3dTTb2yvNAZGZm4ubmVsYa9fHx4e7duwB07dqVX375hZKSkgfU3wcNGsS2bdvo0qVLnXfhVyd2dnZERESwefNmzp8/z8CBA3Fycio3Nyc1NRWZTEZMTAzR0dG0bNmSiIgIg3EzfPhwo5/oBAJBlW9WWq2W3bt3Ex0dzbJly6o0VlVQKBQEBATw7rvvsnr1atq0acPEiRMRCoU0a9aMZs2aAfeO440bN7Jw4UI+/PDDajX4Dhw4QFRUlOEETkpK4scff6R3794mn9QuLi5Gt8apj+zatYsnn3yytpdhNPpOGtVdPa/VanFycqp3nlo927dvZ8SIEWXWr9PpyMnJ4ebNm3h4eBAZGcmECROwsrKq9obyVcXGxgZvb28GDRrEpUuXynyuf5/TXbp0Ae6Fc7OysigpKcHFxYVmzZpVW7qCSCRCIpE0+E4rNY1cLuf8+fO88sor1TK+lZXVA84wc2KSsSeTycjLy+Orr76iuLiYoKAgnnzySYPcxf3Y2toa9KA8PDx4++23UavVD2wXFhZGq1at2Lp1K7Nnz64zOVa1Rfv27UlKSjKU3H/wwQcEBgai1WpRq9Wo1WqysrJwdXXF19eXDh060LVrV0PycE2h1WqJj48nPj6egwcPIhQKWbBgQa2G4/XHob+/Px988EGF20mlUqZNm4aNjQ0ffvghH3zwQbXJFXh7e+Pq6sqUKVNYt24de/fuZdy4cSZVPd9PQz0/4uPjGTt2bL1q1m5jY/NAA/rqYPXq1XU6tFkRhYWF7Nmzh969e1NUVGS4Nhw4cIBevXoRGRnJ0KFDgXv5eteuXcPDw4NTp05Va7WjuRCJRA/1QGo0GnJzc8nNzcXGxgYPD49qyfUqD5VKxenTpxk4cGCNzNfQ0Wq1rFixgvbt21eb5EqLFi2Ijo6mV69e1TK+SVdWDw8PmjZtSkREBBqNhh07drBu3boKexXen9Oid9OXx4gRI/jiiy84depUg1WGN5bg4GDmzJlj+P/gwYNJTU1FJBIZGjs3adKkxrWU1Go1aWlppKenExUVxblz57CxsaFFixaMGzeOLl261LoholAoTPpeJk6cSE5ODps3by6T+GxO4uPjyc3N5ZNPPqFbt2588skneHt7V2qszMzMR4b16ytpaWn1ruhAIpGYfMxVhsGDB1NSUmJWj1daWhru7u6kpqbi6emJWq3Gzs4OKysr1Go1IpHIICx79OjRh1bIajQazp49S2hoKDt37mTKlClcvXoVR0dHQ3rOpk2beOyxx8jPzyc0NBQrKyuDoQf37g8BAQFIJJJ6HXrUP6RnZ2ejUqlwdXUlJCSkRouO9I6BoKAgVCpVteR/NTZWrFhBQkICH3/8cbXNYW1tXa3qCCYZe+3bty+j4Dx27Fi+++47AgMDy01WNvYAd3Z2pm/fvhw4cKBCaYmH0VBvgPB/zZ1rk2vXrvHTTz+h1Wrx9vamdevWLFy4sEJxz9qiPA/zwxAIBPTt29dQGGNu9ELVn332GZ6enlW+Wfv5+VWrm7+2yMnJQS6X14sq3PuxsbFBJpNV+zx6KaatW7cyduxYk5LuS0tLDcZY+/bt2bhxIzNmzODy5cv06dPHkDuWm5tLdnY2zZs358iRI0yYMIHdu3czduxYmjdvTkpKCt7e3uTl5SEQCFCr1ezcuZNp06bx119/MXLkSGxtbZk2bRpRUVGUlJSUKbR56qmnKCkpwdHRscK0ifqsG6hUKsnOzkYmkyGVSvH19a01fU+tVkt+fj4tWrTg7t27tX7/aAgoFAqaNm1arV782NhYQkJCqm38KsVM9NIN+nLx+ykpKTHpYO/ZsycXLlxg9+7dJq8jIyODgoICXF1dcXFxqXUPU0NCqVSyePFiJk+ezMiRI+uUcfdvVCqVyWFAe3v7B45dc3Hz5k2cnZ3NkouqVCr5+++/mTJlStUXVsdwc3Ojb9++XLp0ifbt29fpY+x+akpYWf8APG7cOEpLS9m0aROTJk166D5qtZqYmBh0Oh0ikYh27dqVaU+n96rpw5BNmjQx7KuvHtXnfPn7+7Nv3z6kUinXr18nJCSEnJwcnnnmGcRi8QMh5nbt2qHVah8w3m1tbbG1ta3s11Dn0Gg05OXlkZubi0gkwsPDA19f31o/fjdt2sTQoUOJi4vDzs4Ob29vyz2xCuh0Ojp16sSXX36JVCotoyZiTi5dusTEiROrZWwAk46AH3/8kStXrhj+n5OTA9yr/MvJySnjdcjIyDBJEFAsFvPkk09y6dIloxv76mnSpAlBQUGo1Wri4uK4ffs2hYWFNSqN0FCxsbGhS5cuSCSSWr+IGYOpa6yo6MgcREVFmS2/Q6vVPqDm3pCQSCRotVoKCwtrRay4MgiFwhoVpbayssLe3p5Ro0aVK0CdlJSEQqFg+fLliEQiFAoFbdu2pVWrVri4uFQpH3LgwIE4OzvTp08f/P39UalUFf5OAoGg3nlpjUXfJzchIYH4+Hh0Op2h+MvR0bFOXCMnTJiAVCqloKCAuLi4Krd5a+wcOXKE//3vf7Rs2bJSkUdjadKkCceOHau26I1JZ39YWBj79u3DyckJGxsbtm/fTnBwMO3atWPv3r1s376dPn36cPv2bZKSkhg1apRJiwkLC6NNmzZcu3bNpP3gnrHo5eWFl5cXJSUl5OTkkJaWhr29PW5ubnW+wqsu8+8wuU6no6SkBFtb2zpxcYN7T9mVeXq9fPmyoUrX3Fy9epVx48ZVeZzo6GgyMjJo1apVpfP96gOPPfYYt27dQqVSGSSF6gM1Ib9yP3v37mXgwIEPGG/5+fk4OTkZvHfVKV9Sl6VRzI1Op6OoqIicnBxDKNrf379WepgbS25uLlqtliFDhnDr1q3aXk695uzZs0ycOJEnnniiymNptVo+++wznn/++Qe0Xl9++WV+/PFHtmzZgq+vLz179sTa2pqLFy8ycuRI2rZtW6W5TTL2nnjiCVQqFatXr0atVhMcHMzIkSMRi8VMnTqVrVu38s033+Do6Mi4ceMqpdA/fPhwYmNjTd7v5X7rlAABAABJREFUfmxtbfH39zecpFlZWYZEajc3tzp9ktZF9AU0IpEIrVbL4cOHuX37Nm5ubsyaNavKB6E5MDVfD+51/Dh48CCLFi0y+3pkMhnJyclVqipMT0/nwoULuLi40LdvXzOuru4SHBzM7du3OXDgAP3796/t5TwSfUFDTSbBd+3aFYVCUeYBNjY2lqKiIpydnWtsHQ0dhUJBTk4OMpkMOzs7PDw86o3TQCwW065dO0NhpP7h3IJpqNVqoqOjef7556s81s6dO7G3t+fixYscOXLkgR7Lvr6+fPTRRygUCmJjYzlw4ABnzpwB7jnCatTYE4lEDBkyhCFDhjzwnr+/v0n6M66urixduvSB152dnVm8eLEpy6oQgUBgUBbX6XQUFBSQkpKCWq3GxcUFFxcXS6WSEbRp04Z3332XX3/9FR8fH4YPH063bt04deoUX331Fd27d2fixIk1JitQHgqFwmQj/sSJE4SGhlZYTV4Vzp07R/PmzauUpO3j40O3bt2q1DKvPtK0adN6U5lrY2NTbX0yK6KkpKSMJ1Gj0eDn52fphWoGSktLycnJoaCgAGtra9zd3etEHp6pyGQybt++TWhoKF5eXmRlZVXLda6hc/78eby8vKrccUkul7Nq1SomTJhAYGBghZGL/Px8JBIJ4eHhZGdnExcXx4IFC8witFx/RK2qiEAgwNnZGWdnZzQaDfn5+SQlJaHVanF2dsbV1bVeaXzVNKGhoQ8IJvfq1YuTJ0+yd+9efHx8ePzxx3FxcamV9SmVSpONzfPnz5dpMWYutFotu3btqrKoqVar5cSJE3Tq1Ilr165VWpuvvnHw4EGaN29OQEBAbS/lkeiLNGqyY8mNGzd4/PHHSU9Px9XVlby8PGJiYujTp0+NraEhUVpaSl5eHvn5+YjFYtzc3PDy8qrXRQ3+/v6GvM59+/bRqlWretN3uq6QmJjI77//zosvvljlsfQe4fXr1/PCCy8YxLb1ZGdns2rVKi5cuIBarUYsFmNvb8/bb79tto4ajdK6EYlEuLm54ebmZjD8EhMT0Wq1Bo+fxfAzDn3YaMeOHfz999/Mnz//kaHLjIwMZs+ezfDhw5k6dapZ1qFQKEySbjhy5AgJCQm89tprZpn/fvbs2fNIwVVjEAqFhrzX2jKia4P+/ftXKm+3NpBIJOTl5dXonB07dqS0tJSioiKuXr1K27ZtLYaeiahUKvLy8sjLy0MkEuHq6kpoaGi9NvD+jV4FoFevXmg0GnJyciqVWtUYyc/PZ+nSpUycONEs+alCoZD//Oc//PDDD/z666/4+/vj6OiITqfj+PHj/O9//+OJJ57gt99+w8bGhqKiIuzt7c1qnDd6i+bfhl9eXh63b98GMHgCLaHeipk1axazZs0C7nnKvvjiCz7//PMHjJP8/Hyys7OJiopi/fr1AGYV0FapVI/UH9M3Wr979y4JCQksWLDA7KHn2NhY/v77bz744AOz3ji2bt3K008/bbbx6jr1RU9QH8atSVxcXPjPf/7D77//Xq26XA2N+z14IpEIFxeXGhc8rg2USiVXrlzBzc0NDw+PeheSrmn27t3Lvn37yM3N5dixYw8VFDeF3r1707VrV4qLiw2OiS1btnDo0CHefvttmjdvbti2OoTaG72xdz8ikQh3d3fc3d1Rq9UUFBSQlJSERqPB2dkZFxcXkwRNGxudOnWiZ8+e/Pzzz7zyyis4ODiQmJjIn3/+SWxsLBKJhIKCAoRCIT/88EOV8yDux5iKSKVSya5du+jTpw9Lly41e8VnWlqaodLKnCHII0eOMGbMGLONV9cRCAQ4OTlx9OhRevfuXdvLeShisRiNRlOjc0okEj777DNLWM4IlEolubm5FBYWIhaLG42Bdz++vr74+Phw8OBBZDJZjXdfqi9ERUVx+vRpDh06xMsvv0x8fDz79u0z63VIIpEY8riVSiWbN29m2bJl+Pj4mGX8h2Ex9ipAn7vh5uaGVquloKCAO3fuoFarcXBwwNXVtdYU0usykyZN4ttvv2XWrFk0bdqUtLQ0Ro8ezeTJk/nyyy/p1asX06dPN2tVm1arrdDQS0tLY+fOnajVanx8fLCxsWHy5MlmN/QuX77M999/z9ixY4mIiDDLmPn5+QZV9cZWQR4WFlarBT91HRcXF1atWlVtbf7qK3pZqLy8PGQyGdbW1ri6utb7HLyqoq/Uvnv3rsXYq4A7d+5w6NAhANq2bUuvXr1QqVTVdh2ysrJCIBCUOS51Op2hLaafn59Zj1mLsWcEQqHQkMun1WqRyWSkp6cbigJcXFywt7dvdO7xO3fucPjwYaysrJBIJHh5eRESEsL8+fORy+Vcu3aNsLAwlEol//3vf3nqqaeqpcigtLS0XGMoJyeHOXPmEBYWRrt27UhPT2fBggVml6coLi7m+++/LzfxtirY2tri6+trtgTd+saVK1fw8/Or7WU8EpFIZEiqrimEQiGDBw8mPj6+0Ydy9f1o8/LyDBIjLi4u9bKKtrrQOy80Gg2lpaWWCFU5DB8+HMAQ8gYMKUrVgVAopE+fPqxdu5Ynn3ySq1evcvToUUOhkI+PD/Pnzzeb6H/jfdSpJEKhECcnJ4KCgmjevDkuLi7k5+dz8+ZNbt26RV5eXo2HdWoDpVLJ559/TnFxMVqtltzcXA4ePMibb77Ju+++y7lz5wgMDCQ3N5ePPvqIkSNHVls1qUKhKNfL6ubmxpw5c0hMTGTMmDG8/PLLZfp1mos9e/YQEhJiVkMP7uWD7du3z6xj1hcyMzMJDQ2t7WUYRU21TStvXjs7O+RyeY3PXdtoNBpyc3NJSEggNjYWmUyGh4cHzZs3p2nTpnWmm0VdwcrKisuXL+Ph4cHdu3drezl1lpCQEJM7eFWFCRMmIJPJ+PLLL7lz5w5Tpkxh+fLl/PTTT3h5ebFo0SJyc3PNMpfFs1cF7tfxg3sGkL6Vjj7vyNnZuUE9RWVmZhIVFcXFixfx8/PjxRdfLHNRVavVnD17liNHjrB69WqEQiGjR4829OKsDpRKZRnP3p07d7h69SoCgYCYmBgCAwOrJYRz7NgxYmJiSElJqZL0hlKp5OLFizg4OKDVaklPT6dv37789ddfTJ8+3Ywrrj9YW1vXmzCuvkijptfr7OyMVCpl69atjB07tkbnrg0UCgUFBQUUFBQYrq9NmjRpUNfX6kIoFPLEE0/g6OhIWlqaxetZAbGxsTXapUgqlbJw4cJy35s1axZr165lwYIFvPHGG1V++LUYe2bExsbG0LJNL+mSkpJCaWkp9vb2ODk5IZVK623uiE6n49NPP8Xb25vg4GAGDx78wAVDLBbTvXt3unfvXmPrUigUhhy81NRU5s6dC9xryB4WFlZteU3btm0z9J0UiURERkZWyrsnEAhwc3OjWbNmqFQqg9h3Y87HunbtWr1pDWdjY1Nr3jWxWMyIESPYs2dPg9Nh1KfM5OfnU1JSgkQiwcnJiWbNmjWqAgtzIBAI2Lt3LyNGjMDFxYW8vDyTpKoaC506dWLLli2oVKpaV+EQCARMnjwZf39/Pv74Y8aNG8eQIUMqbaRbjL1q4n5JF51OR3FxMfn5+aSnpyMSiXBycsLJyalePZXevn2boqIi5s2bV6cMVqVSafge/fz8WLVqFd9//z1arZY2bdqY3eOyZ88eTp06hZ2dHR07diQqKgqNRsPKlSsrZewdOXKE8PBwRCIRIpGIJk2amHW99ZHHH38cuVxeYYi+LiGRSMjOzq61+W1sbOjYsSMxMTGEhITUa41QpVJp8N5ptVocHBzw8PCoU3246xN6WaCNGzcyceJExGIx1tbW3Lp1y2LslYOvry8SiYSMjIw6cx3u1asXwcHBfPXVV5w/f56nnnqKsLAwk43R+ntVqEcIBALs7e0NRode1uXOnTuoVCrs7OxwcnLCwcGhThlR91NQUMDKlSvp2bNnnVujTqcrsyaJRMILL7zArl27+Omnn8jMzEQoFCIWi3F2duY///lPpXP3tFotK1asYOjQobRu3ZqrV68acjR9fX3RarUmfz8DBw7kyJEjeHl5WW5o/x+xWExcXBz+/v41IktQFaysrFCpVLW6Bk9PT2JjYwkMDKxXxp5Go0Emk1FQUEBJSQnW1tY4OzsTFBRUrz5HXSMuLg4XFxf27t3LxIkTeeaZZwzvicVirKysLP1yK8DW1rbO6Xz6+/uzdOlSduzYwYoVKygqKuLVV1/F19fX6DEsZ1MtcL+si97rV1BQYEgMlUqlODk5YWdnVydu/levXuX777+na9euVW4BZm50Ol25rzs6OjJp0iQmTZqESqVCqVSiVqv56quvSExMrJSxp1KpSEhIoHv37uzevZvr168zcOBAfHx8SE9PJyoqiqNHj2JjY0ObNm2wtbU1+umrsVbcPoygoCCuXbtW5429unCOyuVyQ1/NuoxOp6OoqIiCggLkcjlCoRAHBwc8PT2RSCR14rusz6SmphIVFUW7du0QiUQVCrF7enpa+uVWgI2NTa0UXD0KKysrxowZw5gxY4iMjOTzzz9nwYIFRu9vMfZqmX97/fR5Kjk5OaSkpCAWi3F0dMTR0bHGtdYUCgW7d+9m165dvPTSS3Tu3LlG5zcGYzpnWFlZYWVlhU6nIz8/n6CgIKPH1+l0xMXFsW/fPs6cOYNKpaJDhw64u7uTlJTEb7/9ZthWoVAQFBSEQqGgqKiIY8eOIZPJUKlUTJw48aHrDA4OZsWKFcyYMcPotTV0XF1dad++PZs3b2bkyJF1Ok9LKBRWyqtrLqRSKRERERw4cID+/fvXyhrKQ6fToVAoKCwsRCaTodFoDJEMHx+fOhclqM/odDrS0tKMKoazt7cnJSXFIsxdDg4ODhQWFtb2Mh5Kly5duHXrFnv37jW6BZ7F2Ktj6KVd9AUHKpWKwsJC0tLSKC0txcrKCkdHRxwcHKrV+MvPz2fx4sXY2NiwYMECgoODjdpPLpcTGxtLZmYmmZmZ5Ofn4+PjQ79+/XB3d3/k/jqdjpdeeomXXnqJ9u3bP/JJX6FQPPJ7KCkp4dSpUxw8eBCdTmeUsafT6bh06RKbNm0iJyeHfv368c033+Ds7Ex2djZJSUmGm1iTJk2IiooiJyeH/Px8/P39cXd3Z/jw4Ybf7Pfff2fmzJkVzqfVahtt5W1FCIVCnJ2d6du3b503CqytrVEqlbUaFnN2dqZr1661Nr8efd6d/kHH1tYWR0fHehdirm/odDqT7glubm6WfrnlIJPJzKZtV50MHTqUd99912LsNRSsrKwMIV+4JyBcWFhIamqqoWJI7/kzV7FHdHQ03333HRERETzzzDNGh1YKCwtZuHAh9vb2+Pr64u3tjb+/P/Hx8cyfP59Zs2aVKWCQyWRERUUREhKClZUVDg4OZGVlkZeXxyeffIKXlxfDhg1jwIABFT59KpXKh4au0tPTee+99wgKCmL48OF07tz5oaFVrVbLuXPn2Lx5M8XFxYwePZpevXoZblJZWVkkJibSvHlzrKysOH78OPb29gQHBzN16tQHxtP/JjNmzGD79u0MHTqUI0eOPOB9iYmJoaSkpE56T2sbsVjMunXrmDRpUm0vpUL0Wnu1aewJhUI2b97M5MmTa6ySUKfToVQqkclkyGQyg8C5o6MjAQEBtV7R2Jg4cOAAHTp0MHp7V1dXYmNjLf1y/0VteuhNwdHRkY4dOxq9vUBXUdJTPSAvL88QtnBxcant5dQK+gttYWEhKpUKsViMg4MDDg4OJuXAJCYmkpGRQVRUFOfOneO5554zyKfodDpyc3PJzs42jCeRSB7o/7pixQqKi4v5z3/+88C8N27c4LPPPiM8PByFQsFjjz2GRCLh+++/RyqVotVqKS4uNlSLaTQaBg8ezLVr1xCLxfTs2ROlUklRURFCoRB3d3dDErerq6shDK7T6cjLy+PYsWNcv36dhIQEhg0bxlNPPfXAZ87Pz+fMmTNkZWWRnZ1NTk4OWVlZ5Obm8vrrrxMREfHQEIdWqyU7O9voJ6vMzEw8PT1JTU0lJyeH8PBwBAIBpaWlxMbG0qZNG6PGaWxotVpUKlWdbhmXn5+PQqGoVbmYkpISNBpNtXol9O3I9MadRqPBxsbGcM2pT+oCDYlTp07RoUMHk/Mek5OTcXV1rReerJpg586dhjaE1akNay6ysrI4evSoUTaQxbNXz7GxscHGxsYQIlWpVMhkMrKyslAoFIYEaKlUWmFLt+XLl3P27FmaNm2Kv78/X3zxBU5OTqSkpLBt2zYiIyMBcHd3R6vVUlJSQnFxMR988IEhJCqXyzl27Bgff/xxuXO0bNmSDz74wFB1eunSJS5cuGCYXygU8scff7B7927Gjx+Ph4cH33zzDQsXLuTOnTtER0djZ2eHvb09paWlXL58mXXr1tGhQwfc3Nxo3bo1169f5/jx4+Tn59OyZUt69uxJixYtGDZsWJm1aDQa/v77b3bv3k27du1o0qQJ7du3x93dHXd3dzw9PREIBI/MZREKhSaFQLy8vIB7xRhpaWnk5eVx584dQkNDKS0tNXqcxkZxcTH79+9n9OjRtb2UCpFIJBQUFNTK3DqdjpMnTxIQEEB2drZJT/uPQqvVUlRUhFwuRy6Xo9VqsbW1xcHBwRKWrSNoNBqcnZ0r5VX29PQkLS3NYuz9f/T58zWpE1sVTPGcW87UBoaVlRWurq4GDSWNRmOo1EtLS0On0xku1nqP2r59+2jatCnW1tb07dsXe3t7fvzxRyIjIxk0aBCfffaZwQDSc/jwYRYvXsyzzz5L7969Wbt2LR07dnxoKXhAQIAh1Dlo0CCKiooADC7zadOm4e/vz19//YVUKqVnz540a9aMtm3blvuUpdVqOXPmDNeuXeOPP/6gadOmvPzyyzRv3vyhbvj169dz9epVli1bZjDA7mf//v20aNGiWnWWunTpQnFxMcXFxWRlZRm+i8ZOSUkJBQUFZTxkhYWFDBgwoE5LRehz9moDlUqFu7s7AQEBD3jbTaW0tBSZTGbQONQXkEmlUjw9PS3J/HWQVatW8dxzz5X7Xnx8PFu3bkWr1fLKK69gZ2dX5n2JRIJGo6nx3s51lXPnzjFmzBhDznxDwhLGbWTopV6KioqQyWSo1Wpu3bqFvb09OTk57N27lzZt2pCVlcWbb7750Ce+27dv8+GHHxIYGEh2djYffPCBWX6H5ORk7t69S/v27R95c7l58ybNmzc3euySkhJefPFFPv/88wq9cqWlpdy6data+ujez/LlywkODqZDhw6W4/f/U1RUxKlTp7C3t8fPz4+mTZty7do1Dh06hI+PDyNGjKiz8iKmHovmQKVS8ffffzN58mST99V77fSeO41GY8idlUqlFimUeoJcLketVuPs7Gx47datWwQEBPDOO+/QsWNH7t69S25uLgsWLHjAG5SXl4dCoajzEkfVTUlJCTNnzuSnn37C0dGxtpdjFKbYQBZTvpFxv9TL/2PvvMOjKtP+/5maSZ/0hPSEJPReQ++iNBEERQEB18WfvpbVdV2xrFjWurq+thUQWAQpAgoICNKllwAB0klCep0kM5Pp5/dH3hmJSSC9wHyuay7CzDnPeWbmzDn3c5fvbTV2IiMjbWEahUKBRqNh7NixVFZWIhaL61SvDw8P54033iAlJYUBAwY02w+kvh6KxqxGr1+/jp+f3y3Dr2Kx2BayKi8vJzk5udkLJzIyMli8eDGCILB9+3ZmzpzZrON3VE6fPk1gYCAhISEYDAZKS0uJj4/nT3/6EwqFgp07dzJgwIB22UpNJBIhCEKrGUg6nY6jR4/Wy9Czpl9YDTuj0YhYLLalRnh7e9s9Ox2U3NxcBEFAqVRiMBh4/fXXSU1NZdasWeTk5PCPf/wDuVzO888/z5kzZ4iNja22v1KpJDExEX9//7vauLfmjN+pIW37r9uOrbOEUqkkKCgIQRAwGAyo1WqKioqorKwEqlz+VkPRuupvjtBRY9Hr9Q1O2s/JySEwMPCW20ilUgYMGMDKlStZsGAB/v7+/PTTT0ybNq0p061Geno6fn5+KBSKaivyu5XS0lIsFgtlZWWMGDECqVTKli1b6Ny5M2Kx2NY2bcqUKaSmpnLw4EEiIiLw8PBoN6twayeN1ipSkMlk9OzZs8bzFovFpvWo1Wpt4VhHR0ecnZ0JCgpCJpPd1Tf2O4moqCi+/fZbIiIiOHbsGKmpqQAcOXKEv/3tbzg6OrJmzRoMBgNhYWE19heJRDZtuTsxfFlfPD09kcvlpKen11tqrCNhN/bs1EAkEtkKP6ySL1ZxVI1GQ0FBAXq93qbr5OTkZHu0Zsl6fTT2/kh2dna9W8xYBY6Dg4Ob/QYeFBTEqVOn7voWaYIgcPbsWfz8/DAYDMyYMcP22qxZswDo06dPtX0iIyOJjIwkKSkJo9HIt99+y/z585FIJMTFxdGjR4828VI5ODig0+laxdirrKxk+/btPPjgg1RUVNhSM4xGo82wc3Jyws/PDwcHh7v6HLsb6N+/P5mZmaxbtw5fX19iY2OZOXMmCoWCn3/+mQsXLvD+++/XuTDy8fEhMzPzrjb2RCIRkydP5oMPPkAul1NQUIBSqWTEiBH079+fqKioDiHJUhd2Y89OvbDeQBwdHW2Vv1YPoFarRaVSkZubi8ViQSqV2m42jo6OyOXyFrnZ6PV6XF1dG7RPTk4OI0eObPCxjh8/zogRI+olDF0fIiMjCQ0NpaioyFbtfLfx3//+l9mzZyOXyxvlHY6OjgaqCnuuXLlCRUUFSqWSyspKtm3bVqvuYUti1dprCax6dtZQbFpaGv369SMtLc220PLw8LB77O5Sbty4YTvnR48ebXv+0qVLbNmyheXLl9/SA25doBgMhrtaPmfGjBmEhYXh4uJCQEAAeXl5HD58mP/93//FycmJJ598ssO2mLMbe3Yazc0ewJuTQ00mE1qtlsrKSkpLS22yInK53GYAOjk5Ndn7otPpGmx8NcSzdzMzZszgypUrJCcn079//2a5IEqlUvz9/Zk/fz6rV6/mkUceuePzpkwmE2azmS1btvDoo48C0Lt37yaNKRKJqmkUnjhxwja2ldbIpXNwcKCkpKRJYwiCgNFoRKfT2aq1jUajbXwnJydcXV3x8PBo9WIQO+2LkpISjh07xsmTJ8nKymLevHnVDL3ffvuNFStW8PTTT982dQV+75d7N/fpFovF1aSLXF1diYqKwmKxsGfPHv7xj3/wt7/9jejoaHJzc5FKpfj4+LThjOvPnX1nsdMm3NzP14rVC1hZWYlaraawsBCTyQRUGYGOjo4oFIoGeQKtHUTqi8VioaCgwCZL0xBuNijWrVvH3Llzm9Uwi4yMvCtkLa5fv05JSUmLauYplUrMZnO172flypWMHj2arKwshg8fXu01az5gU2mIZ+/m34P1YTXqZDKZzYvu6elZw1u3cuVKew/luxi1Ws327dvZt28f/fr1Y8aMGfTp06faAvTQoUN89913vPzyyzYP+O1wdXW1yXPZvcPVEYvF3HvvvSiVSt577z3eeecdnnnmGTw8PPj666/benr1wm7s2WkVbvYC3lyQYPVkWG94KpXKdsOUSCQoFIpqjz8aWA25KB05cgSoyndqSm7KPffcg9FoJD4+vkY+WWPx9/cnOzsbR0dHW57knYTRaOTXX3+lR48eLdq/VafTce7cOaKioqo9v2DBAlJSUhg1ahQ//PADkyZNIjs7G6lUSmFhIUOHDm3ysSUSCWaz2fZ/QRAwmUzodDrbQ6/XYzabEYlEtkWOs7MzXl5e9QrBqtVqew/lu5z33nsPd3d33nvvvVqr0nNzc/nqq69444036m3oQdW1VKlUUlpa2qgF8d1AbGws+fn5vPfee0BVYVlHwW7s2WlTrDc9uVxewwCz3iitjdXz8/Nt3kCxWIxGo6GoqMhmRN7qZpmamsrq1av55z//2WTZjqysLLy9vTGZTKhUKg4cONBk6ZSoqChSUlLarYZcQ1GpVBQVFZGbm4uvry8nTpxg4cKFLX5chULBI488ws6dOxkyZEi1zjIajQaRSGQr/CgqKmL48OEcOXKk0cae1UOn1+vR6/Wo1WpSUlJsRp9MJsPBwcHmpVMoFA3y4AqCgLlcjcTNBUOFkQ1fbGHu4hlITaDwFYHIAZH4zjhn7NyenJwcsrKyePXVV+tMJfH19aV///78+uuvDdYK9fb2Ji0tzW7s3YIZM2aQkZFBVlYW0DhViLbAbuzZabdYNY9q0z1Sq9W2cEN5eTl6vd4WBhOJRLabrNls5sKFC+zcuZPHHnusWUrqrd48a25Lr169mkWBvqioqEMnR1u/j5ycHJvm14gRIwBaPb9sypQpxMfHk5eXR48ePfjxxx9tRp6V4cOHExcXx4ABA+ocx+p51uv11Yw6ax7qzeeaQqHAycmJoKCgOo12g8aExLlq3LTLJWzacY2HH+5O0sliJjzUGQBLpZbCD/6O09CxqC8mUHjZSLHzAI4eT8Ff5sS5C7txlKjo8eR5hL75KBxfQSpuOW+pnfaBVqtl+/btDBkypNbrhCAI/PDDDxw7dozCwkK6devW4GNIpVKkUmmzpTbciYhEIpYsWcLx48eBKkdCYz7r1sZu7NlpE6xq7r6+vvTs2dPW2WPChAn1KqAwmUy4u7tXC3mWl5eTlJREcXExxcXFpKenU15eTmRkJEuXLsXZ2ZnExESg6qJmvUlbPYtyuRypVNrgfJW8vLwa+lUNyXsxmUz8/PPPjB49ukMLem7fvp1BgwaRmZmJs7Nzm1wABWM+SH0QicSEKD3IvWjkP4e/YfbkueTsyUCVUkpZsgrBYsHBS4G6oBzvcQHsy9+Hr68vgiCg0WhsHkGRSIRMIkaucKwqkBCDJUeET2gAJo2Jn45nMnJ0GJ06KYGqG7LVq2fR6yjb+h1JP+rwvacXRadv8Os2Gf73BpN0oohETTl5zpX8ujaFLp28GD83EpFIhNjRCbGrEs2xfegrXVHleVOqKUaucURvklLmDEaxhcoTjijcPdB32Wg39u5wMjMzeffddwkJCakzjL9z506OHTvG0qVLCQwMbPS1xFqo0Vb6qR0BFxcX5s2bx3fffcfVq1ftxp4dO5cvX+bMmTPMmzevmqv72rVr+Pj4cO+993Lx4kUcHBwoLy/ns88+4913373tuFbXuSAIpKSksHfvXk6dOkVERAQ+Pj54enoyceJEevToUesK1WQyYTAYbA+NRoPBYMBkMmHtICgSiZBKpcjlcmQyWbWHVCpFIpHYuiYUFRXZwsMmk4lvv/0WPz+/WwoxazQakpOTycjIYOjQoe1GHLgxWI2kpKQkwsPDW1Svq6JIz/EVSQQUxhHgdQ7XUb2QyuLA9QKC0QFTUQ+KTsooLvXjakY4ZXoffjp9CM9OFkRyC3iDWCpGbdIi9TUgkmoJCgqqqqY9mkzi4QqSY3JJLDYSUXKSMcFyFAH+ZJxSEBR+nexrwZxNdEJwdOaXYhOdQz0JC1MCv2vtOTs7I5JK0abm4ewskPPTOSq1jjg6e5F0IBe9USBAJ8NdIaOgVEshGipUetw8qs5VmV8nzGWl6DUKNGYPisplFIYn4JnTD5dQB4JHdUY24D6co7wRyTruAsHO7SkpKeHNN99kzpw5TJgwocbrv/zyCwcPHiQ/P5+33nqrUWoDN+Ps7ExWVhYWi6VD68q1NNOmTUMmk3Hw4EEeeOCBdl/UYjf27LQYFouF5cuXA/DQQw9Ve83Lywu1Ws3gwYNtCfvHjh1Do9HUa2ydTofFYuGf//wnpaWljB8/nk8//bTeuSbWcMUfG4PfjDWEd/NDp9NhNBptEiKCIODk5ERBQQFqtRqpVEp6ejr33Xefrd2X1TC0HtN6AbWGqX18fDp8Fw2RSMT06dM5ffp0s3kELBYLJpPJ9rA2bN/w4QUUBTocI8xY/Dsjyy1D7OeLWTYOqVaMqEIKARZMJjkyBwu6LDHlmXrkqQaklQYsejMyVzkWoxkfj0KcO3nReVZXAFTvH0FxWcSBAwrC+ycxKUbApDZQfrUQsckN57AMvEql6MsCKCmRESVTYCj9vSjDwcEBtVpd9ZlIpDh6SdDll1Je7Iizi4GwADUORW4USUTIHSXIRWKSnZwpNJrITCijx9AqY0/k4Y+p7AJmkwzBaMDB1Yn3fn6N8gINHgFViwL9jVwsqWsQRc1CLPdrls/cTvtj/fr1jBgxolZDDyA+Ph6ZTMann37aYN3R2hCJRHh6elJSUtJsuqJ3IiKRiIkTJ7J9+3auXLlSTf6pPWI39uy0GGKxmK+//prS0lIcHR2rvRYWFkZ+fj5qtdoWbpDL5bZcqNthMBjYsWMHERERLFq0qEX06W4uHrkVcXFx+Pj4cPDgQSZPnoyXlxdnz56lZ8+etkrjm40Vq0BuRkYG0dHRWCwWUlNTkclkSCQSxGIxEonE9vftHiKRyPaw/t86/5bA6vm0WCwIgmB7iMViQkJCSEpKolOnTgiCgMVisT1MJhN6lQ6pqwyLxYLZbMZsNmOxWGxjl2VqqCzR4xHhjLZSwDfItYaxXGSxIFzR0V2nwrkwH9/wHKT9UzF7mXHKFGPO9kZX7gI5IbjlOOKa61EVVpdYEIlESGSS3z8fQYRRpbUdX+woxc1Rg0O5IyajGy7Rl9m038RQp5EU5jsRUqhEGWymolCLqtyD7t4ODLsn2La/QqGguLj49w/L0RmZQy4eHsVojd7I0eDnIUVR6YDFYMEgFTMw1JESD2d6DP3dYLM4+pN9IxKLWE6lzpGY6f6sXbAbh/4GwlTBkHqF0PCL+I1JR6Q4jThyTYt813baBpPJxOnTp8nIyODMmTN8+OGHdW77+OOP89prr7F69WrGjBlDcnIyw4YNu2X/79vh5eVFSkqK3di7DVKplAULFvDll1/y8ccft+tCDbuxZ6dF8fDwsAkum0wmW+hToVAQFRXF5cuXbZWQkZGRpKSkkJaWRqdOnW6ZIGw0Gvntt9/4+uuv21yI2FqwYW1I7+HhQZcuXTAajXV6DjMyMpgyZQoAnTt3ZsOGDcydO9dmAFmNoJsfRqOxxnN/NLhuflhpbt0s63g3G5rWvx0cHEhJScHFxQWJRELyT9mYC8oRqSsovG5BqtfhPS6K/ku62Yw4677Xvr3Mt8vjcZTDCF8de7RKvjg9C7G4+txFMgcKck2Y/EHqa8BiArFWitnbgFDmAAiIJCIkcgtlahlSsQhPVz1ymYAgiBBJ/s8YFovAQY5j4O/eYI8gEwWXLQTKITExgDLv2Sx6LZwtRy/SZ8IgZL3vwyXYDcuPv1K0IpdL5aVEXrhK32G9gKrq25sXLBKlJ3InC3oteHiU4TluHPLwUK4cuoxzmCtrvziGrCCE33J38KxlFOvWrePhhx8m/1oZFWp3TGYZZXonLq28gUUsQnUmH6mXnojwEvRlYixqGZLKFMxlvyBxn9hs37GdtkOr1fL++++j1Wrp1q0bEyZMuKVwr6urK2+//TZfffUVX3zxBdHR0Wzfvp3o6GimT5/eKI+TRCJBLpej1WpvGf2wA8OGDePAgQMcO3aMcePGtfV06sRu7NlpFQwGA4888ghKpZInn3ySPn360KdPH86cOWMz9ry8vJgwYQIfffQR5eXlxMbGMmDAAEJDQ/Hx8bEZLIIgIJFICA4O5v333ycwMJD77ruvXSUUl5SUcO3aNTw8POjVq1cNYysxMdHWdkcsFvPAAw9w4cIFevbsWcMLejMWi4DFIqCvNGGpMFGs0oPGQmB3dxycqv+cLTotlopypD7+/7evBcyVmFR6JOYCxH7RiERiTAYzUnlNORCzRotGZUKrAf/o+ucThoSEsGvXLkJdOpPwUQoBniocXS1U5roh6M3sPZ3K8ctaXvrm97Z1Vzels+OVeNLEJgR5JVNdDXy4ZkYNQw/Ay9eRTAuYTFJEIgMOjhokWU6InCoRiUyIxGLEIjNGnRijUYZEYsFBYQYBRFSdP2JBhCCGsnIl8ojf2x/pJQFIJGm4uIjINms5WTaQh6J78nD0IM6ePYtjRAAYtTgU7iJOpifYYTJ+ygAqKipwdXWt8T1b3Dwx6Jy5YshleFQIbg8NwmAy0bvrQCQSCeN2izh0upAw00gKs7TMnTuX3NxczidcxlMtQ6V3pkIrQa0XkDuKQaTFIvJBrPQGhQZjGYj1PRGby+r9/bQGNy/s7DSMVatW4ebmxrJly+q9kHVycuL555+3/b+yspKjR4/y2WefERISwhNPPNFgL52vry+FhYUdtj1YazJkyBAuXLhgN/bs2CkoKACq9Nf2799Pnz59GDVqFM888wwqlcqWs/boo4/y6KOPUlRUxP79+9m1axcZGRkolUrGjx/PqFGjMJlMJCcnU1xcTEVFBUlJSQwZMqRdGXt+fn74+flx5swZysvLEYvF1fJpfH19SUlJoXPnKrkNq2xHbm4ugYGBNTqDPD1uJ5UaAymWciQGEUM0zsg1kGQxEqxQ4Omt4M/bRuIW7Gzbx5B8ifJtG6iURqGcfRqpawkV6wKpzHDBr3sWJdpe/PZDZ9IKNDz+ZTe8xw+x7SsYyilY8SFHtgXzc5Y7r28fT0SP+uVD6nQ6evfuTVBQEB5fK0h7fwvFKg/cXPQUVkipEMwobmjRl+pw8FBQdj6F4x+f4FIFzAgVUenmQtDfJuASXrs3Y/iIUMpW5CIgR1Xoi2/XQjDLkGoUINFjKpdjNokRm/XIpAJmi5Suz8aS+3MCnt28yNybjmuIG+4xHuQfz8Gn7+/hU6V3ESUuWjr5qnEsEJOaUopKpSIuLo6ioiKKi4uZOHEiKpHApKBARF5iDM4akpIyMRqNDBgwAJFIhMViwWAwcCw3mwixBlezBLWmjEPbthIRFYqzuoBwBw1RnWXcuCpGb3Qg53o5fiGdCA4Opn+PPqy/uJEYUW8U8kL8rwcg7+bOoPvu43zpIXo/vQRLRRkSNxckju1LIkOv17N3715iY2PZtWsXDz/8MCUlJfj52fMK60KtVnP8+HGuXbtGQkICH374YZMiFlZdR39/fy5evMiVK1cYNWpUg8awFmqYzea7ortPU+jTpw9r1qzh/PnzdOnSpV16Q+3Gnp1WISgoiO+//57U1FRb1ak1xFtUVFSjQMHb25u5c+cCVR6puLg49u/fz/r163F3d6dv3768/PLLhIaGNqhlWmszcOBAUlJSEATBJvMCVSHrP3rwunXrxpEjR2rtTVmQp+ZyaRGVIhMjUOJmsZCgN9NJJGFgaDF6k4j8czm4Bf/eOUKmLEPmVowq0QGHihTMDgIWjQ8iwYBZYqDkkg605dw/7gJSPcBNxp6oEs++Z/E/rMD3uifi+qVSAlU3rpKSEoKCgug0OoTk9+RIJBbcXNWUFbnS2aIgoLSQ4rg8Oo0Jo2D7ITIqJBQ6VzLt4Tjcx87HeUhAneP36x9Az5P3oUoqwT3cFZmDEXNJJhI/XzCJIONtTIUV6NQKpBIzEokFsVTMuLVVYfO+f6tdQFkQLDibDuDsFYpjvhP9HQIZP9ERrVZL79698fDw4Pr16xw4cIDSbCnKnE44mQR6hIQSFhZGQkIC8HuP3N9++42pM2eiMZwm1F+F2MXMjBGdMOufw1wehUmUS+coD7SxoxCfDCOm3++eF/dgbx6ICEcvzaJIJSVdmUNGqJk+jy7n2gYHjAiYHFxxcZCjyVNjLDegjG5bIVxrIc3mzZttvYkXLFiARqMhPj6e1NRU+vfvz44dO5g1a5atAEqr1Xb4AqWmkJaWxkcffURwcDAxMTEsXLgQZ2fn2+9YB4IgUFpaygcffMDixYtZunRpo4XkrYUaHaX/a1vh4+PDokWL2LhxI1lZWYwbN46HH364XWkV2o09O43GYDCQkZFha7NzuzCBWCyu1sbKKllyu0Ria3Pqfv36oVarUavVyGSyDtNWrHPnzuh0OrZt28acOXOAqpX3unXrqnWV2LZtG6NGjap1Ra/SGzBgZpDFm8GBHkhkYkyZKjq5VtJj4HXcO2fjGt2z+k5mCzIHPW7eZUA0ErkfbhH5aEQSdGXdkUd0Z2A3A4rSciRyU/V9JWCJqMQ/vIBemSE4if/w+i3w9vbml19+oXPnzjg5OTFo9SKuvLqFymxwc9MzzqcMQSLn1KvH6f6ShOyrEmSClEgnOTmVM+g0ZPhtjyFzkePT7/cbmNRJ+X8vgMglCIn0KhJHCTKxCS/3SiylFbcdUyQSw71FeGS6kn5RiU6nx8PR29b5AiA8PJxQ71y0xeVciDdSXqrAYrQgcajyfPz888+EhYWRlZXF9OnTESxGHGM0CIVGjKUGhNLjiDotQhYahWDRIusjEDuzO7EuEVU5hP+HRw9fNHsq8HEuw8vFG7dCMVNHjyNnZwbZ10J4YuZOxIUC93Z1wLm4koICGeM/jSV4eOOT8htDRkYGnTp14ocffmDIkCHk5eXZDD0rzs7OjBs3jrS0NKRSKWPHjmXVqlVAlfh1SkoKISEhtS5y7nQ0Gg3vvPMODz/8MGPHjm2WMU+cOMEnn3wCwNixY5vkIfT09CQlJcVu7NWDsWPHMnbsWFQqFZ999hlr167lT3/6U1tPy4bd2LNTA51Ox+nTp7lx4wbl5eVUVFRQXl6Oq6srffr0wcPDg8zMTI4ePYrFYkEmk1FcXMywYcOYO3duvfXiysrKaoQ3b4eLiwtlZWUdTnxYoVDw4IMPsmLFChYuXMhbb73F448/DlT1VzSbzUyfPr3OHCdFpYXxZh+6x7ix9NC9iMUixpwvxEVmwd0rAKn+TWSe1WVrzBUSxIhQds1FqnwCqf99CI+YcRFVGSY+QMpXv3Bk/WA6e4QyoJqygxhEAh7+KiKDi5CLjQ16vw899BD5+fk4OTnh5O9M7/dnceThDfgFFuHuqSE9PZjcLAln/nyGLj4yYlwM9A/R0CmiAS7EOhA7uYFYQOYgIJFZkJoFDCpdvfaVFSsRzCLKDG4cdDjBpJKexPxxdS4LwCFAg59/Jg7D+9oMvS5duuDu7o5Go0GrrarwFYllCEEOiByykDsYEIlckHj9ufp4tSz+pb5KPCPL0eebEEksFOhL4MeDVBZFoT2lIMfXgJNGwqe/FTPHzxV/iQF9XgnQesaeIAikpqYSGBjIjBkzUCgUNcTFb8bavcbT05NFixbZdNx8fX3Zs2cPTk5OaLVa9u/f3yqt9doDmzZtolevXs1m6AGcP3+efv36cf78+SYXr1n7k2s0miZ5G+8mlEolzzzzDM8//zwmk4lhw4bVmrfd2tgVE+1U4+zZs/z5z3/mwIEDSCQSQkNDGTp0KLNmzWLAgAFcuXKFvXv3UlJSwvz58/n3v//Nxx9/zCeffIJWq+Wzzz6r97EKCgrw9fVt8I+go7bysbbZkUqlvPjii7i7u7NhwwZbj98XXnihmgyJFcEiMFqkYKSPgRhfk61oIaafD4E9/XB0c0SiFyESVy/7N5TJqCx1QiQ3I5Ja5Uaq595cyfTkP+lS0nP+GAIUVxU0iASkMiMias7rdu/1/Pnztm4SUldHQiYGI5aJMCOmqNQFB4WAUiKgM8OQCRcYOl+E/6N1i1DXF2knR8QOFsT/F8KVucjourhXvfY13+hD6Q0PjglxOBm7U1RorrmRxBvMCry6lCHT51Z7KSAggMDAwGrCtkZfN3DQIhJMoM2v35tIXYeDWwkuwZXIHfSUmxzwcnLEv1MBYwap6CqW0UWmIMDowqUyGZh0WG6WfGlhiouLefbZZxk8eDA//vhjo36PNwv23nPPPeh0OkwmE/PmzasuX3OHkpmZyeHDh3nkkUeadVxHR0e6dOnCxo0bm2U8Hx8fCgsLm2WsuwU3Nzfefvtt/P39+c9//sOyZcuIi4urppLQ2tg9e3aqsXr1ap588kkGDRpU6+t1VRt5eHiwdOlSnnrqKZKTk6uFa+uisLCwUeEBa6VfR8a6Sp49e7Zt9f3mm29y/fp1AFvhBoDFZCHEpxw3Ny2VFiXLFx9k6fL+OJn0OEgL0F65gYOjAjpV1wM0aKSoi5QovLVI9LVX+BYKAj28jUSGFlV/QRAhLnLAXClDq1ZgNDT887733nvZsGEDc+bMQSwVE/3cJHK7BXH27VMUVzjQuVMpDgoFYqdKFEHBeMxZikjSDOtPRz8sJikmnQgxRrAIGMoNOHjWXeVsRWvoRub1DKLKu+JkEuOSXXMhohe+QqTXYTH6gLmmEezg4IBer7f9XyT1QxA7VDlLTeX1ew8uA7EYjiM2l+MWUIJnqhKdWk5AdAEOCi2PuJrJKVASVuyGxs0RV6UKibl+3sumYDQaOXXqFAEBATzxxBM4OTkxZswYW75ily5dGj221UC2WCwcPXqUGTNmNMeUa9AcfaybgkajwcnJiW+//ZYZM2bUWwi+vjg6VuWZNpcnycnJCb1eby/UaCB+fn7MnDmTadOmcfjwYb755huUSiWPPvpok34njcVu7Nmphlqtpry8nLi4OKKiohrkundwcGDq1Kls2rSJv//971y7do2zZ8/i7+9PaGgooaGhFBQUYDKZiIiIQCaTUVFx+1yq2mhrl3hzcfNNx8XFBS8vrxo3IolcwoC/9OTaV6c4dcbAQVIQXcjlkfEXMeoF9GUOhI7yRBpT3bsimM3oNXJMGgfk1H6RjnDRMWHxCfzGm4DJv79gFmO57opJrUAqNSEW1eLhqgfTp08nMTGRkpIShg0bhmOoP4WlzsjketzcqkKd3uHZuHULQyRppkIbiSMmoxzBbMJBrsNgMKIv0+HK7Vu4ST19KDOlkqW4hLKoJ/kJ5ZzfdgMXLzlurjKKkspw9Z2Ku3c5Z1174x7dkz82pxKLxdU8tGL8sIgckFrkYCjHYtYhltzaEyZSdsJoUGIuFihy1KCVS1HIFLj26YRzpxGUf3mZflMicO4ThWuoB9q0HFyjGpeE3xCkUil+fn5ERkbanvP09LS1LszIyGiyVIdYLL5lOLipzJs3D0EQWLdu3W0F05sbg8HAn//8Z0JCQigrK+O+++5r9mNkZmYyYMCAZh3Ty8uL4uLiJgk1361IpVLGjRvHqFGjOHDgAB988AG9e/dm/vz5rVqYZDf27FRjyZIl/Pvf/672/4kT6y/WOnHiRPbt28fzzz+PTqcjNjaWq1evsnv3brKzs6uN6+bmRnJyMsePHyc2NrZe49/p/Ro9PDz4/vvvmTJlCi4uLr+vpkUWCgrc6D3El5HT++Ln7oR3cA8Ktv9GiTaEiIAAkFX3EIgVDqjL3CEJ3E4W4F+Ls3XQwBTwSEXw6l39BZMUbZIfJr0MN2U5Uqm+5s71wMnJia5dq1qRrVy5kgfHzQKRCCeRGK1WgUxiImhsKkK/5rvpCpe/Qiy4IpaKkYgtSERmdAX1a8OXrlZRKM1lmEsUScVwdV8+cXtyCbcY8egkBb0OR5GBUlF/fsmvYPbyunMMbeLTou4YXC1IMCA4FCDKeAJxxK07Xogc3XEZfQ+4hyDPOI//lJ64d+lhW+T0XzG42vYOfVpHC+3IkSO19l51dnZGr9eTnp7eLLps1k4zLbGoe/PNN3n11VdZvny5rZ1ja5GUlIRSqSQ5OZnBgwc3u5KAVqslPj6eJ598slnH9fT0JCkpyW7sNQGpVMrEiROJjY1l48aN/OUvf+FPf/qTrV1oix+/VY5ip8MwfPhwfvnlF1tYZsWKFQ0y9hQKBS+99BLp6ekMGTKkmpdqzZo1KBQKXF1duXr1qi0vZ/fu3fU29vR6fbtuSdMczJ07l2PHjhEUFMTBgweZMWMGujIRaosedycJkx6xWm2BuPTpRUQd43iMHUryqosU58oQXUjB/9Ga2yi8yyncG44lNJTAh39/XhDElNzwxawzIJPrMZeVYs69hkWnRurXGeROCLoKBL0WQa8Gow5paL9bvq/HHnuME/uP4+BQicEoo7JSgYdbIV7dMhAcmta8/WYMpUFY9BpEEhFimQh3hwpE6tLb7peVlYW7jw/DAj0ozq0kLFjCwVILKouAg0xCN69CKkoVmEwSBK0Jb7ECdWbtRrBUKsVsNlf1QhaFYPaRIwSWYYjshoPDs7edi0gqR9Z9Ivn5+cSpvZg0rOdt92lprPqJdXkjHBwcGDlyJCtXrmTx4sVNOlZeXl6T9r8VMTEx3H///Wzbto39+/czfvz4FjvWHzl79iydO3cmPz+f4ODg2+/QQFJSUggODq53kVx9EYvFODo62gs1mgEXFxcWL17M4MGD+eyzz7h48SJdunQhJCSE4ODgFguV2409OzVYuHAhn332GWFhYTz11FMN3j8oKKhWGYUFCxbY/r733nsbNTedTnfHG3sAAwYMwMHBgccee4wtW7YQXhbAVTKo0GkZkh+Nt7d3vS4Kjs4a1OVAHR4SfbEzR34ajGxoBDNvMvYQibAIACKMlVJKNm5AMTALQQSV5QqkYi04OoPFAsZKkMgQTXsDiX9MnXMRi8W4ebiBYEDnmUWwkyceHiokIhPiVAG63vq9WFMMfHx8kEqlZGZm1u5FcvGiokgEYhkSmYDYzZlOM6obohUVFbZeu1KplMTERNzd3TEn/4wEAVc3CXq9A2EiJy5JtKSJTRSWuiAyiyipUFBoFGNwMJCerKp1rgqFAp1Oh4uLC2KRD06y5Uh69EYmrnnuWnUm/yjFA1XJ8Z07d27TfClBENi6dSujRo0iOTnZ1vGmNkQiEY899hjZ2dkEBgY2+pjWYjAPD48mjVMXDz74INu2beM///kPY8eObZVowa+//sqJEydsElUt4dExGAzodLoWMcp8fX3Jy8sjPDy8Wce9W+nRowfvvfceW7du5cSJE/zrX//CxcWFESNGMG3atEZrI9bFnRsPs9NgtFotL7/8Mp9++inZ2dmoVKp2l5Cr1+s7ZCVuQ1EoFLYQ1qxZsxAMMN4tlHt69MTPz481a9ZQWlrKL7/8cssKL9/IGwSE5SCWmsnccIL0/x6jIiUfQ0Ex6pR8yvNcyVe5kCrU9FCJxQI6rYIbmT6o8l2xGM1gNKPNlSKYjWDQgtkAggAIVc/dhq7du6IQG/HzLscrMhk3rzLM5wIQMm9vwKtUKiorK/nuu+8wmUxcv36dhIQEEhISKCwsxGSq0gI0E4JRL6dS7YhRL8NiMCIYquccXr16lbKyMn744Qf0ej1FRUX4+/sTOGIWEp9APEf0ROzkSERXd6bP7oKzsyOF3oFEPhCNg7sDvv08iX08gtP5tXugbi7SEImkSMWDqFDr2b59O/Hx8Zw4cYJ9+/aRnp7O8ePHgapF1s6dO21eLbVajdlsZvXq1bZc19bCZDKh0WjYsmULZWVljBkzBm9v71saelYsFgtXr15t0vH9/f3x9/fH3d2dLVu22MZtLiQSia29WFpaWrONWxcmk4mVK1eycOFCkpOTiYmJaZE2ZF26dCE7O5vPP/+82cd2dHTEYDDYKuztNB2lUsmiRYt46aWX+O677/joo49wcHDgpZde4rPPPmvWKmi7Z8+ODbVaTWpqKqGhoXz00UftUuRUr9fflWr7nsocPIbEo+yqBLDplA0dOpTjx4/j6elpy427GbfeN0DtxY0EE7r4ExgMMrK+P4WruxpNpSfFxc6cLZYTJqpuSIgkIuQOelJy/bic5k1ZmYToCVeRyM0o3HUgqpJmQUSV11AQgeX2xohYLibApww3f4gz5OBjdgOdiGAqb7uv0WjEwcHB5v0aPXo0Op0Oo9Fo0xbbu3cv9/h4IJZLEDnIEcul/KK9StdyNWZZ1cX1xx9/ZNiwYdW6tAwfXiXkLA2IpPe/qooPuv7eapSH3+tv+3vQ335/fsnfak+Ed3BwoLz898rbnJwcioqKmDx5cg3P9M3FCFOmTCErK4uzZ8+iVqvp1q0by5cv5/z58xQUFNCpU6cWF7hVqVQUFBSg1Wp54IEHGpw3J5VKmTBhAitXrmTRokWNzruzesDGjx/PlStXqKioYMiQIbfZ6/ZUVlbi6OhI9+7dATh8+HC16veCggJef/11li9f3uB+snVhLWzR6XRMnDixhvB0fREEgfz8/Dq9Pi4uLixatIhff/21KdOtE3uhRsuxfv16lixZwoIFC5g5cybbtm3jhRdeYNy4ccycObPJ2rJ2Y8+ODV9fX1atWsVXX33F5s2bqzXWbi/o9fpWr6BrD/gNjEcecgUh9He9OKsgtZeXV60Xf0EQELtUyXEIFhEV5QrUWkfkYh3acjEagwvFFQrERgEv8x8qeRFRVuxORYUzRRYLAXoJwv85VuQuOkBUZfAhArEERNTLsyeWSujzxXyM2XlE+zlRqBfj6qNAnXOUWwlQpKWlodFoarxPhUKBQqGw9f0cP348WSlJZI3sidTZjYCwUJbFPE1WVhYFNwrIyspi0qRJLZ4K8Ef5FaVSiVwur9dx/f39cXJyqibJ0a9fVRh6+/bt3HfffUil0qrv96bwY25uLv7+/rc1rq5fv052djbR0VXpADePIQgC+/fvZ9asWfV+r3WxePFizp49i5OTE926dWv0OEqlEoVC0SwepZycHJ599lm++OILWweevXv3olKpiIqKoqSkhJ9//hmg2fPehg0bRlxcHM8991yTxjl79ixTpkyp8bxWq2XVqlVcuXKFZ555pknHqAt7oUbLcXOeq6urK/Pnz+eee+7h+++/55lnnuGxxx6zLUobgz2Ma6caLi4uzJo1i8TExHbprv/jDe5uQdytAFPfSiTe1UNZFosFuVxep26YJUCPwrcCkRiKSlzR6B3QGeSoVG4IIikSqRi5XEpARPUuJiKRCLdwd0InBjPk6Wi0JidEck/EXjGIo4Yj6XUf4r4zkA1+COmghxD7d0UaWL8iAqfQQNxj+yOP7EpgtxgMImf+9vkRW9eJPyIIAk5OTvXyaimVSroMGMT4mbMYPWkiMTFVOYRBQUG2lnvbtm1rcekemUyG0fi78fv999/X20sklUrr1F6bMWMGv/32GxkZGaxevdrWcnDfvn2cP38evV7P/v37iY+P5+TJk+zfv5/09HRWr16NyWRixYoVBAcHM2TIEOLj49FqtWRlZQFVHi1r39rmonfv3oSHh1erxG8MWq2WU6dONXk+1pD5Rx99xFNPPUVwcDCff/45jo6ObNu2jSNHjgCwbNmyei8q161bh06nY8WKFeh0Os6cOUNcXBxnz56lrKwMtVrNyZMnGTZsGNeuXePMmTONnr9IJKJbt26cPn2aV199lXfeeYf9+/eTnZ3NSy+9hMlk4sMPP2wxHTexWIyTkxMaTf2q2+3UD4vFwrffflvjeV9fX/7nf/6HF198kTVr1jTJYysS2lLSuYmUlpbaqqk8PDzaejp3DIIgsGzZMvR6va1J+aBBg5g0aRKOjrcXpm3JeSUlJdlu4HcTRvNxxEZHxCJPRA6/5/ps2LCB6dOn4+TkVOt+prLVmK9noL7YibTUGMwe3vhEyHHydEDiIEEsl2JUKAjocmsvhsVsQdwcgse1jW2xkJOTA0B6enq11WtBQQFJSUk4OTnZvFtNISsri/j4eO65554mj3U7EhMT6dy5M8ePH2fYsGHNvkgRBIEtW7YwZswYFAoFLi4u6PV61Gp1vftG6/V6fvvtNyQSCYGBgdXCmc1FSUkJmZmZBAUFNSkseuPGDW7cuFHvyv2bSU9PJykpie3btzNy5EiOHj2KSqXC19cXlUqFIAhERUXh4eFBWFhYvQvIzGazzZATBAGz2UxaWhrR0dEAbN26lSlTptjC+CUlJWzYsIFXXnml3p+1Xq/n3Llz5OTkYDQa8fX15fvvv6esrIxOnTrh6OhIbm4uQ4YM4YknnmjxhUxlZeUdV6hRm9D22bNnm12vsC7Onj1L//79b/ndZWZm8vrrr/PEE0/Y0hkaYgPZjT07tWIwGLh69SoeHh4UFhZy4MABkpOTeeCBBxg/fnybKNAbDAaysrJsPTbvdrZu3crMmTPbehqNxnqBNRgMbNu2jZkzZ2I2m9myZQuzZ89my5YtdO/enU6dOjVb2Cg3N5eAgIBmGas2Tp8+Tb9+/ZBKpVy4cIGwsDCKiorq1VGmoej1er744gsWLVqEu/vtBaNvRWt0lfjpp5+47777Gl30ZTKZ0Ov1bNu2jVmzZpGSkkKPHj1uuY9arWbNmjVcuHCBHj160K9fPwYMGFBr791PP/30lueGxWLhl19+4bvvvqNPnz707t2bX3/9ldTUVD7++ON65Tj//PPPmM1mNmzYwDvvvHNb8ejMzExb263w8HAKCqpSEUaPHk16ejonT57k3//+d7NXbt4O60KmvRXwNZQVK1awZMkSVq9ezbRp00hKSqKkpITBgwdz48YNDAZDnd2kmgtBELh48SJ9+vS57bbXrl3j448/plevXkydOhV3d3e7sWen+UlISOC7776joqKCP//5z8TExLRqJ4uKigoqKipqFXW9GykpKWn2VkutyerVq+nRowdSqZQuXbrYqqyt8joWi6XZbya7d+9m4sSJLXKTSklJQafT0aVLFzZs2EDXrl3x9fUlJCSk2Y8FVcaPtYq4o7Bz50769+9fr9zCWyEIAqdOnbplwUZCQgL/+te/6NmzJwsXLqyW4G71Jut0Og4cOMDBgwf54IMPajXYKioqOHDgAKdPn8ZgMPDYY4+RkpJCYmIi4eHhiMVirl69yrJly247b2tF8S+//MLGjRtZsmQJw4YNq7FdcXExiYmJ/Pjjj8TGxjJ9+nSgymC+fv06UVFRbN68mYULF9ryVVuToqIiLBZLh8vdM5vNnDp1ikGDBvHNN9/w5z//2XYeGgwGVCoVbm5utmvRpUuX6NmzZ4ve5xqqS1lWVsaePXv45ZdfiImJITw83G7s2Wl+BEFg/fr1HDp0CD8/P0aPHt1qoqRFRUWIRKJ6h6juZM6fP48gCPTv3//2G7dDrNIeTfVINRSz2cz+/fuZNGlSs42pUqlsnvDRo0cDvxtiCoWi2avHL126RHh4OLt27bJVE3ckBEFg1apVTRZeLikp4ciRI3X20P3mm29wdHTkkUceqfHagw8+yJAhQ+jWrRurVq0CqnIlu3btSv/+/enZsyc+Pj4cOHCAH374gR49etC/f39iY2NreEDXrl1LQUEBL7zwQoPmn5iYyMcff8ywYcOYN2+ebQESHx/Phx9+SHR0NIGBgcydO9dW2LNixQoUCgU//vgjnTp1IioqirKyMpycnPD19SU4OLjWOTY3FouFpKSkNunx2ljy8vJQKBS2f7Ozs2s1tG/m3LlzeHt711smp6W6vtSGdaGi0Wjsxp6dlqOyspJDhw6xadMmli5dSrdu3ZBKpS2qgZednY27u3uTS9DvBNq6mXtTKS8v59SpU0yYMKHVj52VlUVgYGCTLsoXL14kKiqKbdu2MWrUKHQ6XY0crNLSUgwGA35+fk2dMlCVv5iXl4fFYqFnz54dPoS2efNmJk+e3Ojfs8ViQRCEOj+HVatWoVQqa011+Oqrrzhw4ECt+/Xp04eMjAxKS0uJiYlhwYIFdebXXblyhY8++ogPP/ywUV52lUrFv/71LyorK5k3bx4ODg588MEHLF26tNZ8sa1bt3Ljxg0cHR1xd3dHqVTi7u6ORqMhPz+fK1euYDAYePXVV6tVE+t0OgwGQ7NWGGdkZODt7d1hOmqkpKTg6OjYIJHuiooKsrOzEYlESKVSvLy8MBqNeHp68v3333Pfffexf/9+fHx8bC0Dy8vLGTFiBA4ODvVqh2cNJTeGhthAHfduYadNcXR0ZPLkyfj5+fHNN99QUlKCIAh88cUXzaZN9UfuhlZp9WXdunUsWLCgVcPoTcVaOZqdnY3RaGwTQw+qtMLWr1/PvHnzGj2GXq/HycnplmM4ODhQUVHR6GP8ETc3N8xmc4vmHLYm999/P5WVt9dXrAuxWMzq1auZN28e+fn5NUKwarW6zpSPJ554ggEDBpCVlYVUKsXNzQ13d3cCAgJsoUmDwYBMJqvzN3b9+nU+/vhjli5d2uh0CqVSyeuvv86BAwdYvXo1Op2Ohx56qFZDz2w2k5WVhaOjI/PmzePChQs1pDgEQWDlypW8/fbbLF26lNDQUDIyMvj0009tOo8zZsyos6CrIfj6+pKfn9+ixt7NnrLVq1ezYMECVq5cWSU0Lwi4uroikUhsYvvW3swGg6HavWL79u0MHz68wfcmV1dXgoKCMBqNFBcXIxKJOHXqFJMnT+aBBx5AKpVisViIiYnBx8cHiURCWVkZzs7OrFmzhpkzZ5KcnFxnBEYQhFpldFoEoQNTUlIibNq0SSgpKWnrqdz1HD16VJg9e7bw73//Wzhy5IhgsVia/RgJCQktMm5H4/r164JKpWrraTSIwsJCobKyUvj555/beiqCIAhCRUWFsHv3bqG0tLTB+37zzTf12s5kMglJSUkNHr82NBqN8N133zXLWO2JLVu2CAaD4ZbbmEwmobKyssZzVkpLS4V9+/bV2O+FF14Qrly50jwT/QMbNmwQ5s+fLxw8eLDZx7ZYLEJZWZntPavVamHLli3Cc889JyxbtkwoLS0VzGazkJGRUev+ZrNZ2LRpk7Bo0SLhwQcfFJYsWSJs27ZNyMnJET744ANhyZIlwi+//GL7DHU6nZCeni6cO3dOuHHjRoPmmpCQUO27aC70er3tnL969apw9OhRwWg02l6/fv26kJSUJOzevVvIyckR1q9fLxiNRmHfvn2C0WgUNmzYYNv24MGD1fZtTjQajXDx4sU6X6+srBQyMzOFHTt2CEVFRdVeu3btmqDVaoW9e/c2+vgNsYHsYVw7zYJOp+PUqVOUl5ezd+9eZs6cydixY5v1GImJiXel7MofSUhIwN/fv0N1Etm/fz+DBw/G1dX19hu3AkajkTVr1jB9+nR27NjBwoUL6y2N0pAwcHOcs2q1muvXr9OzZ/10DDsa27dvZ9y4cbWeG2azmdzcXNLS0khKSuKee+6xtbrr2rUreXl5VFRUMHny5GopJDqdjiVLlvD55583e17ooUOH2Lx5M2+++Waz5w+Xlpby/vvvk5GRYQvXp6en07VrV8aOHWsraKoPgiCg1WpxdHSsdm5fu3aNtWvXkpWVhUKhoLy8HG9vbzw9PcnNzUWpVDJy5EiGDx9+W4+ltZ1Xc3Z10eur2gpOnz690WlBhw4dIiAgwBZ+DQ8Pb5EoiMFgIC0t7ba5i3q9noqKClJSUpDJZLbvo0uXLk2SM7OHce20OtYuBteuXWPr1q3N3tLJYrHclWLKf6SoqIiMjIwOlRi9adMmpkyZ0iyho+biypUrjBgxAh8fHxYuXEhKSgpFRUU1NNwEQUCj0VBUVERFRQUikYjs7OwG5f00FZPJ1KEM+4Zyzz331JmesXnzZqZNm0Z6ejpTpkzB39+fgIAAW55ely5dajV+4uPjCQ0NbXZD78aNG6xZs4ZXXnmlRQrFDhw4gI+PD2+//TaVlZWcPHmS+++/v1EdSEQiUa0h1q5du/LOO+9QWlqKXq/Hy8vLJiBtMpm4dOkSR44cYfPmzcTExDBy5EgGDRpUq+Hl6elJSkpKg673giBgMplsoVbr93fs2DE6d+7MpUuXmDNnToPf782MGjUKQRA4efJko3QZ68uGDRt46KGHbptD7eDggFgspnPnzi2W5nQ77HdPO81KcnIyYWFhhIaGNmvjcnu+XhVubm7N7jFtae6//37Ky8ub9XxoKjExMTa9RrFYTFRUFAMHDmTdunVUVlayYsUKW/6T2WymoqKCqKgoYmJimDRpUr29BFKpFJPp9j2Db4VWqyU1NbVJY7Rn0tPT+e2332p9rX///jg6OhIVFWW7Sd5ckFHXDfbIkSMMHDiwWedpNBr55JNPmD17douIT1ssFs6fP09sbCxisRhnZ2fGjRvXpFZzdSESifD09CQgIKBapxCpVEq/fv149tln+frrr4mNjeXAgQM88cQTfPXVV5SUlFQbRyKR4ODgUKP7jVqtpqKiwvY7WrFiBQaDgbVr15Kens7x48e5evUqN27csHUg8fb2xt/fn4kTJzbL+xOLxS1q6AEsWLCA9PR0zpw5Q2pqKhaLBbVaXeu2MpmszQw9sFfj2mlmysrK+Oabbzh79my1m/uiRYua1LVApVKh1+ubrbKxo1JUVMSxY8fqlJtorxw6dIgBAwa0WSV1QkICXbp0wWKxYLFYuHLlClqtlqFDh7bocbOyslAqlY1+31YviF6vv2Or0K3hxtq8UCdPnqRv374NWujl5eXx0ksv8fnnnzfrZ7Z582auXbvGq6++2iIhwfXr1xMXF8fy5cvb3cK2oKCAnTt3cuTIEaZOncrkyZNtnnqNRkNhYSE6nY5OnTqxe/duhgwZQllZGb169brNyHcOBw8eZPTo0WzcuJF7772XoqKiFm8A0BAbyO7Zs9OsuLu788ILL7B+/Xq6d+9OeHg4jo6OrFq1itdff73R49o9e1W4ubl1OEMPYPTo0fz4449tcmxBEMjJyUGj0bBp0yYuXryIVCptcUMPqsI3er2+0fvrdDp++OGHO9bQgyovTF3nxpAhQ9i8eXOD+nTv2LGDMWPGNOtnlpWVxa5du/jTn/4E0GRv7R9JSUnhwIED/O1vf2uX1zlfX18WLVrEW2+9RUpKCkuXLmXFihXcuHEDZ2dndDodhYWFuLq6MmfOHEJDQ+8qQw9gzJgxiEQi5s6di06na3dpR/acPTstgtlsJicnh0mTJjFz5kz27dvH5cuXGz2eXq9vVo2ojsrOnTuZOHHiLW9kZ8+epW/fvu1Oh+3+++9vk+MmJyfj5OTEqVOnmDZtWqvmDjo4ONQZ1qkPlZWV9e7T2lERBOGWhveDDz5Y73O5pKSEY8eO8dFHHzXX9AD49ttvGTduHPv37+fw4cNoNBqGDBnC+PHj6dq1K+np6Wg0Grp169agm7xOp+P8+fMcP36crl27tvuOOEFBQbz00kvk5eXxyy+/8NprrxEaGkqPHj1QKBSYzeYOrf/ZXDg6OnLlypXbtsNrTezfip0WQSaT8frrr/PSSy8xduxYJkyY0CRdNbtnr4p+/frVaeiVlZWRnJyMTCZDq9WSk5PT6tXLSUlJ5Ofn4+HhYQthODo6UlZWxv79+7nvvvuaVH3WGKxN6QsKCqrlJ7UGCoWC4uLiRu+fn5+Pq6vrHb3QsVgsZGRkEB4eXuvrP/zwA1OnTr2tpy49PZ0PP/yQe+65p9lzo7p168amTZvo168fr776Ks7Ozhw+fJjPP/8cg8GAxWLBxcUFg8HACy+8QGRk5G3HPHz4MOvWraNTp07ExMTYuq90BPz9/Zk/fz5z5szh+PHjXLhwAYVCwcKFC+ncuTMDBgxg0KBBNs1C4f80NkUiUZvmrbU0OTk5dOrUCblc3u6q5+3Gnp0WQ6vVIpVKm8XDZK/GrSIlJcV2MbFiMplITU3Fz8+PwMBAdu3aRUBAgC18vnDhQr799lvuv/9+5HJ5i4QEs7Oz8fPzIzc3l5EjR3L16lUkEgnbtm2jX79+5OXlMWvWLL777rsmiRk3hQMHDjB16tRW9TzIZDKMRmOj9r127RparZauXbs286zaF2KxuE4jPD09nUmTJt32nE1NTeXtt9/m4YcfbpH2jQ888ADTp0+vdu7MnDmTGTNmkJOTg6enJ46OjuzZs4cvvviC995775bn2d69e9myZQt/+ctfOlRl/R9xcHBgzJgxjBkzhuvXr/PAAw+QmprK6dOn2bx5M97e3jg4OJCVlWXLc/Ty8qJPnz7cf//97UaK6XakpqYSGRnJ1q1bGTlyJEePHrVFKgRBYNu2bYwePZq4uDh8fX3ZtGkTjz76aIvPq0FFb41W82sH2EWV2zcffPCB8NNPPzV5HIvFIiQkJDTDjDoeN4tIFxYWCtu2bRPKysqETZs2CaWlpcI333wjWCwW4bfffhNycnJqFZe1kpiYKKSlpQlJSUlCZWWlsHfvXsFsNtcQrE1OThZMJpNw+vRpwWw21ypIajQaBY1GI6xevVrQ6/XCzz//LFgsFiE5ObnWY585c0ZQqVTC9evXG/dBNIGysjJh48aNLSL+Wh8ae+4aDIYWE4Ntb8THx9f6fHJy8i2v73v37hX+53/+R5g/f75w9OjRlppevbFYLMLf/vY34dixY3Vuc+bMGWHJkiUNFjBu71RUVFQTejYYDEJ8fLwQFxcnFBUVCRaLRTAajUJ8fLzw6aefCs8++6ywfv16Yd26dcK6deuEnJycNpx93VgsFuHAgQOCxWIRiouLbc+tWLFCKC8vrybg3JpzKikpEc6dO1dvG8juKrHTYhiNxmbxIt2teSBHjx7l8uXLHD582KbzNn36dNzc3Jg9ezZKpZIlS5YgEomIjY0lICDgll6N6OhowsPDOXLkCEVFRcTExFBcXMyRI0eqrRDz8vKAKq9URUUFW7durTaORqMhNTWVxMREFixYgFwuZ/LkyYhEojolKfz8/FAoFG0iIeLm5saYMWPaLIdRJBIhNEL0YOfOnahUquafUDskOTm51kKWQ4cO3bLKcOPGjcybN49PP/20RuuwtkAkEtGrVy8yMjLq3Gb//v3MmTOnRnu3jo6zszNardZ2LZHJZHTv3p3evXvj5eVlEzju3r07Tz/9NFOnTkUQBKRSKXq9nr///e8kJSW18buoycqVKxk9erRNrgaqvufFixfj6urK3LlzW3U+Wq2W5ORkNBoNISEh9d7PbuzZaTFGjRrFTz/91GR9NZ1Od9fl6yUmJuLh4UHPnj2JiIhAEAQcHByaRfJh8eLF7Nmzh5CQEHx8fJg4cSLffvutrbG8Xq9HIpHQp08f3N3dmT59OuvWrePs2bNcu3aNHTt20LlzZ/r27VvvYwYHB+Pg4MC4ceOaPP+GYrFYOHHiRKsf14pcLsdgMDRon/LycsaOHXtH5zfdzNixY2uEcvPz81m8ePEt9/P09KS8vLxdiU47OjrW2fO3srKS+Pj4ZtcAbA+IRCI8PDzqtUARiUSMHTuWhx9+mDlz5rBo0SIWL17MJ5980qSCpuamvLycRYsWtYse5EajkfT0dHJzcwkNDSUoKKhBC1i7sWenxRgyZAhyuZzjx483aRxrk+u7iZCQEMrLyxGJRAQHB+Pj41NnU/eGotVqWbhwYbUL2OLFi1mzZg0ajaZGcrmDgwPz5s2jZ8+edOnShblz57a7St9bIRaL0el06HS6Njl+Y+RXioqKyM3NbaEZtT/EYjEbN26s9tyZM2duu1BcvHgxGzZsaFceIYVCUaexd/jwYaKiopq9s0d7wcvLq9EFScOHD6dHjx589dVXjfKENzcqlYrTp09z6NAh4uPjmySh1BQsFgt5eXmkpqbi5eVFZGRko5wfdmPPToshFouZNGkShw8fbtI4d1slriAIdbY6ag6SkpK4du1ajecfeugh9uzZU6tcgEgkajbPYlswderUNlswNMbYi4+PJzg4uIVm1P5wcXFhypQplJWVAVVh3dDQ0NsuKrp06cKMGTP44YcfWmOa9UKn09VacFJQUMDGjRtbJXG/rZBKpYjF4kYbRosWLSI7O5u9e/c288wahiAI7Ny5k6FDhzJq1Ciys7NtqUQXLlxotTmUlpaSmJiIVColJiamSQUtdmPPTosyePBgEhISbHlgjeFuM/YSExO5cOECvXv3bpHxz549W6tIrUKhYNasWS1yzLZCpVKRlJTEjz/+2GbhoYYae0VFRYwePbrFjP32Sl5enu06ERISUqdGmclkQqfTsXLlSiwWCyKRiJSUFLKyslpxtnWTm5tLdnY22dnZtudycnL44IMPmDRpUot3VWhrfHx8KCoqatS+CoWC5557ju+//57r168388zqR0JCAkajETc3N5ydnTl48CDx8fEcOnSItLQ0zGYzJpOJNWvWtNgcbs7Li46Oxtvbu8kLbbuxZ6dFcXZ2ZtasWbz22mskJyc3agyj0YhMJmvmmbVPfv75Z3x9fVu0u8OwYcManENWH6y5cTff5NoSo9Fo8zTMnTu3zbpQNNTYu3DhQocKkzcXGRkZyOVyioqKkEgkdXrr4uPjSUlJYdGiRYjFYnr37o2Pj0+7Oe9mz55NaGgoy5Yt48UXX+Sll17ir3/9K8OHD+fBBx9s6+m1OK6urlRUVDQ6FBsSEsIjjzzCJ598UqPnbktSUVFBSkoKarUai8XCtGnTgCqv8+LFixk3bhwREREMGDAAqVTKlClTmt0D2dS8vFthN/bstDjTp09n/vz5vPPOO3U2PL8V1rDmnYzJZGLjxo2MGTOmxfs8V1RUkJqayvbt22vkFgn/14v1VqhUKkwmk+27TExMJCMjgwMHDiCTydpFFwCj0cjHH3/M6tWrCQgIaNO5SKXSBrXX8vX1bRc5S62N9dxfs2YNYrGYhQsX2l7T6/Xo9Xq+//57YmJi6NGjh+2aYM1p1Wg0bTTz6nh7e7No0SK++uorFi5cyLx58/jPf/7D9OnT7wqtUJFIhJubmy0k3xjGjRtHly5deOutt1r8exUEgTVr1iASiTCZTAwYMKBayseQIUNqLQBSKpUMGTKkWX6rZrOZ7Oxs0tLS8Pb2rjUvr6k5g3efnoWdNmH48OH4+vrywQcfcOXKFWJjY+vVWuhuMPSgyqsxbdq0VukuMWjQIAYNGgTA9u3bGT9+vM3r9euvv9KlSxcCAwNrfO5JSUmUlpai1Wrp27evzajLz89n5MiRhIaGcvHixXZhqEilUp588klcXV356aefGDp0KD4+Pm09rXrh5OTU6p0+2gNisRgXFxf69u1LQUEBCoUCFxcXJBIJ2dnZFBQUMGvWrFplmNzd3SkvL2+DWdeNg4MD3bt3b+tptAne3t5kZmY2ukpaJBLxxBNP8OWXX/Luu+/y5ptvtoihnJWVRWlpKQ8//DAymaxBAtdr1qzh8uXLPP7443Tr1q1Rxxf+r7NIUVERfn5+dOrUqdb7XUJCAhUVFRQUFDBs2DBcXFwaLEd25y8z7LQboqOj+eCDD1AoFHz22WccOHDgtvsYDIa74saXmZnZ6m3EAGbMmMGFCxdISEjghx9+YPTo0WRmZvLdd99RWlpqy6Eym82EhYXRp08fxowZg1KptHV2GDlypG283r17t1l+3PXr11Gr1Rw6dIhdu3bZPAL33Xdfm6cBiMXiWvMk/8jVq1fbpK1be0EqlTJ27FjKy8uprKxk27ZtaDQaTpw4Qe/eveu8wbm6urYryY67HblcjiAIje4eA1W/maVLl1JWVlZrQdkfWbNmDQaDod7alFeuXEGpVBIYGNio68MDDzzAxIkTG2XoCYKASqUiMTERi8VCTEwMnp6etRp63333HSEhIQwcOJCxY8fi5ubGunXrGixpZjf27LQqSqWS+fPn07Nnz3pdCO6G4ox9+/bRo0ePNjv+iBEj6NKlCxMmTEAqleLk5MTQoUMxmUyUlZVx4sQJSkpK+PXXX+v1XcydO5fCwsIGhS4bijWkceHCBUwmE5cuXUKn02E2mwkKCmLKlCn4+/sDIJFI2L9/f4vNpT7cKm/vwIEDpKens3r1aqKiohg2bFgrz679ER0dTUBAALNnz8bFxYV58+bdcjHk5OTUqvlddm6Pt7d3ows1rIjFYkaNGsWxY8duud3atWtZsGABZWVlxMXFcerUKeLj40lNTa0huWQ0GsnLy0Or1aJQKBqdduLq6srAgQP55ZdfKCkpobS0tF77aTQakpOTqaioICoqCj8/vzq9luXl5cyZMwcnJyegSsPRmuLw7bffNiiKYjf27LQJpaWl9RKMvZONPZPJxO7duxk2bFi7EM91c3MDqqQjIiIi8PHxISYmBjc3N3x8fJg8eXK9xhGJRBQWFqLVajl79iyVlZXN5nXJysoiLy+PzZs3Y7FYbN4yi8VC165dcXd3r9HF4+jRo9xzzz389a9/bbO8LgcHh2pFMYIgoFar0Wg0DBkyhNDQUBYuXNjmHsj2Tl5eHu+++y7r16+v9nx5eXmbFeDYqR2lUklZWVmT0zr8/f1vmf8nCIKti4WPjw+jR49m8ODBdOvWDZ1OR0pKCjqdjhUrVnD+/Hk0Gg3Xr19n4MCBTerMJBaL8fb2JjY2FqVSaYtUrVixgmvXrpGQkFBte71eT2pqKvn5+YSFhREcHHzb4ourV6/WqmRx8uRJHnvssQalONmNPTutRl5eHg8++CDJycmo1ep6SUvcycYeQN++fXFycmoXeYmHDh3CYrFQVlZWzShqTN7RoEGDbDlXKpWKq1evcvjwYZKTk/ntt9/Q6XS20Ex6enq9xrTKbAA88sgjiMViW2Vcnz596twvKioKhULBggULcHR05Ntvv23w+2kMVq+GSqXCYrEQHx9PUVER27dvR6PRcPDgQdLS0qo1ibdza77//nuuXLliKw7S6XRs2bKFffv23bX5ce0Vq1ZoUxd6arW6RlqDRqOhoKCA3bt32zr7/BGxWEz37t3R6/XodDqWLFnCrl27UCgUthSU5sDFxQWxWMwDDzwAwJIlSwgLC7O1wzMajWRkZJCZmUlAQAARERH1StO4ePEiPj4+tbbVc3V1bXAOo71Aw06rYQ3r/fOf/8TR0fGuNvYsFgvfffcdCxYsaOupAJCdnU1QUJCtGqw5BIjlcrkt4fnmiliZTIZMJqOkpARBEEhJSeHUqVOYzWZ69+5NeXk5fn5+eHt7o9fr8fLyQiwWs3fvXnr37m0Lz96O9PR0HB0d2bt3LwsWLLAZAwsXLuTYsWN4e3s3KCG7IQiCwLFjx5gxYwb79u1j4sSJuLq6YjKZOHv2LNOmTWPq1Kktcuw7GRcXF4YOHcrx48f573//y5EjR4iKimL58uV3lQh1R8HHx4ecnJwmiQFfvXrVluai1WqRy+X8+OOPzJkzx5Z6civ69+9v+3vZsmUUFhaSkpJCnz59bOHR5kalUnHu3Dn69OmDRqOhU6dODfoMBEGgc+fOdS4Co6KiWLNmDUOGDKn3mHbPnp1WIygoiMGDB1NRUYFara6XEWcymZrkam+vGAwGunfvjk6n48aNGxw4cIDU1FQOHDjQ6BL7s2fP3jJv6dixY5w4cYL8/Pwar126dInOnTvbVp4t+ZmHhYUhkUgYNmwYIpEIJycn7rvvPubOnUv37t0ZMmQIRqMRQRA4efIkgiCwYsUK7rnnnnq3jNPpdMhkMsRiMQ8//HC110QiEcOGDcPPz6/R2o+3wmw2s3r1ambMmAFU6a65urri5OSEv78/b731FkeOHGmSNMXdSt++fcnIyMBoNPLrr7/yl7/8hb/+9a92Q6+dolAoMBqN9SpOqg1BELh06RIxMTFcvHiR1NRUkpKSePjhh5FIJA2+TolEInx9fYmNjeWnn35q9LxuhVqtJjU1lc6dO+Pi4kJ0dHSDjd3MzEx+++23Oo1RuVzOggUL8PLyqveYd95d1E67ZsaMGZw6dQqZTHZXV8/JZDLc3NyorKykuLiYsWPHAlW5XY25ABUXF+Pi4nLLJHZvb2/8/f2rXUDKy8txdnbG1dUVlUqFUqlstc4NgiBQUVGBUqmslm8lEomIiYkBsHm/lixZUq8xNRoNGo2G48ePV5OU+SMikQiRSIRMJuPkyZP069evSRWwFRUVHDt2jMDAQIxGI4899li118VicbXquW7duuHq6sqqVatYtGhRo497t5GamkqXLl14/fXX2036g51bY+2X6+vr2+B9s7Oz0Wg0uLq6kp+fb5OMag7mzp3L9u3bGTNmTLP0KhYEgdOnT+Po6Gi7hjXm/LRqnU6cOLFe29YXu2fPTqtiLQIoKysjLS3tlttaLJY7VoT0+PHjAPzwww/V8s28vb3ZvXt3vcfR6XQYDAZOnDiByWTi1KlTtW5nMBhITEy0le3n5+eTlZXF/v370el0BAcHt3p7LrVazbFjxxqtUfVHjEYj5eXlFBQUMGPGjNsm7CuVSsLCwlAqlRgMhkZ72uLi4sjOzrZpR/br16/Oba0XZ19fX8RiMQsWLOD06dMtWrl8J+Hm5mYLz9sNvY6Bh4dHvStV/8i5c+eIjY3F09OzWQ09K/fee2+TDT1BECgpKSEhIQG5XE63bt0oKirixo0bXLx4kYKCAptjQ6fTkZqaSnZ2NiUlJbWOZzAY6tVeNDk5mcuXL9d7nnfmndROu0WpVOLl5cWoUaMYPHjwLbe9U/P1EhISCA4O5tKlSyxevLjaa3q9vkGJ5idOnKCgoIApU6bQo0ePGpWoVsRiMaNHj0YsFvPYY4/ZWtDNnDmT1NRUSktL2blzZ5PeV0NxdXXFw8ODq1evkpKS0uTxzpw5Q0VFRYNlbLp06UJubi55eXkNuin997//Ra/Xs2nTJmQyGe7u7kil0jqNEKlUWsNrK5FIcHV15ccff6S4uLhB874bMRqNJCQkNMv5Yqd1kEgkODg41OjWczusxUzWtmUtQUJCQp0L5NshCAKlpaUkJiai0+mIjo6mb9++SKVSpk+fjr+/P4GBgeTn56NWq1mzZg06nQ6tVovRaKyzZeXhw4cZOHDgbY8fFRVV77QWsBt7dloZmUzGq6++yuXLlzl8+PAtt71TjT1PT098fX0ZP358DcPAaDQ2SEIiNDS0WjHFqVOnar2I/Pe//7V5VUUiEUFBQfj5+QHQq1cv+vTpU29pleZk6NChdOvWrVma2MfGxqJSqaioqGjwvlFRUURHR3PgwAFKSkrYunXrLbdPTU3loYcewsHBgTlz5tTrouvg4FBD8wuga9euPPDAA+2izVx7Z9iwYYjF4g7TDcVOFT4+PhQWFtZ7e0EQ+Oabbxg3bhyRkZEtNq/w8PAGewxvFkTWarU2o+uPMipyuRxvb2969uyJv78/8+bNQ6lU0rNnT1JTU2s1fgVBoGfPnvWSYLIWt9UXu7Fnp9U5c+YMRqORrVu33lLs9k419nx9fXFycqq1lZC3tzfl5eX17iEsFourJSnfd999XL58mbi4OIqLixEEgV27dtVLk6k5KnAbikajYf369YwePbpZxgsODm50cYlIJLIZXffffz9r165FEATi4uIoKyvj9OnTXL9+nYSEBAoLC21eOhcXl3qp2d9KWPns2bNcvHixUfO+m9izZw/Dhw9v8f7RdpoXq+h1fbs+HDlyxCbV1ZIcO3as3otDQRAoKysjKSkJjUZD586dCQwMvK1WnpWbr0vjxo3j3LlzqFSqagvAU6dOUVxcXK8UBWuhWX2xG3t2WhWz2czu3bsJDg62NaCuq6flnWrs3Y5u3brRtWvXajmNVrf/5cuXbfldVkP5j0Zj//796dGjB7/99hsikeiWOWRtjbOzM6NGjeLnn39ulvGaK/9NJBIxZ84cW3N0hUJBYGAgPj4++Pv7M2TIENu5GRkZyffff3/bMW9l7A0YMIDS0tIGh7ruJgRB4PDhw9x7771tPRU7DUQkEqFUKuvVyiwtLY3Vq1fz5JNPtnjbwMmTJ/Pbb7/VmSMnCAKVlZWoVCqSkpKoqKggMjKSwMDA2y4q9+/fT2pqap3dP2bOnImjo6Pt2qFWq/H19W2xbkp2Y89Oq3LhwgVcXV1ZtmwZERER6PV6zp07V+u2d6uxZ7FYSE1NZdu2bRQUFHDw4EHOnz9PZmamzVhYvXo148ePJywsrNYxpFIpRqORM2fOkJiY2Iqzbziurq706tWrSWOUl5ezadMmJk6c2GydFKzn3oABA3BwcCAwMBAXF5daPbILFizg0KFDtx3vVrI60dHRmM1m4uLimjDrOxej0YhKpaq3zqKd9oW3t/dt81KPHz/O8uXLeeyxx2wV+S3NhAkTUCgUnD17ttrzer2euLg4zp8/z4kTJ3BxcSElJaWaJ++HH36guLiY1atXV9v3ypUrDB8+nIiICAIDA2s9riAIbN68mdmzZwNVMmN15fE1B3bpFTutysmTJxk+fDhSqZQnnniC//mf/6kzX+tOrsati/LycgRBQK/X8/zzz2M2mxk8eHANvaWFCxfedqyZM2cSHx9P3759W2i2jScvLw+RSISfnx9JSUlcuXKFgQMHNqoyd82aNTz00EPMmjWrTc+X27W8k8vlt+wHHRgYiFarRalU8uuvvxIREYFIJKrToL/bkMvlREZGcu3atWpCuXY6BtbiJYPBUKvHTqfT8e233/Liiy82W4V+fefl5OSEyWQiJyeHkpISvLy8OHXqFP369aNHjx62HLrKykpSU1M5ceIEHh4e3H///YjFYh555BG2b99OeHg4er3eJuskEonIzc2lsrKSgoICBgwYYFuMSiQS5s2bx/fff89DDz3EwYMHmT59esu9zxYb2Y6dP2A2mzl//jwzZ84EsK3QMzMz23Ja7YqSkhIqKysZPnw4UHUhakoOmtlsrneeTGuRnZ3NSy+9hEQiwcPDg4qKCnx8fDh//jzvv/9+rd5ctVpNYWEh4eHhNV6bNGkSly5dYsCAAa0x/VqRSqVcuXLlliEYkUh0W10sJycnwsLCbAbe/v37USqVXL58mREjRjTnlDskvXr14tKlS3Zjr4Pi7e1NUVFRjYImQRBYtWoVUVFRrWroWZHL5YSGhtqqZRUKBffdd1+NQonOnTuzd+9e5s2bx9KlSxk7diwODg5IJBJGjhxZa5FVbGwsUFWYV1FRgbOzsy0nTyQSMW3aNE6cOMHIkSNbdLF6d7lN7LQpGRkZODo61vihZ2Rk1NjWZDLVO/H1TiIsLIzs7OxmqU4F6NOnT4vnvdQXi8XCpUuX+PDDD3nggQdYtWoVTzzxBC+++CL/+Mc/EIvFvPHGG7V6v8rLyxGLxbW+5unpSWhoaGu8hVsyZ84cVqxYgSAInDhxotZt6mPw3cz48eNxdXVttZBWe8dq7NnpmLi7u9uiFzezYcMGUlNT+X//7/+1+pysEiplZWXIZDL69etH586da62I/e9//8uoUaMQi8V8/fXXAGzevBlBEG5bTe/v7098fDx6vd6WV2zt9x0XF9doLcL6Yjf27LQaSUlJNW5aEokElUpVI6n+bs3XAxg9evQdI8NRUFCAxWKhqKiIN998k5UrVzJu3DhmzJiBRCKha9euxMTEcOzYMTIzM5kwYUKNi2x5eTknT57Ew8ODnTt32lrCJSQkAFXn1e0EuluLJUuWoNVqcXR0RKPR1HhdJpPdMpRbGxs3bmx1wev2SmRkJNnZ2S3S5spOyyMSiXBxcalWAbt7926OHTvGK6+80qrnuVUM+WYJlaCgoFtGUh566KFqTggnJyfmzp3Ljh07KCoqum1XqAkTJpCbm2tTW0hOTubKlSssXbq0To3U5sJu7NlpNRISEoiOjq723BtvvAHAgQMHqj1/Nxt7UqmUPXv2dOjKzPLycpYvX85TTz3Fs88+y1/+8heio6P56KOPmDJlSjVpgR9++IE1a9bw0ksv0a9fP86cOcPBgwdJTExk48aNiEQipk6dipubG/fffz8HDhxApVJRVFREYWEhqamptxXobi0yMjLYuXMn3t7eXLlypcbrtyvSqI177rmHH3/8sbmm2KYIgsC5c+dISEhg48aNmEwm2w3y5s/l7NmztXpArc/dbbm8dxLWUK7FYmHnzp1s2bKFV155pdUWuIIgUFxcTGJiInq9nqioqHpLqJw6dYobN27UeH769Ol4eXmxc+dOMjMzSU5OrvP8DQ4ORiaT8c477+Dj41MvAeXmwJ6zZ6fVSEpKqpGAGhMTw1tvvVWjwlGv19fZBPpuYObMmezdu5d+/fp1OAFZQRD4xz/+QUFBAVAVSp42bVqdBQw6nY7x48fj6emJWq3GycmJAQMGIBKJCA8P5/LlywQGBtpyPKdMmQJgy2tsbFKzxWLhv//9L8OGDcPNza1G706z2VztBlBQUICnpye//vorEydOpKysDKVSWa2QKD4+njlz5gAQFBRU45hWY68hjdEFQajVS1jbdiUlJbi4uLS7hZJVXmnv3r1MmTIFuVxOcHAwEomEnTt3MnbsWM6fP4+Liwve3t5IpVLKy8tRKBTV3ovZbLYbeh2IoqIiMjMzkUgkSCQSxGIxBQUFpKSkcPToUfz9/Xn99dfrrFhtTiwWC4WFhZSUlODp6UlUVFSDU4UGDx5cq7EHVV7LuXPnUlpaiqurK1u3bmXs2LGUlpbi5+fHoUOHCA8Pp6KigujoaAYMGNCqKTZ2Y89Oq1BcXExRUVGtN6E/evugyti7U0KZjSU2NrbZZERak+LiYoqLi1m7dm29xEH79evHf/7zH+bPnw9UN5LWrl3L5cuXKSsrIzw8nJdeeqne4s+5ubkUFhZWk3XJy8vj7NmzuLq6EhAQwLx588jLy0Mul7Nq1SoWLFjA6tWrGT16NDdu3CA7O5tJkyZx6NAhQkJCEIlEdO3aFagqnhg5ciQnT560tXSKjIyksLCwTgPdwcGhwT14S0tLmTBhAps3b2bChAnVOqFYP9+srCyuXLmCh4cHYWFh5OTkVOu53Fao1WosFgt79+5l1qxZNpkJwBaymzt3LlDlwbyZuLg4lEolFy9eZPr06Rw8eJA+ffqgVqspLS29668P7RmLxcK+ffvYsGEDISEhCIKA2WzGbDajVCqJjY1l/PjxhISEtLjxbjKZKCgooLy8HG9vb2JiYhp1zOLiYiQSCfn5+bUWilmxCn4/8MADCILAhQsXCA8PZ9iwYbXKNrUWdmOvlRAEgcLCQtzc3CgqKqK4uJhevXrdNc28rVp6//jHP/jyyy9v+2Orqzz/bmLbtm088sgjHe4cKSoqwsfHp97zjo6ORqVSkZeXV0ND7fLlyyxdupSgoCCeeOIJXn31VZYtW3bb5uUrVqxg7ty5yGQyDh48yOjRo206Vvfdd1+1uVmNy0WLFgHY+hVHRkbazsMHHnigxvuZNWsWAIMGDeLq1asEBgZiMpk4e/Ysffv2JTU1tYbCfWPCuNZcnrCwMPR6PevXr2fkyJEkJiYyduxYUlNTMRqNTJo0iYKCAuLj4xvkOWwpCgsLKS4uRiqVVjPy6ovVWLUahSEhIXh4eNCzZ0+ysrLsxl47paioiC+//BKVSsVrr71GREREjW3MZjMpKSktaugZDAby8/PRarX4+voSEBDQ6GtpSkoKFRUVNkH1+iISiRg7dixQU/y+tbEbey1MdnY2x44d4/jx47bWKG5ubkilUvz8/IiNjWXixIltPc0Wx+qNsd4Qb2fICYLQ4Yyc5sBgMCCTyVi5ciVLlixp6+k0CgcHBwoLC0lLS6v1Qv9HpFIpUVFRpKamVjP2ysvLKSgo4LXXXmPcuHEYjUby8vL461//yl//+tdb9sy0fnYuLi6EhIRQXFyMWq2muLiYkJCQer8X63l6q3PR6n1du3YtsbGxREVF4enpWatX1ip23VgcHBx45JFHgCrjZ/Xq1cydO9c2pjUHqK2NPUEQOH78eLPohlm9pNbvOygoiKysrCYLcdtpXgRB4ODBg/z3v/9lwoQJzJ49u84erxKJBLlcTmVlJY6Ojs06D51OR15eHkajET8/P4KCgpp0L7FYLOTk5DBixIgOfU+yJz+0IGazmRdeeIGysjIWL17Mt99+y3fffcd//vMfPvroI0aPHs2OHTvYvXt3W0+1xYmLi2Py5Mm89tpr9TL07jbUajXff/89Fy9eJCEhocMaelDVXHzmzJls3Lix3vtER0fz22+/VfvuN2/ebAuZ/vrrr4wePZqQkBCcnJz4+OOPb6kfuGLFCtvfkZGRFBcXI5fLW0SfzcXFBX9/f55++mn69+9P586dMRgM7Nixo8a2zX2zWLhwIQqFwmbcrV+/vs0li4qKivjxxx9bTCBWqVTethPDnUpKSgpvvfUWy5YtIycnp62nY8NsNvPVV1/x448/8ve//52HH364TkPPio+PD4WFhc02B7VaTUpKCtnZ2fj4+BAVFYWbm1uTf3NisZhhw4axevXqZmnF2FbYjb1mIC0tjW+//ZYzZ85gMpkQBIHMzEwuXryIWCzmgQceoFevXram9SKRCCcnJ0aPHs0LL7zApk2bbMnsdyImk4lz585x33331Xv7210o7jRcXFyYMmUKPXr0sBk4HZmJEyeSkpLC+fPn67X9lClTyMnJYe/evUBVvt2RI0f485//bNumsLCQgoICsrOzMRqNt2wD98cG6jExMTX0HVsSkUjEQw89VOdrLSV0PW/ePDIzM+vsx9nSpKWlUVZWxowZM5p1XGvu0w8//MDp06dbrH9oeyYnJ4f33nuP3r17k5aWRn5+fp3bpqWlsWPHDi5fvtzi89LpdHzwwQfk5eXx9ttvExUVVa/9nJ2d0Wq1TVrcWzXyEhMTKS4uJjg4mMjIyGaXcJFIJDz22GP8+uuv7crIbgj2MG4j0ev1/Pzzz1y4cIHs7GxGjBjBpk2b+Pe//21zUfv6+nL//fffMrckNDSU6dOn89e//pXJkyfj4+ODTCYjPDycTp063RGVZ0lJSXh6etaodqyLu1V2JSUlBaVSeUe0x1IoFDz99NN89tlnLFmyhKFDh95ye0dHR5599lneeOMNBgwYwK5duxgzZowtZy4wMJD777+f8vJyTCYT+/btu2U4dM+ePTUMvtZk9+7dTJ06tdbz2No2raXO8S5dupCbm2vTMmutkK5VWLa5PfMmk4nly5dTXFxsa1/Vs2fPZj1Ge0atVnPu3Dk2bdrE9OnTmTJlCoWFhfz0009ERkbaCnagKuS4bds2du7cyeDBg9m6dWuLtB+zGlmXL19my5YthIaG8sorrzQoz1okEuHm5maram8IVu3O4uJi3N3diYyMbHSnoYYwYcKEDtvxyW7sNZLNmzeTmJjIlClT6NWrF46OjgiCYBMI9vb2rrf7eMaMGQwYMICffvrJ1kdv3bp1aLVa+vTpQ8+ePXFzc8Pb25uIiAjEYnGHymmLi4ujd+/e9d7+bjX2+vTpw65du3BxcUGpVLbKxasl6dOnD1FRUfXWCwwLC2Ps2LE2L8HHH3+MUqnE3d2d69evY7FYOHr0KBcuXKBTp063DFd26dIFlUrVJknR6enpDB8+vM5z2Fqk0VLnuLWDhzWUPnnyZPLz8+vtcWnsMS9evIjZbG72UHliYiJlZWV88sknHf43UV/Kyso4c+YMp06d4tq1a8TExPDggw8yatQoAB599FHWrFnDc889x6hRo/D398fT05Ndu3ah0+l499138ff3p1+/fvzrX//i3XffrSZ9lJGRwdq1a8nMzKRTp05ERkby4IMPolAoMJvNlJaWkp6eTkJCAgkJCVRUVNC1a1csFoutw48gCISHh7NgwQL69+/fqPuRt7c3mZmZ9f6dGo1G8vPzUavVTaqsbQqpqakEBgZ2uOjT3fHLaWYKCwvZt28fH374YTWJBZFIZCu7bihBQUE8+eST1Z4rLi7m5MmTJCYmUl5eTm5uLhqNBrFYjEajoU+fPjz11FPtXp7jwoULtqTy+tBQHbI7iUmTJiEWi1m7di0LFy5s6+k0mm+++YbTp08jCAJPPfVUvfebM2cOe/bsITw8HC8vLwDuvfde1qxZQ1ZWlq2Aw9qwvC7c3NyQy+WkpKS0uDL9H5HL5be8ETSmIrchlJWV2YoZ5syZQ3FxcaNuiFavamVlJQqFAoPBgFQqxWKxYLFYEASB1NRUIiIiWL9+va2Kubk5evQo/fv3v6MNveLiYhISEkhMTCQhIYGcnBx69OjBsGHD+J//+Z8a10OZTMaSJUsYO3YsJ0+eJCEhgcLCQrp27cqDDz5o+6wGDRpEeno6//znP3nmmWcIDg6msrKSt956iylTprBo0SLy8/M5cOAAzzzzDCKRiNLSUpycnAgMDKRLly7cf//9uLi4cO3aNaRSKbGxsQQFBeHl5dVkh4NcLkcQBIxG4y1/M1qtlvz8fEwmE76+vgQGBraJs0MsFjNu3DjWrl3Lo48+2mEcLmA39hrF9evXCQkJaXGxWy8vr2p5boIgkJ+fj0gkwtHRkQ0bNvCXv/yF4cOHM3ToUCIjI9vdyVdSUkJeXl6D8tD0en2dArx3OtaL9KRJk9p4Jk0jPj6eYcOGMXHixAYtRhwcHGok9g8fPpw1a9Zw4sQJ3n77bXbv3o2bmxvbtm1jyJAhtd4kwsLC0Ol0FBcXExYW1qqGQnl5ORaLxWas/hEHB4cW64N5/fp1AgICbNI0FouFHTt22BYO1p7T2dnZBAUFkZaWRkhIiO0GbzAYqKiowNXVlR07djB//ny2bt3KzJkz2bVrF4MGDSItLQ03NzdcXFyQSCQIgtBihl5ubi4nT57kk08+aZHx24q8vDwuXbpkM/CsQrsxMTE8+uijREVF1UtPMiIi4rYV77NmzUIul7Ns2TKCg4OBqiIq6+8sMDCQvn37kpycjJOTE97e3rUeu6X6M3t5eVFcXFxDdkkQBMrKyigoKEAmk+Hn59duhPbnz5/P2rVrmTdvXpsXRNUXu7HXCGJiYvjss89sStythUgkqvaDeOKJJ0hKSuL48eN89NFHSCQSHnzwwXZVIn7x4kW6devWoFyO263y7gbOnTtn6xTRERGJRAwbNqxZiiLc3d2ZMWOGrRLu8ccf55tvvqG8vJy3336bv//977WeXwqFgsGDB7N69epW9ZIGBQUhFovrrEhtSc9ecXExnp6etrxPs9lMbGwsaWlpiEQizp49y+TJk4mPj7cZe76+vly5coXIyEhKS0txcXHBZDLZRK7nzZsH/K4r2BDpmqZi7T7Q1hplzYXFYmHdunUcOHCAXr160aVLF6ZMmUJoaGiLGQ1isZgZM2Ywfvx4EhIS0Ov1NdJqRCJRreL2rYFSqSQpKcl2bzObzRQWFlJaWoq7uzsRERHt0qv78MMPU1FR0WHOzfb3CXYA3N3dGTt2LJ9//jlLly5tUy9UdHQ00dHRzJ8/n0uXLrFmzRp2797NlClTGDx4cJv/SM6cOUO/fv0atE9HykdsbgwGA99//73tRttRCQoK4saNG82WJ/bwww/b/p4wYQLFxcVs3bqVxMRE3njjDZYtW1bnqn/hwoVs2LCBuXPntsp55eLigiAIDBs2jJMnTxIeHo6fn5/tdalU2mISDnq9vlrCPvwe1hWLxTZxY2u3ivHjxwMwevRoAJvnp73g5uZma7XW0TEYDPz73/+mtLSUTz75pNWNBBcXFwYMGNCqx6wPYrEYR0dHSkpKqKioQKfT4e3tTZcuXdr1fUAqlbJ///5aBdfbIx2/1LONmDdvHoWFhbzyyittPRWg6gfTp08fPvjgA+655x527drFk08+yaZNm26Z29SSqFQqLl++TGxsbL33uZsNPahaYd8JItvBwcFkZWW12PizZ8+mX79+mM1m0tLSePnll8nOzq5z++nTp7fqeSUSifD29iYqKgp3d3dOnjzZKsf19vauJusik8kYOHAgnp6eHcYDcTPe3t42MfqOTFlZGcuXL8dsNvPaa691yO+iJbCGajUaDenp6baii+bIB2wNZsyYwcGDB9t6GvXCbuw1EmuF0p/+9Ke2nko1pFIpo0aN4p133uGvf/0rBQUFPPPMM3z44Yf8/PPPXL58mUuXLnHu3DkOHjzIpk2bSE1N5dq1ayQkJDSr/tfRo0fp06dPg4ot7vYQrkajIS0trUljqNVq9u/fz/HjxykqKmqmmTWM4OBgMjIyWmx8iUTCCy+8wPDhw7FYLKhUKp577jk+++yzWrdXqVTs2rWrxeZTF+7u7lgslho3LrFY3CJaez4+PjatwjsBhUJBp06dSE9Pb+upNApBEDh27BjPP/88ERERvPDCC3el0sAfMZlM5OXlkZiYiFqtJioqCicnp2bvptHSSKVSIiIi+Pbbb9t6KrfFHsZtJMeOHUMsFrNp0yYqKysZPnx4W0+pBp07d+app55i/vz5HD9+nJSUFI4ePYpEIkEmk+Hs7Iybmxvvv/8+bm5uaLVaYmJieOqpp5pczi4IAocOHbLl+9SXu1V2xYqbmxsqlapR+1osFjZt2sSePXuIiYnBYrHw9ddf07dvX+69915CQkLqlfTdHPTs2ZMvv/yS8vLyGmHF5kIqlfLYY49x7NgxnJ2dCQwM5PLly1gslhrnb6dOnVAoFK2aZ6vT6di2bRujRo2qkY8ll8sxGAzN/n14eHgwevRo8vPzq4WOOzIRERGkpKTQpUuXtp5KgygpKeE///kP2dnZPP/883Tv3r2tp9TmaDQaCgoKMBqNeHt7Ex0dbfutKpVKVCpVh+t5HBYWxkMPPcTatWvbdfqN3dhrJNOmTSMkJIT169e3+5wSNzc3W47OraisrOTtt9/mxRdf5IEHHmDIkCHodDpSUlIIDw9vkIcuLS0NtVrdIH09sBt7YrGYvn372hLn61vJKggC33zzDRkZGbz99tsEBgYCVZWhe/fu5ZNPPkGtVjNv3jwmTpzY4iESV1dXunfvzsmTJ1skLH39+nVSU1Px9fUlKCiIXr16sWDBglu+L5VKhVgsRqlUtoo2l4ODA1qtlk6dOtUoVLEWaTS3sWftznHlypU7wthTq9WUlZU1egHUViQlJfHBBx8wYsQInnvuubv6mmaxWCgpKaG4uBiFQoG/v3+tHjwvLy/S09M7nLEHVR7oRx99tK2ncUvsxl4jCQoKIjAwkC1btjS4AKG94ujoyJtvvsnp06fZvHkzW7ZsQaPR4ObmRl5eHgMHDuTee++9rW6ZIAjs3r2bESNGNLjCTK/X22Qj7lYCAgK4cuUKAKdPn2bQoEEIgkBOTg7u7u61GoDfffcdSUlJ/OMf/6j2upubG7Nnz2b27Nmkp6fz2WefcfbsWZYuXdriF9WxY8eyZs0aYmNjm10Lsri4mP/85z8EBgaSnZ1NYWEhcrmchx56qE6DLyIiArVazaZNm5g7d26zzqc2RCIRixYt4tixYwwaNKhaxXBLVuS6uLjQu3dv9uzZw6RJkzpE7lNdfP7550ilUh544IG2nkq9OXfuHP/7v//L448/3qB85TsNvV5PQUEBGo0GT09POnfufMv7gUwmQyQSddhUnpUrV7brnub2nL0mIBKJkEqlnD17tq2n0myIxWKGDBnCBx98wNy5c/l//+//8cEHH/Dpp58SGBjIO++8w6pVq2rtimAwGCgoKODrr78mNTWVe++9t8HH1+v1DZJpuVPp3r27LYfl+vXrHDhwAI1Gg1qtrrHtnj17OHXqFMuWLbulURUWFsa7775LcHAwL774IseOHWuxHq1QJejas2dP3n333Wb3fg8YMIBp06aRnZ1NcHAwer2eHTt28O23396yXZeLiwtz585l/fr1aDSaZp1TbYhEIjp16lSjKl4ul7eosLKXlxejRo3i119/7bD5bikpKSQlJfH00093mFwulUrFF198wXPPPXdXGnpWL15ycjJZWVkolUpiYmLw9fWt18LfqrnX0bBYLDZpovaKSGjuRoatSGlpKfv372f8+PGN7lzRFA4ePMiXX37J+++/f0f0M60PKpWKVatWce3aNXr16mVLQE9MTCQtLQ1nZ2eio6Mb3dkjKSmJqKioDu2NaCny8vK4cuUK48aNsz2XlpbG8uXLefPNNxskm3HlyhVWrlyJWq0mNjaW0aNHt8g5bLFYWLVqFZcvX+Yvf/lLs2u0ffnllxw8eJDo6GiSkpIAmDp1Kg8//PAtby6CIJCcnAzQ4vpigiDUWPWbzWauX7/eKt091Go1e/bsafc3oz/y7rvv0q1bt1q1CtsrH3/8Me7u7i0mMt1e0el0FBYWotFoUCqVeHt7N0r2y2KxkJSURExMTIe6B+h0Ovbv39/q2qgNsYHsYdwmYJUDSEhIuGuMPaVSyfPPP09aWhoJCQlotVoEQWDWrFmUlpYSFhbWpBvY3S69UheVlZU4OTkxZMiQas998sknPPLIIw3WR+vevTsfffQR169f59ixYyxfvpxRo0Y1uyL8+vXrmTp1Kv7+/rz++utEREQwe/bsZku2//Of/4yzszMWi4Wnn36aXbt2kZiYyJtvvsnjjz9OUFBQrftZBcrFYjEFBQX4+vo2y3xupqioCJVKxaFDh2qEdyQSCWazudmPWRsuLi5MmzaNlStX8thjj7V6L9HGkJaWRlxcHJMnT6614KY9sm3bNq5fv87777/f1lNpFSwWC6WlpRQXFyOVSvHx8SEoKKhJ12+r5p5Wq8XZ2bkZZ9uyKBQKgoOD0el0nD17lj59+mAymdqVxI7ds9dILl++zKeffsrIkSOZM2fOXZ2Aa8VsNiMWi1m5ciWLFi3CYrE0aHVn9ba0lZJ7eyY1NZXKykp69Ohhu6D89NNPBAcH89RTTzXZQC4pKeHdd9/lnnvuqeY5bCoqlYozZ84wYcIEdDodhw8fZuPGjUybNo1p06a1yE3cZDKxfft2du7cSWxsLPPnz6+zEEKtVnPy5ElGjBjRbL9ha/FIUlISXbt2ZcyYMbVul5iY2GItqP6ItZdtR2ntVF5ezo8//sipU6fw8PDghRdeaNe5vLt27WLnzp384x//aJGFQ3tCp9NRUFCAVqvFw8MDLy+vZhXv12q1FBYWEhoa2mxjtganT5+mb9++5OfnY7FYKC8vp0ePHi16zIbYQHZjr5E8/fTTzJkzp4bkSkdZhbY0J0+exMPDo0E3M4PBQHZ2NuHh4S04s45Heno6P/zwAwEBAWRmZnLlyhUiIiIYNWoUo0ePbrbz7eTJk+zatYvly5c3y3h1kZuby8cff4yXl1ejw/31oaysjG+++YaCggL++c9/3vJz2rhxI9OnT2+W6tj09HSKioro3bs3lZWVdVYkJycn2zpb/JHmlk7JyMggNTWVsWPHNtuYrYHJZGLNmjUkJiby+uuvt0tvz759+9i8eTNvvPFGs7QHbI+YzWZKSkooKSlBLpfj4+ODs7Nzi0VhEhISqsmydEQ2btzI5MmTW0x6ChpmA3XcT7IN0Wg0FBUVMXjwYHbs2IEgCKxYsQKVSsW2bdtumSB+N1BSUkJAQECDPXQ6na7deUiPHDnCK6+8wosvvkheXl6rHjs/P5+vvvqKF198kfT0dCwWC0OHDuWTTz7hH//4B2PHjm3Wi2FUVBSZmZktfv4GBATw9ttv4+7uzksvvcSJEydapH2Yu7s7f/nLX8jLy7N5Io4dO8aqVavYv39/ta4Mc+bMIT8/n3379pGVldXojg0ajYa8vDy6du2KTCbD1dWVgQMHcvjw4RoFGbcq0jhz5gzr16/HYDA0ah43U1xcTGlpaYcz9OB3LcXw8HDeeOONNhMJr4tDhw6xceNGli1bdscZeoIgUF5eTlpaGqmpqYhEIjp37kx4eDguLi4tmm5j1dzryMyZM4erV682y2+4ObB79hpBWVkZjz/+OAMGDOCxxx7D29vbduKr1Wp27NjBQw891GrzaW/cuHGD/Px8MjMzCQsLq7c0TVFRESKRCC8vrxae4e0xmUz89NNP/Pzzz/zpT38iPj6e69evs3jxYkJDQ1s8r9Aq3zB27FgmTJhgaxLekgiCwMKFC/noo49ard/z8ePH+fHHHykvL+fxxx9vERmjr7/+mt9++w2z2Ux0dDRdu3a1FRT16tWLmJgYunTpYvMox8XFER4e3uB8m7KyMqRSKTdu3OD06dPV0jsyMjLw8PBAJBLZ9Crz8vJQKBQ1jnPo0CGCgoIIDg5GJBKxYcMGZs2ahUKhaHAYNj4+Hg8PD8RiMQEBAQ3atz1hsVjYsmULv/76Ky+//HK7yJE+fvw4K1euZNmyZXdUNEKv11NUVERFRQUuLi74+Pi0+iLcaDSSnp7ebL2124q0tDTMZjOOjo515g83BXsYt4XZuXMnu3fv5tVXX61xE965cyfjx49vtU4F7RmdTkdubi6FhYV07dr1tqLM2dnZderItSZxcXGsWbMGZ2dnnnrqKfz9/TEYDHz//fccO3YMBwcHpkyZwujRo3FwcMBgMJCVlUV5eTm9e/dusiG4b98+NmzYwPPPP9/iOR9/5JVXXmH27Nn06dOn1Y4pCAIXLlzg008/bRFDUxAEiouLcXJywsnJCZPJxBdffEFBQQGVlZUYDAYqKioYOHAgf/7znzGZTOzZs6fBVaAJCQlIpdI6C5TS0tLQ6XRkZmYyevRorl+/jqenZ41wbX5+Pu7u7tWuIWfOnMHb27tBRsXZs2fx9/dHqVS2+W+qoWi1WpycnGo8v3nzZg4dOsTnn3/eBrP6ncrKSh5//HFef/31Dm+QQFWYtrS0lJKSEiQSCd7e3ri5ubVpsVxycjJhYWEdUnPvZgoLCxGJRBw6dIjx48c3a9GGvRq3hTlz5gzz5s2r1dsSGxvb7kKRbYVCoSA8PByRSISjoyMrVqy4pehkW3fPyMnJYe3ataSnp/PII48wbNgw28VOLpczf/58HnnkES5fvsxPP/3Exo0bkcvllJSU4OPjQ2FhIW+99RYRERGNSlg2mUxs2rSJo0eP8sYbbzS7TEl9CAwMJC0trVWNPZFIRL9+/RgzZgzr1q3j2WefbfbxbzYgCwoKOHbsGH379sXR0ZGUlBS0Wi1ZWVl8+OGHPPvss4waNYrS0tJ6LyJLS0vJycm5Zag0IiICAG9vbxQKBdnZ2UgkEvLz8+nVq5dtu/T0dGJiYqoZewMHDiQlJYVDhw4xcuTIeoXvpVJpi3gTWpJLly5hMBhIS0tjxowZWCwW1Go1SqWS1atXc//99/Pdd99hMpmatSigoaSmphIQENChDT1rmLa4uBij0YiHh0ejr10tgVVzrzWiGi2Jj48PUNV1q6CgoM0qdO05e40gODiYTz75pNb8ka1bt6LX61m3bh1nz54lLi6O1NTUauK1BoOBrVu3tuaU25SwsDCkUimLFy/mxx9/rDPvxmg0tsmFxmKxsG7dOl5++WUiIiL45JNPGD58eK2rWrFYTO/evXn11Vd58803eeihh3jrrbf4/PPPmTBhAm+++SaPPvoou3btatAcUlJSeO6550hISOCtt95qE0MPYPz48ezYsaNNhE1nz55NfHw8qampLXocsVhMeHg4169fJzs7m+7du/P000/z//7f/8NsNvPXv/6Va9euceDAgXrnErq6ujJgwIB6bWut1hwzZgxmsxlPT0/27NlDdnY269evp2fPnrXeEDp37szIkSNZu3ZtveaVl5fX7nLcbsWqVavo1q0b/fv358EHH6SyspK9e/eSnJyMSqViyZIleHl54enpSVpaWpvONS4ursMaelqtlszMTBITE1Gr1QQGBtqEj9uLoQd3Rt6elSNHjpCYmMiqVataVMj+VtjDuI1gw4YN5Ofn88wzz9TLzX306FEGDx7M6dOn6dKlC0VFRQQGBpKUlIRYLCYrK4vRo0e3eNJre8BisZCbm4ter8doNBIYGGgLMbWmFMXNbNq0iXPnzvHCCy/YVmFNISUlhXfffZfly5fXO2l72bJlDB48mClTprT5ObB27VpKS0t55plnWv3YW7ZsITs7u0WPHR8fz5tvvnnLbXx9ffHz86NXr14MHDjwlt+j2WwmJSWFgoICRowY0aC5WM9564IjNDSUUaNG3XY/q5f8wIEDdXoT9Xo9EomkXd3A/0hhYaHtetC/f/96eSx//fVXdu7cydtvv11rqLelMJvNXL58mSNHjhAXF8fbb7/dYfIgDQYDxcXFlJWV4ejoiJeXV4tW0zYXGRkZ+Pj4tOr33BS0Wi2//fYb0dHRNukYtVqNVCq1tUjMz88nKCioWWSQ7GHcFiYvL69BuVkjRozAZDLRqVMnZDIZLi4uuLq60r9/fwBiYmJwcnK6bZjzTkAsFiOTyXB0dKSoqAhBEFi9evUtm9ir1WrS09NbJH8tJSWF3bt389577zWLoQdVHphx48bxyiuv4OXlxaRJkxg/fnyt789gMLB9+3aKioraTR/TKVOm8Mwzz6DT6Vo993TixIk89dRTFBUVtViRSI8ePfjuu+84f/48N27cQBAEnJ2dcXFx4fjx4yQkJBAUFMSNGzfIy8sjJCSEc+fOMXXq1FrH27x5M1OnTm30QkWlUqHRaIiJibFdE27HkiVLEAQBd3d3Tpw4wdChQ2tsYzQa2bZtW6v0AW4MFRUVXL58ucHyQWPHjiUhIYHly5ezbNmyZpVjSUtLs7URlMvltkdpaSm//fYbLi4ujBw5knnz5rWLQrJbYTKZUKlUtjw8Ly8v/Pz8OpScibe3N0VFRW0W6WgIJpOJHTt2MGfOHDIzMzl48CBjxowhPT0duVxOdHQ0CoWCnJwcvL29W11GyO7ZawTvvvsuo0ePrvUC2xTS0tIIDQ3tMMKnzYXZbObUqVN06tSJvLy8al0ioCrHqrCwkIqKCnx8fIiMjGyW41osFl5++WXGjh3LpEmTmmXMmzGZTMTHx7Ny5Uqio6MJCwvD1dWVsLAwDh8+TFxcHHl5eXTp0oWlS5e2KzHWV199lalTpzJo0KBWP/b//u//0qlTJ2bOnNnix9qwYQM///wz3bp149q1a7VKrgiCQHR0NP369WPq1Kk1ejer1WosFkuj9LQuX75Mamoq4eHh9O7du8H7GwwGVCpVnedOfHw8AQEB7dIwSUhIwNvbu1FGvcVi4euvvyYlJYU5c+YwYMCARhsxZrOZM2fOsHv3brKyshg1ahTOzs4YDAbbw9HRkdjYWFsOcnvFbDajUqkoLS1FEAQ8PDzw8PDosPcUQRBs3u/2/LlbUw5mzJgBVF37TSYTeXl5qFSqGjnQe/bsoWfPnri5ud22cPFW2D17LUxLeTysUiV3GxKJBEdHR+RyOS4uLmRnZ3Pp0iXb6ic1NZWpU6diNBoRBIFVq1axcOFCzGZzkyq14uLiMJlMTJgwoRnfze9IpVL69OnDW2+9xY4dO8jNzSUuLo7Vq1czcuRInnjiCUJCQtpliCI0NJTs7Ow2OfbQoUPZtGlTqxh7nTp1Qq/Xc+HChWrPv/zyy9y4cYN169YhEolITk4mMTERd3d3YmJiqrWny8/Px2Aw1NvYU6vVttQFNzc3YmNjG23or1+/nkceeaTW16ySDy0p6toYzGYzhw8fJiIiotHeDbFYzBNPPMGRI0f4/vvv+fLLL4mMjLQ9OnfujKenp217g8FAfHw82dnZlJWVoVKpUKlUlJWV2bzIkydPZvjw4TWM+faOxWKhrKyMkpISzGYzSqWS0NDQDl/FClXFVe7u7pSVlbV56zGDwUBlZSU6nc5myEVGRrJ161YWLlzI+PHjbdtKpVIOHDhAdHS0rTDrZqxRnI0bNzJnzpxWmb/d2GsELSX+q9fr2/XqpSWxaopZQ7WBgYGYTCYsFgvdunUDsF28FixYQHl5OUeOHGHatGmNPmZubi6dO3du8bCGu7t7nTfk1iQ/P5/r168zePDg255nFRUVbaYd1rNnT/7973+3WM/amxk1ahQ9e/YkOzvb5nm18uGHH9r+lsvl9OnTh/Xr1xMUFERYWBiPPfYYIpGIyMhITp48yfXr1+v1me3atYt+/foRFRWFSCTiu+++47nnnmvw3FUqFQ899JAtJ88q5bJjxw7Gjx/Pa6+9xssvv9zubvrbtm1j8ODBFBYWNmlxKxaLGT16NKNGjaKgoIDU1FRSUlLYtWsXaWlpODk50alTJ1so09/fn4iICJRKJZ07d0apVNoefn5+Hera+8dKWnd3d4KDgzucoVofvLy8yMzMbFNjT6fToVaruXbtGqGhoSgUCjr9f/bOO6yp8/3/rwQIeyOggKCioqKCouJeuEfdo446Omwd1bZaW2s/tVat1da62lpbd1v3aN1b68SBKKKoDNl7hhWSnN8ffpOfFFACYWle18WlJDnnPAkn57yf+7nv912nDkZGRkyZMgWgiL1RcV1zVKjOtdGjR780jUlb6MReGVA1atY2TZo0ISIigtDQ0EKzhNeB/Pz8Ir0vS0os19PTw8rKiv79+zNnzhy+/vprzp07p7Hwk0gkFBQUlHnMNY1ff/2Ve/fuMW/evJdWjioUCq5cuUJOTg79+vWr1CR/iUSCt7c3/v7+DBw4sMKPZ2NjUygKpOKbb74hODiYmzdvcv/+ffz9/dm+fTsnT55k9+7dPH36lLZt2zJgwAA8PT1LFe2/d+8evXv3JjAwkIiICFq0aIGfnx9btmxh0qRJGo37yZMnODo6YmJiwq1bt3BxcUEsFqsNmFeuXIlSqeTp06fVos9oREQET548oXv37tja2pKYmMiTJ0/Izs4u0xK2CpFIhIODAw4ODnTo0AF4Fu2KiYkhJCSEX3/9lXHjxmnsm1jdUCqVZGVlkZqaSn5+PhYWFjg5Ob3yVl8SiQSlUlkldjuq1Z/o6Gh69OihcQFWaRg/fjzx8fHUqlWLvLy8CvPE1Im9MqDy/9E2qiRUCwsLgoOD1RGt14GyeOyJxWK8vb0xNzfH29ubR48eadSizcTEpEJEe3UlPDycZs2avbTtW3R0NCNHjiQwMJCLFy+ip6dH//79K2mUz+jQoQN79uxhwIABVRZxqVevHvXq1WPAgAGFHh80aBB+fn7s27ePXbt2ERAQQGZmJt99991L92lhYYGRkRHdunUjPj4eU1NTrKyseOuttwgICMDb27vU48vOzmbz5s0sWLAAX1/fIrk/FhYWJCcnU1BQwJ07d2jevHmV5m65ubmhUCjUS7etW7dWVypqG7FYjIuLi9rmojx5UVWJUqkkMzOT1NRUCgoKMDc3p3bt2q+dab+trS2pqamVmtcsCAKOjo44OjqW2lapLOjr63P79m26d+/O+fPnK2yCW+b1q5MnTzJ//nxSU1OBZ90P1q1bx4IFC1i+fDm3bt1SvzYnJ4dff/2VlStXEh0dDTzrnzp//nyuXLlSZN8bNmzg1KlTZR1ahVOR5r9KpRJBEGrsxamslMVjTywW07RpU/Lz8zl27Bh///23RtubmZmRkpLy2vQyzsvLUy9r/ZewsDCWLFnCjBkz+Oijj7hz5w6DBw9m4sSJHDp0iIiIiEodq4+PD7m5udy7d69Sj1tajI2NGT9+PF9++SXZ2dlkZGTw/fffs3PnzhK3uXbtGlKpFGNjYwAcHR0xNjZWp28IgsCjR4+4du1asdunp6erl5N27txJhw4d+OKLLxCLxSVeL+zs7NQdPcRiMb/99ls533n5yM3NLdQP2MzMjL///puMjIwKOdaJEycACAwMLHO/48pGqVSSlpZGaGgojx8/Jjc3V+2Fp1o6fN2wtrYmLS2tUo8pk8kq7fozYMAATExMGDhwIL///nuF3JPKNKVKSUnh33//Vf8ul8vZtm0bHh4ejBo1itDQUPbt20ft2rWpU6cOly9fxsHBgTZt2qh7jao4efIkLVq0qDHtfBQKBSEhIYwYMULr+w4LC0MikfDkyRO6deum9f1Xd8oSwdHT08PQ0JApU6agp6fHmTNnqF+/PvXq1SM4OBhXV9ciSeAKhYL4+HiaNWuGVColKCiI5s2ba+ttVCvy8vLYsmWLOqk4KSmp2IhxWFgYgYGB6t9zc3OBZ/lzw4YNY9GiRUyYMOGFHSK0iVgsZvDgwWzbto0lS5ZU26Uqd3d3li5dyvXr19m5cyfXr1/H1dWVdu3aFcoFVSgUeHh4FElV0NPTQ6FQANCqVSsEQUAmk3H8+HH69u0LPLv5x8bGEhsbS926dblx44bGdiqqasCpU6dy8+bNCo1UvAhPT0/27t2rvn4KgkD9+vWLfC6l5c6dO2pvRqVSiVgsVv/k5+fTvHlzvv32W3bv3s306dPx8/PD3d0dqVRKSkoKCQkJXLhwAT8/v0L3pcpGVUWbnp6OXC7H0tISZ2fnanveVzYqy66KtoO6du0aPj4+6Ovrc+7cuRfm3VUUU6dO5dKlS/j4+JT4Xm/evIm3tzf79u0r9XenTGLv77//xtPTU13BFh4eTm5uLgMHDsTAwAB7e3vu3r1LYGCgutqtVq1aODg4FJldiUQijh49yqhRo8oylErn/v37mJubazUH5vTp07Rq1YqIiAh69OhR41oclRdBEMq8VKda9lJFBXv27KluK+Xo6IhIJFLnQ8nlcrZs2cLkyZMJDg4mJycHd3d3Tpw48cqJvfj4eG7fvs2///6rboPUu3dvEhMTi7W66NGjB05OTlhYWBAREVHI16pPnz54eHiwaNEibGxsKq2Vmp+fH3fu3GHjxo1Mnz692ibQi0QifH19adeuHVevXmXPnj3s27ePqVOn0qRJE+BZVE7lKfeyfRkaGqoLlVQWDo8fP6Z79+4A5bLDEYlEVWqynJSURM+ePYFn3/ucnJwytxY8d+4cO3fuZPLkyTRq1Ah9fX2USqX6R19fX32uz58/n7CwMM6ePcvRo0fJy8sr1KmlpH7GFYnKNicjIwNBELCysnpliyy0gcpzryLuj0qlknPnzlGnTh3y8vKQyWR4enpWmSehi4sLiYmJ5OfnExgYiJ+fH1KpFJFIREJCAqampuoJZFxcXKn2qfG37P79+yQkJDBlyhS12EtISMDW1rZQ1Vft2rVJSkoCoF27dmzYsIHc3NwiZcZ9+vTh0KFDtG3btkbYjty+fRsfHx+t3HgKCgq4ePEiPj4+WFpaVlrUpLpRUFCg1YpBd3f3Qhfv8ePHk56ezrlz59Sm1Sq7lXHjxvHpp58SGxtb6m4X1Z0TJ06wc+dOvLy86NOnDx07dlR/vnv37uX8+fN06tSp0DZisVgtTJycnIrs09XVlQ8//JDVq1dXWt9esVjM9OnT+eyzz9i9ezejRo2qtoIPngmpDh064Ovry7///st3333H22+/TceOHcnKyipx9UIsFqujUs8/dvToUZycnBAEQS30ABwcHMo1Tk9PT40rAFXCLCsrS51XVJrVGKVSiUwm4+rVq7Rs2ZLLly+rvciSkpK4d++eWvy9jOzsbE6cOMGJEydIS0vDzs6O//3vf6U+F+vXr48gCPzzzz+EhYXh5+eHn59fsdYYFUVubi5paWlkZWWhr6+PlZUV9evXr7E+eJWJubk5sbGx5QoOlERBQQHu7u64urpy7949Nm3axA8//KDVY2iCq6sraWlpmJiYMGLECARB4Nq1a3Tr1g0TExOsra3ZsWMHfn5+FSP2CgoKOHz4MIMGDSo0G8vPzy8SbjQ2NlYngteqVYv58+cjl8uLvK5Ro0Y0bdqUgwcPMmvWrGrt7i2Tybhx4wYzZswo974uXLhA06ZNadSoUZX7B1U1FZkDCagvqkOHDi3ynL+/PxKJhICAgFdC7CUnJ/PHH3+wdOnSYmfAffv2Ze/evWW6YLZs2ZJevXqxb9++MlmFlAVTU1O+/PJLli1bRkpKCu+++261bv8Fz4Ra165dcXJyYvny5aSmptK7d+8SzYMlEgkymazQtbF27do4OjqSk5NTKMdNG+jr69OuXTvy8vLU+YMvQi6Xs2PHDgYOHEh8fDyjR48mJCQEQRDUfm6qLh6qyKFcLuf27dtYWlqSmZlJ69atMTExUQs9gNDQ0FJHKTMzM5kzZw5NmjThk08+wc3NTaMJ4r1799i/fz9RUVH07duXKVOmVIr/oCAISKVS0tLSyMnJwcjICGtraxwdHav1va46IhKJMDMzQyqVajWnPS8vj4MHD6pTI5o3b17qVqgVyfMmySKRSJ3WobpOjBs3TqPewRqdbWfPnqVWrVo0a9as0OMlNfZ9PslQX1+/xPXnQYMGkZKSUmyxRnVBEAS2b99O7dq18fDwKNe+CgoKqFevHtbW1oXMWV9XKlrslUR2djY7duxg7Nixr4TVjVKpZPv27XTq1KnEpQ5jY2OUSmWZLGcEQeDo0aNcvXqVhQsXcvjw4QpJrP8vdnZ2fP311yQlJbFs2bIaU0Ht7u7O4sWLOXDgANHR0Rw8eLDYIgFVz8znEYlEfPnll6SlpZGQkKD1sSkUipeKjfv375Oamsrff//NpEmTsLOzw8vLC5FIhKurKy4uLvz9999q0RcdHc21a9c4evQoMpkMExMTGjduTJs2bbCwsCgi0l1dXUv9vQ8PD8fBwYFPPvmEhg0baiT0Dhw4wLp162jfvj0//fQTI0aMqFChJ5fLSUlJITQ0lJCQEDIyMrCxsaFx48a4ublhaWmpE3plRLWUqy0uXLhAdHR0oRzY8+fPq/NoqzNbt27VaJylPuOSk5O5cuVKsV5mqkqy/1La0LSVlRU9evTg9OnTZGVllXZIarQ98y2OgIAAbt++rZXcoYyMDCIjI6t9hKKyqCqxJwiCusPAq5AIHR0dzdWrV1+Yf6inp4dEIlEXYGiCSCRi7NixDBkyhP79+xMSEsLs2bM5f/58OUZdOkxNTVmwYAFWVlYsXLiQqKioCj+mNnB0dGTUqFF89913WFlZER0dXeSzL07sSaVSOnbsiIuLS4VYMKWlpRU5psrL7OnTpyQkJJCVlYW1tXWxnUyMjY0xMzNjzJgxSCQSXF1dqVevHp06daJ9+/YYGxu/tJd1nTp12LZtW6nGGxQUVKY0n1u3bvHXX3/xv//9j969e1dIPpwgCOTm5hIbG0tISAjh4eEoFApcXFzw8PDA2dkZMzOzKo8UvQoYGRkhk8lKDDCVFkEQ2Lp1K126dCmSr9mpU6cqM5TXhEmTJnHnzp1Sv77UauPff/9FJpOxZs0a4P9H7VatWkX37t2LXMByc3M1qprp3Lkzt27d4ujRo6XeRkVKSgrp6ekYGxtjZWWFubm5VmdOgiCwf/9+hg8frpUevLa2ttWuhVFVkp+fXyVJyWZmZgwZMoRbt25VWXWiNnF0dATg8uXLL+zbbGxsTG5ubpkqIJ/322vfvj2PHz/mhx9+QF9fv0geoLbR19dnxowZHDlyhIULFzJy5Ej69etX7aMkffv2xcXFhc2bN3P8+HEKCgqYOXOmWgxJJBKkUmmhbQwNDTXy3NMUDw8P9RKuIAj8+eef9OjRg7t37+Lp6Ymenl6RHtWlpbTXyMzMTKZOnfrS16WlpXHy5EmWLVum8VhU96XZs2djZWWlFt3lReV/p7LDUd17dMuzFY+VlRVpaWll7vd87do1bG1tGTt2bBEBnpeXx/79+3nzzTe1MdQKx9nZudSWNKUWe7169SrkHp2Zmcmvv/7K5MmTycrKIiUlpVBZdHx8vEbqWF9fn8GDB7Np0yZMTEw0SpqtU6cOVlZW5Obmkp6eTnx8PGKxGAsLC6ysrModtQkODiYlJYUuXbqUaz8qVEnLOp4hl8urrKWTQqF4ZSKs4eHhWFpaMmvWrBe+TiX2tEHDhg2ZMWMGq1atokWLFhU+iRGJRAwcOJAWLVqwdu1abt68yYQJEyo1yb4sNGvWTN1+7fDhw/zzzz9qsWdoaFjkeiAIAqdOnWLChAkVMp6LFy9iZGRE48aNyc7OZtiwYRgbG1O7du1y7VcqlWJqalqqKNbNmzdp0aJFibmM8Oz7uXnzZjp27KhxTm1eXh55eXn4+Phw9+5dFApFmW07BEEgLy+PjIwMMjMzgWcFAw4ODhgZGemidpWIra0t4eHhGom9p0+f4uTkxB9//KGORhf3N4uMjNTY1qgqcXBwKLUXYKnvcmZmZoWqr1SzFysrK+rWrcuRI0f4+++/6datG+Hh4Tx9+rRQMm5paNSoEZ6engQFBWm0HTy7CZiYmKibysvlcjIzM4mNjVUXkFhaWmJhYaFx5dP+/fuLFKWUh8zMzHKHoV8lKqK6qjRcu3aNI0eOVFqxQUVTv359HB0dWbFiBZ9//nmxn2lubi5ZWVlajaQ2a9aMtm3b8ssvv/Dhhx9WypJ43bp1WbZsGYcOHWLJkiW4uLjQv39/6tati5GRETk5OcTHx5OQkKD+NyMjA1tbW/z8/CrNPqY4GjRowIULF9S/qwoankepVFZYdOHgwYM0bdoUQRDUAqo0hRovQi6Xs3nzZk6fPo29vT0GBgZIJBJ1payqgby1tTVdu3ZFX1+fevXqvVDoyWQyfvzxR6RSKe+9916h554+fcpPP/1EeHg4Tk5O/PDDDzx69IirV68SExNDXFwcycnJNG3alI4dOzJx4kSN+9+q7iEZGRnk5+djbGyMpaUltWrV0lXPViH6+vqIRKKXujgIgsCBAwfo1q0bjx49wtXVlYkTJ77wHEhISKBhw4YVMewqRyvqRV9fn4kTJ3Lw4EFWr16NhYUFI0eOLFNrk4EDB/Lo0SOtjEnV81IQBPLz88nIyCAsLAylUom5uTmWlpaYmJi88I8fGRlJREQE8+bNK/eYVJibm792XnolURVCLz09nb1793Ljxg3mzp37yrSlMzAwYNy4cSxevLjE1+zbt49mzZoVa69SHsaPH8/atWuZO3cu77//vtrGpSLR19dn+PDhDBo0iH///ZcDBw6QkpKiTiFxdHTEwcEBR0dHGjZsiJWVFZGRkaxevZqNGzdWWUT31q1bL7VPuXPnTqHuF9qkY8eO1KpVq8zbC4LAvXv3yM/Px8vLC7FYzNq1a0lPT+fXX38lLi6OgoICBEFQ5yYbGRlhZGREdHQ069ato0OHDoXyvyMjI7l+/TrBwcHExcXxzTffsGbNGkxNTfniiy+KTE5CQ0MJDw+nS5cuXLx4kY8//pjc3Fw6d+5Mz5491W2uNInkCYKg7oYilUrR09PDwsKCOnXqvBI5va8SNjY2pKSkqFNX/ktsbCyBgYEMGTIEsVisttp60b3mypUr1KtX75WN0oqEGtwrKi0tjdOnT+Pn56dRLp1SqUQqlZKRkUFOTo76S61K1H/+j33lyhUOHjxYqr6XpWX79u2MGjVKdwHh2ew9JiamUhJiY2JiOHz4MJcvX6Zt27ZMnDjxlcudnDt3LnK5nP/9739FcpOSk5P5+OOPWblyZblu9iUhCAKXLl1iy5YtDB8+XJ3fl5aWppVcV23w+PFjFi9ezK+//lolbacEQeDtt9/mq6++KlSJ//jxYxo0aFAo3+v27du0atVKa8eWy+WEhYURFxdH165dy7yfrVu34u/vj7m5OampqeqI1+eff16qzzQxMZH58+fTtWtX4uLiiIuLQyqV0q5dO8LCwggLC8PS0pKOHTvSu3dvDh06xKNHjxg5ciQdOnQAnnn0zZs3DzMzM5o0aUL79u1p2bKlRvlyqsKKzMxMsrKyUCqVmJqaYmlpiampqS73rhqjVCp59OhRsc4Yhw8fxtfX94VR4/+iEvoSiaRGmVprooFejWQlDVHl86lu9KpwfXx8PHl5eUgkEvXzUVFRWm3lJggC48ePf2VnD5pS0cUZgiDw4MED/vnnHx48eEDPnj354YcfNLoQ1CSGDh3Kxo0buXTpUpGG2iEhITRu3LhChB48mzV37twZd3d3vvjiC+rUqYOXlxcRERHVQuxdu3aNDRs28M4771RZf9H09HRkMlmRyKqBgUERr72yIggCGRkZBAQE0KBBA06ePMnUqVPZsWMHkyZNolGjRmXe94MHD7h48SKrVq1SL91KpVJmzpxZ6rHb29szbdo07ty5Q8eOHbG3t6dOnTr88ssvxMTEAM9yxC0sLFi8eDHt27dnwIABrF+/nqNHj5KTk0NycjJt2rRhypQpRdohvoj8/HwyMzPJzMxU+77qlmZrHmKxGCMjI3JzcwulINy5c6dMVdf3799X53e+qryWYu+/PL/kC8+iTZmZmdy+fZvk5GSGDRtGampqsV5RmpKfn8/evXsZP368NoZe45HJZBUS4RQEgevXr3Po0CHS09Pp378/M2fOVOd0vqp06NCB7du3F9tVoKCgoFJETu3atZk5cyZr1qxh3rx5FVpVWloeP37Mhg0b+Oyzz8oldsqLsbExcrm8iLBT2a88/5hMJiMqKkpjL87ExEQePXqk7pyi6hozadKkco09Li6On376ifHjx2NhYcGvv/6qLsjYu3fvC3vL/jddo23btmpD5ZycHBYuXIirqyu1atUiOjqaS5cu4e7uzrhx49RV3u3bt+fBgwcYGRnh4eFRqmuxTCYjKyuLzMxMZDIZBgYGWFpaUrdu3SorCtOhHVSee6rvh8o6SNO/66ZNm3jrrbdqpNjXxGdPJ/aKQSKRoK+vz+bNm5kyZQru7u5kZmYSERGBQqHA0NAQc3NzLCwsSn1iqS52O3fuLPdF91UiPz9fq27o8Oyz/uOPP7h27RqjR4+mffv2r0zFbWlo3Lgxa9as4a233ipUQZ+dnV1pqQNeXl5MmzaN5cuX8+mnn5bbiLy8PH36FG9v7yoVevDMJ6xevXoEBgbSrl079ePFVeQ2bdpU48KJxMRE7t+/r5XWi2lpaezZs4fw8HBycnLIyMhg2LBh6v6+gYGB9OjRg/j4+BLtH1JSUvjll18ICQnhrbfeKtIaTRAEfvnlF1xdXWnZsiWXLl2iQ4cOzJ49u8i+TE1NXxp5UU3Us7Ky1OLO3Nxcl3f3CmJqakp0dDSCIKBQKNSR69KSnJzM9evXmTx5co1dadOkg8brcwfUAEEQ+Omnn2jXrp36gmxkZIS9vb262CMrK4vIyEjkcjkSiUQt/koKH587dw43NzddRO8/5Ofnl9kvqbh9JSUl8c8///DkyRMWL15cLZYPK5sPP/yQWbNmERoaqhZ7SqWSs2fPFtsyrqJo27YtgiCwfPly5s+fT+PGjSvt2P/F2dmZP/74g5MnT9KtW7cqzcvx9PTk8ePHRcTefwWThYUFx44dw9vbu8RE9OeRSqXo6+vTpk0brYwzJCSE+/fvM2XKFMzNzYtYs0yePJk9e/agUCjU0cP/kpSUxJMnT8jLy+PPP/8sIvYeP37Mw4cPWbp0KR988AFAifsqDtW1ODMzU12dqSuqeD0QiUSYm5sTExNDeHi4xkEUOzs7evXqVWOFHqBRByOd2CuG48ePk5qayieffFLkOZFIpK4sU+U+qS440dHR6guOmZkZ5ubmag+mHj16kJyc/FpFmEpDQUGBxjfenJwcHj9+TEhICFFRUSQnJ5OYmIhUKsXKyopmzZrxv//975UrvigtCoWChISEQvYi9+7dQ6lU0rFjx0odS7t27dSC79NPP60ywefh4cGCBQvYunUrO3fupEuXLvj5+VVJVbxSqSxyHZBIJMV2AurXrx93794lNja22GKNqKgoateujb+/P7Vr10Ymk2ntM27cuDG5ubk8ePCAUaNGFSlY8PHxeWmkzcPDgzVr1hAQEKBetpVKpcjlcrUBvlwu5+TJk8Az8+OScqQFQSAnJwepVEpWVhYKhUI90XZ2dq5RifU6tIOBgQFpaWllqv7fsmVLjQ++aOLXq1Me/yEqKopdu3bx9ddfl/riYWhoiKGhoTrpXyaTIZVKSUxMJC8vD7FYjKmpKTdv3qR///46wfccpbFeUSgUnDhxgrCwMCIjI4mOjqZu3bp4eHjg7e2Nvb09dnZ22NnZ6T5bnuWgzp07l1WrVtGuXTsmTpzIxYsX6dy5c5XMYlWdGJYuXUrLli3x9fXF19e30qsdVb1qo6KiOHPmDAsXLsTFxYWePXvSpk2bSsvnNDMzIykpqdBjxXntqWjSpAnp6ekcOnQIOzs79bUmLCxMvaJgaWlZpop2uVxe4nfG2tqapUuXMnv2bHx8fMpsA2Nubq42pL906RIbN25EoVDwzTffYGNjg1Qq5eDBg4hEokKdXxQKBVKpFKlUSnZ2NoIgYGJigpmZGW5ubrrv+muOXC4nNjYWhUJRJm+8UaNGVcCoKpcGDRoQHR1dqtfqvi3PkZKSwg8//MCIESOKTXAvLRKJpFDBh8rqxczMjPDwcJRKJUZGRpibm2NmZvbazkhL4/ojlUpZtWoVeXl5dO7cma5du+Lu7l5uE9hXnTZt2rB27Vp27NjBnDlzUCgUjBs3rsrG4+vrS8OGDbl+/ToHDhzgzJkzzJw5UyutqzTFxcWFSZMm8eabb3Lt2jXOnj3Lxo0badKkCa1bt8bHx6dCq7UdHR2LuN6/SIQbGBhgZ2fHoEGDuHz5Mvfu3WPixIm4urqqt9O09V1UVBRfffUVWVlZ7N69u8TX2djYYGhoyJkzZzhw4ACenp506NChTK327t+/z5o1a2jSpAkPHjwgISGhkGD74IMPSE1NRSqVqifJZmZmWFhYULt2bZ0Vio5C7Nixg7feeoukpKQytU+7cuUKXl5eNdqZIS4urtSv1Yk9/n8+0759++jatSsDBgzQ6v7FYjHm5ua4urrSoEEDdesdqVSqXvpVRf/MzMwwNTWtkZVBmvKyyqmIiAh++OEHmjZtytSpU3XVcxpiYWHBBx98QEBAgLrivCqxtbWlf//+9O7dm+3btzN//nx1KytDQ0MaNGiAu7s7kZGReHh4qD3VKgqJREKXLl3o0qULmZmZBAQEcPPmTf766y/s7e3p2LEjffv21XoFc25ubrHnskgkKjHSLRKJ1NY2KuFT1ihtQEAA69atw8zM7KXmzjExMUilUs6cOQPAjRs32Lx5M59//rnGXUgMDAyoV68edevWZfLkyVhbW5OSkkL79u2xs7PDxcUFQRBwcHAo4neqQ4eK8PBwQkND1Tl6NjY2GrdPA+jWrRshISE1WuyVti8u6MQe8Kx90JUrV3j77bdp3bp1ufd35coVOnTogFKpRCwWIwgCv//+uzrxWCQSYWxsjLGxsTrvT6FQkJ2drV7+VSgU6tw/U1PTl3b6qIm8yGPv6dOnzJs3jz59+jBlypRX7r1XNvv376dOnTpaK4YpD/r6+kyaNAlDQ0Oys7OZOXMmBQUFhISEEBAQgLOzM9u3byc5OblQl4WKxMLCgq5du9K1a1cKCgq4f/8+J06c4MiRI4wfP54uXbpo7Ry8c+dOsUJJIpGUyoooPj6+XMuYJ06cYOjQodStW5d169Zx8+ZNWrVqVWzkbNu2bfj4+DB06FCCgoKIiIjgypUrLF26lB9++OGlOY+CIHDs2DFMTExo0qQJ7733HgUFBcjlcnULtcjISGbPnq37jut4IYIgsHnzZiZNmlQoZaG07dP+i1gsJicnpyKGWink5eURExNT6pVBndjjWaue7t27a0XohYSEkJ+fT15eHnv37sXX15fo6OiXVpg938VDhSr3LzU1lZiYGARBwMjICBMTE0xNTTE2Nq7RF8gX3dicnJwYMWIEFy9eLOI/puP/IwgCMTExODk5FXsuxMTEsH37djIyMpg1axbt27fn7bffrvLPUyQSFen9+nzbuu7du/Pll1/i4uJS6T59BgYGeHl54eXlRXBwMD///DOBgYG8/fbbWsnrCw0NLbZvuKpI42ViTy6Xk56eXuaIRP369YmNjWXgwIGMGTOGv/76i99//52OHTvi6+tLWFgYp06dwtDQUN1b3MLCgmHDhjFkyBAGDhzI559/zt9//62uoFWhSlk5ceIEycnJGBoakp6ejrW1NS1btsTGxqbQDTkvL4/8/PwafR3TUXHIZDLi4+OJjY3FzMysRJsUGxsbUlNTXxqpfh6xWEyTJk3YuXMnY8aM0eawKwUjIyP1ykhpeO2TIB4/fszdu3cLJQaXB0tLS1q1aoWRkRHjx4+nQYMGal8qTVHl/rm4uNCoUSMaNWqEg4MDYrGY5ORkdUVqREQESUlJZGdno1QqtfI+KoOSInuhoaH4+/urq2w1KS9/3di1axcfffRRseH8/fv388UXX9CmTRs2btzIL7/8QlZWFtu2bauCkWqGo6MjU6ZM4ffffy+2SrWyaNq0KcuXLwdg+vTp/Pbbb4SGhpYq37Q4FAoFSUlJxd6UivPa+y9JSUl4e3uXK9dRJBKpv3c9evRg5cqVzJkzB7lczooVK/jtt99o0qQJo0aNolmzZtjb2yMWi5k/fz6pqam4u7uze/dupk2bRnZ2NomJiYSHhxMSEsKTJ09ITEzk0qVLNG7cmAsXLhAYGEjLli2xtrYuEnlxdnYmIyODzMzMMr8fHTUTQRDYsmULycnJHDx4kODgYB4+fEh6ero6iqdUKomKisLX1xdPT88SJwVWVlYaec6pMDMzY+TIkdy5c6d8b6aK0OQ69NqLvd27dzNy5Eit5TM5Ojpy5MgRcnNzgRcnXmuKyvbF1taWunXrqgVg7dq10dPTIzU1lSdPnhASEkJ4eDgJCQlqi4LqSHFRjCdPnrBo0SKOHTuGnZ0d69at02i29johl8vZv39/kYgwwMWLFzl+/DjLly9n7Nix6rzR999/n9OnT78wKb+60K5dO5ycnNi/f3+VjsPExIRZs2axZMkSjI2NWb58OXPnzuXIkSNkZ2drtC89PT3c3d25ePFikedKsl95nsDAQPT09MpViSqVSgudLyKRiEaNGjFp0iSmTp0KwPXr1zE1NeXDDz+kVq1apKen07hxY/79919CQ0PVwi41NRV9fX3q1Kmjvh6pCqhOnTpFbm5uiTmK8GwJzs3NjSdPnhR6XKlUcufOHdauXcumTZtq1CRWx8u5fPkyoaGhjB8/Hjs7O4YMGUK9evVwdnbm5s2bpKenM3HiRIyMjEplFyUWi5FIJOTl5Wk8FrFYXG3vkS9Dk3vja72Mm5WVxYMHD/jwww8LPa7qltG0adMyXVSHDRumrSG+FJFIpLZ+UQlWQRAoKCggJyeHrKwsEhISUCgUiMVijI2NMTExwcTEpMqToP/rsZeZmckPP/zAlClTyhwNfZ0Qi8V06NCBQYMGqc9TqVTK33//zalTp/jiiy+wt7cvtI2VlRUuLi4l2nxUJ0QiEVOnTmXGjBnY2NhgYWGBg4MD9evXr5Lx1KlTh3HjxjFmzBju3LnDiRMnuHjxIosWLdJoWXzq1KksXryYtm3bFppkviyyd+TIEVq1alXuXt0FBQUlXteaN2+Oi4sLVlZWbN++nQYNGuDn58fTp0+5c+cOjo6OpWo19vbbb+Pv70+/fv3Izc19YeeS521ncnNzOXr0KGfOnMHQ0BAPDw+OHz/O+PHjX1vXgleNgIAAWrdujUQiKZQnqnJY8PPzK9N+bW1tSU5O1tg7UyQS0aRJE/78888iqSWvEq+12Dt06FCRi+dPP/3E+fPnAfj222/LdGN58uQJIpGIZs2aaWuoGqFappFIJIWWe5RKJTk5OeTk5JCQkKCeBRkYGGBiYqIuGjEwMKgUEagqYFH9f+3atXh7e+uEXimJjo7mypUr3Lt3Dy8vLwoKCggMDMTLy4tly5aV2HWhc+fOHDt2jCFDhlTrXsEKhYLIyEisrKzYt28f9erVIywsDHd3d+bMmVNlN389PT1at26Nt7c3q1evZuHChcycObPUdk2hoaFkZ2dz8eLFQrl7BgYGFBQUlLhd//79tfK9dHJyIjAwkF69epGfn09OTg65ubnI5XJ1LuWFCxd48OABDx8+pHbt2owcOZLhw4eX2v7E3d291L58sbGxiMViDhw4wIkTJ3B3d2fWrFk0btyYtWvXMnDgQJ3QewUQBIGMjAxEIhEGBgZat9IxNzcnNja2VN6t/8XExKRG5u1pwmsr9rKzszlx4gTff/+9+rHdu3dz/vx5unXrxuTJk8vs5dasWTPu37+vraFqDZVv1fPiVhUFVC23pKamqqMLEolELQArUgQKgsD27dvJzs7W9Q3WgPDwcHx8fBg+fDiPHz9GT0+P8ePHF4nm/ZchQ4Zw//59Ll68SN++fStptJrz7bffEhgYyCeffIKPjw9isZjIyEg++eQTHj16RGRkJA8ePMDLy4sePXpo9dx8+vQp169fR09Pj+7duxeb5iEWi/nwww85fvw4X375JcOHD2fAgAEvvYmFh4cDFIl2qaxXikMQBDZt2qReZi0tgiAgk8nIy8sjNzeXnJwcXF1diY+P58CBA3Tr1g0zMzNq1apVKFrXunVrlEqlurhC9X4rAk9PT37++WeaNGlCr169GDp0KGKxmKCgIIKCgvjhhx8q5Lg6Kg+lUkleXh6XL1/WurWZCpFIhKmpKdnZ2WWKfm/atEmjVn01jddW7IWGhmJra6uuaLt69Sp79+5FIpEUqTDTFJFIRFZWljaGWeE8HwV83ij1vyIwJSVFHXXQ19fHyMgIY2Njdes4TW8ECoVC7SW4Z88ebt++zaJFi3Reehqgsudp0KABDRo00Gjbnj17cvjw4Wot9t555x21oFWdX6tWrQJgxYoVtGjRgqZNm7J//36USiW9evXSynFDQkL49ttv6dSpE6mpqQQEBPD1118Xe46LxWL69+9PixYtWLt2LWFhYcyaNeuFwnPChAkEBgYSGBhIo0aNiiypFheZyMnJYfjw4SXuU6FQkJeXpxZ1eXl56jwkQ0ND9fdVVQ1bv359VqxYwdOnT5kzZ06x3zuxWFwp3owzZsxg2bJl+Pv7ExkZSWZmJpMnTyYkJARTU1Ndp4xXgDNnztC4ceMKE3oqbG1tSUxMLJPYexU6arwIkVDWsrJqQFpaGqdPn8bPz0/jhveZmZksWbKE9PR0dSWjgYEB7du3Z8aMGeUeW2xsLHfv3q3WN9Oy8rxHVm5uLvn5+SiVSnX+oEoAGhkZIZFIir3x5eTkkJyczO3btzl16hSLFi2q0eaWVcGDBw/48ccfWbZsmcY35by8PN555x1Wr15d5WbLmnD79m3MzMwKRcVCQ0NZsmQJP//880ttS16GQqFg3rx5DBgwgB49eiCTyfjss8+Qy+V07twZGxsbxGIxenp6mJqa4uXlpRaBubm5fPnll7Rp0+alN46UlBRWr15NfHw8vXr1olevXlhZWREWFoaLi4tafMnlck6dOkXDhg0pKCigXr16alGXn59Pfn4+giAgFosLTcCMjY1faswuk8lYs2YNCoWCTz/9tFyfW1kQBIF79+5x/fp1Ll26xPLly0lKSmLVqlVMmDCB9u3b8/PPP5OYmMhnn3322va6rgmoZMTzedhKpRJBENi3bx8jRoyotA4oDx8+pFGjRhofb/fu3TVO8GmigV5bsQfPTsZ9+/axZ88ezMzM6NatG6NHjy73DUNFdna2Vm1dqjuCIKg9BlU/MplMHamQSCQYGRlhaGhIbm4uZ86cwd/fnwULFpSYX6bjxfz555/cvn2bpUuXapzXtHLlSlq0aEHv3r0raHSVx6JFi+jatWu58z1Pnz7NuXPnWLx4caF80rt373Ljxg2kUilKpRKFQkFYWBhjxowpdMzk5GTmzJlTahH9+PFjjh07xo0bN+jYsSP9+vVTd9DJzMwkMzMTuVyOiYmJuuJQNZFSFWaVZ/k6Pz+f2bNn895772ncEaO8BAcH8/3339O5c2fatm3Lt99+S9++ffHy8uLnn3+mTZs2jB8/np9++gmJRMK7775bqePT8XKys7NJSkriypUrDBkyhD179jBixAiioqKIjo7Gw8MDS0tLzM3NK21McXFxGBsba2xP9OTJE1xdXWvU6pImGui1jo+LxWIaNGhAkyZNWLRokdb3b2BggJOTk9b3W11RWcMUV5n4fO5QXl4e165dQywW895775GRkYFUKlXfvAwNDZFIJBgaGur6Yb6EsWPH8ujRI86fP6+xaLO1tdWo3U51xsnJifDw8HKJPaVSyaFDh5g6dWqh804sFqtNlp8nODiYH374AR8fH/WykZ2dHY0aNSI4OJhOnToVOYZCoUAmk6mjcoaGhvTv359u3bpx8+ZNHjx4gJubGzY2NigUCgRBwMvLq8IKpgwNDRk3bhy///47ixYtqtQo76NHj7CxsaFp06b8/PPP5OXl4ebmRtOmTTExMeHw4cP069cPKyurQpNGHZWLQqFg7dq1xMbGMmjQIDp37qx+TrXCo6pifeutt0hOTsbY2LjMVbXlxdbWlqioKI3FXnp6Ok5OTjVK7GnCa38njY+PJycnh6CgIM6ePcuVK1dITU0t934FQWDbtm2lrtB71VEt8VpaWnLr1i0iIyPp3bs3np6eNG7cWH2DMzAwIDc3l8TERLWfl8rTKzIykvj4eHWzdNUN4HVGJBLRsWNHgoKCNNouKyuLS5cu4ePjU0Ejq1wCAwPLXf3u7++PoaEhLVu2LNXrmzZtipeXF3/99ReAuud1bm4u5ubmxMXF8fTpU7X5eUhICGFhYSQlJamFnp2dHfXq1aNFixb06dOHkydPolAosLe3p379+iQkJPD06dNyva+X0bFjRzp27MhHH33Enj17Ks3Trk+fPrRo0YLjx4+TkJCAtbU1qampnD17Vl3EYmFhQZ06dThx4gSjR4/myJEjlTI2Hf+fzZs3k5aWxvDhw9mxY0ehjg1isbiI16SdnR2urq6VPUw1EokEhUKhsXde06ZNuXr1agWNqup5rSN78KzNSl5eHtu3b0dfX5/Hjx8jEolYv359mXPIbt68iYGBgcaVc68DYWFh7Nmzh1mzZhWKIujr66Ovr4+pqWmx2ykUCvLz8ykoKEAmk5GRkYFMJqOgoEAt+FTLXKofAwMD9Y+enl6powKq/dWUKELLli35888/efr0aakvsps3b6ZNmzYaF3ZUVwYPHsz69eu5e/cuI0aMKFOHiQsXLtCnT58if3dBEJDL5RQUFKh/VOde165duXDhAtevX8fa2hqZTIaxsTG1a9fGyMhI3TXiRflzcrmc06dPc/v2bWrXrq0WrqoIiZubm8bvRRNEIhFjxoyhc+fOrFu3jri4OD744INiCyMEQVDnCJYXY2NjJkyYADzLIT18+DAxMTFkZ2fTt29f+vfvj6GhIT169MDd3Z3ff/+9xhS+vSrcunWLa9eusWrVKvUE5uLFi7Ro0QJ4ZllSp06dKh5lUaysrEhLS9PoHm5sbEyTJk0qcFRVy2sv9nx9ffH19QWemT2uWLECuVzO5s2bmTt3rsb727JlCxMnTtQtPxZDXl4eq1evZty4cZiYmLw0gfx59PT0XuoJp1Qqkclk6p/s7Gz1zVk1y8vPzyc9PR2JRKIO2RsYGKjF5unTp/njjz8QBIE6derQs2dP+vXrV60rAu3t7WnSpAmRkZGlEns5OTlcunSJzZs3V8LoKodevXrRunVr9uzZw+zZs+nduzf16tUjNzcXiURChw4dCn0nlUolcrlcLeJyc3PJysqibt26hIeHF5pEiEQi9PX1C00ezMzMkEgkuLi4kJyczC+//MLIkSPR09NDqVS+1P7mef744w8CAgLo0qULu3btQk9Pj8TERCwtLSvVq7OgoIB58+axevVqfvrpJ2bOnFlE+C5fvpzbt29rvQOLkZERI0aMKPY5QRAIDg5WVw7rqBzu3r3LunXr+PDDDwvl3D1v/G1oaMiZM2cYP358VQyxRGxsbAgPD9dI7IlEIm7duoWPj88rmUNefe9gVYCDgwOmpqasWLHiheamJaFUKhk/frxO6JXApk2bcHV1pWfPnjx69Ejr+1dVJP43ZzA/P59Tp05x6tQpkpOTkcvlSCQSfvnlF7UYVEUNc3Nz6d27N40bN0YkEvHgwQNOnz6ttshQ/ahaVqn+Vf2/qqKBz1vZvAyVZ2JeXl6JkdSagirqplAokEgkjB49Wp3/du/ePYyMjMjOzubJkyf4+vqq/z5isVj9dzMwMCAiIgJTU1OcnZ3Vgq60f8vu3btTt25d/vzzT0JCQjT2inRwcCA/P5/Y2Fisra2xs7Pjq6++wsPDg1mzZmn6kWiMIAj8/vvvXL58Gblcjo+PD48fP1bf+Hbv3s39+/d5++23uX37dqUXcoSHh7Np0yZWrlxZrp7AOjTjzJkzjBw5Uv33lsvlHDt2rJDgFolEjBgxgqysrEotwngZ+vr6iEQiCgoKNMrBGzBgQJnu/TUBndh7DtUNs6wXlIsXL+Ls7Fxq5/jXievXrxMUFMR3332ntWWg0nDz5k02b95MnTp1ePvtt2nSpAl79+4lICCgWKFjamrKmTNn2LZtGx4eHrRt25YtW7awfv16FAqFWlgoFAp11wHV7yW1IBOLxWq7Dj09vWL/r3pNcT8vEx0ZGRmEhYUxevToUn0mIpGINm3acPnyZQYPHlyqbbSBIAgolcoX/qg+S9XP84+p7H3+y39Ft62tLQMGDFA/JhKJWLJkCY6OjiVaIR0+fJgGDRqUWfw2aNCAhQsXFuoKU1pUY9q0aRPwLHfIysqK48ePk52dXeGC/OnTp5w6dYqffvoJhULBzJkz6dmzJ5cvX8bHxwcbGxsePHjAxx9/TPfu3Zk4cWKRfURGRhIcHEzXrl3LbEb/PLm5uYSEhFC/fn2cnZ2xs7MjISFBlwOtBfLy8ggKCkImk+Hp6VmspU18fDz37t1j6NCh6sfOnTuHvb09Hh4ehV4rl8u5cOECAwcOrPCxa4KNjQ2pqaka9Y8ViUTs3Lmz2HO8pqMTe89x//79cuXH1KpVSyf0SuDWrVv0798fMzMz8vLyKrz9UVJSEps3byY8PJzJkyfTpk0btVBISkoiPDyc2bNn4+bmxrvvvqteIra1tWXUqFEMHDiQ/fv3s2bNGmxtbTEwMCiTJY8qx6kkAaOqzlRVXhYngF7G06dP6dq1KwUFBTx69AiRSKT+gcK5h6r/16tXD7lcTkRERKHHVUuXpfm3LMUxLxK1KuFraGhYRBSrfi8rY8eOZe3atfTu3bvY/eTk5GglN66sY+zbty+5ubn89ddf3Lt3j969exMaGsqhQ4cqvF+nq6srrVq1YseOHYwYMQJBELh69Srz5s0DnvUq1dPTIz8/Hz8/v2JTGq5du8bevXu5desWn332Wbknc998842648eXX37Ju+++y5o1a9ST8cePH6vHpaP0ZGRk8M0336jTYtavX4+NjQ21atXC1tYWsVhMQUEBt27dYsSIEervhEwmY9++fcV60Kpsyw4ePFio/V9VozpPNBF7AD169KiUSVZloxN7/0d+fj4HDhxg9uzZZd5HZmamzh6gBHJzc9WCSlWJWFFcuXKFX3/9FT8/P2bNmlVkWfeDDz6gV69eCILA2rVrCQ4OLlKVamJiwvjx49XioKw3L5XoEovFFVbSHx0dzfXr1/H29qZp06ZqIfZfgfb8/48cOUKjRo2oXbu2+vHiROGL/n1eUFZ3mjRpgkQiITg4GE9PzyLPOzo6cuvWLXr27Fll72nQoEFcvnyZyMhIvvzyS9555x1+/vln+vTpg62tbYUdVyQSMWvWLD755BO++eYbunTpQkhICF999RUTJkxgwIABdO/e/YX7aN68OXv37iUwMJD169czc+bMUh//8ePHHD16FIVCQcuWLenatSsSiYQuXbqQlpbGrl27mDVrFjNmzODbb79Vb9ezZ88yv+fXEaVSybp162jYsCHvvPMOIpGIvLw84uPjSUxMJDU1VR09HzlypPraAM8m63Z2dsV+d7Zu3cq4cePo06dPZb6dl6K65ubl5RVrB1YSKSkpZerAUd3RJZf9H8eOHcPNza1c1Tienp4cPXpUi6N6dXBwcCA+Ph54NkusyMjezZs3cXV1pUWLFuzevVsdvVKhp6eHh4eHOlevYcOGJe7L3t6+2nf26NKlCwMHDuTHH38EUEfEns9JU/2oKpUTEhKoVauW2tfweZNelc/h8xXNz+clqqJsNUXowTNB06VLF86fP1/s82+88QaxsbHMmzePLVu2EBISUrkD5Nly9IoVKxgwYAB9+/bFzc2N3r17M3fuXDZv3kxmZmaFHdvY2JhGjRqRkpLCrVu3ePPNN1mxYgXHjh0rlR1FkyZN+Pzzz3FxcdGobZ0gCHz11VdYWVnh5ubGhg0biIqK4s0332TXrl14eHhw9epVxo4dy5YtWzA2NmbgwIH88ssv1bpoqjpy9OhR0tPTmTRpkvq7a2RkhJubG23btlVXQPfr16+Q0INnXWqKK/6SSqXqAjZtLN9rG1tbW1JSUjTaJiMjo1Dr0FcFndj7P+Lj48tddm1mZkaXLl20NKJXi9q1a6vFXn5+foWKvbFjx5Kdnc0333yDTCZj0aJFRTyXVO2qpk+fXuO/2Pr6+kRHR5ORkVFqAfZ8g/vXha5du3Ljxg2SkpKKPGdoaMh3333HhAkTMDIyYuXKlfz444+VbjotEolwd3enS5cuODo6Mm7cOBYtWkRWVhaLFy/WuvVIVlYWV65cYd26ddy8eROAZs2aIZFIcHR05L333mPjxo3s2LGDy5cvF/vZqfDy8uL7778vktP1IlQi/Pbt2/j4+NCqVSvCw8NJSUkhNzcXR0dH6tWrh42NDbNmzWL9+vVMnDixRrX4qw6EhYWxb98+PvzwwzJde7t06cKVK1eK+HlmZWW98JyoaiwsLMjKytIo5cTR0bFGTWRLi07s/R9ubm5ER0eXax8ikYj79+8TFBTEjRs3tDSyV4PatWsTFxcHPIvsVeQybq1atfjyyy/59ddfefvtt1EqlWqTVhVbtmyhW7dutGrVqsLGUVkIgsCJEyfo379/qV+flpb22ok9Ozs7/Pz82LFjR7HPGxoa0qJFC8aMGcPq1asxMzPjiy++UE9SKguJREJ+fr76dxcXF2bMmEGTJk345JNPuH37NkqlkqCgIC5dusTRo0fLVEGYmZnJ1KlT+fHHHwkPDyc/Px8TExNsbW3Zu3cv77//PhERESxYsACFQsG5c+f4+OOPmTt3LvPnz2fatGnqopLy8O6779K9e3f1EmNISAiHDh1i9OjRODg48O233/Lll1/i5OT0Si6vVQZ//PEHw4cPx9nZuUzb161bl+nTp7N69epCTQdUXZGqKyKRCGNjY3Jyckq9TUBAQAWOqOrQxcH/j+cbOJcHX19fFAoFDx480MKoXh1UkT2FQkFBQUGFL8E8X2H2xhtvsHjxYjw9PRk7diz+/v4EBwfz/vvvV+gYKgulUomenh4jR44s1etzcnJQKBTVyiqhshg+fDgffvghwcHBNG3atMTXmZiY8Pbbb/PXX3+xdetWPv3000obo6GhYSEvM3i2ND9lyhS8vLxYvXq1etm9du3aREZGoq+vr3G7PFNTU2bNmkViYiJXrlzBwMAAuVxOQkIC48ePJykpiTNnznD16lXmzp2LjY0NMpmMkJAQtc3R8uXLqV+/frna1IlEIhITEzE1NSUyMpJatWrh6urKn3/+yY0bN6hbty6XL19GEAT69OnD4MGD1f2DdbycyMhIwsLCyuQb+zw+Pj6EhISwZs0avvrqK+RyOba2ttV+0mhnZ0dKSkqpCy769etXwSOqGnRi7/94/PgxjRo1Ktc+tm/fzptvvsnWrVuZMmWKlkb2amBlZUXt2rW5fv06tra2ZQqTK5VKUlNTMTAw0GjpddiwYfTv35+9e/cyd+5cmjdvzqJFi15q0lxTuHXrFo6OjqW+mKWlpWFpafla+kGamJgwZswY/vrrLxYvXvzS17dq1Uq9vFlZ6OnpldjqqVWrVixZsoS5c+eiVCrVRT9lyefT09NT9+8dNmwYgiCQkZHB2bNn+fXXX9X5WDKZjLlz5zJw4ECGDh1K8+bN1fuYNm2aOkpeVgRBIDAwEDMzMyIjI/n0009p1KgR48eP5+7duwQFBbF48WJMTU357rvvOHLkCHp6eri6umJmZsbkyZNfSRNcbXH06FF69uypUZFCSXTt2pXjx48jCAKxsbGEhoa+tHinqjExMSEqKqpUxZOnT5/G3d29WDuamo5O7PEsyTQgIKDM7c2SkpKIiIhg1KhR6Onp6YReMajMNzdt2sT06dM13n7//v3s3LkTExMTxGIx33//vUYzSiMjI8aPH8+bb775yomcoKAg9U27NLyO+XrP07FjRzZt2oRUKn3psmBZErwrErlcztWrVzE0NOTHH38kNjaWlJQU2rdvX+59i0QirKysGDZsGMOGDSMpKYkvv/ySWrVq4ezszP79+2nRogVubm4kJSWpUwEyMjI0rnj873FXrVrF/v37sbe3V0+6zczM6NChAx06dFC/dtmyZcjlcvLy8ggLC+PcuXMcP35cYyPr14XMzEyuXLnCDz/8oJX9BQUFYWVlhVwu5/z58zXCj04kEmFmZkZWVlaJIk6pVLJly5ZX+t6tE3vAo0ePqFu3bpkS9RMTEzE3N8fNza1C89BeBdq2bUtoaCinTp0iLS2Nzp07lyrCd+nSJXbu3Mn69etJSkpi+fLlZGdnl0mwvGpCD55FaDRJQE5NTX2txZ6RkRH169fn4cOHRSx3/ou1tTVyuZzk5ORKrcoWiUTFGjQfPHiQPXv2YGNjw5w5c/jkk0/o3LlzhYyhVq1aLF26lNDQUKRSKeHh4SxcuBB49hnm5ubSuHFjHB0dOXfuXLmWvyQSCWPGjHnp61TV4IaGhnh7eyOXyzl+/HiZj/uqs3fvXlq3bq21czc6OpoePXpgYGBQI4SeCjs7O+Li4ooVexkZGTx+/JjJkydXwcgqD53Y45nYq1+/fpm2DQsLw93dnVq1aml5VK8mgwYNIjg4mC1btmBgYFCqiMTOnTtp27YtR44c4fz580yfPr3MicavIgYGBkVyvFQUJxgiIiJwcnKqjKFVWzw9Pblz585LxZ6enh6+vr5cuHCB4cOHV9LonomfgoKCIhPImzdv4u3tjbW1NT4+PqxcuZJPP/1UowpYFaVZ1lIdB54l6a9atYrMzEzkcjmtW7emoKCA2NhYdu7cSdOmTXF2diYxMREHBwetT6yio6M5duwYGRkZmJqaYm1tjbOzM7m5uVo9zqvC33//zY0bN1i6dKnW9mlmZqZRsUN1wcjIiPz8/CLXQ0EQMDQ0fGUrcJ/ntRd7qampnDhxQj1j1YQ9e/bQp0+fV3J9v6LIz8/HwsICIyOjQlVdL2LUqFEcO3aM8PBwvvvuO42azL8OGBkZFWt/kJOTw6RJk2jbti15eXl069aNDh06EBwczNixY6tgpNWHtm3bsnTpUoYNG1asjYcgCISGhhIfH09eXh7Z2dmVOj5DQ8NizcfDwsJwcnJCIpHg4+PDhAkT2Lx5M8uWLdNIXMnlct566y2aN2/O6NGjcXNze+nNrn79+qxduxaA5ORkfv/9d+rUqUN6ejoFBQUsXLhQXZk5ceJErbbPevjwIV999RXdu3endevWbNmyRS3yPvjgA60dR9tIpVIiIyOJjo4mOjqa9PR0jIyMaNSoER4eHtSpU6dCVhuOHDnC0aNH+eqrr7QaxbewsODp06da219lYmVlRUZGRqHPIzQ0lNjY2NfCMu21F3tbt26la9euZYrsDR8+/JVcFqwokpOTOXXqFP7+/nTp0qXUViFdunRRe3hVVBeKmopSqcTQ0JDLly8zevToQn2dY2NjAfDw8MDMzIxDhw6xZcsWlEolDRo0qKIRVw/c3Nzo3r07CxcuZNWqVYUq8R8+fMjWrVtJTU2lXr16wLMChspEIpEUG621tLSkdu3a6ihjt27d+Oeff/D398fX15d58+bRo0ePQj2AIyIi+Ouvv3j06BF2dnbY2tqSkJCAm5sb7u7ufPPNN4jFYnx8fBg+fDj6+voUFBRgbW1dYtW8nZ0dgwcP5pdffmHy5Mn88MMPtG7dmq5du6pvoDdv3uTJkyeMGDGi3NX3t27dQqlUcunSJcLDw7G3t6d9+/bs3r272pn53r17l3PnzhEaGkpycjJOTk44Ozvj5OREvXr1yMrK4s6dO+zatQu5XE6jRo1wcnLC0tISGxsb2rRpU+b8x5SUFHbs2MHDhw/58ssvtV64Ym5uTmxsLHK5vMaZWtvY2BAVFaUWe0FBQZiamr4WQg9AJJSlwWU1IS0tjdOnT+Pn51em2cvt27fZsGEDq1atKlNl5m+//cbbb7+t8XavE0qlkrt373Ly5EmCgoIYMGAAXbt21fgidOzYMTZv3gzArFmzNCpIeJXJyMjgnXfeAaBNmzaF7BUuXLjA1atXmT9/PvAsWhUZGYmtra3Or+z/mDhxImvWrFGL5Hv37vHDDz8wYcIEunTpUmU3NKlUSkZGRpHldn9/f3bs2IGvr6+6Z+6VK1fYu3cvn3/+uTrKNX/+fB4+fIi/v79a9Ds7O+Pp6Ymbmxt2dnY0bdoUfX19lEolsbGxHD58mMuXL6NQKJBIJIjFYpYtW1Zib1GZTMZbb73Fb7/9hkKhUPf1TUxMZObMmWzcuBFBEMjPz6dfv34a5UQVFBRw+vRpNm/ezMaNG7GwsEChUJCens6jR49o1aoVRkZGBAUFsWrVKn788cdqYSWkUCh4//336d+/P56enri6upY4QRUEgcTEREJCQkhISCAjI4OYmBhiYmKYMmUKvr6+pT7uvXv32LlzJxEREXTt2pVx48ZVSG/XrKwsVqxYgUKhYObMmTWuCvrRo0c0aNAAuVyOTCZTF2/UVDTRQDVLmmuR9PR01q9fT9euXUlPTyc5ORmlUqlRM/Q33nij4gb4CpCQkMDKlSuRyWT07t2bDz74gNjY2DItw7Zr1w6lUsn9+/dr3AWmIjE3N6dhw4aIxWIePHjArVu3aNasGXK5nMOHDxdKmheJRMW2PHpdSUxMRBAElEol8Gxpc/369bz//vu0bdu2Ssf2X2NlFZs3byYlJYWDBw/SoUMH3Nzc8PX15fLly8yYMYMuXbrQpEkTNm7cSIsWLWjVqhXZ2dm8++67pKenc/78eS5dukTbtm2JjIzE3t4eR0dHnJ2dmTZtGu+88w4BAQFERESwb98+MjIycHBw4Pr16+zcuZOuXbsyePBgxGIxEomEunXr8uTJE1q2bMl7772HUqkkLS1NHT38559/8PPz4/jx44wcObJUN9YzZ86oBSQ8WzoUiUTo6+tjZ2dXqNjA09OTRo0acf78efr06VOhnXlKg1wuJyMjg379+r20YE8kEuHg4FBETAcFBbF69Wqio6MZPnx4icvrgiDw4MED9u7dS2xsLCNGjKBbt24VOkExNzfnq6++YteuXXz//fd89913NSrXzcrKivT0dAICAmjWrFmRtnCvMq+t2Hvw4AFZWVncuHGDCxcuYGhoSEFBAXXq1KFLly60bdv2pTPFK1eu6ARfCURGRvL111/Tv39/hgwZol7uFgShTEvfNjY2DBgwgAEDBmh7qDUasVjMp59+ilKp5OHDh/z2229kZmYiFotp3759ufzPXlXS0tJYs2YNYWFh+Pj4qAWIqoNOmzZtqnJ4AGqD4+dZuHBhIRuYK1eu4ObmhlgsZu7cueocv4iICHr37k3dunXZtm0bU6dOVb+nXr16ERUVxa1bt4iOjub27dvExMQgFovp1q0b9erVY+XKlfTt25cPPviAp0+fsnXrViIiIigoKODcuXMEBgYyY8YMbG1t8fb25saNG7Rs2RJ4dj7a2toCMGLECJydndm2bRuCIHD27Fl1Hl9J14DMzEw2bNgAQKNGjZg3b95LxcSAAQNYvXo127dvV/d49fT0LMOnXn4MDQ2xt7cnJiamzEV/np6eLFmyhOXLlxMeHs7UqVOL5JXevn2bLVu2IJfL6d+/P/Pnz9dY6CqVSg4ePEinTp00moCLxWJGjx7NxYsXuX//fpV91mXBxsaG06dP06lTpxod0SsLr63Ya9++PQ0bNsTGxkZ94ZHJZFy5coWrV6+yefNmmjRpwqhRo2jYsGGhbVXLHtbW1uTk5GBsbKy+ICmVSpRKZY3LZ9A2x44do0ePHpWe6/Q6oioQ8vX1xdfXF6lUikwm0/UPLYGNGzdSu3ZtPvvss0I3SBsbG3UfzaqOVohEokJ2OsnJyYSEhNChQwfs7e05evQo7u7uhbZRRZJ++eUXjI2N8ff3p3379rRr167Q61xcXHBxcVH/LggCT548Yd++fRw+fBiA3r178/PPPyMWixkwYAA3b97k0qVLvPfeewQEBPDJJ58wduxY2rVrx/Lly0tMZ/H19cXT05Ply5ezY8cOduzYgUgk4rvvvis2yiwSiWjRogV9+vTBx8enVH8HT09PfvnlF7Kysjh79izfffcdK1euLFbAZGZmkpeXV6FFXi4uLkRFRZVZ7AHY29uzZMkSdu7cyaxZs2jUqBENGjRAJBIhk8m4cOECH3zwAa1bty7T5DkzM5O5c+eSlpam0XKxCrFYzNChQ9m/f3+NEns5OTk4OTlpxWC6pvFaK5L/eg9JJBK6detGt27dkEql/PvvvyxdulQdHg8NDeX69evcvHkTpVKpbjwvEolo0KABLVu2ZO/evUVyp1431q1bR0BAAEuWLCn0uEKh0LU4qgRetxmrpjx48IBvvvmmSCTE3NwcfX190tPTq41QVglPVdTxypUrLFiwgLp167Jy5Uo2btxYyB80LS2NmJgYfv/991JHekQiEQ0bNuTTTz8lKioKpVLJ+fPnefz4MatXr6Z27dp06NCBWbNmAdC0aVPatWvHunXrqFu3LqmpqSgUCmJjY1m4cCFvvvlmodZtZmZmLFq0iIMHD7J7926USiWXL19m//79dOjQoZAYNTc354svvtD4c9LT00MqlSKVShGJRKSnp2Nvb48gCISHh3Pz5k1u3bqlLu5Yt26dxscoLdbW1lox4jYyMmLSpEmMGDGCO3fuEBUVBTwT9Z9//nmRIERpSU9P53//+x9paWkMGzaMOnXqlGk/bm5unDhxokzbVhUnT56kS5cupKamvnauDq+12HsRZmZm9OvXj2bNmrFhwwa2bduGs7Mzbdu25bPPPsPV1VVtfJqTk8PDhw+5c+cOQLW5UVQF8fHx3Lp1i/Xr1xcpesnPz6/ynBodOho0aEB4eHixXoNisbjI8mlVoVrKNTAwoGnTpsyfP58nT56wZMkS9aQpKSlJLfYEQWDPnj14eXmV6XsmEomoW7cugDryt3nzZj7//PMir3V3d+frr79m7dq19OnTBz09PUJCQsjJySEjI6PI62fPns38+fPp378/0dHR/Pbbb4SFhaGnp1ck8lgW4uPjWbBgAS1btuTdd98lIiKCs2fPEhAQgEgkonXr1rRo0YLo6OhCHXyK86FMT0/H1NS0zJX/ERERtG7dulzv53nMzMy0VpCWnp7O559/TnJyMs2bN2fUqFFl3pdEIlFb7dQEtm/fzoQJE1AoFISGhurEno7C1K1blyVLllBQUFDsl18sFmNmZoaPjw8+Pj4MGjSIL774Ag8PDzp27FgFI65arly5gre3d7HVzTKZTNdlREeVk5KSUqRyTalU8ttvv2FjY1NtDNJV9isGBgZIJBJatWqFt7c3vXv3xtzcnLS0tEKrEwcOHODBgwd8/fXX5T62np4evXr14tNPPyUtLQ0rK6siS6oWFhYsWLBA/bsqouzg4FCk40h8fDz79+9nxowZuLu7M3jwYORyebnavH388cfUr1+fqVOnkpOTQ25uLrdu3SIqKgpXV1fc3NyYP3++uujuiy++YOrUqTRs2JDVq1fz4MEDMjIyaNy4Mc2bN6du3brExMSwa9cunJycWL58eZlWIoyNjUs0Oa9KMjIyWLlyJXK5HFtbWz788MNyWYfVqVOHzMxMUlNTq32AIy4ujpEjRwLPzm2xWIxMJnutgg86sVdKSjvLc3BwYN68eSxduhRbW9syOdvXVNLT0/nnn39KNKh+3b5cOqoPqghObGwsqampNG7cWP2cTCZj9erVZGRk8NVXX1V5vp4KVUXu8xYaqv61x48fJygoiOnTp6t95k6cOEHbtm21NqFycHCgR48ezJkzh/z8fHr16sXkyZNL/Hx8fX1Zu3YtM2fOxMXFhe+//1793MSJEwuJv+f73aampmJlZaWx8LCzs+PChQvk5OTw0Ucf0bRpU3x8fAqZOefm5nL58mUuXLhAeHg4VlZW3Lhxg+joaD7//HMsLCx4+PAhd+/eJTg4GCMjI7755ht++uknzp07h5+fX6nGkpeXx7Vr17C3tycvL6/aRIdVBAQE8PPPP+Pk5ER+fj4LFiwodzMAiUSCt7c3ly5dYvDgwVoaqfaRy+UEBgYW8p60tbUlNTX1tXJ20Im9CqBhw4ZMmzaNFStWsHjx4jLnRNQkBEFgx44dtGnTpsTE5Pz8fF0+mY5KJTk5mV9//ZU7d+7g6elJWFgYAwYMKFRA9fPPP6NQKFi4cGG1ijwbGhqW2Arszz//xNramrfeeotu3brxzjvvMHPmTA4cOMBnn33G8uXLNS4SEwSBDRs2YGZmhqenJx4eHkyYMIE+ffogk8lYtmwZ+vr6L+yJqqrE/e/yXkndNAIDA1myZAk9evRg2rRpGo13yJAhJCQk4O3tzcqVKwkODiY4OJg2bdpgamrKtm3buHz5MgUFBeptNmzYgIWFBf369VMvWasKm55n+vTpLFq0CC8vr5f2lU1OTmbFihVIJBKkUikWFhbVoqIbnk1kduzYwdWrV5k0aRJ79+5l9OjRNGrUSCv779+/P99//z3du3dXu1fEx8fj6OhISkqK+nyoKjIyMjh16hQjRowo9LilpSWPHz9+rcServ1DBdGuXTv69evH1q1biY6OrrEtZkpLSEgI9+/ff+GNQBfZ01FZPHr0iPfff58PPvhAbSL89OlTpk+fXihP6eHDh9y7d49Zs2ZVK6EH/79lWnH06tULIyMjFi9ezPnz5xk3bhxNmzbliy++wMjIiC1btpCYmKjR8WQyGefPnyc2NpZdu3bx3nvvsW/fPmrVqkVoaCg5OTlIpdIX7kNfX58xY8Ywb9480tLSin1NRESEugXiTz/9xKhRowgKCtJorABNmjTh22+/5eDBg9y6dQsjIyO++OIL8vPzmTJlCjdu3MDZ2ZkGDRrw9ttvM3z4cNLS0nB3d3+pJVH9+vXVHTpKitKp7GTmzZuHt7c3ixYtYtWqVSxatKjKzyVBELh9+zbz588nISGBFStWEBcXR+3atQt5b5YXDw8PWrVqxdatW1EqlcTHxxMcHEx6ejpXr17V2nHKQlZWFhkZGcU6QojFYgwMDEr8fr2K6CJ7FUi/fv3Yu3cvAQEBAOrKtppOUlISCoUCGxsbtXjT19dX9xAtKXonl8t11bg6ilib5Obmcu/ePWQyGU2aNNE4GhATE8PGjRsJDQ1V54UKgsA777xD27ZtiY2N5ezZs+Tm5hZavgX4448/GD16dJk66FQ0JbVMAxg3bhy7d+/mq6++okWLFrRo0ULtDDBt2jSOHDnC3Llz6dOnD6NGjSpVlM/Q0BAvLy9atGhB3759iY6OZu7cuQQFBZGdnc2cOXNo0aLFS/czdOhQ3nrrLfLy8vjzzz+LHHvLli2Ymppy9epV0tLS8PHx4eTJk4Ves2zZMsLCwli3bt0LhdOaNWtITEykVatWjBw5kgYNGhAXF0fz5s1RKBQ0aNCAvLw8fvvtNxYtWkS3bt1K7AjyX0aNGsWqVauYM2cO7du3x9nZGSsrK6ytrcnLy2P37t0kJyczf/58rUXKyoJCoSArK4vU1FTCw8N5/Pgx9+7dQywWM3z4cLp27YpIJEIqleLk5KT1NIWJEycyY8YM7t+/T2RkJAMGDODq1at07dqVoKCgKrNmyc/PJy8vr8T0AFtbW1JSUl6LlTfQib0KxdjYGKVSib29Pd9++22NX8KMjIxk7969BAYGIpFIyMzMxNzcHFtbW0xNTcnOzub+/fsvvJhWl3woHVWDUqlk7ty5NG7cmHfffZeUlBQWL16MiYkJxsbG/Pnnn4wfPx4fH58XRoEFQSAjIwN/f392797NoEGD+PDDDzE0NEQmk6Gvr4+ZmRmCILBr1y769u3LmTNniI2NVecqxcbGEhkZSdeuXSvr7WuEWCxWd/co7rkxY8bQvXt3rK2tC31WLi4uTJs2jaFDh7Ju3Tq2bdvGlClTSnXMN954g++++4769evTqFEj3nnnHXVye2mj8kqlElNTU2xsbBCJRNy9e5cmTZqo855FIhHZ2dkMHjwYPT09FixYUMgs/bfffiMgIAAvL6+X5kp7eHjQrFmzQtvXrl27UN5wcHAwISEhODg4YGNjQ1hYGLt372b06NHq3sfFYWNjw6JFiwgODubmzZtcv36dtLQ0dcSyR48ezJ07t8pXK2bPnk16ejrW1tbUrVuXBg0a4OfnR/369QsJnS5durBo0SJMTEwYMmSI1q7Fpqam9OjRg5s3b6pb4jk5OWFmZoZUKq2SPrpXr17FwsKCZs2alfgaCwsL4uLiXhux91r3xq1oYmJi+OKLL/j5559rtIljSkoKmzdv5v79+/Tv359+/fphZmaGTCYjNTWVlJQUcnJyqFWrVont5gRB4PHjx1U6A9ZRtSQlJbFmzRpSU1MpKCjAz8+PyMhI4FllJcA///yDv78/GRkZTJ48GS8vL+7cucOVK1eIiYnByMgIExMTwsLCkEqlNGrUiCFDhtC8efNij3njxg22bNnCDz/8wJkzZzhy5AjOzs5kZmaSmJhIt27dmDBhQqV9BpoSEhJSJBqpCZmZmcybN49JkyaV2jz30qVL/PHHH6xatarM1y3VbSUsLIzPPvusUG/cgoICsrOzsbKyQi6X8+jRI5o0aYJIJOKXX37h7NmzeHp6snDhQq1ODuVyOQcOHODo0aNkZ2czefJkrS5pVhVz585l8uTJNG3aFHj2PpVKJXp6eoVWUnbu3KmuMp45cyZ9+vTRyvGzs7NZsGABI0eOLNaBYseOHYwZM6bSBN+dO3eoV69eIf/JkoiIiMDBwUFd5FTT0PXGrSaYmpoil8u5detWjbVhiYmJYcmSJfj6+vLBBx8UWu6SSCQ4OjqWKsm1JOsaHa8P27dvx83Njf/973/Ex8ezefNmHB0dGT16tPqmPnjwYAYNGsS1a9fUrd9q1apF9+7d6dq1K/n5+UilUoYNG0b9+vVfKAby8/PZsmULkydPxtDQkH79+mFtbY0gCFhYWGBpaVms1151QhXdK6tFhoWFBWPGjOHMmTOlFnudOnXi6tWr7Nmzp8xCWPV3cXV1xdraupDoMDAwwMrKiidPnvDkyRN69Oihfn39+vWxs7Nj8ODBhf62QUFBfP3113Ts2JEPP/xQ4/EoFApWrlxJRkYGy5YtY+3ata9ESg08O0cEQSAvL48jR47g4eGBTCbj/v37vPHGG2RkZHDr1i1ycnLYvXs3DRo0eGFEU1M2bNhAw4YNC1VYP8/48eO5dOmS1rwCX4RcLsfKyqrU4k21lOvs7FzBI6t6dGKvArGysuLjjz9m6dKltG/fvlyeRlVBcnIy//vf/xgxYkShsvWyoDNUfr3JysoiICCAdevWoa+vj7Ozc4kWPSKRSN3mS7U8VZYIz4EDB3BxccHHx6fQfmsSqry98qwM3L59W2NRO3nyZObOnUuXLl2KbWtWWvT19fnll1+K/fsdP36cixcvcuLECVatWgVQqPOGCoVCofYOtLKyKtM4jhw5QnZ2NosXL0YulxMREVGudmZVTUJCAidPniQmJobU1FRiY2NxcHCgb9++aqseLy8vduzYQc+ePdmzZw+9e/fmvffeo2nTplq7F+Xk5HD79m1++umnEr+jgiC8tKJZW+zcuZNRo0aV+l5jZmZGTExMtWiRWNHULPVRA3F0dMTMzKzGCT14Fn7v3LlzuYUe6AyVX3du3bqFh4dHqZZWVIjFYnXel6bI5XKOHTv2wurwmoDKa6+sJCUlERAQwOjRozXazs7OjmHDhrFly5YyHVcqlXL16lV+//33Ev9+kydPxtvb+6UdNPT09Jg2bRpDhgzhrbfe0ngsMpmMM2fOMGzYMPT19Tl//jxNmzYtt89cVREfH8/8+fMpKCigYcOG+Pn54e3tjZWVVRFPxgkTJnD8+HG6dOnCxIkT8fT01Oq96M6dO7i7u7/ws7x27VqlFEDduHGDPn36aBRUEIlEmJiYkJOTU4Ejqx7oInsVjK2tLbm5uUil0nIXaERFRbF582Z1vouqMszKygobGxsaNGigNV+jhw8fEhQUxOrVq7WyP53H3utNamqq2oerMoiLi8PIyKjGJ1+rCk7KiqWlJQUFBTyfmh0fH8+JEyfo3LnzC6Nbffr04ejRoxpXVAqCUKggZOLEicWmcJiamvLZZ5+Vap89evQo9fH/S3R0NElJSTRp0gSpVKp2R6hpyGQy4uLi2Lp1K7169eLNN9986TYJCQlcuHChkMG1NgkKCnphhXZMTAyenp4VnhN38uRJfHx81NcZTSLhNjY2pKSkFBLKryI1L9xUwzAwMKBhw4bcvXu31NuolhliY2NRKpUoFAqOHTvGl19+iZeXF2+99RZdu3albt26yOVynjx5wrFjx5gzZw6zZ89m27ZtJCUlkZGRwePHj0lOTkaTOhy5XM7WrVsZNWqU1r4Ausje602PHj0ICAjg0aNHlXK8R48eaTUvqap4kf1Kabf39fXl119/VV8DFi1aRFpaGsuWLSMpKemF2w4ePJgjR45odEyFQgFA06ZN+eSTT16aq/v333+zYsWKCvM8q1evHo0bN+bSpUts2rQJkUjEpEmTKuRYFcmNGzeYN28exsbG6tZfLyIlJYUVK1bwxhtvVNgyqpWV1Qu9FyMjIxEEoUKLM9LT02nfvj3W1tbk5+drfB6ZmpqSk5Oj0T2yJqKL7FUC3bp149ixYyUmsKq4efMm+/bt4+nTp1haWiKXy8nJycHMzAw7OzsWLlz4wpm4SvhdunSJOXPmIAgCtWrVIi0tDSMjI5o2bUrr1q1p37494eHh7N27l6ysLKytrWnVqhXdu3cnPz+fVatWYWxsTM+ePbX2Gah6fOp4PbGysmLq1KksW7aM0aNH4+bmRnp6Om5ubhXiYn/p0qWXGufWBMq7jAvw3nvv8fnnn3P06FEGDBhAdnY2kyZN4vDhw3z00UdMnz5dXbxx7do1zp07h5GRETNnzqRly5bs379fo+Pp6+uzc+fOUi8XRkVFcePGDe7cufPSJd2yIBKJMDQ05MGDBwQEBLB27doaucrg5eWFRCJhwoQJL7yWqpat9+7dS8+ePRk6dGiFjal27dpcvny5xOczMjJIS0ur0CXzixcv0rdvX0QiEc2aNePYsWO0aNGi1HmqIpFIbR1WE8+L0qITe5VA586d2bVrF3v37uWNN94o9ot67do1Nm7cyDvvvEOzZs3US14ZGRkkJydTr169l1489fX18fDwwMPDg4kTJ6Kvr6+u5ouOjub+/fscPnyY9evXY2hoyPDhw3F1dSUhIYF//vmHkJAQIiMjqVWrFp988olWDZAFQaiReYs6tEenTp1wcHBg9+7dnDlzBgsLC0JDQ+nevTstW7akRYsWWjtHHj16xMyZM7Wyr6rEwMCg3H1WjY2N+eSTT1i4cCEKhQIjIyNycnIYP348bdq04dtvv8XCwoJ69eqxdu1apk6dyvnz59m7dy8dO3YsU1RGk79j48aNefDgQYn2OdrAx8eHPXv2MG3atBp7Qzc1NWXo0KGsWLGCb775ptil0ejoaL7++mucnJz49NNPK9zqysTEhOzs7CKPJyQkkJKSUsT+Rdts3bqViRMnFsoL7du3L/Hx8eTm5mpUlZuUlFRjz43SoBN7lYCBgQEff/wx27dvJyoqig8//LDQxTAyMpINGzbw6aef4uHhUWhbS0tLjZLaVTyfpCoWi6lbty5169alb9++ZGRkYGFhUWgMbdq0YfPmzXTo0IEBAwbohJmOCqFhw4YsWLBA/Xt8fDzHjx9n69atWFlZMXfuXK0kc1tZWZGUlISNjU2591WViEQirSwvOTk58c0337Bq1Sp1zi88E1rTpk3jxx9/ZOrUqdSrV48ePXrg6enJokWLyM3NRRAELly4UGHm035+fvj5+VXIvivzGJXB0KFDiYyMZNWqVYwaNUotTi5evMjTp0+RyWT4+vqW2kS7vISFhRVJl1BZGxUUFKi9/yqCyMhIxo4dW6QASCQSkZycjL6+fqnFnrGxsQdk/tMAAFhgSURBVPpcf1WrcnV39EqiUaNGLFiwgISEBFavXq3Oc/jzzz/55JNP6NevXxGhVxGIRCKsrKyKiDkrKyvmzJnDoEGDtC70FAqFrk2ajmJxdHRk0qRJrFy5EltbWz799FOuXLmizvsqKwMGDOCrr77i8ePHWhpp1aINwVenTh2WLFnC119/XUhQt23blry8PM6ePUurVq0AsLe3Z9GiRQQGBlJQUMD69etL7HVb3bh06RLXrl2r6mFUCCKRiA8++AAbGxvWrVvHwoUL+fzzz4mPj8fBwYHAwEAaNmxYaeMJDw+nQYMGhR4LDQ3l+vXrFepdp1QqefToUYmVt82bNyc4OJjQ0NBS7U8kEmFmZkZWVpY2h1mt0EX2KhEjIyO+/PJLtmzZwkcffYSTkxNPnjyhb9++9O/fv6qHV2HIZDKdx141ISkpCX9/f27fvq1uc+Tl5VXVw0JPT4/p06dz/fp19u/fz59//qnu61mWyUe/fv3YsmUL4eHhlXrzqwj09fVRKBRaSXKXSCRFbs4ikQgbGxsCAgJo3bq1+nE7OzuWLl3KqVOn+OOPP4iMjKyWnYqeRxAE1qxZg7Ozc6lNpGsaEomEadOmFfvc2LFjKzU3Oi0trYgDRIMGDSrUyiQ7O5u///6bsWPHvvB1nTp1Iisri+zs7FIVGtra2pKQkFBjLXlehk7sVTImJiZ88MEHhISEkJGRgbu7e41fanoZOkPlqiUmJobr16/j7+9PXFwc3t7edO/enX/++YelS5fSpEkTTExM1EU6ld3HUoVIJMLX15d27doRGBjI9u3bOXv2LFOnTi2xDd+L9jVhwgQOHTqEj49Pjf6OGRoakp+fX6F/l/Hjx/Pdd98VuUlv2LABAwMD/vrrrxoRnc/LywOgVq1aVTySqqGyi+AyMzOLTTMKDQ3VuqcfPBN6sbGxjBkz5qWv1dPTIzIysoj/YEkYGxuTl5f3yi7l6sReJZGTk0NgYCDw7OItFosJDw9n8+bNSCQS5s6d+8q2bNHZrjxDEAQSEhKIjY3Fy8ur2AuhTCZDJpNpJVE4NjaWjRs38vTpU3x8fBg5ciTNmzdXC+9Lly4RHh6Ovb09np6eHDp0iPz8fAYOHFjuY5cHkUiEl5cXnp6eHD16lK+++gpLS0vy8vKQyWQ0adKEcePGvbTabtCgQdy4cYN79+5VWL5ZZaCyX6lIHzAfHx92795d5PFr165hYWHBV199xYIFC6p9j2/VNTY6OrpcbeZ0vBxBEMjIyCgi9kQiEba2tuTl5WnVTFkQBAoKClAoFKUWYy1atODWrVtkZmaWyivSwsKiRAFb09GJvUpCtaSk8gKSy+W4uroyYsQINmzY8Er356voG9WLUFUyFhcVSU1N5fz589y/fx9jY2PMzc0xNzfHzMysxP+X9eYhCAIrV64kODgYQ0NDunTpwsiRI4vMxA8fPszOnTtxdHSkadOm9O3bV+OoFjxrkbVu3ToGDhzI559/XuyMf+DAgRgYGDB58mRMTEwICwt7oadbXFwc9+/fx8vLq1LaH+nr6zN48GD69u1LWFgYFhYWGBgYcO7cOb744gsmT55Mly5dStz+4sWLxMTE1PhlXG3Yr5QVDw8P7O3tuXDhAkqlskrGoAkODg5IJBKSkpK4evVqje1JXhPIz8+noKCgyMQ0JCQEMzMzrXfNCAoKIjs7W+PleYlEQv369REEgeDgYJo1a1bia21sbIiLiysk9lTLwDV98qATe5VAbGws169fZ/Xq1UV6O549e5Y2bdrQsmXLqhlcJVAVy7hxcXEcOHAAf39/cnJykEgkmJqaqn8AIiIiaNOmDT179kQmk5GVlUVWVhbx8fE8fvwYqVSqfkxVUNOxY0dGjBiBvb19qccilUo5dOgQMTExbNiwgYyMDL7//ntOnTpFmzZtaN++PU5OTqSnp5OamkqzZs148803uXXrFosXL6Z58+ZMmzbtpVEVpVJJREQEly5d4sKFC8yePfuF7vaenp6FZruCIJRokHrz5k3Wr1+PhYUFqampjBo1qtTvv7xIJJJCxUujRo2idevWfPPNNzg4ONC4ceMi26SkpLBp0ya+/PLLGt9FQyKRkJmZWSXHnjBhAps3b6ZLly6V0vKqvNSrVw9LS8tX3kajOqDyz/uvADp9+jRvvPGGVo/18OFDHBwcNLruqjAwMCAzMxOxWExmZiaxsbElXhOMjIxITU3FzMyMCxcu0Lt3b44cOcLYsWPZvHkzgwcP5urVq7Rs2RKFQoGlpSWmpqbVPuINIBJqsG10Wloap0+fxs/Pr9omDguCwJIlS/Dw8GDEiBFFnr958yZ79+7l22+/rYLRVQ4hISE0atSoVKH39PR0wsLCCA8PVxsx6+vrY2BgoP6/RCJBJBKplzxV+UyOjo7Y2Nhw+vRp/v33X3r37k3Pnj2xtbUlJyeH7OxscnJykEqlyGQymjVrVuqIoyAIpKSkcOzYMXUeWadOnYp9bWxsLOHh4URGRvL06VMePHhAixYtGD16dKHobWxsLNeuXePq1aukpKRgbW2Nvb093bt3p23btsCzHKT169eTmJjIjBkzsLOzIygoiIcPH5KVlUVeXh65ublkZ2fz9OlTLCws8PLyYsiQITg4OJTqvT0/ngULFqjNuwVBICoqiosXL3Lu3Dk+/vhj0tPTOXr0KN98841G+64ILl68yO7du1m6dGmRpOqzZ89y8+ZN5s2bV0Wj0x4KhYLw8HDc3d2reig1gpCQEMLCwujXr19VD+WV5uzZs/j7+zN//nz1YxcvXiQlJYVevXppTWwrFAri4uKwsrIq8z6vXbuGo6Mjbm5uHD16VF0QmZ6ejrm5OSdPnqR58+YEBQVRp04dzMzMcHV1LTZPVRAE0tLSUCqVhIaGUr9+fQ4fPszEiRP5448/GDduHDdu3MDLy4v8/PwKXRLWRAPpxF4F4+/vz/bt2/n++++LjW7JZDLeeecdli1bVuMjECUREhJSbPRFRU5ODufOnePkyZOkpKTg5uZGvXr1MDY2pqCggIKCAuRyeaH/K5VKJBIJEolE3T80Pj6exMREvL29GTVqVIUl5T9+/JjvvvuOoUOHqi8acrkcf39/jhw5Qnx8PPXr18fV1ZW6devStGnTci17KpVK9u7dy/Hjx8nNzaV+/fo0a9YMKysrjI2NMTY2Rk9PD0tLSxo2bFiu5OKTJ09y5swZli9fzoYNG7hx4wZt27Zl4MCB1KlTh9u3b/Ptt9/y888/l9iHOS4ujtOnT9O5c+cyLUGXFkEQ2Lx5M6dOnaJevXq0b9+e/Px8TExMiIyMJCEhgf/9738VdvzK5GXfIR06Kpuff/4ZZ2dnBg0aBDy7BkZHR2NtbY1IJNJaVeu+ffvo2bNnkVWxsrB161Z69OjB9evX8fPz4/Tp04wYMaJQtC8/P5+YmJgXdqsqCZlMhlgsJjQ0FEtLS54+fYogCJiZmREaGkqXLl0ICgqic+fO5OXllTsiqIkG0i3jViD5+fls3bqVyZMnl7iMKZFI6NOnDzt37uSjjz6q5BFWPCVVNiUkJHDr1i0CAgJ48OABzZo1Y+rUqTRr1qzaV/01bNiQRYsWsWTJEu7evYulpSWBgYFYWloyYMAA2rdvr9WqOLFYzKhRoxgxYgT5+flFjEJlMhnBwcEUFBSUu4pMLBaTl5fH+fPnuXLlCmvXrlVftJOSkli3bh0fffRRiUIPni2P//PPPzx8+JAlS5aUazwvQiQSMWXKFN58803u3r3LtWvXMDMzIyYmhujo6EI2IjpeHRITEzEyMnplLTJqCgUFBWqxkpeXx8GDB9VVsnv27GHEiBHlvh4dP36cN954Q2uV6CKRCIlEwvDhwxGJROrVtucDLYaGhhQUFJQpR091n1dNzJ5vBenh4YFYLKZWrVoIgsDevXvp27cvT58+rZRrlU7sVSCHDh3C2dn5pX/IIUOG8OGHHxIUFFSqiqGahFwuV39RBUFQt2x78OAB3t7edOrUienTp2tl1laZ1KlThxUrVnDx4kXkcjl+fn64u7tXaMm+WCwu1hF+586dTJgwQSvHbtmyJffu3ePvv/9m/vz5hW6oW7ZsoWfPni9NkG7Xrh3vv/9+pVW0GRkZ0bZtW/XS96uIqpNGdbWEiImJoU6dOupxPn78GHt7+zJ/r/Pz8wkMDKRBgwaFJhYJCQnMnDmTMWPGMGzYMC2NXkdZyMvLU7ss6OvrF1o2HzFiBIcPH1ZH/cq6fy8vL60JvWPHjvHmm2+Wan+WlpZkZmZq9b6kOq4q/3j8+PHk5eXh4uLCuXPnqFu3LllZWXh6elaIzZJO7FUQCQkJHDlyhG+//falF2gTExOmTp3K6tWrWbZsWaVUOlYWKkPl6Ohotm7dSnR0NAMGDGDWrFk1IuH7RZiYmNC3b98qHcPff/+tNaEHz/zJ5syZU+Txhw8f8ujRI2bMmPHSfYjFYrp3766V8eh4hoGBQbW1MEpMTGTOnDm8/fbbdO/enSNHjvDnn3/i6urKihUrCr02IyOD4OBgEhISSExMxNzcnI4dO5KamkpqaipisZjIyEjOnDmDUqmkXbt2zJgxg8TERP7991+OHj0KUC0/h9eNlJQUbGxsePDgAZaWlkRGRqongiKRqNyTr7179zJu3Lhyj1OV8+rt7V1qEWVtbU10dHSFByGMjIwwMjJSF57cunULPT09fv/9d8aNG0dGRobGudcloRN7FcTWrVvp06cPtWvXLtXrfX19iYyM5LvvvuPrr7+uEdU9pSE/P5/c3FyWLl3KwIEDmTt3rs5gWQvIZDLCwsLw9fWt8GiPIAj88ccfDB8+vNS9JnVoF1VeanUTOYGBgaxatQp4ds377bffqF27NmKxmKdPn/LTTz/xwQcfkJ6ezoEDBzh79iyNGjXC0dERR0dHoqOjWbx4Mfb29tja2iIIApaWlixbtoyIiAguXLjAiRMn+PPPP2nfvj3Tp0/n2rVrWmkfp6PsqFZpjIyMSEhIwMPDo0jO+a1bt/Dy8tI4F12hULBv3z7Gjx9f7nGmp6erx6hJgZOhoaE6N7wy7VZUq4BTpkwhJSWFmJgYQkJCcHJywtTUlFq1apU5zUkn9iqAgIAAwsPDmTVrlkbbjRgxgqioKFatWsWMGTMwNzevoBFqH0EQiImJITQ0FDc3N1xdXYFnYu/QoUP07duX4cOHV/EoXx3kcrm6WrkiSU5OZuvWrUil0leikXxNRWWsXN24ceMGOTk5zJ49m7Zt26oLp1JSUrh+/TpbtmwhKiqK6OhofH19Wb16dakLpwoKCggMDCQkJIQlS5bg7OxMcnIyO3fufKGlkI6KR9VL1tHRsUQR1bFjR439VVWVrtpoH5qXl8eDBw+oV69emfwWLS0tycjIqJLiT5FIhJ2dHXZ2diiVSpRKpboQY8uWLYwfP57k5GSNJn86sadlCgoK2LJlCxMmTNA4OicWi5kxY4a6d+6kSZNo165dlbWvehmq0nN/f3/8/f2RSqU0atSIbdu20aBBA9zc3MjIyEAmk+mEnpYxMTGhefPm7N+/v8I+27CwMJYsWULXrl15//33q+15+DogkUhK9ECsSvT19Rk5ciQdOnQo9LitrS39+/fH29ubuLg4PDw8NE7bqFOnDmPGjOHRo0ds2rSJuLg4srOz6dChAz4+Ptp8Gzo0RBAExGLxCyOsmzZtwsPDA2traxo3blwq0SSVSrlz5065JpaCIKBUKtm3b1+5loFtbGyIioqqcqcPsViMWCxWpwyNHz+enJwcnjx5olGUT3f11jJHjhzBxsaG9u3bl2l7Q0ND3nvvPdq2bcuff/7J1q1b6dKlC97e3mRnZ5Oenk56ejpisZi6deuqtynOlFkQBPbs2UPjxo21atqclJTEsWPHuHz5Mnp6erRt25b33nuPxo0bo6enR15eHhcuXCA1NRV3d3e6du2qEwoVgEgkqjBrk8zMTJYsWcJbb731wi4VOioHQ0NDUlNTq3oYRXBzc+Py5cvAs3MmODgYuVyOgYGB2iqpoKCA8+fPY2lpibu7OxYWFiWmAygUCu7du8e///7LzZs3cXR0pHXr1ri5ueHo6EidOnV015JqQHp6Onp6esX63iUnJ3Po0CF17m9cXBzGxsbcv38fW1tbpFJpkWhgfHw8CoWCx48fl3sF4dKlSzg4OJQ7308ikVTJUu7L0NfXx8LCgo4dO/L06VOio6NLt10Fj+u1IjExkYMHD7J48eJy51F5e3vj5eVFeHg4586dY8uWLVhYWGBpaYmVlRVyuZxjx46hUCiIj49Xd2KoX78+YrGYiIgIDhw4QEBAAD179tSK2JNKpfz5559cunSJTp068emnn1KvXr0i79XIyIg+ffoAz/zBdDl6FUdFXYSuXLlCkyZNdEKvmqAq0KhutGrVip07dzJz5kxSU1Np2LAhRkZGasH3vCl6SkoKv//+O1KplClTpqgjFTKZjJCQEG7cuMGVK1ewtLSkU6dOjB49ukwdE3RUPGlpadjY2BR7n4uLiytUoFW7dm1yc3NRKpUYGRkhCAL79++ne/fu7Nu3j6lTp3Lz5k369u1bruJEQRD4/fffefvtt8u8j/9SlUu5JaFUKklJSSE5OVmjiY9O7GmJ/Px8VqxYwcCBA3FxcdHKPkUiEfXr13+puWNycjLHjh1T58fAsxB0nz59aNeuHadPny73WCIjI1m6dCmenp6sWbOmxlmlvIqEh4dXmNhLTU2ttibf8fHxzJo1i969e2v1wl6dedmSWVVhYWHBqlWriI2NxcnJqVSpK3fv3mXNmjXI5XLu3r3LgwcPcHBwwNvbm4ULF1K3bt1qazGj4xkvMgR2cXEhPj6+0GPGxsY0b94cACsrK4YOHYogCOrv78CBA4Hie5iXhoCAAEQiEVOnTi3T9iVRXZZy4VmedmJiIpmZmdjY2NC4cWMyMjJKvb1O7GkBQRD4+eefsbe3rxLvJzs7OyZMmMCECROKPJeTk8Nvv/1GTk5OmaxO8vLyuHnzJps3b2bs2LEahdirsy/Yq0Dt2rUrzKbH3t6ee/fuVci+y0tOTg7wzLx506ZN9O3bt9oK09cBY2NjGjRoUOrXN27cmBYtWhAWFkbHjh15//33q8XNVEfpycvLK7QUHxUVRa1atYiNjcXe3v6lol8kEmnt3vDHH38wZswYxGKx1u831WEpNy8vj/j4eGQyGfb29tSuXbtM71Mn9rTAP//8Q2RkJEuWLKlWa/vwLJG/RYsWvP/++zRp0gQfHx9sbGyoU6cODg4OJZ402dnZHDhwgBMnTlCvXj3ef/99jZOiVR57OiqGgwcPqmfE2sbd3Z1du3ZVy79h/fr11T1xHzx4wL///suCBQte+d6xYrG42uUPlQVDQ0ONnQp0VC8UCoX6PExOTiYlJQVzc3MiIiIwMjJi27ZtLFy4sEIn+2FhYWRlZTF06NAK7bpUVUu5UqmU+Ph4RCIRjo6OGlc2/xed2Csnd+7c4eDBgyxZsqTaepDNnTuXtLQ0rl+/TlBQEGlpaURFRWFsbEzLli3x8vKiSZMmGBgYEBwczN27d/n333/x9PRkxYoVhVq+aEJ1FAqvEqNHj66wfbu5uVG3bl1Onz6tFRuEisDX15dt27aRk5PD3bt3X3mxp7JfeVU8OHXUXCQSCQUFBQiCwKVLlxgyZAgAPXr0QKlUMmHChApd2Tl37hzt2rXD3t6+ws35K3MpV2U9k5SUhLGxMS4uLlrz1tSJvXIQHx/P2rVrmTlzZqnNk6sCPT097OzsGDBggPoxlW3K5s2biYqK4ocffkAQBOrXr0+LFi1YsGBBmRpBP49O7FUs2k5G/i9jx45lyZIluLi4qPNtqhM9evSgefPmZGdnqyvTX2UMDQ3Jz8/XiT0dVY5EIiE/P5/ExESaNGlS6DmxWIyDgwN//fWXVjpgPE9ycjJSqRRXV1eMjY0rJU2oMpZyFQoFycnJpKamYmVlRYMGDbReda4Te2UkLy+PFStWMGjQILy9vat6OBojFotp2LAhn376KWKxGFNTUxQKhVZNevPz84stzdehHUaMGFGo97C2cXd354MPPuDHH3+kTp06TJ8+vcxR3oqiVq1a1KpVq6qHUSlUV2NlHa8fqnNRIpEUW6xnYmKidaEXGhqqPlZ5AxGaUlFLufn5+SQkJJCTk4OdnR2NGzeuMEFZs5M/qgi5XM66detwcnLijTfeqOrhlAtLS0uOHj2KWCzWejeG6tje6VUiKCiI9PT0Cj1GmzZt2LBhA97e3nz22WdqTzUdlY9O7OmoLqja92VnZxMaGlrkeUEQ+O2337RyLJlMpk49sra2rjBv0RdhY2OjNZ9LQRDIysriyZMn6vfUuHFj7OzsKjQfVxfZ05C8vDxWrVpFXl4en3322StRbTp69Gj27t2Ln5+fVi1VCgoKKryd1+uMj48PDx8+rLCKXBX6+voMGzaMpk2b8vXXX9OiRYsa1crvVUEn9nRUF/T19SkoKMDBwaHYe4ZIJGLs2LFldoFQIZVKSU9PJz4+nm7dupV9wOVEG0u5SqWS1NRUkpOTMTU11Wo+XmnQRfZKSX5+PufPn2fBggUYGhqyYMGCVyp3Zvjw4WRmZvLo0SOt7fNVqByszohEokotCvLw8MDIyKhatu16HVB1pdCho6pR+ewZGBiwc+fOYl/z6NEjEhMTy3Wcffv2oaenVy1SpVRLuZoik8mIjo7m0aNHKJVKGjZsWOlCD3SRvReSk5NDUFAQAQEBXL16lXr16jF06FA6dOjwyokYkUiEjY2N2sNMR/UnOTmZrKysSj2mh4cHDx48qNYFSa8qIpGoWhor63j9kEql6uj+lClTSE9PLxLh8/b25vz587i6upZ5Beytt97i7NmzWFpaEhoaWqWFYppW5WZnZxMfH49SqcTe3h4nJ6cqXQnUib3nyM3NJSoqivv37xMYGMjjx4+pX78+LVu2ZOnSpa+8cevOnTu1Vt2pi+pVPLa2tpVeAFO7dm2SkpIq9Zg6dOioXmRlZamvPRkZGdy+fZuuXbsilUoLiT5XV9dyW7D06NEDuVxOXl4eoaGh6Ovr4+rqWt63oDGlWcpVLdWmpKRgZGRU6q4ylcFrKfYKCgqIjY0lMjKSqKgo9b+pqak4OjrSsGFD+vTpwyeffPJaVZO++eabxMbGakXU6mxXKh4jIyN27NhRqS3DGjduzLZt2xg0aFCF+1vpKIqenl6FVmDr0FEanhd7VlZWREVFkZ+fz7Fjxxg7dqz6dRcuXGDSpEnlPp6+vj5t2rQhNTUVkUjE3r17GTZsWKUHFCwtLcnMzCwSxXy+qtbGxgZ3d/cKNXouC6/NFSMxMZHz589z/fp1YmNjsbGxwcXFBRcXFzp27IiLiwt16tR5rQVKTk4OKSkpWhF7+fn5r/VnWVk8f2GtDFq1asXGjRt58uQJLVq0qNRj6/j/RRo6saejKgkLC1N7W4pEIiZMmICenl6Ra7627VdsbGwA8PPzIzMzkwsXLlSqI4a1tTUxMTFYWVkhCAIZGRkkJSUhFouxt7fHxcWl2hZtvvJXjNjYWLZv305wcDDt2rVj8uTJ1K9fXxeVKIaTJ08ydOhQreyroKBAJ/Yqgb///psxY8ZU2gXm4MGDODs74+npWSnH01EYleWF7vqloyoJCQkpUh27bds2Jk6cWOixTZs28d5772n9+KrIWr9+/Th48CBdunRRC8GKRGVsHhMTQ2ZmJpaWlri5udUI14lXWuz5+/vz888/M2DAAGbNmlVt25lVF7QZJcrPz8fS0lJr+9NRlBs3bjB48OBKE3rR0dEcPnyYb7/9VpePWUXo7Fd0VDWZmZkkJiYWMjbW09PjzTffVP8uCAJPnz5FqVRWaNqBRCJh8ODBCILA5s2bmTRpUoVcDwVBIDs7m8TERPLy8jAzM8PDw6PaRvGK45UUe4IgcODAAY4dO8bcuXNp2rRpVQ+pRnDhwgWcnZ210mNUl7NX8VhbW1dq+f6uXbsYMGBAteui8TohkUjIzs6u6mHoeI0JCQmhfv36ha7vV69excLCgmbNmlFQUIBCoSAiIoL33nuvwivIVRPPSZMm4e/vj4mJCc2aNdPKhFQul5OSkkJaWhomJibUqVMHJycnYmJiapTQg1dQ7EmlUn777TeioqJYsmQJ9vb2VT2kGoOvry9yuVwr+9IZKlc8169f14owLw0REREEBQUxbdq0SjmejuLRRfZ0VDX+/v5IpdJCVbZNmzbFxMSE5ORkwsPDsbCwoFu3bpw/fx43N7dK6XohEolo164dAL/++itTpkwpU0RREASkUilJSUnI5XLs7Oxo1KhRIfFYUFBQ4xwnas5IX4IgCJw/f57Zs2djYGDA4sWLdUJPQxITE3n48KFW9lXecnsdL0db+ZUvo6CggPXr1zNixAhMTU0BuHv3Lt9//73Ol7GSUXUu0KGjKpBKpVy5coWpU6cWur7fu3ePlJQULl++TJs2bWjcuDEAXbt2JS0trVLHuHfvXiZPnqyx0JPL5cTHxxMSEkJ6ejp16tShUaNG2NjYFBF15ubmle5xWl5eicheQkICP/74I1lZWXz00Ue6ZdsyYmBgoLUZmE7oVSwJCQn4+/szaNCgCj/Wrl27sLCwoF+/fsCzSrxvvvkGeGZ6qisWqDx03ysdVcnevXtp3rx5kfOwU6dOAEUqY0UiEUqlstLGFxkZSd++fUu9qqSK4iUmJqJUKrG1tS0SxSsOGxsb4uLialRe+isR2fvpp5/w9vbmu+++0wm9cpCdna2V/AqFQlGjwts1DUEQUCgUDBw4sMKPdeXKFc6dO8f06dPVf9OIiAgAvv322wrvy6ujeHSdNHRUNvHx8Zw7dw57e3uaNWtW6u3Cw8Mr5XwVBIGHDx+Wyhu3oKCAuLg4QkJCyMjIwNnZmYYNGxYbxSsOIyMj8vPza9T38JWI7M2ePbtQZZCOshESEsKAAQPKvR9dcUbFIQgCubm5PHz4sMI7uly/fp3ffvuNzz77rJCtQY8ePejRo0eFHltHyejr66NQKHReezoqDblczpo1a6hXrx7Dhw/XaFs/P79KiUj/888/9OrVq8TnlUolGRkZJCcnIxKJsLOzw9HRscxjUy3lWlhYlHXIlcorEX4pba86HS+mVatWWtmPTuxVDNnZ2fj7+xMWFlahYqugoIDt27fz66+/Mm/ePBo2bFhhx9KhOboiDR2ViUwmY+XKlRgZGdG9e3eCg4M12n7v3r0VNLLCdO/evVh3gpycHCIjI3n06BH5+fm4ubnh7u6OlZVVuUSojY0Nqamp5RlypfJKiD0d2uH48eNa2Y9O7GkfuVzOkSNHaNeuXYUaGkdHR7NgwQIiIiJYsWIFHh4eFXYsHWVDJ/Z0VBa5ubmsWLECQRCYP38+np6eGhcmVFY7x127dqmXYOVyOYmJiYSEhJCYmIitrS2NGzfG0dFRay4RxsbG5OXl1ZilXJ3Y06Hmv+7nZUUn9rRLSkoKhw8fZtSoURV6nEuXLvHFF1/QpUsXFixYUCmO9Do0RyKRkJ+fX9XD0PEKIwgCV65cYc6cOZibm/PJJ58gkUiwtbWlXbt2nDp1qlT7yc3N5Y8//qjg0T5j6tSpZGRkEBoaSlhYGHp6ejRs2BA3NzdMTU0rZCnZzMwMqVSq9f1WBLqkDx1qLl++jIODg7psvqzoxJ72yMjIIDs7u8Krbm/evMnmzZv54osvKs27T0fZkEgkNeYGo6NySE5OxszMDCMjozLvQxAEoqKiuHnzJtevXyc3N5dp06bh5eVV6HUWFha0adOG7OxstRVTSYjF4gq3iMrOziYlJYVbt27Rtm1bnJ2dK81s3tramuTkZMzNzSvleOVBJ/Z0qPHw8NCKN6HOUFk7REdHY2xsTG5uLnp6ehV2HFWroQ8++EAn9GoAqv64OnTI5XL279+vzosbNmwYw4YNK/Vk+9atWygUCmrVqsWvv/5KYmIiPj4+jBw5kpYtWxZ7HReJRBgZGXHkyJGXFmvExcWRmJhI27ZtNX9zL0Amk5Gamkp6ejrR0dHUrVuXIUOGVLo1kYmJCbm5uTXCV1Yn9nQAz+xS/P39tWbnUd1P/JpAcHAwPXv2xNbWtkKPk5aWRkZGBt7e3hV6HB3aQU9PT2udbnRUf27cuMHt27dRKBTUqVNH/ZOTk8PmzZsxMDCgQYMGhIaGsn//fvbv38/SpUuRyWS4u7sXK/wSExPZsWMHQUFByGQyDAwMGDVqFH369Cm19cgbb7zBgQMHXhi5MzY21lqBl0KhIC0tjdTUVEQiEZaWlty4cYMJEyZoZf9lQSQSYWJiQk5OzkujnFWNTuzpACArK0sX1alGXL9+nUaNGlVoRE+FmZkZgiCQnp6uy9OrAegmUq8HgYGBJCQksGfPHrp27YqVlRVxcXEEBgYSGxuLvr4+vXr1YuDAgcyePZsvvviCjIwMjh07xrlz5zh16hRisZghQ4bQr18/LC0tyczMZMuWLVy/fp2ePXuyfv16desvKysrjcanr69P9+7dycvLK3H5WCqVYmhoWGbHDEEQyMzMJCUlhYKCAqytrXFxceGff/6hf//+VSr0VKiqcnViT0eNQF9fXytLrzpDZe3g6elZaXmPEomETp06cezYMcaNG1fsawRBQC6X65bnqxE1YelIh+bk5OTwyy+/cO3aNeDZ93PQoEEldmsIDg4mKSlJ/fqhQ4fi7e3NrVu36NatG0lJScycOZOGDRsSFhZG+/bt2bhxo7rzjbGxcZnHam5uzs6dO0u8btjb2xMUFISzs3Op9ykIgjoPLzc3F3Nzc5ycnJBIJCQlJXHu3LkKL1bTBFNTU6Kjo6v991En9nQAz6I7x44do27duuW6oeuKM7TDv//+i6enp0YXyfIwaNAgFi5cyBtvvFHEgf7EiRP8/vvvAPj6+vLuu++WyqVeR8WhM1Z+9ZDJZFy5coWffvpJ/ZihoSHDhw9/YVuuhg0b8vHHHxMbG4sgCPz66680aNAAgOHDh2NgYEBKSgoPHz5k6tSpWjVj19PTY9iwYVy7dg1fX98izxsaGpa6BWdOTg6pqalIpVJMTEyws7PDxMRELaB27dpFv3796N+/v9bGrw1UOYy5ubnVunWkSKgpJjHFkJaWxunTp/Hz89MZK2uB0lRXvYyMjAxyc3NxdHTU0qheT1Rfy8qcKW7cuJHQ0FAWLFhQqLrsxx9/xN3dnV69eqlbpE2fPr3SxqWjKFFRUdjY2FTY0pFCoUAQBJ2YrCTOnTvHtm3byM7OVj82YsQIBg8erHGFbVRUFCdPnmTo0KGVkpahVCoJCwvDzc2t2PNl+/btJS635ufnk5KSQmZmJkZGRtja2mJmZlbkuqfqflFd7/OZmZlkZWXh5ORUqcfVRAPpvsk61ERGRpKamkrHjh3LvA9dZE87pKenc/bsWY1bE5WHqVOn8ttvv/H5558zZswYXF1dSUxMJCkpiZCQECIjIwkLC9NKSz0d5UNlrFxesZeQkMCFCxeAZ0tyUVFRhIeHExkZiVwux8bGhubNm9OpUyc8PDx03+0KQCaTsX37dubOnYuVlRWxsbE0bty4zHYeLi4uTJ06VcujLBmxWEz9+vXZvn07b731VpHn/7vkWlBQoK6kNTAwwNbWltq1a79wYpuTk4O/vz99+vTR+vi1gbm5ObGxsVU9jBeiE3s61Hh4eJTbDVwmk71wyUFH6bC2tqZz586kpaVV2mxWLBbzzjvv4O/vz759+8jMzMT+/7V35mFN3dn/f9+QhYQAIRAWQVBkE4UiUqVW6lJU6lar1eq4Va1Op9WZdmZaW7uodexiaztj6/SZjpav2vGxjtaNWnXcWltXKriBLAKybyErWW9yf3/4yy0oKktCQvi8nicPySXcexLu/dz355zzOScwEGVlZZg5cyYaGhrYOlYE5yIQCLpcWLmqqgpr165FcnIyRCIR6urqEB4ejuHDh6Nfv37w9PREXV0dLl26hMzMTFRXV0MkEsHf3x8RERGIiopCQkICQkNDXTpXydU5fvw4QkNDER8fDwAO73ntCDgcDhYuXIg9e/Zg+vTprfK2jx07huTkZHC5XKhUKnA4HEilUkRHR7c7v7uqqqpLTghHQ1EU+Hz+AxerOBsi9ggsCoUCP/30E6ZNm9bpfRiNRjL7txNqtRpCobBbQxcURWH48OEYPnw4u+2VV16BUCiERqNBdXU1Vq5cibfffpv0zHUiPB6vw22rWlJSUoKPPvoI06dPR0ZGxn3fFx4ejvDwcMyYMQM0TUOpVKKxsRElJSUoKCjAnj17EBwcjL/97W9E8HWQmzdvorCwEFlZWVi+fLmzzbEL6enpMJvNbC1IhUKByMhI6PV6SKVSDBgwoFMVBqxWq8sv/JNKpVAoFAgJCXG2KW1CxB6BRSqV4rHHHkNeXh47y+woZMWm/YiKisL+/fvRp08fp95IR4wYgZ9++gkhISF4++23cfjwYfzyyy9E7DmRjhZWLi8vx9mzZ1FdXY3KykooFArMmTMH48ePb/c+uFwuAgICEBAQgLi4OEycOBFWqxUvv/wyioqKEBMT05mP0uuwWCzYunUrsrOzkZycjOeffx4JCQnONssuiEQiHDx4EAkJCfDw8IBUKkV+fj6mTJnS6a4WOp0ORUVFGDhwoJ2ttS8+Pj6oq6sjYo/QM/Dy8oLFYoFSqexw3SWAlIOwNyNHjnS2CZg1a1arvJuUlBT84x//wOzZs102ZOHutLewstVqRVZWFr777js88cQTeOSRR/DUU09hwIABdvHAczgcpKam4uLFi0TstZPt27ejvLwcGzdu7BFtth6GzYOnVCrB5XIxduxYNr+OoiikpqZ2KT2Iw+FgzJgxdrTYMXA4HHC5XJfNWydij9AKsVgMoVCIAwcOYPr06c42p9ejVCpx/fp1jB492tmmsERFRaF///5YvHgxNm3ahICAAGeb1Otoz4Sqvr4emzdvhslkwvr16x22UpDL5cJqtTpk3+7GkSNH8Ouvv+L999/v0ULPYDCgqakJGo0GXC4Xfn5+rXLwBg8ezL63trYWPj4+nZoY6nQ6/PDDD926UK0r+Pn5QaFQICgoyNmm3AMRe4R7sNVO+uabb/Dss8+2+yK1WCzd0vGhNxEVFYWAgABcv3691QDqTDgcDjt7z8zMRGBgIMaNG9cjE8t7MhRF3deTfvr0aWzbtg1PPfUUpk+f7tASKgkJCfjss8+gUCiQnp4OmqZhMBig1+uh1+thMBjg4+ODwYMH37f3dmNjI3JycqBSqQAAAQEBSE1NdSvP8eXLl/Hf//4Xa9euhY+Pj7PN6RAMw0Cn00GhUECr1cLT0xN+fn4IDg5uM5cuLCwMW7duxeLFiyGRSKDT6Tr8mXU6Hc6ePdtjhB4A+Pr64tatWy4p9kidPcJ90Wq1UKvV7b6J6/V6NDQ0IDw83MGW9S60Wi3kcjnKysqQkpLiEm15LBYLLl26hOLiYtA0jQMHDuCxxx7DqFGj0Ldv34eWUiB0nVu3biEiIqKVkLNardi5cyfOnTuHV155pdvyKjUaDQ4cOICcnBx4enrC09MTQqGQfa5SqXD16lUMHz4cycnJ0Ov1qK2tRU1NDaqqqtDQ0IDExEQEBASAoiiUlpZCqVRi1apV9xWIPYmbN2/io48+wquvvorExERnm9MuGIaBRqOBQqFgCwbbaju299rOzc1FQEAAPD09OxwBoGkacrncJYXTgyguLr5vzUF70xENRMQeoU0KCwvh7++P6urqdicPk4LKjqWyshISiQTZ2dkuFda1Wq3Q6XQ4efIkcnJyUF5ejuDgYMyfPx9xcXHONs9tqaiogL+/P1u1n6ZpfPnllygvL8eqVatcbkxUKpU4cuQIioqKIBQKERwcjJCQEISEhCAqKqpVnhPDMNi5cycKCgqwZs2aB67EtBW05XA4oCgKHA6HfVgsFjQ3N0On00Gn07UZbg4ICED//v0dNjm5du0aPv30U7z44outVrm7IhaLBWq1GgqFAmazGWKxGH5+fhAKhZ36frKzs3H8+HFoNBqsX7++XX9TXV0NHx8f/PDDD5g5c2aHj+lsGhsbwTAMZDKZw49Fiir3Un755RcMGzYMJ06cQEZGBrKyspCeno7S0lLExcV16GKtq6tDVFQU/P392/03rpqY6i6EhYWBYRjExsa6VCmCmpoaXLt2DVOnTsXUqVNB0zROnjyJjRs3IiYmBnPnzm23d1ipVOL27dvw9fVFREQE8Q4+AFthZZFIBIZhsHnzZiiVSqxdu9Yl2zZJJBLMnj27Xe+lKArPPfcc3nnnHRw8eLDNclCVlZU4ePAgzp8/Dy8vL1itVlitVjAMw/7kcDgQiUTso2Waie3cKi8vh1gsxqhRo5CWlgZfX19UVlbi5s2bCA8PbzVhMRgMqK+vR21tLRobGyGRSBAaGoqQkJB7xj6r1YrDhw9j7969WLFiBZKTkzvxrTkeo9EIpVIJtVoNhmHg6+uL0NDQTq+ebUlMTAzWrFlzz/lI0zRomkZlZSU4HA5bZDkqKgpFRUUYNWpUjxR6wJ3zvLS0tFvEXkcgYs9NMJlMbIkOW27X0KFDYbFYAABXr16FyWSCWq1GYmIitFot+vXr1+bNNDs7Gz4+Ph0WE6SgsuOhKApisRh79uxxmWbgXl5erVYNc7lcjB8/HmlpaTh06BDefPNNpKWlISMjA3369LnnvKqpqcG5c+dw4cIFVFdXIywsDI2NjfDx8UFaWhqSkpLYEJCnpydp4fX/sYk9ADh06BBu376N9evXd6mxvSvB5XLx0ksvYcWKFYiOjsagQYMA3Ik67N+/H3l5eUhPT8ff//73LrUFs1gsuHr1Kn788Ufs3r0bDMPAy8sLcXFx2Lt3L2QyGSiKQl1dHVQqFfz9/REUFASZTAaFQoGqqio0NTWhb9++SElJQWxsLAwGA77//nvodDqsW7fOpQqR28KzarUaWq0WfD4fEokEkZGRds+5Pnr0KIYPH47c3FxoNBp8++23WLJkCb755hvMnj0barUa8fHx6NOnD5uf2d5euq4Kl8sFwzAul8NOwrhuws6dO/Hss88+1LOm0+nA5/Px008/YezYsdiyZQtmz56N8+fPY9iwYTCbzfDx8elUrbzS0lKEhoYS7143UF9f3+kVbvYmPz8fAoEAkZGRbf6+qakJe/bswaVLl2AwGODr6wsvLy94eXlBrVZDLpfj0UcfRWpqKhISEsDj8WCxWHDt2jWcOXMGeXl5UCqVbIguOjoacXFxGDhwIOLj43ut+GtuboZCoUBTUxP+/ve/Y/369S5b46uzMAyD//3vf9i9ezcSExNRV1eHhoYGTJw4EePHj7e7B9NkMkGn08HX1xcURcFkMiE7Oxuenp4IDg6GTCZrc2zU6/UoKChAdnY2ysrKwOVykZqaivT0dJc4Py0WC1QqFZRKJeRyOU6dOoXHH38cI0aMcKj3/M0338SUKVPwySef4D//+Q88PT17hbe+rq4OPB7P4b2JSRjXjTAajRAIBMjOzkZKSgqAOwMSwzDIz89HXFwc/vOf/7S7F6JtcBw7diwA4IUXXgBN00hOToZKpUJzczOys7ORkJDQ4dWVZrOZFFTuJioqKhAeHu4SYk8sFj/QDqlUimXLlmHp0qVQqVSsR6G5uRkCgaBNwebh4YGkpCQkJSW12q5UKnHz5k3k5+dj27ZtUCqVWLJkCUaMGOGIj+bS8Pl8NDc3Y9OmTVi+fLnbCT0A2Lp1K5YsWQJ/f3/I5XIMGzYMycnJDptQ8vn8Vvvm8/ntOreEQmGb56uzYBimVXgWABuePXbsGDQaDbZu3YqoqCiHLYDQarUoLy9nW6VRFNUrhB5wpwRLRUWFw8VeRyBiz8XZvXs35s2bBw8PD5SVlaG4uBgSiQS+vr4Qi8UAgEWLFnXpGFwuF1KplD0xO5tUTwoqdx/Jycn48ccfXWKhBsMw7SqaSlEUJBJJp4p125BIJEhNTUVqaioAIC8vD59//jlyc3Mxd+7cXpVGwOVyUVBQgEGDBrlsPlhXuHbtGhYvXgyKojB06FBnm+Py2BZXqFQqtkerRCKBTCZrFU709/cHwzBISEjAli1b8NZbbznEHpqmweFw2BXZrtw31t7w+XzQNO1SudVE7Lk46enpoCgKQ4YMAdDz8xkI9oGiKJfJA5LJZDh27Biefvrpbj92fHw8Pv74Y2zfvh3Lly9HcHAwu8qz5WpPW1jOnbBarSgvL+9Rdcg6gk6nc7v/mT1hGAYGgwFKpRIajQYURcHb2xvBwcEPFFXnzp3DwoULERcXhz/+8Y/Iz893SCsykUgEo9EIi8UCT09P6PX6Lk30ehre3t7QaDQuMwElYs/FuXz5MiZNmuRsMx6KK81gegv5+fnw9fV1+qovoVDIpgU4A7FYjJdeegnz589HRUUFW7/t8uXLqKurQ01NDdvWa+nSpW6TanDr1i3weDy3rGtZWVkJvV5PxN5d0DTNeu+MRiOEQiF8fX0RFBTUrvHXarWiuroa0dHREAgEeOaZZ7Br1y6sWbPG7t81j8cDh8OBwWCAUCiEwWCw6/5dHalUitra2p4r9lQqFQ4cOICSkhJ4enoiNTWVDSVVVVVh3759qKmpgY+PD9LT01n3u06nwzfffAO1Wo3Zs2cjLCwMTU1N2LBhA6ZOnXpPXsS//vUvREZGYty4cV3/lD2YntKKipRd6X4mTpwIvV6PrKwsTJ482am2XLhwAVFRUU71PHt7eyM+Ph7x8fGttjMMA7lcjn/961/44osv8OqrrzrJQvtSX18PoVDocqv+7EFwcLBbFFPuKlarlS1u39zcDA8PD3h7e6NPnz6dKo1C0zR4PB4aGxsRHh6OJ598EocOHcLRo0eRkZFhV9spioJQKIRer2c9e70JW+jaVdKbOuSKsVqt2L59OyiKwssvv4wZM2bgp59+Qm5uLmiaxvbt2xEaGoo//elPeOKJJ7B3715UV1cDuFMDLigoCE8++SQOHz7car/Hjh2DVqu136dyI1yxXlZbELHX/Xh4eEAsFuOJJ57Azz//7LSZ87Zt2zBmzBiXTTGgKAoBAQH485//jIKCAly+fNnZJtkFuVwOPp8Po9HobFPsDpfLxfbt251tRrdja0tWW1uLoqIiFBUVQaPRQCKRICYmhl1Q0dkaeHw+H3PmzMG6detw/PhxcDgcvPHGG9i3bx92795t50+DVmKvt3n2gDtlqZqbm51tBoAOij25XI6qqio8/fTTkMlkiI6ORmJiIvLz81FaWgq9Xo/JkycjMDAQjz32GCIiInDlyhUAd1aVymQyBAUF3fNPpyjqHgFIuJNb0VNCTkTsOQ8fHx+EhYXBarXi5s2b3XJMhmGQk5ODX3/9FXPnzu0RniWhUIg5c+bgwIEDzjbFLkilUiiVSpjNZmeb4hAWL14MpVLpbDMcjslkQmNjI27duoWCggI0NDTA09MTkZGRiI2NRWhoKMRisd28QxMnTsSrr76KEydOYNWqVZBKpfjggw9w4sQJHDlypF2LrdqLTez1xjAucGdVrkKhcLYZADoo9vz9/bF69epWDY05HA7MZjPq6urg7+/fSpyEhISgoaEBADB8+HCcPHkSmzdvvmcF4YQJE5CTk4OysrLOfxI3JDU1FUajkW0O7soQsedc+vXrxxbQLikpYZ/bG1uXgszMTCQlJWHo0KEuUUesvURERKCpqcnZZtiF2NhYlJaWuu1NVKFQ4Ndff3W2GXbHbDZDLpejtLQUN2/eREVFBQCgb9++iIuLQ0REBCQSiUMnUPHx8Vi/fj3CwsKwfft2SKVSrFq1CkeOHMGHH35ot2uEy+WytVt7g3C/mx7r2eNwOK2qs1dVVSE3NxdDhw6F0Wi8ZwVQSzUvk8nwxhtv4J133rmnEXRMTAzi4+Oxf//+NnsX9lZsq6t4PB5bKd9VIWLP+Xh7eyMuLg5VVVUwm81obGy06/5pmsbhw4fR0NDAlsToaXh7e0OtVrvFOCOTyWC1WlFfX+9sUxyCv78/+vfvj8LCQmeb0iXMZjOamppQVlaGmzdvory8HBaLBSEhIYiNjcWAAQMQEBDQ7eMnh8PB/Pnzcf78eVRXVyMiIgIbNmxAWFgY/vrXvyInJ6fLx1AqlZBIJAgLC0N5ebkdrO5ZUBTlMvmKnVo+ee3aNbz99tv4/PPPMXDgQAwaNOi+g2dLlzCXy73vkvApU6ZALpfj7NmznTHJ7TCbzWAYBpGRkTh//rzLD+ikoLLrkJaWBrVajeLiYrvtU6VS4dChQ5g8ebLDirB2B1KpFL6+vrh+/bqzTekyFEUhNja2x4uhByGVSnvc+UbTNJqamnD79m1W3NE0jeDgYFbcBQYGukQ3CYlEgmHDhrF5rHw+H/Pnz8crr7yCTZs2oaSkpNP7tlgsUCqVkEqlCA8P75ViD3CdUG6nxF5MTAz+9Kc/Ye7cuSgoKMD58+dBUVSbsf72uqIlEgnGjh2L48ePQ6PRdMgelUrlFnkrNE3j0qVLyM3Nxffff89WOR89erTL1FS7H6T0imsRGBgImqbtkn9z8uRJNDY24plnnrGDZc6Foig8+eSTOHbsmLNNsQuTJ09GVVUV6urqnG2KQ5BIJPjvf//rbDMeiMlkglwuR1lZGQoKClBWVgaz2YzAwECXE3dtERUVdc/EMDExEXPmzMGXX34JmqY7tV+lUglPT08IhULw+XyHpZa4OrZ6e86mU3dngUAAmUyGhIQEjBw5EhcuXIBAILjHVWlbhdNe0tLSIBaLO7xYw2KxoLy8HAUFBSgpKUFDQwO75LknUFNTA5PJhF27diElJQVJSUmYNm0afHx8sGTJEiKiCJ0iODi4y+HKPXv2YPTo0RgwYICdrHI+6enpuHHjBiorK51tSpcJDg5GVFQUPvzwQ+h0Omeb4xBeeOEFZ5vAwjAM9Ho96uvr2QUVlZWVsFqtCA4ObrViVigUuqS4u5tBgwbhypUrbOUMG+np6RAKhcjKyurUfuVyOfz9/QEAarXaZerNdTccDgdcLtfpqVgdUhHFxcX47LPPWokoiqLA4/EQFBQEuVzeKlm4tra2Qy54LpeLqVOnIicnp0MzValUigEDBiA2NhZhYWHgcDiora1FYWEhiouLUVtbi+bmZqeLP6PRiMrKSpSVleHq1as4fvw4SktLcfXqVVAUhXnz5vWIweFurFZrj7Tb3WEYpksJ7iaTCePGjXO7yYaXlxfGjx+PnTt3On1MsAc2z9Hx48edbYpD2LJli9OObatzV1NTg6KiIhQWFqK+vh5cLhfh4eGIjY1FZGQkZDKZy3ruHkZYWBhmzZqFt956Cz///DO7ncPhYM6cOTh16lSnrpOmpia2BadKpWq1sLO34Qqh3A6N4n369IFWq0VWVha7VPzcuXMYPHgwIiMjIRKJcPDgQdTX1+PChQu4ffs2HnnkkQ4ZFBMTg8GDB3d6lsrn8+Hv749+/fohNjYW/fr1g6enJ5qamlBYWIjCwkJUVlZCqVR22j3dGbZu3QqGYXD79m0EBgaif//+SE9PR//+/TFhwoQene9mNpvJ4gwXJCIiolM9U1UqFVsgvbP1vFydZ555BnV1dW5RhoXD4SAjIwNnzpxxtil2R6/XY968ed12PJPJhKamJjZSVFxcDKVSCZFIxJZCiYiIgFQq7dFj9t089dRTeOONN7Bjxw6cOHGC3R4dHQ2apnHx4sUO71MoFLIrUevq6tgGASaTCfn5+di/fz8OHjyI27dv2+dDuDC+vr5Or6rRoZoJIpEIixYtwvfff49NmzZBJBIhJSUFI0eOBIfDwYIFC7B//3784x//gI+PD2bOnNmpKuiTJ0+2W9Ixl8tt1XzdarVCp9NBq9VCLpeDpmlwuVyIxWKIxWKIRCK7zs5KS0tRU1ODRYsWgcPh4PHHH7fbvl0Fk8nkVgOfu8Dn87Fly5YOhcGuX7+OgIAAaLVaPPfccw60zrl4enritddew7vvvgsul+v0DiRdgc/no2/fvqisrHS7bhplZWWwWCwYPHiw3ffd8l6g1WphsVjA5XLh7e2NgICAHhOGtRexsbF48803sWbNGjZKxuVysXTpUmzatAk0TWPEiBHt/k4iIiJQUVEBq9WK4uJi6PV6nD17FnK5HEFBQYiJiQEA7Nu3D08//TSmTp3qdlEEGx4eHqAoitUbzoBienAcQ6FQ4Pjx40hPT4efn1+n92M2m9kL3uZRFIlErADsrJCpqqqCv78/GIZpVbLG3ZDL5WAYpse0dutN0DQNiqLaLQCys7ORnJzstoPu3dTU1OBvf/sbAgMDMXnyZCQkJPQ4L3V1dTUMBgPWr1+PLVu2uI1AMRqNuHz5Mh577LEu74thGJhMJjQ3N0Or1bL55SKRCN7e3hCLxT2qXqQjOXr0KL777jv8/ve/ZyMDeXl5+Oc//4n+/ftj3rx57U7PWrp0KVavXo1///vfyM/Px/vvv4/g4GCIxWL2PTU1Nfj000/h7++P5cuXt/qdO1FfXw8PDw82j9EedEQDEbHXBraWNTYBSNM0PDw8IBKJ4OXlBS8vr4cODDRN49q1a6zL352pra1lG3ITXIsjR44gKSkJwcHBD33vli1bsGTJErcRC+3FZDLhxIkTOH36NKqrqzFo0CAMHjwYPj4+7GpCDocDo9HIPiQSCcLDw+Hn5+f070sulyM7Oxu5ublYuXKlU22xJyaTCdXV1Z1qw0fTNLRaLZqbm6HT6WC1WsHn89nx294RHHfj4sWL2Lp1KxISErBs2TLw+XwYDAbs2rULp06dwuDBgzFjxgxERkY+cD8rV67EggULEBwcDJPJhJCQkDbfZzKZ8PXXX+Pq1atYuXIlIiIiHPGxnIrZbEZ5ebldF7sRsecALBYLmpub2YfN5d9y8LB5TywWC3bs2IGFCxf2igGlvLwcMpnMrb2XPRWj0YiGhoZ2le7RarVuO6tuL01NTcjNzUVeXh50Oh2MRiMMBgMsFgsEAgEEAgH4fD4UCgUqKirA4XDQt29f9O3bF+Hh4YiIiEBUVFS3pjWo1Wps3boVjz/+OIYNG9Ztx3U0//d//4f58+c/1Cv9sLHZy8ur13iq7YlOp8Pnn38OlUqF119/nU2F0mq1OH78OA4cOIC5c+ciPT29zb9nGAYvvvgi3nrrLYSHh7frmMeOHcPevXuxfv16t4wUFRQUIDo62m7nY0c0EPFb3weGYcAwDLZt24bnnnsOjY2NCAoKgkgkYmcnNE2jubkZcrkcNTU1UKvVMJlMoCgKM2bMgNVqdav8mftBume4LmazGZWVle0Se1lZWZg9e3Y3WOW6SKVSjB07FmPHjn3oexmGQWNjIyoqKlBeXo7i4mIcPXoUDQ0NiI2NZT2EkZGRDg0RFhQUgGGYTi3GcWXmz59/zypQmqah0+lYjx1N0+BwOKyok8lkJBxrJ0QiEV577TXs2LEDq1atwquvvoro6GiIxWJMmzYNSUlJ+Pjjj1FSUoLf/e5390wUq6qqYLFYOlQjdvz48VCr1Xj//ffx3nvvud3k01ZzzxlRsF55VTQ2NkIqlSIzMxMTJ05ETk4ORowYAaFQyK4+VKvVOHbsGBYsWACNRgOlUgmVSgWGYVBRUYEhQ4bg6NGjWLBgAQ4dOoTf/e53OHHiBEaNGgWdTge1Wo3a2lpW8IlEIjYM7G6LGdwtKdydEIvFMBqN7XrvyJEj2fZGhIdDURRkMhlkMlkroaVUKnHjxg3cuHEDX3zxBZRKJcaOHYuZM2fCy8vLrjZotVps3boVc+fOdTuR09zcjP/9739ITU1lQ7Et02mIsHM8HA4HCxcuRHh4OD744AMMHToUc+bMgVQqRb9+/fDhhx9i69atePnllzFy5EhMmjQJffr0AQCcP38eQ4YM6bAXa8aMGWhoaMAnn3yCv/71r24l+Pz8/FBXV+cUsdcrwrg0TaOxsRFisRgGgwGXLl3CmDFj2ILPDMMgNzcXUqkURUVFSEtLw4ULF/DEE0/YxU7bbNQ2I7UlzQuFQjYELBAIemzIt6CgALGxsc42g3AfioqKEBUV9dDzq7i4GD4+Pp1aQU+4P3V1ddi1axcuXryIAQMGIC4uDiNHjmx3aOtBbNq0CVwuF+np6ezqxp6GrVCxXq+HTqeDXq8HwzDspLi5uRnx8fFkQulkNBoNdu/ejVOnTiE2NhZz5sxBVFQUgDuLD44cOYKTJ0+iX79+CAwMxJUrV7BixYpOraSmaRr//ve/cenSJUyfPr3Hlydryc2bNxEbG2uX+z3J2cNvPXm3bduGefPm4eTJk0hMTERdXd0Da/+VlZUhIiICZWVl6N+/v8Nst1qt0Ov1bDjC5n3h8XgQiUQQCoUQiUQuf4IzDIPCwkIi9lyYGzduwGAwYOjQoQ9976FDhzBlypRusKr3oVarcfPmTeTl5eH06dOYMmUKpk2b1mkRc/HiRWRmZmLjxo2orKx0ebHHMAzMZjMr6mxhWFuzeNu4Z1sQA9zxXNbV1blVB5eejlarxZkzZ7B792589NFHrSaHOp0OV65cgVKphMViwcSJE7uUn3br1i1s374dNE1j9erVbpEuVF5eDn9/f7t4+Xu12LNarVCr1cjOzkZ0dDRCQ0N7jKvfNhjaZre2wRDAPYOhq8xyzWYzKioqHroqi+A8TCYTPDw82nXO1NXV9bjG8z2RmpoabN68GVarFcuXL2dDX+2luroaq1evxooVK5CYmIjCwkJER0e7THTAYrG08tbZOit1ZjK7d+9eZGRk2D0ETugamzZtQmRkpMNrVFqtVmzYsAFeXl5Yvny5y5zjnUWj0UClUtml331HxJ5bLVHKysqCVqvFxYsXkZ6ejoiIiB4j9IA7OUB8Ph8SiQQhISFsC7iYmBgEBgaCw+FAqVSipKQEBQUFKCwsRHl5ORoaGtgSMd0NWZzh+vD5fGRmZrbrvZcuXUJtba2DLSKEhITgvffew7Bhw7Bq1SocPny43X2Ms7Oz8c477+CZZ55BYmIigDsiymw2O9LkNqFpGhqNBvX19bh9+zYKCwtRUFCA0tJSqFQqeHh4IDAwEDExMWxrseDgYPj6+rY7ajFp0iSIRCIHfxJCR0lJScGlS5ccfhwOh4M//vGPKCkpwaeffoqmpiaHH9ORiMViaLXabj+uW3j2GIbBhAkToNPp7lvHxx2xWq0wGAzQ6/XsT4vFAgAQCASsF1AoFILL5TpkRqRQKGAymYg3yMVpb3Flq9VKylR0M2VlZdi8eTO8vb2xYMGC+9aVk8vlyMzMxK1bt7Bs2TIMGTKE/V1VVRV8fX0dksxuizjYxhi9Xs+mnXC5XLYWoaNyj61WKzIzM7FkyRK77pfQNVQqFV566SXs2LGjW8YMvV6P3bt34/Tp05g9ezYmTJjg8GM6ipKSEoSGhna5HWWvDuMS7gzORqORHZgNBgM767cNzi0fXQkJ19fXg8fjke/fxfnhhx+QkpICmUz2wPd9/fXXWLRoUY8PlfQ0zGYz9u/fj6NHjyIgIABPPvkk4uLiwOPx0NjYiNzcXJw4cQJjxozBrFmz2MVlNurr68HlcrtUwJ2maRgMhlYP2+SRz+ez44VIJAKfz+/Wc0Sr1cJoNNq1+wChazAMg9dffx2PPPII5s6d223nQ2lpKT755BNkZGT02PxiezlJiNgj3JcHDeg8Hq+VCBQIBA8VgpWVlfDz8yP5NC6OwWBAY2PjA/NELl68iOTk5B6V+uBu0DSN7OxsnDhxAtXV1TCbzfD29kZCQgJGjx59X6+fUqmE0Wh86M2Dpmm2ULTtp6MmgvakvLwcWq0W8fHxzjaF0AKFQoHVq1dj1KhRmDFjRrcdt6amBu+99x5iYmKwaNGiHlcuymKx4NatW11eVEWKKhPuC5fLZXv+tqRlqMYmDIxGI5tHxOVy2Q4CAoEAnp6e4PF4JGevh0DTNGpqau4r9hiGgZeXl8vc3HsrXC4XqampSE1N7dDf8fl8aDQatgdsS0FnNBrZCV3L61gsFrO16lzdkxseHo7Tp08jNDSUtGV0Ifz8/PDuu+/izTffhFAoxNixY+/xOjuCkJAQbNy4ETt37sRf/vIX/OUvf+lREwEPDw9QFAWaprttck3EHgHAb4tD+Hw+fHx87vm9zSNgNBqh1Wohl8thNpuhUChgNpvZNlItf/J4PJe/ifQWHpYUnJmZieeff578v1yclmLu7p9qtRp6vZ69/myCrj0e+p7A4MGD3arArrsQEBCA1157Dbt27cK+ffuwZs0ahIaGOvy4IpEIL7zwAhITE/HJJ5/grbfe6lElenx9faFSqbotNYGIPUK74HK5bL/JlhQUFCAmJqbVjcfWNs5sNrP1Drlc7j1ikM/nu8VNqKcQHh4OhmHuEXRnz57F4sWLnWQVwQbDMLBYLDCZTOzDdk3ZVtq3nJQJBAL4+vqCz+eDy+WiqKjI5WvtdYWAgAB8/fXXWLhwIRk3XIyYmBi8++67yMrKwsaNG7Fhw4Zu81gNGzYMRqMRH3zwAdasWWOXkibdgUQiQUVFBRF7hJ4DRVGsJ6EtbDexu70QJpOJDS8BvwlCPp8PHo/HPudyuWSFqB3Q6/X49ddfkZKSAuBO3ohKpSJhsW7AlibRUsjZJkQtSya1vAb4fD68vLxYzxzxut7pl0vaM7oukyZNwoULF3D06FFMmjSp246blpYGnU6HdevWYd26dT2iCxCfzwdN091WAYGIPUKnae+gS1HUfT2DNu72apjNZqhUqns8hLZ98Xg89tHydU/IP3IWsbGx7P/rxx9/xKBBg5CXl2e3toC9DYZhQNM0zGZzm4+WExkArSYwQqEQPj4+rHfbXudsW55bd+LKlSvw8fFxaw9mT4aiKMyZMwdffPEFnnrqqW6dpNvKr61btw5r167t0sr07sKWXtNW6pS9IWKP0GnMZrPd2rm1FIQPKqDa1g1Wr9dDpVKBpmnQNI2WC8xt+7z7YROGvclraDQa8frrr2Pt2rUICQlBQEAAEXotsFqt7LllO5fufm2xWEBRFCuq7p54eHl5sc+72xvn4eEBi8Xi1qupExISSNFvF2fgwIEQCoW4fPkyG0XoLqZNm4bm5masXLkSffv2RXx8PJ599tlutaEj+Pn5oaGhgYg9gmvjjJW4FEWxN9OHYfMWtrxx0zQNvV4PtVrdpji0HYPL5bItxmzP29rG4XB6hCfl559/RkpKCpYtWwaZTPbQens9EYZhYLVa2f95y58tzwPb6/v931tOBGyLHFpODFz1/83n82E2m91a7FmtVtTW1iIiIsLZphDuA0VRmDBhAo4ePdrtYo+iKMydOxcjRoxAY2MjvvrqKyQlJSEqKqpb7WgvQqEQer2+Wzzy7jsqEByOq5ddaekt7Ag2D09LkWALMd+9/UEtrjgcDisIbSKx5TabcLA9v/tBURT76Cp+fn7g8/lISkrq8r66gk2QdeRhsVjYn7bn98P2/d4t0G0141oKdnfz6PL5fJhMJgiFQmeb4jBsN0eCa5OWloadO3eiurq6w32fuwpFUYiMjES/fv1QU1ODbdu2Yc2aNS6Z50lRFDw9PWEwGBx+3RKxR+g0JpPJLUshcDicLovYll6mu4WK7bktF7EtgWPbbvM+2WZ+Lb1R7RGBtveUlZWBYZhWNbBa/r3tecvjtfwsd29raVN7vw/bce4nbls+PDw8wOPxWr1uKdJc1bvmTGxiz93pjrIehK4hFAoxevRo/POf/8SKFSuc0k7zxRdfxOjRowEAX331FSZMmID+/fu73Njh5+cHhUJBxB7BdTGbzS7t2XMmtj60zppN3i3QBgwYgF9++QUJCQnw9vZu9buWf3O3J9H2vK1tBNeCx+P1Cq9XWVkZJBKJW6YiuBPz5s3Dd999h1WrVmHdunXd7uFTKpXYv38/vvzyS3z77bf46KOPEBgYiD//+c8u1XHL29u7W/JQ3SuOQehWXD2M25uxibaW3rLo6GiIRKJWoc62Fq3c7UWzd0iZ4BhsOXvuzsiRI0mP3B4Al8vFrFmzMH36dHzwwQdQqVTdevxhw4YhNDQUGo0GM2fOxBdffIHY2Fi8/fbbqK6u7lZbHoRtPHb0tesWnj21Wu1sE3olWq222y9gQucRCAQ4evQoBg4cSG6WbojVaoVKpYJCoXC2KQ6loqICdXV13Z78T+gctsUSn3/+OZYuXdptDgKVSoXm5ma8//777LaMjAw8/vjj+Pjjj/H8888jPDy8W2x5GB4eHqisrOxwj9+OaB+KuTuW04PQ6XQ4cuTIPfWsCAQCgUAgENwdDw8PZGRkPLBkGdDDxR5wR/AZjUZnm0EgEAgEAoHQrQgEgocKPcANxB6BQCAQCAQC4f6QBRoEAoFAIBAIbgwRewQCgUAgEAhuDBF7BAKBQCAQCG4MEXsEAoFAIBAIbgwRewQCgUAgEAhujFsUVSZ0D83Nzfjuu+9QWFgIHo+H5ORkTJw4ERwOB/v27UN+fj7GjRuHRx991NmmEghugUKhwKFDh1BaWgoej4fExERkZGSAy+WiqqoK+/btQ01NDXx8fJCeno6hQ4cCuFOS6ptvvoFarcbs2bMRFhaGpqYmbNiwoc3jrFu3Djwerzs/GoHQKzh27BhOnjyJ119/HVKp1GnXLRF7hHazf/9+aDQa/OEPf4BWq8W3334LPz8/BAcHo6amBvPmzcP27duRlJREbhwEQhexWCzIzMxEcHAw/vCHP0CtVuPbb7+FQCDAmDFjsH37dsTFxWHWrFm4desW9u7di5CQEPTp0we//PILgoKC8Oijj+Lw4cNYtmwZu9+XX375nkr95HolEOyPXC7HmTNn2Nc0TTvtuiVij9AuTCYT8vLysHTpUrahdWpqKnJzczFmzBj4+PggKCgIHh4esFgs5OZBIHSR27dvQy6XY/ny5eDz+QgMDMSIESNw/fp19OvXD3q9HpMnTwaPx0NgYCCuXr2KK1euoE+fPjAajZDJZAgKCoLBYGi1Xy8vL3h7ezvpUxEIvYeDBw9i8ODByMnJAQCUlpY67bolOXuEdtHY2AiLxYLg4GB2W0hICBoaGhATEwOVSoU1a9Zg0KBB8PT0dKKlBIJ7IJVKMX/+/Fa9RHk8HjgcDurq6uDv799qUmW7HgFg+PDhOHnyJDZv3ozRo0d3t+kEQq/nxo0bqKurw5gxY9htzrxuiWeP0C5sLelaCjmhUAij0Qgul4uXXnoJzc3NEIvFzjKRQHArJBJJq7CN1WpFTk4OEhMTYTQa75lUCYVC1NbWAgBkMhneeOMN0DRNJl8EQjdjNpuRlZWFKVOmgMv9TWY587olYo/QLqxWa5vbbd32KIoiQo9AcCCnTp2CXq/HiBEjcPr06Tbf07L7JZfLbXWjsfHZZ5+Boij29ZQpU8iiKgLBjpw8eRIymQyDBg1CU1MTu/1h91HAcdctEXuEdmE7yaxWKzic36L/LZ8TCATHkJeXh9OnT+P3v/89eDweKIpCW23NPTw8HrqvRYsWwcfHh31NJmkEgv1obGzE2bNnsWLFint+58zrlog9QrsQCAQAAL1eDy8vL/Y5CRERCI6lpqYGu3btwvTp0xEWFgbgzvWo1+tbva+916NEIoFUKnWIrQRCb+fMmTMwmUzYtGkTgN+8dp999hnGjBnjtOuWiD1CuwgICACHw0FVVRViYmIAALW1tQgKCnKyZQSC+6LRaLBt2zaMHDkSQ4YMYbcHBQVBLpfDYDCwN4ra2lr079/fWaYSCAQA48aNQ1paGvtarVbjq6++wqJFi6DRaJx23RKxR2gXAoEA8fHxOHLkCLy8vKDT6XDu3DmMHz/e2aYRCG4JTdPYsWMHAgICkJqaCo1Gw/4uMjISIpEIBw8exOjRo1FaWorbt29j2rRpD91vc3PzPaWRvLy8SEoGgWAHxGJxqxCr7bqSSCQIDw/H999/75TrlmLaCiATCG3Q3NyMvXv3oqioCDweD48++igyMjJaJY0SCAT7UFJSgq+++qrN3y1duhQCgQD79+9nK/FPmDABSUlJ993fgyrxv/nmm/D19bWH2QQCoQW2687WQaOystIp1y0RewQCgUAgEAhuDPHbEwgEAoFAILgxROwRCAQCgUAguDFE7BEIBAKBQCC4MUTsEQgEAoFAILgxROwRCAQCgUAguDFE7BEIBAKBQCC4MUTsEQgEAoFAILgxROwRCAQCgUAguDFE7BEIBAKBQCC4MUTsEQgEAoFAILgxROwRCAQCgUAguDH/D1bMurcxtKOQAAAAAElFTkSuQmCC",
-      "text/plain": [
-       "<Figure size 700x600 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "import earthkit.data as ekd\n",
-    "import earthkit.plots as ekp\n",
-    "\n",
-    "# define the polygons\n",
-    "shape1 = (\n",
-    "    [\n",
-    "        [7.258763811234218, 48.793723130601535],\n",
-    "        [7.168488316250347, 49.83398497089428],\n",
-    "        [8.21596726115746, 49.850900108140536],\n",
-    "        [8.22477419294512, 49.63238869079714],\n",
-    "        [7.425045773152021, 49.6375037902404],\n",
-    "        [7.488604743081794, 48.76751542040529],\n",
-    "        [7.262985428883866, 48.762974824632806],\n",
-    "    ],\n",
-    ")\n",
-    "\n",
-    "shape2 = [\n",
-    "    [8.228175484385758, 49.62363905618946],\n",
-    "    [8.2383404847414, 49.30577331470633],\n",
-    "    [7.468517996271913, 49.29035950951544],\n",
-    "    [7.442698254298165, 49.394063349552624],\n",
-    "    [8.0965165757963, 49.41322522398369],\n",
-    "    [8.09028856771124, 49.63518066374158],\n",
-    "]\n",
-    "\n",
-    "shape3 = [\n",
-    "    [8.778584932744309, 49.86954658650521],\n",
-    "    [8.862295524771469, 48.766918864990714],\n",
-    "    [10.061878585703141, 48.80521538773752],\n",
-    "    [10.05189374814043, 49.02912712169905],\n",
-    "    [9.126374708842917, 49.035317308040874],\n",
-    "    [9.054787898083248, 49.85647839775169],\n",
-    "    [8.79447274483195, 49.8646339236731],\n",
-    "]\n",
-    "\n",
-    "shape4 = [\n",
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-    "    [9.819571610135483, 49.684014501470756],\n",
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-    "    [10.623393389597027, 48.824858944891844],\n",
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-    "    [15.230125323821682, 50.090633313563075],\n",
-    "    [17.660387372585035, 50.06822116337625],\n",
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-    "    [22.47620509293023, 48.948108124274114],\n",
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-    "]\n",
-    "\n",
-    "\n",
-    "request_pattern = {\n",
-    "    \"class\": \"od\",\n",
-    "    \"stream\": \"enfo\",\n",
-    "    \"type\": \"pf\",\n",
-    "    \"date\": -1,\n",
-    "    \"time\": \"1200\",\n",
-    "    \"levtype\": \"sfc\",\n",
-    "    \"expver\": 1,\n",
-    "    \"domain\": \"g\",\n",
-    "    \"param\": \"167\",\n",
-    "    \"number\": \"1\",\n",
-    "    \"step\": \"0\",\n",
-    "}\n",
-    "\n",
-    "chart = ekp.Map(domain=\"Europe\")\n",
-    "\n",
-    "for shape in [\n",
-    "    shape1,\n",
-    "    shape2,\n",
-    "    shape3,\n",
-    "    shape4,\n",
-    "    shape5,\n",
-    "    shape6,\n",
-    "    shape7,\n",
-    "    shape8,\n",
-    "    shape9,\n",
-    "    shape10,\n",
-    "    shape11,\n",
-    "    shape12,\n",
-    "]:\n",
-    "    # retrive the given coverage from polytope and convert into Xarray\n",
-    "    request = dict(**request_pattern)\n",
-    "    request[\"feature\"] = {\"type\": \"polygon\", \"shape\": shape}\n",
-    "\n",
-    "    ds = ekd.from_source(\n",
-    "        \"polytope\", \"ecmwf-mars\", request, stream=False, address=\"polytope.ecmwf.int\"\n",
-    "    ).to_xarray()\n",
-    "\n",
-    "    # add the Xarray dataset to the plot\n",
-    "    chart.point_cloud(ds[\"2t\"], x=\"x\", y=\"y\", s=0.1)\n",
-    "\n",
-    "# generate the plot\n",
-    "chart.coastlines()\n",
-    "chart.borders()\n",
-    "chart.gridlines()\n",
-    "\n",
-    "chart.title(\"{variable_name} (number={number})\")\n",
-    "\n",
-    "chart.show()"
-   ]
-  }
- ],
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diff --git a/docs/examples/polytope_timeseries.ipynb b/docs/examples/polytope_timeseries.ipynb
deleted file mode 100644
index 0a90186..0000000
--- a/docs/examples/polytope_timeseries.ipynb
+++ /dev/null
@@ -1,757 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Polytope time series"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "First, we retrieve ENS time series data using polytope."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "2024-12-18 09:11:07 - INFO - Key read from /Users/cgr/.polytopeapirc\n",
-      "2024-12-18 09:11:07 - INFO - Sending request...\n",
-      "{'request': 'class: od\\n'\n",
-      "            'date: -1\\n'\n",
-      "            'domain: g\\n'\n",
-      "            'expver: 1\\n'\n",
-      "            'feature:\\n'\n",
-      "            '  axes: step\\n'\n",
-      "            '  points:\\n'\n",
-      "            '  - - 38.78655345978706\\n'\n",
-      "            '    - -9.109280931080349\\n'\n",
-      "            '  type: timeseries\\n'\n",
-      "            'levtype: sfc\\n'\n",
-      "            'number: 1/to/50\\n'\n",
-      "            'param: 164/167/169\\n'\n",
-      "            'step: 0/to/360\\n'\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '0000'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:11:07 - INFO - Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:11:07 - INFO - Request accepted. Please poll ./96d99675-364f-45cb-b3f4-e834db746625 for status\n",
-      "2024-12-18 09:11:07 - INFO - Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:11:07 - INFO - Checking request status (./96d99675-364f-45cb-b3f4-e834db746625)...\n",
-      "2024-12-18 09:11:07 - INFO - The current status of the request is 'processing'\n",
-      "2024-12-18 09:11:19 - INFO - The current status of the request is 'processed'\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "96d99675-364f-45cb-b3f4-e834db746625.covjson:   0%|          | 0.00/520k [00:00<?, ?B/s]"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "import earthkit.data\n",
-    "\n",
-    "# lat, lon\n",
-    "location = [38.78655345978706, -9.109280931080349]\n",
-    "\n",
-    "request = {\n",
-    "    \"class\": \"od\",\n",
-    "    \"stream\": \"enfo\",\n",
-    "    \"type\": \"pf\",\n",
-    "    \"date\": -1,\n",
-    "    \"time\": \"0000\",\n",
-    "    \"levtype\": \"sfc\",\n",
-    "    \"expver\": 1,\n",
-    "    \"domain\": \"g\",\n",
-    "    \"param\": \"164/167/169\",\n",
-    "    \"number\": \"1/to/50\",\n",
-    "    \"step\": \"0/to/360\",\n",
-    "    \"feature\": {\n",
-    "        \"type\": \"timeseries\",\n",
-    "        \"points\": [location],\n",
-    "        \"axes\": \"step\",\n",
-    "    },\n",
-    "}\n",
-    "\n",
-    "ds = earthkit.data.from_source(\n",
-    "    \"polytope\", \"ecmwf-mars\", request, stream=False, address=\"polytope.ecmwf.int\"\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The retrieved CoverageJSON data can be converted Xarray."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [
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-       "  padding: 0 5px !important;\n",
-       "  grid-column: 2;\n",
-       "}\n",
-       "\n",
-       ".xr-array-data,\n",
-       ".xr-array-in:checked ~ .xr-array-preview {\n",
-       "  display: none;\n",
-       "}\n",
-       "\n",
-       ".xr-array-in:checked ~ .xr-array-data,\n",
-       ".xr-array-preview {\n",
-       "  display: inline-block;\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list {\n",
-       "  display: inline-block !important;\n",
-       "  list-style: none;\n",
-       "  padding: 0 !important;\n",
-       "  margin: 0;\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list li {\n",
-       "  display: inline-block;\n",
-       "  padding: 0;\n",
-       "  margin: 0;\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list:before {\n",
-       "  content: '(';\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list:after {\n",
-       "  content: ')';\n",
-       "}\n",
-       "\n",
-       ".xr-dim-list li:not(:last-child):after {\n",
-       "  content: ',';\n",
-       "  padding-right: 5px;\n",
-       "}\n",
-       "\n",
-       ".xr-has-index {\n",
-       "  font-weight: bold;\n",
-       "}\n",
-       "\n",
-       ".xr-var-list,\n",
-       ".xr-var-item {\n",
-       "  display: contents;\n",
-       "}\n",
-       "\n",
-       ".xr-var-item > div,\n",
-       ".xr-var-item label,\n",
-       ".xr-var-item > .xr-var-name span {\n",
-       "  background-color: var(--xr-background-color-row-even);\n",
-       "  margin-bottom: 0;\n",
-       "}\n",
-       "\n",
-       ".xr-var-item > .xr-var-name:hover span {\n",
-       "  padding-right: 5px;\n",
-       "}\n",
-       "\n",
-       ".xr-var-list > li:nth-child(odd) > div,\n",
-       ".xr-var-list > li:nth-child(odd) > label,\n",
-       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
-       "  background-color: var(--xr-background-color-row-odd);\n",
-       "}\n",
-       "\n",
-       ".xr-var-name {\n",
-       "  grid-column: 1;\n",
-       "}\n",
-       "\n",
-       ".xr-var-dims {\n",
-       "  grid-column: 2;\n",
-       "}\n",
-       "\n",
-       ".xr-var-dtype {\n",
-       "  grid-column: 3;\n",
-       "  text-align: right;\n",
-       "  color: var(--xr-font-color2);\n",
-       "}\n",
-       "\n",
-       ".xr-var-preview {\n",
-       "  grid-column: 4;\n",
-       "}\n",
-       "\n",
-       ".xr-index-preview {\n",
-       "  grid-column: 2 / 5;\n",
-       "  color: var(--xr-font-color2);\n",
-       "}\n",
-       "\n",
-       ".xr-var-name,\n",
-       ".xr-var-dims,\n",
-       ".xr-var-dtype,\n",
-       ".xr-preview,\n",
-       ".xr-attrs dt {\n",
-       "  white-space: nowrap;\n",
-       "  overflow: hidden;\n",
-       "  text-overflow: ellipsis;\n",
-       "  padding-right: 10px;\n",
-       "}\n",
-       "\n",
-       ".xr-var-name:hover,\n",
-       ".xr-var-dims:hover,\n",
-       ".xr-var-dtype:hover,\n",
-       ".xr-attrs dt:hover {\n",
-       "  overflow: visible;\n",
-       "  width: auto;\n",
-       "  z-index: 1;\n",
-       "}\n",
-       "\n",
-       ".xr-var-attrs,\n",
-       ".xr-var-data,\n",
-       ".xr-index-data {\n",
-       "  display: none;\n",
-       "  background-color: var(--xr-background-color) !important;\n",
-       "  padding-bottom: 5px !important;\n",
-       "}\n",
-       "\n",
-       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
-       ".xr-var-data-in:checked ~ .xr-var-data,\n",
-       ".xr-index-data-in:checked ~ .xr-index-data {\n",
-       "  display: block;\n",
-       "}\n",
-       "\n",
-       ".xr-var-data > table {\n",
-       "  float: right;\n",
-       "}\n",
-       "\n",
-       ".xr-var-name span,\n",
-       ".xr-var-data,\n",
-       ".xr-index-name div,\n",
-       ".xr-index-data,\n",
-       ".xr-attrs {\n",
-       "  padding-left: 25px !important;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs,\n",
-       ".xr-var-attrs,\n",
-       ".xr-var-data,\n",
-       ".xr-index-data {\n",
-       "  grid-column: 1 / -1;\n",
-       "}\n",
-       "\n",
-       "dl.xr-attrs {\n",
-       "  padding: 0;\n",
-       "  margin: 0;\n",
-       "  display: grid;\n",
-       "  grid-template-columns: 125px auto;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs dt,\n",
-       ".xr-attrs dd {\n",
-       "  padding: 0;\n",
-       "  margin: 0;\n",
-       "  float: left;\n",
-       "  padding-right: 10px;\n",
-       "  width: auto;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs dt {\n",
-       "  font-weight: normal;\n",
-       "  grid-column: 1;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs dt:hover span {\n",
-       "  display: inline-block;\n",
-       "  background: var(--xr-background-color);\n",
-       "  padding-right: 10px;\n",
-       "}\n",
-       "\n",
-       ".xr-attrs dd {\n",
-       "  grid-column: 2;\n",
-       "  white-space: pre-wrap;\n",
-       "  word-break: break-all;\n",
-       "}\n",
-       "\n",
-       ".xr-icon-database,\n",
-       ".xr-icon-file-text2,\n",
-       ".xr-no-icon {\n",
-       "  display: inline-block;\n",
-       "  vertical-align: middle;\n",
-       "  width: 1em;\n",
-       "  height: 1.5em !important;\n",
-       "  stroke-width: 0;\n",
-       "  stroke: currentColor;\n",
-       "  fill: currentColor;\n",
-       "}\n",
-       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 176kB\n",
-       "Dimensions:   (x: 1, y: 1, z: 1, number: 50, datetime: 1, t: 145)\n",
-       "Coordinates:\n",
-       "  * x         (x) float64 8B 38.77\n",
-       "  * y         (y) float64 8B 350.9\n",
-       "  * z         (z) int64 8B 0\n",
-       "  * number    (number) int64 400B 1 2 3 4 5 6 7 8 9 ... 43 44 45 46 47 48 49 50\n",
-       "  * datetime  (datetime) &lt;U20 80B &#x27;2024-12-17T00:00:00Z&#x27;\n",
-       "  * t         (t) datetime64[ns] 1kB 2024-12-17 ... 2025-01-01\n",
-       "Data variables:\n",
-       "    tcc       (x, y, z, number, datetime, t) float64 58kB 1.0 0.9854 ... 0.999\n",
-       "    2t        (x, y, z, number, datetime, t) float64 58kB 286.7 285.8 ... 286.3\n",
-       "    ssrd      (x, y, z, number, datetime, t) float64 58kB 0.0 0.0 ... 1.304e+08\n",
-       "Attributes:\n",
-       "    class:          od\n",
-       "    Forecast date:  2024-12-17T00:00:00Z\n",
-       "    domain:         g\n",
-       "    expver:         0001\n",
-       "    levtype:        sfc\n",
-       "    number:         1\n",
-       "    stream:         enfo\n",
-       "    type:           pf</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-765f34a6-8612-469b-9c65-ea9cea6bd12f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-765f34a6-8612-469b-9c65-ea9cea6bd12f' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>x</span>: 1</li><li><span class='xr-has-index'>y</span>: 1</li><li><span class='xr-has-index'>z</span>: 1</li><li><span class='xr-has-index'>number</span>: 50</li><li><span class='xr-has-index'>datetime</span>: 1</li><li><span class='xr-has-index'>t</span>: 145</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-092fa50a-2b98-42f5-9d1c-cf8667ddcaed' class='xr-section-summary-in' type='checkbox'  checked><label for='section-092fa50a-2b98-42f5-9d1c-cf8667ddcaed' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>38.77</div><input id='attrs-f586f01f-c852-4ddf-8ed8-a8901659fbe5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f586f01f-c852-4ddf-8ed8-a8901659fbe5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec3823e5-e29f-44fb-9109-47829962e765' class='xr-var-data-in' type='checkbox'><label for='data-ec3823e5-e29f-44fb-9109-47829962e765' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([38.769771])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>350.9</div><input id='attrs-12be127a-e467-473d-91cc-33765a4c0859' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-12be127a-e467-473d-91cc-33765a4c0859' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88b49b6c-bf65-442f-802d-339978008c58' class='xr-var-data-in' type='checkbox'><label for='data-88b49b6c-bf65-442f-802d-339978008c58' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([350.914052])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>z</span></div><div class='xr-var-dims'>(z)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-b3e0c31a-ecd1-4277-8858-0e25791c00ff' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b3e0c31a-ecd1-4277-8858-0e25791c00ff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-902d2ff5-e242-4277-bd52-7fd132f43ea0' class='xr-var-data-in' type='checkbox'><label for='data-902d2ff5-e242-4277-bd52-7fd132f43ea0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-21eb90a0-8b57-498d-a3d1-6d2b0cbca68b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-21eb90a0-8b57-498d-a3d1-6d2b0cbca68b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e6ffa15-5916-4028-b011-dd3345117bfb' class='xr-var-data-in' type='checkbox'><label for='data-3e6ffa15-5916-4028-b011-dd3345117bfb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
-       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
-       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>datetime</span></div><div class='xr-var-dims'>(datetime)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2024-12-17T00:00:00Z&#x27;</div><input id='attrs-4bef17c7-0207-4b3d-ba21-bc02e657aeb7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4bef17c7-0207-4b3d-ba21-bc02e657aeb7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-850f95f6-5637-4d8e-906f-41b2f1e60a2b' class='xr-var-data-in' type='checkbox'><label for='data-850f95f6-5637-4d8e-906f-41b2f1e60a2b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-12-17T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>t</span></div><div class='xr-var-dims'>(t)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-12-17 ... 2025-01-01</div><input id='attrs-1502a387-51a5-439a-a85f-afcda3fa6d39' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1502a387-51a5-439a-a85f-afcda3fa6d39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a122191-1607-4a97-8e55-f6f9586ea2af' class='xr-var-data-in' type='checkbox'><label for='data-8a122191-1607-4a97-8e55-f6f9586ea2af' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-12-17T00:00:00.000000000&#x27;, &#x27;2024-12-17T01:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T02:00:00.000000000&#x27;, &#x27;2024-12-17T03:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T04:00:00.000000000&#x27;, &#x27;2024-12-17T05:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T06:00:00.000000000&#x27;, &#x27;2024-12-17T07:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T08:00:00.000000000&#x27;, &#x27;2024-12-17T09:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T10:00:00.000000000&#x27;, &#x27;2024-12-17T11:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T12:00:00.000000000&#x27;, &#x27;2024-12-17T13:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T14:00:00.000000000&#x27;, &#x27;2024-12-17T15:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T16:00:00.000000000&#x27;, &#x27;2024-12-17T17:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T18:00:00.000000000&#x27;, &#x27;2024-12-17T19:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T20:00:00.000000000&#x27;, &#x27;2024-12-17T21:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-17T22:00:00.000000000&#x27;, &#x27;2024-12-17T23:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T00:00:00.000000000&#x27;, &#x27;2024-12-18T01:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T02:00:00.000000000&#x27;, &#x27;2024-12-18T03:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T04:00:00.000000000&#x27;, &#x27;2024-12-18T05:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T06:00:00.000000000&#x27;, &#x27;2024-12-18T07:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T08:00:00.000000000&#x27;, &#x27;2024-12-18T09:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T10:00:00.000000000&#x27;, &#x27;2024-12-18T11:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T12:00:00.000000000&#x27;, &#x27;2024-12-18T13:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T14:00:00.000000000&#x27;, &#x27;2024-12-18T15:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T16:00:00.000000000&#x27;, &#x27;2024-12-18T17:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T18:00:00.000000000&#x27;, &#x27;2024-12-18T19:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T20:00:00.000000000&#x27;, &#x27;2024-12-18T21:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-18T22:00:00.000000000&#x27;, &#x27;2024-12-18T23:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T00:00:00.000000000&#x27;, &#x27;2024-12-19T01:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T02:00:00.000000000&#x27;, &#x27;2024-12-19T03:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T04:00:00.000000000&#x27;, &#x27;2024-12-19T05:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T06:00:00.000000000&#x27;, &#x27;2024-12-19T07:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T08:00:00.000000000&#x27;, &#x27;2024-12-19T09:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T10:00:00.000000000&#x27;, &#x27;2024-12-19T11:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T12:00:00.000000000&#x27;, &#x27;2024-12-19T13:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T14:00:00.000000000&#x27;, &#x27;2024-12-19T15:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T16:00:00.000000000&#x27;, &#x27;2024-12-19T17:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T18:00:00.000000000&#x27;, &#x27;2024-12-19T19:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T20:00:00.000000000&#x27;, &#x27;2024-12-19T21:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-19T22:00:00.000000000&#x27;, &#x27;2024-12-19T23:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T00:00:00.000000000&#x27;, &#x27;2024-12-20T01:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T02:00:00.000000000&#x27;, &#x27;2024-12-20T03:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T04:00:00.000000000&#x27;, &#x27;2024-12-20T05:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T06:00:00.000000000&#x27;, &#x27;2024-12-20T07:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T08:00:00.000000000&#x27;, &#x27;2024-12-20T09:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T10:00:00.000000000&#x27;, &#x27;2024-12-20T11:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T12:00:00.000000000&#x27;, &#x27;2024-12-20T13:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T14:00:00.000000000&#x27;, &#x27;2024-12-20T15:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T16:00:00.000000000&#x27;, &#x27;2024-12-20T17:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-20T18:00:00.000000000&#x27;, &#x27;2024-12-20T21:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-21T00:00:00.000000000&#x27;, &#x27;2024-12-21T03:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-21T06:00:00.000000000&#x27;, &#x27;2024-12-21T09:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-21T12:00:00.000000000&#x27;, &#x27;2024-12-21T15:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-21T18:00:00.000000000&#x27;, &#x27;2024-12-21T21:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-22T00:00:00.000000000&#x27;, &#x27;2024-12-22T03:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-22T06:00:00.000000000&#x27;, &#x27;2024-12-22T09:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-22T12:00:00.000000000&#x27;, &#x27;2024-12-22T15:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-22T18:00:00.000000000&#x27;, &#x27;2024-12-22T21:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-23T00:00:00.000000000&#x27;, &#x27;2024-12-23T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-23T12:00:00.000000000&#x27;, &#x27;2024-12-23T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-24T00:00:00.000000000&#x27;, &#x27;2024-12-24T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-24T12:00:00.000000000&#x27;, &#x27;2024-12-24T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-25T00:00:00.000000000&#x27;, &#x27;2024-12-25T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-25T12:00:00.000000000&#x27;, &#x27;2024-12-25T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-26T00:00:00.000000000&#x27;, &#x27;2024-12-26T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-26T12:00:00.000000000&#x27;, &#x27;2024-12-26T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-27T00:00:00.000000000&#x27;, &#x27;2024-12-27T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-27T12:00:00.000000000&#x27;, &#x27;2024-12-27T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-28T00:00:00.000000000&#x27;, &#x27;2024-12-28T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-28T12:00:00.000000000&#x27;, &#x27;2024-12-28T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-29T00:00:00.000000000&#x27;, &#x27;2024-12-29T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-29T12:00:00.000000000&#x27;, &#x27;2024-12-29T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-30T00:00:00.000000000&#x27;, &#x27;2024-12-30T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-30T12:00:00.000000000&#x27;, &#x27;2024-12-30T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-31T00:00:00.000000000&#x27;, &#x27;2024-12-31T06:00:00.000000000&#x27;,\n",
-       "       &#x27;2024-12-31T12:00:00.000000000&#x27;, &#x27;2024-12-31T18:00:00.000000000&#x27;,\n",
-       "       &#x27;2025-01-01T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8c29c3ba-4958-4d04-b00d-09e971306ce3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8c29c3ba-4958-4d04-b00d-09e971306ce3' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>tcc</span></div><div class='xr-var-dims'>(x, y, z, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 0.9854 0.9939 ... 0.9796 0.999</div><input id='attrs-fa3709c7-3fa9-43f4-8b62-d0d5c6549399' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fa3709c7-3fa9-43f4-8b62-d0d5c6549399' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c1b81b7-89d7-496b-a3b4-b907f6301394' class='xr-var-data-in' type='checkbox'><label for='data-1c1b81b7-89d7-496b-a3b4-b907f6301394' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>(0 - 1)</dd><dt><span>long_name :</span></dt><dd>tcc</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[1.        , 0.98535156, 0.993927  , ..., 1.        ,\n",
-       "            1.        , 1.        ]],\n",
-       "\n",
-       "          [[1.        , 0.99475098, 0.91552734, ..., 0.99752808,\n",
-       "            0.54925537, 0.32910156]],\n",
-       "\n",
-       "          [[1.        , 0.95419312, 0.74545288, ..., 0.59609985,\n",
-       "            0.99768066, 0.        ]],\n",
-       "\n",
-       "          ...,\n",
-       "\n",
-       "          [[1.        , 0.98416138, 0.99508667, ..., 0.97714233,\n",
-       "            0.99075317, 1.        ]],\n",
-       "\n",
-       "          [[1.        , 0.98184204, 0.96191406, ..., 0.00689697,\n",
-       "            0.02987671, 0.43838501]],\n",
-       "\n",
-       "          [[0.9999944 , 0.99972534, 0.9395752 , ..., 1.        ,\n",
-       "            0.97955322, 0.9989624 ]]]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>2t</span></div><div class='xr-var-dims'>(x, y, z, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>286.7 285.8 285.3 ... 288.6 286.3</div><input id='attrs-bb66f86c-6cce-4972-89c4-2c1f75158aeb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb66f86c-6cce-4972-89c4-2c1f75158aeb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-daa14dec-eff7-4d07-ad15-c616f6ecc2cf' class='xr-var-data-in' type='checkbox'><label for='data-daa14dec-eff7-4d07-ad15-c616f6ecc2cf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2t</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[286.73101807, 285.76107788, 285.27377319, ...,\n",
-       "            285.19616699, 288.09014893, 287.5226593 ]],\n",
-       "\n",
-       "          [[285.7322998 , 284.87342834, 284.7387085 , ...,\n",
-       "            289.28723145, 289.23092651, 286.56121826]],\n",
-       "\n",
-       "          [[286.16796875, 285.56687927, 285.24578857, ...,\n",
-       "            282.4445343 , 287.60627747, 283.97680664]],\n",
-       "\n",
-       "          ...,\n",
-       "\n",
-       "          [[286.31903076, 285.7197876 , 285.59840393, ...,\n",
-       "            288.16993713, 289.18731689, 289.3782196 ]],\n",
-       "\n",
-       "          [[286.3019104 , 286.04798889, 285.91436768, ...,\n",
-       "            287.05700684, 286.11146545, 284.87690735]],\n",
-       "\n",
-       "          [[286.80801392, 286.38212585, 285.89639282, ...,\n",
-       "            285.1051178 , 288.62742615, 286.3348999 ]]]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssrd</span></div><div class='xr-var-dims'>(x, y, z, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 ... 1.304e+08 1.304e+08</div><input id='attrs-f75f1e9d-3f9e-443b-a69b-136451f5e7ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f75f1e9d-3f9e-443b-a69b-136451f5e7ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6cab2b17-6d52-4a85-9855-90bb41e36f62' class='xr-var-data-in' type='checkbox'><label for='data-6cab2b17-6d52-4a85-9855-90bb41e36f62' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>J m**-2</dd><dt><span>long_name :</span></dt><dd>ssrd</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
-       "            1.25304832e+08, 1.27926272e+08, 1.27926272e+08]],\n",
-       "\n",
-       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
-       "            1.22257408e+08, 1.27139840e+08, 1.27139840e+08]],\n",
-       "\n",
-       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
-       "            1.31137536e+08, 1.36429568e+08, 1.36429568e+08]],\n",
-       "\n",
-       "          ...,\n",
-       "\n",
-       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
-       "            1.25714432e+08, 1.28974848e+08, 1.28974848e+08]],\n",
-       "\n",
-       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
-       "            1.20848384e+08, 1.25763584e+08, 1.25763584e+08]],\n",
-       "\n",
-       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
-       "            1.24698624e+08, 1.30367488e+08, 1.30367488e+08]]]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c1a2abe9-8435-4a1b-9a93-9f81beafcd55' class='xr-section-summary-in' type='checkbox'  ><label for='section-c1a2abe9-8435-4a1b-9a93-9f81beafcd55' class='xr-section-summary' >Indexes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9afc9902-3b93-4246-85ed-9c318191fa9b' class='xr-index-data-in' type='checkbox'/><label for='index-9afc9902-3b93-4246-85ed-9c318191fa9b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([38.769770651632], dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6e0a2f0b-fc9d-453e-81f2-7fdb1797b83b' class='xr-index-data-in' type='checkbox'/><label for='index-6e0a2f0b-fc9d-453e-81f2-7fdb1797b83b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([350.914051841746], dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>z</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1e23fe00-3ca0-4cf8-b78f-5311b69f2fe3' class='xr-index-data-in' type='checkbox'/><label for='index-1e23fe00-3ca0-4cf8-b78f-5311b69f2fe3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;z&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0f8ecda5-d605-4701-bee4-87f4b7d6af96' class='xr-index-data-in' type='checkbox'/><label for='index-0f8ecda5-d605-4701-bee4-87f4b7d6af96' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
-       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
-       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50],\n",
-       "      dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>datetime</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d814a8d7-0779-43ba-8bf1-d0ee73d10579' class='xr-index-data-in' type='checkbox'/><label for='index-d814a8d7-0779-43ba-8bf1-d0ee73d10579' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2024-12-17T00:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetime&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>t</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-536e6fcf-bba8-404e-894c-c64238a44af2' class='xr-index-data-in' type='checkbox'/><label for='index-536e6fcf-bba8-404e-894c-c64238a44af2' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2024-12-17 00:00:00&#x27;, &#x27;2024-12-17 01:00:00&#x27;,\n",
-       "               &#x27;2024-12-17 02:00:00&#x27;, &#x27;2024-12-17 03:00:00&#x27;,\n",
-       "               &#x27;2024-12-17 04:00:00&#x27;, &#x27;2024-12-17 05:00:00&#x27;,\n",
-       "               &#x27;2024-12-17 06:00:00&#x27;, &#x27;2024-12-17 07:00:00&#x27;,\n",
-       "               &#x27;2024-12-17 08:00:00&#x27;, &#x27;2024-12-17 09:00:00&#x27;,\n",
-       "               ...\n",
-       "               &#x27;2024-12-29 18:00:00&#x27;, &#x27;2024-12-30 00:00:00&#x27;,\n",
-       "               &#x27;2024-12-30 06:00:00&#x27;, &#x27;2024-12-30 12:00:00&#x27;,\n",
-       "               &#x27;2024-12-30 18:00:00&#x27;, &#x27;2024-12-31 00:00:00&#x27;,\n",
-       "               &#x27;2024-12-31 06:00:00&#x27;, &#x27;2024-12-31 12:00:00&#x27;,\n",
-       "               &#x27;2024-12-31 18:00:00&#x27;, &#x27;2025-01-01 00:00:00&#x27;],\n",
-       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;t&#x27;, length=145, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9d29eb83-387b-4396-83bb-9c9bcad752c7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9d29eb83-387b-4396-83bb-9c9bcad752c7' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>class :</span></dt><dd>od</dd><dt><span>Forecast date :</span></dt><dd>2024-12-17T00:00:00Z</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd></dl></div></li></ul></div></div>"
-      ],
-      "text/plain": [
-       "<xarray.Dataset> Size: 176kB\n",
-       "Dimensions:   (x: 1, y: 1, z: 1, number: 50, datetime: 1, t: 145)\n",
-       "Coordinates:\n",
-       "  * x         (x) float64 8B 38.77\n",
-       "  * y         (y) float64 8B 350.9\n",
-       "  * z         (z) int64 8B 0\n",
-       "  * number    (number) int64 400B 1 2 3 4 5 6 7 8 9 ... 43 44 45 46 47 48 49 50\n",
-       "  * datetime  (datetime) <U20 80B '2024-12-17T00:00:00Z'\n",
-       "  * t         (t) datetime64[ns] 1kB 2024-12-17 ... 2025-01-01\n",
-       "Data variables:\n",
-       "    tcc       (x, y, z, number, datetime, t) float64 58kB 1.0 0.9854 ... 0.999\n",
-       "    2t        (x, y, z, number, datetime, t) float64 58kB 286.7 285.8 ... 286.3\n",
-       "    ssrd      (x, y, z, number, datetime, t) float64 58kB 0.0 0.0 ... 1.304e+08\n",
-       "Attributes:\n",
-       "    class:          od\n",
-       "    Forecast date:  2024-12-17T00:00:00Z\n",
-       "    domain:         g\n",
-       "    expver:         0001\n",
-       "    levtype:        sfc\n",
-       "    number:         1\n",
-       "    stream:         enfo\n",
-       "    type:           pf"
-      ]
-     },
-     "execution_count": 2,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "da = ds.to_xarray()\n",
-    "da"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We can directly plot the retrieved data as an ENS meteogram with earthkit-plots."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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"
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "from earthkit.plots.interactive import Chart\n",
-    "\n",
-    "\n",
-    "def location_to_string(location):\n",
-    "    \"\"\"\n",
-    "    Converts latitude and longitude to a string representation with degrees\n",
-    "    and N/S/E/W.\n",
-    "    \"\"\"\n",
-    "    (lat, lon) = location\n",
-    "    lat_dir = \"N\" if lat >= 0 else \"S\"\n",
-    "    lon_dir = \"E\" if lon >= 0 else \"W\"\n",
-    "    return f\"{abs(lat):.2f}°{lat_dir}, {abs(lon):.2f}°{lon_dir}\"\n",
-    "\n",
-    "\n",
-    "TIME_FREQUENCY = \"6h\"\n",
-    "QUANTILES = [0, 0.1, 0.25, 0.5, 0.75, 0.9, 1]\n",
-    "\n",
-    "chart = Chart()\n",
-    "chart.title(f\"ECMWF ensemble meteogram at {location_to_string(location)}\")\n",
-    "chart.box(ds, time_frequency=TIME_FREQUENCY, quantiles=QUANTILES)\n",
-    "chart.line(ds, aggregation=\"mean\", line_color=\"grey\", time_frequency=TIME_FREQUENCY)\n",
-    "chart.show(renderer=\"png\")  # Replace with chart.show() in an interactive session!"
-   ]
-  },
-  {
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diff --git a/docs/examples/polytope_vertical_profile.ipynb b/docs/examples/polytope_vertical_profile.ipynb
deleted file mode 100644
index 2ad27d0..0000000
--- a/docs/examples/polytope_vertical_profile.ipynb
+++ /dev/null
@@ -1,568 +0,0 @@
-{
- "cells": [
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-    "## Polytope vertical profile"
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-  {
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-   "metadata": {},
-   "source": [
-    "The following example first retrieves vertical profiles on pressure levels using polytope, then converts the resulting CoverageJSON data to Xarray."
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-      "            '  - - 38.9\\n'\n",
-      "            '    - -9.1\\n'\n",
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-      "            'param: 203/133\\n'\n",
-      "            \"step: '0'\\n\"\n",
-      "            'stream: enfo\\n'\n",
-      "            \"time: '0000'\\n\"\n",
-      "            'type: pf\\n',\n",
-      " 'verb': 'retrieve'}\n",
-      "2024-12-18 09:10:29 - INFO - Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:30 - INFO - Request accepted. Please poll ./76f67d4d-f386-43ff-b11c-39e6ea9c404f for status\n",
-      "2024-12-18 09:10:30 - INFO - Polytope user key found in session cache for user cgr\n",
-      "2024-12-18 09:10:30 - INFO - Checking request status (./76f67d4d-f386-43ff-b11c-39e6ea9c404f)...\n",
-      "2024-12-18 09:10:30 - INFO - The current status of the request is 'queued'\n",
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-       "    stream:         enfo\n",
-       "    type:           pf</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-3a51ba78-f703-4c20-a5d9-b03356f410e4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3a51ba78-f703-4c20-a5d9-b03356f410e4' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>x</span>: 1</li><li><span class='xr-has-index'>y</span>: 1</li><li><span class='xr-has-index'>number</span>: 1</li><li><span class='xr-has-index'>datetime</span>: 1</li><li><span class='xr-has-index'>t</span>: 1</li><li><span class='xr-has-index'>z</span>: 22</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-60b4b53c-c13a-4033-a028-e633a8ed68f3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-60b4b53c-c13a-4033-a028-e633a8ed68f3' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>38.91</div><input id='attrs-eca2ebba-b045-435b-9f94-e2faba67d3c4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eca2ebba-b045-435b-9f94-e2faba67d3c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f418a21-f85c-4076-b0fb-dbcd44c417dc' class='xr-var-data-in' type='checkbox'><label for='data-6f418a21-f85c-4076-b0fb-dbcd44c417dc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([38.910368])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>350.9</div><input id='attrs-975e79ee-51c0-4cf9-a1bf-6465abb064e2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-975e79ee-51c0-4cf9-a1bf-6465abb064e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7822ddf4-0846-4f75-9e39-12a2ec8026d0' class='xr-var-data-in' type='checkbox'><label for='data-7822ddf4-0846-4f75-9e39-12a2ec8026d0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([350.889193])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-0fb6d6c5-fefa-43cb-9309-f15bc46c024c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0fb6d6c5-fefa-43cb-9309-f15bc46c024c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-efdfcab2-999d-4bef-b505-8b83ec1aa87a' class='xr-var-data-in' type='checkbox'><label for='data-efdfcab2-999d-4bef-b505-8b83ec1aa87a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>datetime</span></div><div class='xr-var-dims'>(datetime)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2024-12-17T00:00:00Z&#x27;</div><input id='attrs-ae2af907-5ffe-4bf8-8ebf-1646d255e17f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ae2af907-5ffe-4bf8-8ebf-1646d255e17f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d6a73c5-d17b-4a3c-9809-00e2e98076b7' class='xr-var-data-in' type='checkbox'><label for='data-6d6a73c5-d17b-4a3c-9809-00e2e98076b7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-12-17T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>t</span></div><div class='xr-var-dims'>(t)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-53f96a5c-f518-4e30-8706-283451838e56' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-53f96a5c-f518-4e30-8706-283451838e56' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e54baf06-bb0a-47c3-9144-23971ad9c1a7' class='xr-var-data-in' type='checkbox'><label for='data-e54baf06-bb0a-47c3-9144-23971ad9c1a7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>z</span></div><div class='xr-var-dims'>(z)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 5 7 ... 600 700 850 925 1000</div><input id='attrs-27c6e4c9-48ee-4806-a444-0284a20f7fef' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-27c6e4c9-48ee-4806-a444-0284a20f7fef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e29a118-ef0e-467d-98ae-e8c24e562b89' class='xr-var-data-in' type='checkbox'><label for='data-4e29a118-ef0e-467d-98ae-e8c24e562b89' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([   1,    2,    3,    5,    7,   10,   20,   30,   50,   70,  100,  150,\n",
-       "        200,  250,  300,  400,  500,  600,  700,  850,  925, 1000])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4d635ba4-9d93-4280-b365-c23c6f85847e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4d635ba4-9d93-4280-b365-c23c6f85847e' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>q</span></div><div class='xr-var-dims'>(x, y, number, datetime, t, z)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.254e-06 4.205e-06 ... 0.005184</div><input id='attrs-59882316-0b7f-4d08-8215-e044825c0910' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-59882316-0b7f-4d08-8215-e044825c0910' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc4e4dac-6307-417e-94ee-f072fef0808b' class='xr-var-data-in' type='checkbox'><label for='data-cc4e4dac-6307-417e-94ee-f072fef0808b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>kg kg**-1</dd><dt><span>long_name :</span></dt><dd>q</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[4.25423787e-06, 4.20500510e-06, 4.04536877e-06,\n",
-       "            3.70361522e-06, 3.59550177e-06, 3.53840187e-06,\n",
-       "            3.36708308e-06, 3.05463527e-06, 2.89008494e-06,\n",
-       "            2.92804998e-06, 3.00258398e-06, 4.47779894e-06,\n",
-       "            1.73449516e-05, 3.82959843e-05, 5.53429127e-05,\n",
-       "            6.47187233e-04, 2.22325325e-03, 3.93819809e-03,\n",
-       "            5.02681732e-03, 7.14731216e-03, 3.43990326e-03,\n",
-       "            5.18369675e-03]]]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>o3</span></div><div class='xr-var-dims'>(x, y, number, datetime, t, z)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.228e-06 6.801e-06 ... 6.039e-08</div><input id='attrs-f6536f3e-0504-461f-ae7d-65bee55b02c5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f6536f3e-0504-461f-ae7d-65bee55b02c5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c9b4f6c-439c-4d9f-96e4-78a7b745798a' class='xr-var-data-in' type='checkbox'><label for='data-1c9b4f6c-439c-4d9f-96e4-78a7b745798a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>kg kg**-1</dd><dt><span>long_name :</span></dt><dd>o3</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[4.22841276e-06, 6.80094581e-06, 9.99311214e-06,\n",
-       "            1.27267540e-05, 1.20746226e-05, 1.08049953e-05,\n",
-       "            8.61148692e-06, 7.40709220e-06, 3.24864413e-06,\n",
-       "            2.65042974e-06, 1.42876524e-06, 7.21018296e-07,\n",
-       "            1.00844773e-07, 8.01956048e-08, 8.11123755e-08,\n",
-       "            7.92133505e-08, 7.48914317e-08, 7.68486643e-08,\n",
-       "            7.79750914e-08, 7.98123949e-08, 7.46204520e-08,\n",
-       "            6.03884125e-08]]]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a89e706f-eb59-4bbd-88bc-f9835168266d' class='xr-section-summary-in' type='checkbox'  ><label for='section-a89e706f-eb59-4bbd-88bc-f9835168266d' class='xr-section-summary' >Indexes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5b44fe9a-d91e-4869-9093-0a3ffc2b1921' class='xr-index-data-in' type='checkbox'/><label for='index-5b44fe9a-d91e-4869-9093-0a3ffc2b1921' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([38.910368186756], dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5c07c32f-8c1b-475a-917d-af0379a8de9f' class='xr-index-data-in' type='checkbox'/><label for='index-5c07c32f-8c1b-475a-917d-af0379a8de9f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([350.889192886457], dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-41120703-7a66-4ba4-bbf6-ee6768b7657b' class='xr-index-data-in' type='checkbox'/><label for='index-41120703-7a66-4ba4-bbf6-ee6768b7657b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1], dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>datetime</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2d605767-bdf0-48b3-9d48-581357b41908' class='xr-index-data-in' type='checkbox'/><label for='index-2d605767-bdf0-48b3-9d48-581357b41908' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2024-12-17T00:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetime&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>t</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f5789959-ac3c-4762-9e43-a7bfd7808009' class='xr-index-data-in' type='checkbox'/><label for='index-f5789959-ac3c-4762-9e43-a7bfd7808009' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;t&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>z</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-30e6c129-f0ab-4cf7-87a8-5431861e2e6d' class='xr-index-data-in' type='checkbox'/><label for='index-30e6c129-f0ab-4cf7-87a8-5431861e2e6d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   1,    2,    3,    5,    7,   10,   20,   30,   50,   70,  100,  150,\n",
-       "        200,  250,  300,  400,  500,  600,  700,  850,  925, 1000],\n",
-       "      dtype=&#x27;int64&#x27;, name=&#x27;z&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9dba9521-16fb-430f-ad94-b6c56d70f527' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9dba9521-16fb-430f-ad94-b6c56d70f527' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>class :</span></dt><dd>od</dd><dt><span>Forecast date :</span></dt><dd>2024-12-17T00:00:00Z</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>levelist :</span></dt><dd>1</dd><dt><span>levtype :</span></dt><dd>pl</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd></dl></div></li></ul></div></div>"
-      ],
-      "text/plain": [
-       "<xarray.Dataset> Size: 640B\n",
-       "Dimensions:   (x: 1, y: 1, number: 1, datetime: 1, t: 1, z: 22)\n",
-       "Coordinates:\n",
-       "  * x         (x) float64 8B 38.91\n",
-       "  * y         (y) float64 8B 350.9\n",
-       "  * number    (number) int64 8B 1\n",
-       "  * datetime  (datetime) <U20 80B '2024-12-17T00:00:00Z'\n",
-       "  * t         (t) int64 8B 0\n",
-       "  * z         (z) int64 176B 1 2 3 5 7 10 20 30 ... 400 500 600 700 850 925 1000\n",
-       "Data variables:\n",
-       "    q         (x, y, number, datetime, t, z) float64 176B 4.254e-06 ... 0.005184\n",
-       "    o3        (x, y, number, datetime, t, z) float64 176B 4.228e-06 ... 6.039...\n",
-       "Attributes:\n",
-       "    class:          od\n",
-       "    Forecast date:  2024-12-17T00:00:00Z\n",
-       "    domain:         g\n",
-       "    expver:         0001\n",
-       "    levelist:       1\n",
-       "    levtype:        pl\n",
-       "    number:         1\n",
-       "    stream:         enfo\n",
-       "    type:           pf"
-      ]
-     },
-     "execution_count": 1,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "import earthkit.data as ekd\n",
-    "\n",
-    "request = {\n",
-    "    \"class\": \"od\",\n",
-    "    \"stream\": \"enfo\",\n",
-    "    \"type\": \"pf\",\n",
-    "    \"date\": -1,\n",
-    "    \"time\": \"0000\",\n",
-    "    \"levtype\": \"pl\",\n",
-    "    \"expver\": 1,\n",
-    "    \"domain\": \"g\",\n",
-    "    \"param\": \"203/133\",\n",
-    "    \"number\": \"1\",\n",
-    "    \"step\": \"0\",\n",
-    "    \"levelist\": \"1/to/1000\",\n",
-    "    \"feature\": {\n",
-    "        \"type\": \"verticalprofile\",\n",
-    "        \"points\": [[38.9, -9.1]],\n",
-    "    },\n",
-    "}\n",
-    "\n",
-    "ds = ekd.from_source(\n",
-    "    \"polytope\", \"ecmwf-mars\", request, stream=False, address=\"polytope.ecmwf.int\"\n",
-    ")\n",
-    "ds.to_xarray()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "dev_ecc",
-   "language": "python",
-   "name": "dev_ecc"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.10.13"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/docs/install.rst b/docs/getting-started.rst
similarity index 53%
rename from docs/install.rst
rename to docs/getting-started.rst
index 94768f7..e532dea 100644
--- a/docs/install.rst
+++ b/docs/getting-started.rst
@@ -1,5 +1,5 @@
-Installation
-============
+Installation and Getting Started
+================================
 
 .. note::
 
@@ -8,7 +8,7 @@ Installation
 Installing earthkit
 ----------------------------
 
-Install **earthkit** with python3 (>= 3.8) and ``pip`` as follows:
+Install the latest version of **earthkit** with python3 (>= 3.10) and ``pip`` as follows:
 
 .. code-block:: bash
 
@@ -21,10 +21,3 @@ Install **earthkit** with python3 (>= 3.8) and ``pip`` as follows:
 ..     conda install earthkit -c conda-forge
 
 .. This will bring in some necessary binary dependencies for you.
-
-Installing the binary dependencies
---------------------------------------
-
-This is the list of components with binary dependencies. Please click on the links to see the installation instructions.
-
--  `eartkit-data <https://earthkit-data.readthedocs.io/en/latest/install.html#installing-the-binary-dependencies>`_
diff --git a/docs/index.rst b/docs/index.rst
index e679793..8c41b31 100644
--- a/docs/index.rst
+++ b/docs/index.rst
@@ -1,59 +1,79 @@
-Welcome to earthkit's documentation
-======================================================
+earthkit
+========
 
-|Static Badge| |License: Apache 2.0|
-
-.. |Static Badge| image:: https://github.com/ecmwf/codex/raw/refs/heads/main/ESEE/foundation_badge.svg
-   :target: https://github.com/ecmwf/codex/raw/refs/heads/main/ESEE
-.. |License: Apache 2.0| image:: https://img.shields.io/badge/License-Apache%202.0-blue.svg
-   :target: https://opensource.org/licenses/apache-2-0
+**earthkit** is a new open-source Python project led by ECMWF, providing powerful tools for speeding up weather
+and climate science workflows by simplifying data access, processing, analysis, visualisation and much more.
 
 .. tip::
 
-   For an interactive overview, see the `earthkit website <https://ecmwf.github.io/earthkit-website/>`__.
+   For an interactive overview, see the `earthkit website <https://earthkit.ecmwf.int/>`__.
 
-**earthkit** is a new open-source Python project led by ECMWF, providing powerful tools for speeding up weather and climate science workflows by simplifying data access, processing, analysis, visualisation and much more.
 
-**earthkit** offers **multiple interoperable** :ref:`software components <components>` built on top of well-established open-source Python libraries like numpy, pandas and matplotlib. earthkit also integrates and leverages the robust and operations-ready software stack that is familiar to ECMWF production systems (e.g. :xref:`eccodes`, FDB, etc).
+.. grid:: 1
+   :gutter: 2
 
-The interface of :ref:`earthkit components <components>` is designed to be high-level in order to provide common tools to support activities across ECMWF and beyond. The design of the components also takes **scalability** into account, so researchers can enjoy efficiency whilst providing easier transfer to operations.
+   .. grid-item-card:: Why earthkit?
+      :img-top:  _static/earthkit-grey.svg
+      :link: why
+      :link-type: doc
+      :class-card: sd-shadow-sm
 
-**earthkit** is still under development but some components are already available in beta through PyPI and their GitHub repositories.
+      The motivation and key features of earthkit.
+
+
+.. grid:: 1 1 2 2
+   :gutter: 2
+
+   .. grid-item-card:: Installation and Getting Started
+      :img-top: _static/rocket.svg
+      :link: getting-started
+      :link-type: doc
+      :class-card: sd-shadow-sm
+
+      New to earthkit? Start here with installation and a quick overview.
+
+
+   .. grid-item-card:: Tutorials
+      :img-top: _static/book.svg
+      :link: tutorials/index
+      :link-type: doc
+      :class-card: sd-shadow-sm
+
+      Step-by-step guides to learn earthkit.
+
+We plan to add many more examples of using Earthkit as a complete package to these pages. In the meantime, we invite you to look at
+the documentation for the component Earthkit packages via the navigation drop-down on the left.
+
+
+**Support**
+
+Have a feature request or found a bug? Feel free to open an
+`issue <https://github.com/ecmwf/earthkit/issues/new/choose>`_.
 
-.. toctree::
-   :maxdepth: 1
-   :caption: Examples
 
-   examples/index
 
 .. toctree::
-    :maxdepth: 1
-    :caption: Components
-    :titlesonly:
+   :caption: User guide
+   :maxdepth: 2
+   :hidden:
+
+   getting-started
+   tutorials/index
 
-    components_overview
-    earthkit-data <https://earthkit-data.readthedocs.io>
-    earthkit-geo <https://earthkit-geo.readthedocs.io>
-    earthkit-hydro <https://earthkit-hydro.readthedocs.io>
-    earthkit-meteo <https://earthkit-meteo.readthedocs.io>
-    earthkit-plots <https://earthkit-plots.readthedocs.io>
-    earthkit-regrid <https://earthkit-regrid.readthedocs.io>
-    earthkit-time <https://earthkit-time.readthedocs.io>
-    earthkit-transforms <https://earthkit-transforms.readthedocs.io>
 
 
 .. toctree::
    :maxdepth: 1
-   :caption: Installation
-   :titlesonly:
+   :caption: Developer guide
+   :hidden:
+
+   development/index
 
-   install
-   licence
 
-Indices and tables
-==================
 
-* :ref:`genindex`
+.. toctree::
+   :maxdepth: 2
+   :caption: Extras
+   :hidden:
 
-.. * :ref:`modindex`
-.. * :ref:`search`
+   licence
diff --git a/docs/requirements.txt b/docs/requirements.txt
index a6c9f49..6d4c4b7 100644
--- a/docs/requirements.txt
+++ b/docs/requirements.txt
@@ -1,8 +1,10 @@
-# These are the requirements for readthedoc
+# These are the requirements for readthedocs
 ipykernel
 docutils
 Pygments>=2.6.1
 Sphinx>=7.3.7
-sphinx-rtd-theme
+sphinx_design
+furo
 nbsphinx
 setuptools
+pyyaml
diff --git a/docs/examples.rst b/docs/tutorials.rst
similarity index 100%
rename from docs/examples.rst
rename to docs/tutorials.rst
diff --git a/docs/tutorials/comparing-models-solutions.ipynb b/docs/tutorials/comparing-models-solutions.ipynb
new file mode 100644
index 0000000..9a7bc0d
--- /dev/null
+++ b/docs/tutorials/comparing-models-solutions.ipynb
@@ -0,0 +1,2170 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "99b8444d",
+   "metadata": {},
+   "source": [
+    "## Data from different sources\n",
+    "\n",
+    "In this notebook, we will compare global temperature anomalies from two datasets:\n",
+    "- [ERA5 reanalysis](https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels-monthly-means?tab=download) from **ECMWF**, available through the Climate Data Store.\n",
+    "- [HADCRUT5](https://www.metoffice.gov.uk/hadobs/hadcrut5/data/HadCRUT.5.1.0.0/download.html), a dataset of global historical surface temperature anomalies from the **UK Met Office**, available on their website as a direct download.\n",
+    "\n",
+    "We will then compare the anomalies from each of these datasets for **July 2024** - one of the hottest months on record globally.\n",
+    "\n",
+    "### The bigger picture\n",
+    "\n",
+    "This notebook demonstrates that we can get data from:\n",
+    "- Two different institutions (ECMWF and the UK Met Office)\n",
+    "- From two different source (CDS and URL)\n",
+    "- In two different formats (GRIB and netCDF)\n",
+    "- And that the earthkit ecosystem will treat them as \"equal citizens\", with earthkit tools working with the same API in both cases.\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-transforms.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-transforms-light.svg\" alt=\"earthkit-transforms\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-plots.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-plots-light.svg\" alt=\"earthkit-plots\" width=\"200\">\n",
+    "  </a>\n",
+    "</div>\n",
+    "\n",
+    "We first import all of the earthkit packages required for the tutorial."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "e7057fbc",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "import earthkit.transforms as ekt\n",
+    "import earthkit.plots as ekp"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "271b4884",
+   "metadata": {},
+   "source": [
+    "### 1. Getting the data\n",
+    "\n",
+    "Let's do a comparison of the temperature anomalies for **July 2024** (one of the hottest months on record globally) from ERA5 and HADCRUT5.\n",
+    "\n",
+    "#### 1.1 ERA5\n",
+    "\n",
+    "In order to get temperature anomalies for July 2024 from ERA5, we need to acces the [ERA5 monthly averaged reanalysis](https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels-monthly-means?tab=download) dataset from the CDS.\n",
+    "\n",
+    ">In order to access ERA5 renalysis data, you will need an account on the Copernicus Climate Data Store (CDS). If you do not have an account, please visit [the CDS website](https://cds.climate.copernicus.eu/#!/home) and register for an account. Then, [follow these instructions](https://cds.climate.copernicus.eu/how-to-api) (step 1 only) to set up your API key.\n",
+    "\n",
+    "HADCRUT5 data is an anomaly against the 1961-1991 average, so we need to retrieve:\n",
+    "- Data for every July from 1961-1991. This is our **reference period**.\n",
+    "- Data for July 2024, to calculate the anomaly."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "a75e77f6",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2026-04-15 17:57:47,764 INFO Request ID is e06287ea-b2db-4860-be5b-0578e2ecc096\n",
+      "2026-04-15 17:57:47,811 INFO status has been updated to accepted\n",
+      "2026-04-15 17:58:01,276 INFO status has been updated to running\n",
+      "2026-04-15 17:58:20,369 INFO status has been updated to successful\n",
+      "2026-04-15 17:58:22,632 INFO Request ID is a985f61a-b5f0-46b0-baaf-33e106636f46            \n",
+      "2026-04-15 17:58:22,690 INFO status has been updated to accepted\n",
+      "2026-04-15 17:58:43,808 INFO status has been updated to successful\n",
+      "                                                                                          \r"
+     ]
+    }
+   ],
+   "source": [
+    "era5_reference_data = ekd.from_source(\n",
+    "    \"cds\",\n",
+    "    \"reanalysis-era5-single-levels-monthly-means\",\n",
+    "    {\n",
+    "        \"product_type\": \"monthly_averaged_reanalysis\",\n",
+    "        \"variable\": \"2m_temperature\",\n",
+    "        \"year\": list(range(1961, 1991)),\n",
+    "        \"month\": \"07\",\n",
+    "        \"time\": \"00:00\",\n",
+    "    },\n",
+    ")\n",
+    "\n",
+    "era5_2024_data = ekd.from_source(\n",
+    "    \"cds\",\n",
+    "    \"reanalysis-era5-single-levels-monthly-means\",\n",
+    "    {\n",
+    "        \"product_type\": \"monthly_averaged_reanalysis\",\n",
+    "        \"variable\": \"2m_temperature\",\n",
+    "        \"year\": 2024,\n",
+    "        \"month\": \"07\",\n",
+    "        \"time\": \"00:00\",\n",
+    "    },\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ea4fd1d2",
+   "metadata": {},
+   "source": [
+    "#### 1.2 HADCRUT5\n",
+    "\n",
+    "The HADCRUT5 dataset is available on the [Met Office's dedicated website](https://www.metoffice.gov.uk/hadobs/hadcrut5/data/HadCRUT.5.1.0.0/download.html). We can access the gridded monthly dataset directly from a URL. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "00c07065",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                                         \r"
+     ]
+    }
+   ],
+   "source": [
+    "HADCRUT5_URL = \"https://www.metoffice.gov.uk/hadobs/hadcrut5/data/HadCRUT.5.0.2.0/analysis/HadCRUT.5.0.2.0.analysis.anomalies.ensemble_mean.nc\"\n",
+    "hadcrut5_data = ekd.from_source(\"url\", HADCRUT5_URL)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "070c8f89",
+   "metadata": {},
+   "source": [
+    "### 2. Data analysis\n",
+    "\n",
+    "#### 2.1 ERA5\n",
+    "\n",
+    "Now we need to do some analysis with earthkit-transforms to calculate the ERA5 temperature anomalies.\n",
+    "\n",
+    "First, let's convert the GRIB data that we retrieved from the CDS to xarray."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "7f7e2262",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "reference = era5_reference_data.to_xarray()\n",
+    "july_2024 = era5_2024_data.to_xarray(ensure_dims=\"forecast_reference_time\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bf6975c7",
+   "metadata": {},
+   "source": [
+    "Now let's calculate a climatology from the reference data, and use it to calculate an anomaly for July 2024."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "9f43a274",
+   "metadata": {},
+   "outputs": [
+    {
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+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: \"▼\";\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: \"(\";\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: \")\";\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: \",\";\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  border-color: var(--xr-background-color-row-odd);\n",
+       "  margin-bottom: 0;\n",
+       "  padding-top: 2px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "  border-color: var(--xr-background-color-row-even);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  overflow: hidden;\n",
+       "  text-overflow: ellipsis;\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name:hover,\n",
+       ".xr-var-dims:hover,\n",
+       ".xr-var-dtype:hover,\n",
+       ".xr-attrs dt:hover {\n",
+       "  overflow: visible;\n",
+       "  width: auto;\n",
+       "  z-index: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  display: none;\n",
+       "  border-top: 2px dotted var(--xr-background-color);\n",
+       "  padding-bottom: 20px !important;\n",
+       "  padding-top: 10px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in + label,\n",
+       ".xr-var-data-in + label,\n",
+       ".xr-index-data-in + label {\n",
+       "  padding: 0 1px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > pre,\n",
+       ".xr-index-data > pre,\n",
+       ".xr-var-data > table > tbody > tr {\n",
+       "  background-color: transparent !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
+       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
+       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
+       "  color: var(--xr-font-color0);\n",
+       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
+       "  stroke-width: 0.8px;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 8MB\n",
+       "Dimensions:    (month: 1, latitude: 721, longitude: 1440)\n",
+       "Coordinates:\n",
+       "  * latitude   (latitude) float64 6kB 90.0 89.75 89.5 ... -89.5 -89.75 -90.0\n",
+       "  * longitude  (longitude) float64 12kB 0.0 0.25 0.5 0.75 ... 359.2 359.5 359.8\n",
+       "  * month      (month) int64 8B 7\n",
+       "Data variables:\n",
+       "    2t         (month, latitude, longitude) float64 8MB 274.0 274.0 ... 218.5\n",
+       "Attributes:\n",
+       "    Conventions:  CF-1.8\n",
+       "    institution:  ECMWF</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-57de002f-397f-4468-bda2-8dd0f659a9ec' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-57de002f-397f-4468-bda2-8dd0f659a9ec' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>month</span>: 1</li><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-35be0962-651a-4352-877c-d136d3a1c8c5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-35be0962-651a-4352-877c-d136d3a1c8c5' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-bcdb78ea-c239-459c-a94e-115196cce7a3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bcdb78ea-c239-459c-a94e-115196cce7a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-86012c0f-7a91-4440-81ba-cc28330fc593' class='xr-var-data-in' type='checkbox'><label for='data-86012c0f-7a91-4440-81ba-cc28330fc593' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ], shape=(721,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.25 0.5 ... 359.2 359.5 359.8</div><input id='attrs-8e1de67a-793a-4338-8ce3-b7805a1313a0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8e1de67a-793a-4338-8ce3-b7805a1313a0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a9ce643-0e5f-4d92-bc05-c3bdc29d3b86' class='xr-var-data-in' type='checkbox'><label for='data-8a9ce643-0e5f-4d92-bc05-c3bdc29d3b86' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.0000e+00, 2.5000e-01, 5.0000e-01, ..., 3.5925e+02, 3.5950e+02,\n",
+       "       3.5975e+02], shape=(1440,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>month</span></div><div class='xr-var-dims'>(month)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>7</div><input id='attrs-64a25b37-f66b-4160-9752-b32d765ccb32' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-64a25b37-f66b-4160-9752-b32d765ccb32' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eaef7335-1b09-4d7c-a81b-009e5da067e9' class='xr-var-data-in' type='checkbox'><label for='data-eaef7335-1b09-4d7c-a81b-009e5da067e9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([7])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5bf8ba63-3c42-4022-8e1e-7aebaa0cc4be' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5bf8ba63-3c42-4022-8e1e-7aebaa0cc4be' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>2t</span></div><div class='xr-var-dims'>(month, latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>274.0 274.0 274.0 ... 218.5 218.5</div><input id='attrs-30dfa9ed-0345-46b6-84e0-ee78e2d8bbc0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-30dfa9ed-0345-46b6-84e0-ee78e2d8bbc0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da04fb44-325e-4b84-b89a-3e6e04f4c854' class='xr-var-data-in' type='checkbox'><label for='data-da04fb44-325e-4b84-b89a-3e6e04f4c854' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>kelvin</dd><dt><span>level_type :</span></dt><dd>surface</dd><dt><span>_earthkit :</span></dt><dd>{&#x27;message&#x27;: b&#x27;GRIB\\x00\\x00l\\x01\\x00\\x004\\x80b\\x91\\xff\\x80\\xa7\\x01\\x00\\x00=\\x07\\x01\\x00\\x00\\x01\\x00\\x01{\\x02\\xe8\\x00\\x14\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x01\\x17\\x02\\x04/0001\\x00\\x00\\x00\\x00\\x00 \\x00\\xff\\x00\\x05\\xa0\\x02\\xd1\\x01_\\x90\\x00\\x00\\x00\\x80\\x81_\\x90\\x05}F\\x00\\xfa\\x00\\xfa\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x0c\\x00\\x80\\x02D\\xb9}n\\x00\\x007777&#x27;, &#x27;bitsPerValue&#x27;: 16, &#x27;grid_spec&#x27;: &#x27;{&quot;grid&quot;: [0.25, 0.25]}&#x27;}</dd><dt><span>ek_grid_spec :</span></dt><dd>{&quot;grid&quot;: [0.25, 0.25]}</dd></dl></div><div class='xr-var-data'><pre>array([[[274.00590413, 274.00590413, 274.00590413, ..., 274.00590413,\n",
+       "         274.00590413, 274.00590413],\n",
+       "        [273.9975057 , 273.9976359 , 273.9976359 , ..., 273.99770101,\n",
+       "         273.9976359 , 273.9975708 ],\n",
+       "        [273.9865682 , 273.9866333 , 273.98695882, ..., 273.98676351,\n",
+       "         273.9866984 , 273.9865682 ],\n",
+       "        ...,\n",
+       "        [219.34021403, 219.34236247, 219.34555257, ..., 219.33376872,\n",
+       "         219.33650309, 219.33904215],\n",
+       "        [219.18116455, 219.1835734 , 219.18585205, ..., 219.17706299,\n",
+       "         219.17843018, 219.17986247],\n",
+       "        [218.46306559, 218.46306559, 218.46306559, ..., 218.46306559,\n",
+       "         218.46306559, 218.46306559]]], shape=(1, 721, 1440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f1e1aa9a-d6d3-4eba-adc9-6fec6e29661c' class='xr-section-summary-in' type='checkbox'  ><label for='section-f1e1aa9a-d6d3-4eba-adc9-6fec6e29661c' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-fda648aa-e85f-444a-81ea-7fab386b7145' class='xr-index-data-in' type='checkbox'/><label for='index-fda648aa-e85f-444a-81ea-7fab386b7145' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,   88.0,\n",
+       "        87.75,\n",
+       "       ...\n",
+       "       -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5, -89.75,\n",
+       "        -90.0],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-829f9bfe-2e3e-44b1-b204-cf17a49530b6' class='xr-index-data-in' type='checkbox'/><label for='index-829f9bfe-2e3e-44b1-b204-cf17a49530b6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0.0,   0.25,    0.5,   0.75,    1.0,   1.25,    1.5,   1.75,    2.0,\n",
+       "         2.25,\n",
+       "       ...\n",
+       "        357.5, 357.75,  358.0, 358.25,  358.5, 358.75,  359.0, 359.25,  359.5,\n",
+       "       359.75],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>month</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-532c3c89-0308-48db-b0ca-91ca81f2291f' class='xr-index-data-in' type='checkbox'/><label for='index-532c3c89-0308-48db-b0ca-91ca81f2291f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([7], dtype=&#x27;int64&#x27;, name=&#x27;month&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c06022e3-ae82-4d27-9c82-c786b9598a35' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c06022e3-ae82-4d27-9c82-c786b9598a35' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.8</dd><dt><span>institution :</span></dt><dd>ECMWF</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 8MB\n",
+       "Dimensions:    (month: 1, latitude: 721, longitude: 1440)\n",
+       "Coordinates:\n",
+       "  * latitude   (latitude) float64 6kB 90.0 89.75 89.5 ... -89.5 -89.75 -90.0\n",
+       "  * longitude  (longitude) float64 12kB 0.0 0.25 0.5 0.75 ... 359.2 359.5 359.8\n",
+       "  * month      (month) int64 8B 7\n",
+       "Data variables:\n",
+       "    2t         (month, latitude, longitude) float64 8MB 274.0 274.0 ... 218.5\n",
+       "Attributes:\n",
+       "    Conventions:  CF-1.8\n",
+       "    institution:  ECMWF"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "climatology = ekt.climatology.mean(reference, frequency=\"month\")\n",
+    "climatology"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "dac9aef5",
+   "metadata": {},
+   "source": [
+    "We calculate anomalies by finding the difference between some data at a point in time against the long-term average. Our *climatology* is our long-term average, and earthkit-transforms provides an `anomaly` method for conveniently calculating the difference between the two."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "9efbfac9",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "era5_july_anomaly = ekt.climatology.anomaly(july_2024, climatology)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "65515ec1",
+   "metadata": {},
+   "source": [
+    "#### 2.2 HADCRUT5\n",
+    "As for HADCRUT5, this data is already anomalies - so we just need to extract July 2024."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "8e97f71c",
+   "metadata": {},
+   "outputs": [
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+       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
+       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
+       "  color: var(--xr-font-color0);\n",
+       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
+       "  stroke-width: 0.8px;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 44MB\n",
+       "Dimensions:           (time: 2102, latitude: 36, longitude: 72, bnds: 2)\n",
+       "Coordinates:\n",
+       "  * time              (time) datetime64[ns] 17kB 1850-01-16T12:00:00 ... 2025...\n",
+       "  * latitude          (latitude) float64 288B -87.5 -82.5 -77.5 ... 82.5 87.5\n",
+       "  * longitude         (longitude) float64 576B -177.5 -172.5 ... 172.5 177.5\n",
+       "    realization       int64 8B ...\n",
+       "Dimensions without coordinates: bnds\n",
+       "Data variables:\n",
+       "    tas_mean          (time, latitude, longitude) float64 44MB ...\n",
+       "    time_bnds         (time, bnds) datetime64[ns] 34kB ...\n",
+       "    latitude_bnds     (latitude, bnds) float64 576B ...\n",
+       "    longitude_bnds    (longitude, bnds) float64 1kB ...\n",
+       "    realization_bnds  (bnds) int64 16B ...\n",
+       "Attributes:\n",
+       "    comment:      2m air temperature over land blended with sea water tempera...\n",
+       "    history:      Data set built at: 2025-04-30T17:33:58+00:00\n",
+       "    institution:  Met Office Hadley Centre / Climatic Research Unit, Universi...\n",
+       "    licence:      HadCRUT5 is licensed under the Open Government Licence v3.0...\n",
+       "    reference:    C. P. Morice, J. J. Kennedy, N. A. Rayner, J. P. Winn, E. H...\n",
+       "    source:       CRUTEM.5.0.2.0 HadSST.4.0.1.0\n",
+       "    title:        HadCRUT.5.0.2.0 blended land air temperature and sea-surfac...\n",
+       "    version:      HadCRUT.5.0.2.0\n",
+       "    Conventions:  CF-1.7</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-75c76949-365a-4dec-8e7d-b7312bdcfd0b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-75c76949-365a-4dec-8e7d-b7312bdcfd0b' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2102</li><li><span class='xr-has-index'>latitude</span>: 36</li><li><span class='xr-has-index'>longitude</span>: 72</li><li><span>bnds</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-93474f1a-d8de-4a49-aa0a-1ef1b3285fe9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-93474f1a-d8de-4a49-aa0a-1ef1b3285fe9' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1850-01-16T12:00:00 ... 2025-02-15</div><input id='attrs-6035babb-ba7d-484f-8228-d53cb77dcd90' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6035babb-ba7d-484f-8228-d53cb77dcd90' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b527779c-b1b4-426a-bb8c-812da3a2bc85' class='xr-var-data-in' type='checkbox'><label for='data-b527779c-b1b4-426a-bb8c-812da3a2bc85' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1850-01-16T12:00:00.000000000&#x27;, &#x27;1850-02-15T00:00:00.000000000&#x27;,\n",
+       "       &#x27;1850-03-16T12:00:00.000000000&#x27;, ..., &#x27;2024-12-16T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2025-01-16T12:00:00.000000000&#x27;, &#x27;2025-02-15T00:00:00.000000000&#x27;],\n",
+       "      shape=(2102,), dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-87.5 -82.5 -77.5 ... 82.5 87.5</div><input id='attrs-89151490-64f0-4082-8834-4660cca9b4c3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-89151490-64f0-4082-8834-4660cca9b4c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b5ed26f9-0428-4a75-b38d-c35e87e99279' class='xr-var-data-in' type='checkbox'><label for='data-b5ed26f9-0428-4a75-b38d-c35e87e99279' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>latitude_bnds</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-87.5, -82.5, -77.5, -72.5, -67.5, -62.5, -57.5, -52.5, -47.5, -42.5,\n",
+       "       -37.5, -32.5, -27.5, -22.5, -17.5, -12.5,  -7.5,  -2.5,   2.5,   7.5,\n",
+       "        12.5,  17.5,  22.5,  27.5,  32.5,  37.5,  42.5,  47.5,  52.5,  57.5,\n",
+       "        62.5,  67.5,  72.5,  77.5,  82.5,  87.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-177.5 -172.5 ... 172.5 177.5</div><input id='attrs-65821aaa-446f-4857-8f1f-64d86a71fcc6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-65821aaa-446f-4857-8f1f-64d86a71fcc6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-727ff042-88c3-4688-8ef9-d0d1cdd01d3d' class='xr-var-data-in' type='checkbox'><label for='data-727ff042-88c3-4688-8ef9-d0d1cdd01d3d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>longitude_bnds</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-177.5, -172.5, -167.5, -162.5, -157.5, -152.5, -147.5, -142.5, -137.5,\n",
+       "       -132.5, -127.5, -122.5, -117.5, -112.5, -107.5, -102.5,  -97.5,  -92.5,\n",
+       "        -87.5,  -82.5,  -77.5,  -72.5,  -67.5,  -62.5,  -57.5,  -52.5,  -47.5,\n",
+       "        -42.5,  -37.5,  -32.5,  -27.5,  -22.5,  -17.5,  -12.5,   -7.5,   -2.5,\n",
+       "          2.5,    7.5,   12.5,   17.5,   22.5,   27.5,   32.5,   37.5,   42.5,\n",
+       "         47.5,   52.5,   57.5,   62.5,   67.5,   72.5,   77.5,   82.5,   87.5,\n",
+       "         92.5,   97.5,  102.5,  107.5,  112.5,  117.5,  122.5,  127.5,  132.5,\n",
+       "        137.5,  142.5,  147.5,  152.5,  157.5,  162.5,  167.5,  172.5,  177.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>realization</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0ba35197-91b9-4ec4-a6c7-71888e32fa3b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0ba35197-91b9-4ec4-a6c7-71888e32fa3b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a988f6c-a00b-4583-8bb4-480d5d7e919e' class='xr-var-data-in' type='checkbox'><label for='data-0a988f6c-a00b-4583-8bb4-480d5d7e919e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>bounds :</span></dt><dd>realization_bnds</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>standard_name :</span></dt><dd>realization</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ad2990de-38e5-411e-afdc-8fdfafe57cad' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ad2990de-38e5-411e-afdc-8fdfafe57cad' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>tas_mean</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ddd593d3-2c63-48ec-aa26-a867055a4d43' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ddd593d3-2c63-48ec-aa26-a867055a4d43' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-138d8167-c6ac-42bc-a261-bb518eb6488d' class='xr-var-data-in' type='checkbox'><label for='data-138d8167-c6ac-42bc-a261-bb518eb6488d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>blended air_temperature_anomaly over land with sea_water_temperature_anomaly</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>cell_methods :</span></dt><dd>area: mean (interval: 5.0 degrees_north 5.0 degrees_east) time: mean (interval: 1 month) realization: mean</dd></dl></div><div class='xr-var-data'><pre>[5448384 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, bnds)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2fe5de7b-8642-4a8f-97ec-570ad171505f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2fe5de7b-8642-4a8f-97ec-570ad171505f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d700d1b8-2de7-4a6b-a67f-ac7f58fc15eb' class='xr-var-data-in' type='checkbox'><label for='data-d700d1b8-2de7-4a6b-a67f-ac7f58fc15eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[4204 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude_bnds</span></div><div class='xr-var-dims'>(latitude, bnds)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4df34dc9-1d88-4f44-97f6-4288cf507e4d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4df34dc9-1d88-4f44-97f6-4288cf507e4d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66414cc6-2b68-4f0f-8713-c66b23f65373' class='xr-var-data-in' type='checkbox'><label for='data-66414cc6-2b68-4f0f-8713-c66b23f65373' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[72 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude_bnds</span></div><div class='xr-var-dims'>(longitude, bnds)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fdfeffbd-5d58-4857-88d8-a7e337959e57' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fdfeffbd-5d58-4857-88d8-a7e337959e57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-47e0abfc-0596-41fd-bed0-99802b2e148c' class='xr-var-data-in' type='checkbox'><label for='data-47e0abfc-0596-41fd-bed0-99802b2e148c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[144 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>realization_bnds</span></div><div class='xr-var-dims'>(bnds)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f6aa7921-f3ee-4b7c-9ff6-69268244f20f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f6aa7921-f3ee-4b7c-9ff6-69268244f20f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-126b4588-db70-43ec-b095-ee004f001379' class='xr-var-data-in' type='checkbox'><label for='data-126b4588-db70-43ec-b095-ee004f001379' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[2 values with dtype=int64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-88ba03fe-d59f-4559-9bc5-389eb74ed34b' class='xr-section-summary-in' type='checkbox'  ><label for='section-88ba03fe-d59f-4559-9bc5-389eb74ed34b' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-fdd959d1-43f4-4b90-94fd-bde3c2d48ecb' class='xr-index-data-in' type='checkbox'/><label for='index-fdd959d1-43f4-4b90-94fd-bde3c2d48ecb' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;1850-01-16 12:00:00&#x27;, &#x27;1850-02-15 00:00:00&#x27;,\n",
+       "               &#x27;1850-03-16 12:00:00&#x27;, &#x27;1850-04-16 00:00:00&#x27;,\n",
+       "               &#x27;1850-05-16 12:00:00&#x27;, &#x27;1850-06-16 00:00:00&#x27;,\n",
+       "               &#x27;1850-07-16 12:00:00&#x27;, &#x27;1850-08-16 12:00:00&#x27;,\n",
+       "               &#x27;1850-09-16 00:00:00&#x27;, &#x27;1850-10-16 12:00:00&#x27;,\n",
+       "               ...\n",
+       "               &#x27;2024-05-16 12:00:00&#x27;, &#x27;2024-06-16 00:00:00&#x27;,\n",
+       "               &#x27;2024-07-16 12:00:00&#x27;, &#x27;2024-08-16 12:00:00&#x27;,\n",
+       "               &#x27;2024-09-16 00:00:00&#x27;, &#x27;2024-10-16 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-16 00:00:00&#x27;, &#x27;2024-12-16 12:00:00&#x27;,\n",
+       "               &#x27;2025-01-16 12:00:00&#x27;, &#x27;2025-02-15 00:00:00&#x27;],\n",
+       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=2102, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-97e828ad-dbb9-4e54-b8fa-050f6efe4ca3' class='xr-index-data-in' type='checkbox'/><label for='index-97e828ad-dbb9-4e54-b8fa-050f6efe4ca3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-87.5, -82.5, -77.5, -72.5, -67.5, -62.5, -57.5, -52.5, -47.5, -42.5,\n",
+       "       -37.5, -32.5, -27.5, -22.5, -17.5, -12.5,  -7.5,  -2.5,   2.5,   7.5,\n",
+       "        12.5,  17.5,  22.5,  27.5,  32.5,  37.5,  42.5,  47.5,  52.5,  57.5,\n",
+       "        62.5,  67.5,  72.5,  77.5,  82.5,  87.5],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-0d72c8b7-dc01-4dbc-8012-e8e2ec710e65' class='xr-index-data-in' type='checkbox'/><label for='index-0d72c8b7-dc01-4dbc-8012-e8e2ec710e65' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-177.5, -172.5, -167.5, -162.5, -157.5, -152.5, -147.5, -142.5, -137.5,\n",
+       "       -132.5, -127.5, -122.5, -117.5, -112.5, -107.5, -102.5,  -97.5,  -92.5,\n",
+       "        -87.5,  -82.5,  -77.5,  -72.5,  -67.5,  -62.5,  -57.5,  -52.5,  -47.5,\n",
+       "        -42.5,  -37.5,  -32.5,  -27.5,  -22.5,  -17.5,  -12.5,   -7.5,   -2.5,\n",
+       "          2.5,    7.5,   12.5,   17.5,   22.5,   27.5,   32.5,   37.5,   42.5,\n",
+       "         47.5,   52.5,   57.5,   62.5,   67.5,   72.5,   77.5,   82.5,   87.5,\n",
+       "         92.5,   97.5,  102.5,  107.5,  112.5,  117.5,  122.5,  127.5,  132.5,\n",
+       "        137.5,  142.5,  147.5,  152.5,  157.5,  162.5,  167.5,  172.5,  177.5],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-afa8bb3a-81d5-45dc-9a15-d7b718d7adca' class='xr-section-summary-in' type='checkbox'  checked><label for='section-afa8bb3a-81d5-45dc-9a15-d7b718d7adca' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>comment :</span></dt><dd>2m air temperature over land blended with sea water temperature at a depth of 20cm expressed as monthly anomalies relative to 1961-1990 climatology.</dd><dt><span>history :</span></dt><dd>Data set built at: 2025-04-30T17:33:58+00:00</dd><dt><span>institution :</span></dt><dd>Met Office Hadley Centre / Climatic Research Unit, University of East Anglia</dd><dt><span>licence :</span></dt><dd>HadCRUT5 is licensed under the Open Government Licence v3.0 except where otherwise stated. To view this licence, visit https://www.nationalarchives.gov.uk/doc/open-government-licence/version/3</dd><dt><span>reference :</span></dt><dd>C. P. Morice, J. J. Kennedy, N. A. Rayner, J. P. Winn, E. Hogan, R. E. Killick, R. J. H. Dunn, T. J. Osborn, P. D. Jones and I. R. Simpson (2021), An updated assessment of near-surface temperature change from 1850: the HadCRUT5 data set, Journal of Geophysical Research: Atmospheres, 126, e2019JD032361. https://doi.org/10.1029/2019JD032361</dd><dt><span>source :</span></dt><dd>CRUTEM.5.0.2.0 HadSST.4.0.1.0</dd><dt><span>title :</span></dt><dd>HadCRUT.5.0.2.0 blended land air temperature and sea-surface temperature anomaly data set</dd><dt><span>version :</span></dt><dd>HadCRUT.5.0.2.0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 44MB\n",
+       "Dimensions:           (time: 2102, latitude: 36, longitude: 72, bnds: 2)\n",
+       "Coordinates:\n",
+       "  * time              (time) datetime64[ns] 17kB 1850-01-16T12:00:00 ... 2025...\n",
+       "  * latitude          (latitude) float64 288B -87.5 -82.5 -77.5 ... 82.5 87.5\n",
+       "  * longitude         (longitude) float64 576B -177.5 -172.5 ... 172.5 177.5\n",
+       "    realization       int64 8B ...\n",
+       "Dimensions without coordinates: bnds\n",
+       "Data variables:\n",
+       "    tas_mean          (time, latitude, longitude) float64 44MB ...\n",
+       "    time_bnds         (time, bnds) datetime64[ns] 34kB ...\n",
+       "    latitude_bnds     (latitude, bnds) float64 576B ...\n",
+       "    longitude_bnds    (longitude, bnds) float64 1kB ...\n",
+       "    realization_bnds  (bnds) int64 16B ...\n",
+       "Attributes:\n",
+       "    comment:      2m air temperature over land blended with sea water tempera...\n",
+       "    history:      Data set built at: 2025-04-30T17:33:58+00:00\n",
+       "    institution:  Met Office Hadley Centre / Climatic Research Unit, Universi...\n",
+       "    licence:      HadCRUT5 is licensed under the Open Government Licence v3.0...\n",
+       "    reference:    C. P. Morice, J. J. Kennedy, N. A. Rayner, J. P. Winn, E. H...\n",
+       "    source:       CRUTEM.5.0.2.0 HadSST.4.0.1.0\n",
+       "    title:        HadCRUT.5.0.2.0 blended land air temperature and sea-surfac...\n",
+       "    version:      HadCRUT.5.0.2.0\n",
+       "    Conventions:  CF-1.7"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "hadcrut5 = hadcrut5_data.to_xarray()\n",
+    "hadcrut5"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "a701c08a",
+   "metadata": {},
+   "outputs": [
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+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
+       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
+       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
+       "  color: var(--xr-font-color0);\n",
+       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
+       "  stroke-width: 0.8px;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;tas_mean&#x27; (time: 1, latitude: 36, longitude: 72)&gt; Size: 21kB\n",
+       "[2592 values with dtype=float64]\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 8B 2024-07-16T12:00:00\n",
+       "  * latitude     (latitude) float64 288B -87.5 -82.5 -77.5 ... 77.5 82.5 87.5\n",
+       "  * longitude    (longitude) float64 576B -177.5 -172.5 -167.5 ... 172.5 177.5\n",
+       "    realization  int64 8B ...\n",
+       "Attributes:\n",
+       "    long_name:     blended air_temperature_anomaly over land with sea_water_t...\n",
+       "    units:         K\n",
+       "    cell_methods:  area: mean (interval: 5.0 degrees_north 5.0 degrees_east) ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'tas_mean'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 1</li><li><span class='xr-has-index'>latitude</span>: 36</li><li><span class='xr-has-index'>longitude</span>: 72</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-6542d0d7-6905-406d-b510-1ec90748c312' class='xr-array-in' type='checkbox' checked><label for='section-6542d0d7-6905-406d-b510-1ec90748c312' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[2592 values with dtype=float64]</pre></div></div></li><li class='xr-section-item'><input id='section-5a86ee19-30e0-44b8-9429-550498b33847' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5a86ee19-30e0-44b8-9429-550498b33847' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-07-16T12:00:00</div><input id='attrs-9363d2d6-7d33-4d97-b3d1-8a599dd33bf5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9363d2d6-7d33-4d97-b3d1-8a599dd33bf5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f8ef0f0-f8d2-4deb-b9f5-3b7addbb4e6f' class='xr-var-data-in' type='checkbox'><label for='data-2f8ef0f0-f8d2-4deb-b9f5-3b7addbb4e6f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-07-16T12:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-87.5 -82.5 -77.5 ... 82.5 87.5</div><input id='attrs-ffc2ef3c-dfd2-4f93-9138-6373b10c7ec0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ffc2ef3c-dfd2-4f93-9138-6373b10c7ec0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-634fe29c-3127-456f-b2b9-578ee3625e57' class='xr-var-data-in' type='checkbox'><label for='data-634fe29c-3127-456f-b2b9-578ee3625e57' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>latitude_bnds</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-87.5, -82.5, -77.5, -72.5, -67.5, -62.5, -57.5, -52.5, -47.5, -42.5,\n",
+       "       -37.5, -32.5, -27.5, -22.5, -17.5, -12.5,  -7.5,  -2.5,   2.5,   7.5,\n",
+       "        12.5,  17.5,  22.5,  27.5,  32.5,  37.5,  42.5,  47.5,  52.5,  57.5,\n",
+       "        62.5,  67.5,  72.5,  77.5,  82.5,  87.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-177.5 -172.5 ... 172.5 177.5</div><input id='attrs-1da2747d-d7c1-4ce6-bb3c-c0974f95cf95' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1da2747d-d7c1-4ce6-bb3c-c0974f95cf95' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ee6d9a6-70f8-4128-9121-2fc530553c6b' class='xr-var-data-in' type='checkbox'><label for='data-8ee6d9a6-70f8-4128-9121-2fc530553c6b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>longitude_bnds</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-177.5, -172.5, -167.5, -162.5, -157.5, -152.5, -147.5, -142.5, -137.5,\n",
+       "       -132.5, -127.5, -122.5, -117.5, -112.5, -107.5, -102.5,  -97.5,  -92.5,\n",
+       "        -87.5,  -82.5,  -77.5,  -72.5,  -67.5,  -62.5,  -57.5,  -52.5,  -47.5,\n",
+       "        -42.5,  -37.5,  -32.5,  -27.5,  -22.5,  -17.5,  -12.5,   -7.5,   -2.5,\n",
+       "          2.5,    7.5,   12.5,   17.5,   22.5,   27.5,   32.5,   37.5,   42.5,\n",
+       "         47.5,   52.5,   57.5,   62.5,   67.5,   72.5,   77.5,   82.5,   87.5,\n",
+       "         92.5,   97.5,  102.5,  107.5,  112.5,  117.5,  122.5,  127.5,  132.5,\n",
+       "        137.5,  142.5,  147.5,  152.5,  157.5,  162.5,  167.5,  172.5,  177.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>realization</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d68a95a8-c085-42ce-8dc4-089e2a7303f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d68a95a8-c085-42ce-8dc4-089e2a7303f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-231cf41a-7551-46b8-a508-ad31730a181f' class='xr-var-data-in' type='checkbox'><label for='data-231cf41a-7551-46b8-a508-ad31730a181f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>bounds :</span></dt><dd>realization_bnds</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>standard_name :</span></dt><dd>realization</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ead10069-bff4-40cb-8498-4c2337d8145b' class='xr-section-summary-in' type='checkbox'  ><label for='section-ead10069-bff4-40cb-8498-4c2337d8145b' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-78be39eb-e790-484a-b72f-a753c8703636' class='xr-index-data-in' type='checkbox'/><label for='index-78be39eb-e790-484a-b72f-a753c8703636' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2024-07-16 12:00:00&#x27;], dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-9e762e2a-d953-4a03-8160-c13cfd520956' class='xr-index-data-in' type='checkbox'/><label for='index-9e762e2a-d953-4a03-8160-c13cfd520956' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-87.5, -82.5, -77.5, -72.5, -67.5, -62.5, -57.5, -52.5, -47.5, -42.5,\n",
+       "       -37.5, -32.5, -27.5, -22.5, -17.5, -12.5,  -7.5,  -2.5,   2.5,   7.5,\n",
+       "        12.5,  17.5,  22.5,  27.5,  32.5,  37.5,  42.5,  47.5,  52.5,  57.5,\n",
+       "        62.5,  67.5,  72.5,  77.5,  82.5,  87.5],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-673c1d78-ddc4-4aa7-abf8-c16a8b4cfeaf' class='xr-index-data-in' type='checkbox'/><label for='index-673c1d78-ddc4-4aa7-abf8-c16a8b4cfeaf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-177.5, -172.5, -167.5, -162.5, -157.5, -152.5, -147.5, -142.5, -137.5,\n",
+       "       -132.5, -127.5, -122.5, -117.5, -112.5, -107.5, -102.5,  -97.5,  -92.5,\n",
+       "        -87.5,  -82.5,  -77.5,  -72.5,  -67.5,  -62.5,  -57.5,  -52.5,  -47.5,\n",
+       "        -42.5,  -37.5,  -32.5,  -27.5,  -22.5,  -17.5,  -12.5,   -7.5,   -2.5,\n",
+       "          2.5,    7.5,   12.5,   17.5,   22.5,   27.5,   32.5,   37.5,   42.5,\n",
+       "         47.5,   52.5,   57.5,   62.5,   67.5,   72.5,   77.5,   82.5,   87.5,\n",
+       "         92.5,   97.5,  102.5,  107.5,  112.5,  117.5,  122.5,  127.5,  132.5,\n",
+       "        137.5,  142.5,  147.5,  152.5,  157.5,  162.5,  167.5,  172.5,  177.5],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-93094dd0-042b-46f4-b629-6453e5223a3b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-93094dd0-042b-46f4-b629-6453e5223a3b' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>blended air_temperature_anomaly over land with sea_water_temperature_anomaly</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>cell_methods :</span></dt><dd>area: mean (interval: 5.0 degrees_north 5.0 degrees_east) time: mean (interval: 1 month) realization: mean</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray 'tas_mean' (time: 1, latitude: 36, longitude: 72)> Size: 21kB\n",
+       "[2592 values with dtype=float64]\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 8B 2024-07-16T12:00:00\n",
+       "  * latitude     (latitude) float64 288B -87.5 -82.5 -77.5 ... 77.5 82.5 87.5\n",
+       "  * longitude    (longitude) float64 576B -177.5 -172.5 -167.5 ... 172.5 177.5\n",
+       "    realization  int64 8B ...\n",
+       "Attributes:\n",
+       "    long_name:     blended air_temperature_anomaly over land with sea_water_t...\n",
+       "    units:         K\n",
+       "    cell_methods:  area: mean (interval: 5.0 degrees_north 5.0 degrees_east) ..."
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "hadcrut5_july_anomaly = hadcrut5.tas_mean.sel(time=\"2024-07-16\")\n",
+    "hadcrut5_july_anomaly"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7c4065b8",
+   "metadata": {},
+   "source": [
+    "### 3. Visualisation\n",
+    "\n",
+    "We can use earthkit-plots to visualise these two datasets using the same principles.\n",
+    "\n",
+    "First, let's design a suitable style for these anomalies."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "40f39973",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "style = ekp.styles.Contour(\n",
+    "    colors=[\n",
+    "        \"#1B2C62\",\n",
+    "        \"#1F4182\",\n",
+    "        \"#2355A1\",\n",
+    "        \"#3978BB\",\n",
+    "        \"#519BD2\",\n",
+    "        \"#71B8E4\",\n",
+    "        \"#91D1F2\",\n",
+    "        \"#B0E1F8\",\n",
+    "        \"#CBEBF9\",\n",
+    "        \"#E3F4FB\",\n",
+    "        \"#F5FBFE\",\n",
+    "        \"#FEFBEA\",\n",
+    "        \"#FDF2BC\",\n",
+    "        \"#FCE18A\",\n",
+    "        \"#FDC659\",\n",
+    "        \"#FDA731\",\n",
+    "        \"#F9872D\",\n",
+    "        \"#F26429\",\n",
+    "        \"#E34128\",\n",
+    "        \"#D01F27\",\n",
+    "        \"#B31A21\",\n",
+    "        \"#921519\",\n",
+    "    ],\n",
+    "    levels=range(-7, 8),\n",
+    "    ticks=range(-7, 8),\n",
+    "    extend=\"both\",\n",
+    "    # the data is in Kelvin but we want to show celsius in the legend\n",
+    "    # if we use the `units` key it will attempt to convert units to C\n",
+    "    # units_label lets us just override the label\n",
+    "    units_label=\"°C\",\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "db8e1120",
+   "metadata": {},
+   "source": [
+    "Now we can plot them!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "bd5de230",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/var/folders/td/yqnxcqpx39dc855vwjtv5hj40000gn/T/ipykernel_6793/2184806048.py:3: DeprecationWarning: The 'size' argument is deprecated and will be removed in a future release. Use 'figsize' instead.\n",
+      "  figure = ekp.Figure(crs=ccrs.Robinson(), rows=1, columns=2, size=(8, 5.5))\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<Figure size 800x550 with 0 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x550 with 3 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import cartopy.crs as ccrs\n",
+    "\n",
+    "figure = ekp.Figure(crs=ccrs.Robinson(), rows=1, columns=2, size=(8, 5.5))\n",
+    "\n",
+    "# We can throw both datasets at the figure and it will iterate over subplots to plot them\n",
+    "figure.pcolormesh([hadcrut5_july_anomaly, era5_july_anomaly], style=style)\n",
+    "\n",
+    "figure.coastlines(resolution=\"low\")\n",
+    "figure.borders(resolution=\"low\")\n",
+    "\n",
+    "figure.legend(label=\"temperature anomaly ({units})\")\n",
+    "\n",
+    "# Add titles\n",
+    "figure[0].title(\"HADCRUT5\")\n",
+    "figure[1].title(\"ERA5\")\n",
+    "# We can use the \"time\" key once here as it should have the same value for ERA5 and HADCRUT5\n",
+    "figure.title(\"Global temperature anomaly during {time:%B %Y}\", fontsize=15)\n",
+    "\n",
+    "# Add shading to emphasise the missing data in HADCRUT5\n",
+    "# We can directly access the underlying matplotlib objects to do this\n",
+    "x = [-180, -180, 180, 180, -180]\n",
+    "y = [-90, 90, 90, -90, -90]\n",
+    "figure[0].ax.fill(\n",
+    "    x, y, transform=ccrs.PlateCarree(), hatch=\"///////\", fill=False, zorder=0\n",
+    ")\n",
+    "\n",
+    "figure.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b66b94dd",
+   "metadata": {},
+   "source": [
+    "### 4. Repeat for another month and/or year\n",
+    "\n",
+    "We will need to do a new retrieval of ERA5 from the CDS. This time, we need all the Januaries from 1961-1991 as our reference period, and January 2025 for our anomaly."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "2dc58a56",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2026-04-15 17:59:02,175 INFO Request ID is 116415fe-020d-47db-9859-339d903c35a5\n",
+      "2026-04-15 17:59:02,219 INFO status has been updated to accepted\n",
+      "2026-04-15 17:59:23,385 INFO status has been updated to running\n",
+      "2026-04-15 17:59:34,902 INFO status has been updated to successful\n",
+      "2026-04-15 17:59:37,113 INFO Request ID is 3a223fb7-1984-4a25-a304-423c87291598            \n",
+      "2026-04-15 17:59:37,166 INFO status has been updated to accepted\n",
+      "2026-04-15 17:59:58,329 INFO status has been updated to successful\n",
+      "                                                                                           \r"
+     ]
+    }
+   ],
+   "source": [
+    "era5_reference_data = ekd.from_source(\n",
+    "    \"cds\",\n",
+    "    \"reanalysis-era5-single-levels-monthly-means\",\n",
+    "    {\n",
+    "        \"product_type\": \"monthly_averaged_reanalysis\",\n",
+    "        \"variable\": \"2m_temperature\",\n",
+    "        \"year\": list(range(1961, 1991)),\n",
+    "        \"month\": \"01\",\n",
+    "        \"time\": \"00:00\",\n",
+    "    },\n",
+    ")\n",
+    "\n",
+    "era5_2025_data = ekd.from_source(\n",
+    "    \"cds\",\n",
+    "    \"reanalysis-era5-single-levels-monthly-means\",\n",
+    "    {\n",
+    "        \"product_type\": \"monthly_averaged_reanalysis\",\n",
+    "        \"variable\": \"2m_temperature\",\n",
+    "        \"year\": 2025,\n",
+    "        \"month\": \"01\",\n",
+    "        \"time\": \"00:00\",\n",
+    "    },\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bff7941b",
+   "metadata": {},
+   "source": [
+    "Now let's do the anomaly calculations:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "a5a26561",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "reference = era5_reference_data.to_xarray()\n",
+    "jan_2025 = era5_2025_data.to_xarray(ensure_dims=\"forecast_reference_time\")\n",
+    "\n",
+    "climatology = ekt.climatology.mean(reference, frequency=\"month\")\n",
+    "era5_jan_anomaly = ekt.climatology.anomaly(jan_2025, climatology)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "490b1f18",
+   "metadata": {},
+   "source": [
+    "For HADCRUT5, we simply need to extract January 2025 from the dataset:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "39c5b06b",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "hadcrut5_jan_anomaly = hadcrut5.tas_mean.sel(time=\"2025-01-16\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5369eb91",
+   "metadata": {},
+   "source": [
+    "And finally, we can plot this data using the exact same code as before (we don't even need to update the title, as the date is extracted from the metadata!)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "857f62f2",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/var/folders/td/yqnxcqpx39dc855vwjtv5hj40000gn/T/ipykernel_6793/3158689154.py:1: DeprecationWarning: The 'size' argument is deprecated and will be removed in a future release. Use 'figsize' instead.\n",
+      "  figure = ekp.Figure(crs=ccrs.Robinson(), rows=1, columns=2, size=(8, 5.5))\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<Figure size 800x550 with 0 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x550 with 3 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "figure = ekp.Figure(crs=ccrs.Robinson(), rows=1, columns=2, size=(8, 5.5))\n",
+    "\n",
+    "# We can throw both datasets at the figure and it will iterate over subplots to plot them\n",
+    "figure.pcolormesh([hadcrut5_jan_anomaly, era5_jan_anomaly], style=style)\n",
+    "\n",
+    "figure.coastlines(resolution=\"low\")\n",
+    "figure.borders(resolution=\"low\")\n",
+    "\n",
+    "figure.legend(label=\"temperature anomaly ({units})\")\n",
+    "\n",
+    "# Add titles\n",
+    "figure[0].title(\"HADCRUT5\")\n",
+    "figure[1].title(\"ERA5\")\n",
+    "# We can use the \"time\" key once here as it should have the same value for ERA5 and HADCRUT5\n",
+    "figure.title(\"Global temperature anomaly during {time:%B %Y}\", fontsize=15)\n",
+    "\n",
+    "# Add shading to emphasise the missing data in HADCRUT5\n",
+    "# We can directly access the underlying matplotlib objects to do this\n",
+    "x = [-180, -180, 180, 180, -180]\n",
+    "y = [-90, 90, 90, -90, -90]\n",
+    "figure[0].ax.fill(\n",
+    "    x, y, transform=ccrs.PlateCarree(), hatch=\"///////\", fill=False, zorder=0\n",
+    ")\n",
+    "\n",
+    "figure.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e940efc5",
+   "metadata": {},
+   "source": [
+    "### 5. Zoomed-in version of this comparison over Europe\n",
+    "\n",
+    "We can do this by simply replacing the `crs` argument with a `domain` argument."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "361fe897",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/var/folders/td/yqnxcqpx39dc855vwjtv5hj40000gn/T/ipykernel_6793/2255799421.py:1: DeprecationWarning: The 'size' argument is deprecated and will be removed in a future release. Use 'figsize' instead.\n",
+      "  figure = ekp.Figure(domain=\"Europe\", rows=1, columns=2, size=(8, 5.5))\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<Figure size 800x550 with 0 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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n9TtQQjpN0CgPgCZx9FqaQAU74SQPkHAeRgv+fi/CsycL7TuNd55hnpGGrmvyYpHngsY+2h/PCbb3b+Urp8/XdxkM4bi2KcyLBAAJH8F7RxN2Oq6BbIMvSEiSx53Gf/IKC9dBKPjLsyTIi0/ePxID5PXzhq5L72uTFh7I60beVBJ4JGwDifdI/b6C3RMWKzicaISLFc6wIazy0oSQVoMEPEs8CsnBA0Er/p7v6Q1NimgFj2JuvROGvREmbp4DOAkUMjokUMioUJIwrWKRa50MRrgRKs3QRM7fCv5wN6gTwvUoQdZzH+k3Erwt3nhPdP1BoXv0u9PEg+L/acWZJhAU800hecNNOI5/pL5TMOc6EYn4cvIQUPgOTdRILJFXgTwyJI6E5POBoBVySoomzyXlJNCEk76L4Onzh3C8h5KfNFLQdUDXT6AJbjihiSzlxFGIJy3UkGeVzgsSV5S71NjYiOEiXNcBnSP0evJ6kvgT3oNCoQYa0z0hkUzhsSSannjiCZ8CkpLrqVmxLwRx5U9IkOeHBBB5uSlEMJQwVfqtSCRQ7hQtCpG4H+7fVxjfR+N1xhk/cLHCGTYolIRc4BRKNNBEZSCEgZUmmcKKsCdCSEww+THkfSE834fyYci1TmEDnmEfFCITCbEieD0o94Pi/KMBIaxAOC7CPvqq0BMKJPgo54HCDKgCjWcVIYopHwmxMtTjH8nv5Hmu+yKUcz0UhBh8mnBTLDtVwhOgvKhgxQp1g6dYfVohF7xAvqqdeSNMSOl7e1fainZo30lk0jEcTEI9rZzTJJImwN65DMLk2XPlnCasNJGlsYrylzyfo4nwcImVcF8HJHRJrNC5IywqhRICRmM75WrROUd5IRTC6gt6b8orEbyZvjyrvhYL6NhS7iKFeVEo12B6gwnXdyCPdyR/X+E6I29uoOp+HM5IwnNWOMMGxb+SIaB8E0EgDBYhdMtXki2Fb1ESOHlvvDtQ+wpBEEKAPPM/KD+DVvK849MjFZ4kdDsmIRctUG6B53ERqp9RSM9QoN+HJgW0ouhdbjjU4ytMDoTVwZE6/uH8TqGc6/SZtM80IQ5UZW8wkEggwUrXkadQIULpR0KTPIq5p/OJClMEO+EUfhPh+gx20jfcHkh/+06/DXkCBgN5oigB2td3F/INPCfPQqVFOq7e4T9D7R0TyjUW7uuAusPT70reC/J4kiAnL3cwkFecSmdTBcYf//jHAauH0dhG+yeEXHpCIoGOqXduEz1O70vHh8S4v6p4dPwpjNa77LOAkMAuNKj0RSR/X2FcD/Y643BGAi5WOMMGua0pIZ5WsH72s5/5FCy+jIUvqLIQDdqUpOi54kyGkrwiFMvrqwQyeUWEsBphNYtWjQnPFXXaVzLOnnksFCYg5DMMdgIqiCfv705ufVqNJCFHvSA8oXA2CkkTDFYk8F4lF8oiU/leIVeC+gpQPhCVz6SVPu/VR5oY+AsP8xW2RKEdnquJdF4Ik1nv4+vvuAkTItpXT0L1fg31+A/mO4UyYaOJDIVkeTebo8o+tH+UrD6UHg7+VlwpPIaS6D2Td+k3oCphoXwnqv5E1ySdN5TDEoywouuRrnEqYUurvgJ0fL3PP4J6Tvg6F6jUcSQLNvhCmBjTeOE5maTciWC8C3PmzOnNhfB8PZ1P5KEghGIahPDbezY6JGiCL4ypgz3//F1jNFn3nuCG+zogrxKFfZFHmxZJ6H4wYVZ0zKiCnhBWTOV4AyEkklP/KM/jTYnwJHZIbHuGnlH+Go0JtEhAHhVffX8EaBsSK/TbC8nsAvQ3lQInweBZEMWbSP6+wsIBfXfP34zGdN6cmRMt8DAwzrBCTcHI60ElT2mliSZiNBBTvD0l8JJhoL9J1Ay0ckl9JyhMheLgydhQTDGFDNDgT8mMVPnLG5r0kOGiBE3anuLnyRDS354hAlRlifqDUJywMGmiSYYgjDwnT6FAMcn0XvT9aQWYav1TgiUZQiqJTBN+Clsg40aTOgrxoTKv9JpIxr9TnDmt3NOKqNBnhT6PVg6Fcpi0DxQmRYmg1H+F+pVQ1RsK/aDjSHH6vo65NxTDTr8X5TBQOBBNukhAkuEVDK738aWVffpdaYJAK5wUikZCigQpTYKoahU9T5MlWs2miU0o4TdDPf6D+U7BQoKBjjt9d6piJPRZoUkKhYDQJJ3K54Ybuj7o2qLEYar2RoKOBDt9J8F74S80zRsSU3SMSegEG8ZDwpiqpVFDQqqwRBNV+k1JfAilYD2h9yVxQI3zSFzRcaFVaxoT6Bz2l5MQCai6FV0f9NlUAYqqsNHkj5KjPQt1+IPK0VLILG1Pr6fEbbq+qHIUnVd0nXl6u6istpDkTSFkFDZHZX/p/KDfkV5Lv5W3tyMYKG+E3o8WKahHB13z5N2h32E4rgMKBaMEdCLYc4dyZuhYkbeDPte7aIaAUD6exCUtVNDvRR4tEid0DtFkncJgPZPm6dynMYK+B40T9Dm+qldSboxQTZJeTx5Qyv+i96TjSYKHjiEJsgcffDDg94nk70sh2bSYQOcrXWe0zxQCTd9pqB5rDidccLHCGVZoVYwGbAqveuedd9gqNg2yNJGhcBMyAjQBDaZaC5U0pdfQAE6eAVoRownOT3/6UyYAfE1W6bNpdUroYE+TWxJQdPOEJgM0GaZJPPX4IINCEw4ybv/3f//HVqBIYIWalEjGnPaPvDmCMRWg96fqY/QcrQjSsaH9o0kaiaZIxhNTgiitVtOkQOhgTxV4vEs304o4rebTKhwZdhKY5JEg404Ty2DLwFL8OBlzOrZkhEmg0jEn8UrPCXHiAjRJot9LqEhFfwvHk3qA0Oqm0GiQwqZIvJDQCoWhHv9Qv1MoUJEH2jfyJNIKN036ydtCopryhyKVHEvXI60aU2UnOjco5IWEPYkYOo+FikQDCWm6fmhSRJPWUHIO6Hqj34AEKYkQCgOisYO8fd4CjcYQ6kNDvSRIrNLkmlasadGBjttgQ7IGA4lb8vDSuUn5FkLPIzqPaD+oAqKvak2enkTaZ8r7oHGCvjuNZ3RdUpNOEkOe0LlJYxWFI9F3p3OEzkXKuSMvB+0DLcoMprIajdn0vlS5iibc5N2jyTJdXzQGeBekCPd1QAso9LvT7xtsxSrB20CLDSR2/SGIFfotKPSOxjVaqKEeMWSDSIzQNp7jGu2/EIpH359u/kSWMH7SNUTjJp2fVCmNzk3hWqJzYqBxM5K/r2AXSdyTDaBrjUq7X3755WyM8WwSy+GMFCLXQMXDORzOmIUaiZHxo1XFwazKcTjBQOGZtHpLiwk0YRvP0CIATfhJgIy2wgEjAYVfUr8QmtR7NtLlcDjjB56zwuFwOJyIQqu15BGjcJbxAIXPkOfJs1EkQR47KjRAK+1CV3aOf2gtlbxT5PkIVyNQDocz+uBhYBwOh8OJCBQ6JOQQUQhhoIpMYwkKPyJhQuFylD9HpW0pTEfIf6ICI8PVg2U0QqFWlI9IeRlU5IQ8KxTyyeFwxidcrHA4HA4nItCEnbwLlGdCOSaB8jTGEhTeRRXpKM+ACnNQXgclalPeBuXHhbvM9FiDihCQsKNcJyruQEU9OBzO+IXnrHA4HA6Hw+FwOJyohOescDgcDofD4XA4nKiEixUOh8PhcDgcDocTlXCxwuFwOBwOh8PhcKISLlY4HA6Hw+FwOBxOVMLFCofD4XA4HA6Hw4lKeOliTtTxi1/8Anv37sVHH33U77m6ujpcfvnlePTRR3HZZZf1ee6+++7Dzp078fnnn0Ov1/d77dy5c3vvy+VypKamYuXKlaw0pk6n67d9aWkpXnrpJdYjoqurizVyo6Z2N910E8Rit86nffzlL3/Z+xoqzUrvO3v2bNYdnvoreG734YcfIj09vc/neD5H39vz/XxB7y10Af/BD36ArVu39tvmwQcfxLXXXhvwfTgcDocTvF36+OOPfT4njPd33XVX72NkI5KSkjBlyhT23MSJE32+lnrxUF+ZTz75BFJp/ynZunXr2HjuzdSpU/HKK68M6TtxOKMFLlY4Y4KWlhZs374dDoeDiRUyAL4ggUOCw263o6KiAq+//jrWrl3LuiSnpKT0bnfw4EHcc889zCBQfwiVSsV6Rvz1r39FU1MTfvjDH/Z539///vdITExkn19VVcWMyC233MI6dyckJAT9PRYvXswEksAHH3zAxIznY1qttk/zOephcfPNN/d5HxJWHA6HwwkfNJb/4Q9/6Pc4jckkOIgHHniA9dGhrhC0uEY25tZbb8Vrr72G/Pz8Pq87duwYa3pJkP1asmRJv/cme0P9Zp599tk+j2s0mjB/Ow4neuFihTMm+Oyzz9iq1Lx589jqlz+xQl6PmTNn9npaLrzwQjbR//Wvf82ECEFG5le/+hUmTZqEZ555preRHQkJpVLJhMPVV1/NGr8JTJ48uddjMmfOHMyaNYt5NkhofPOb3wz6e8THx7ObAHmKCGGffRmyFStW+H2ew+FwOOGBPPL+xlpazCLIgyJsQ3aA7AZFA7z11lt46KGH+ryG7AMtksXFxbH7vsQKLUglJyfzMZ4zruE5K5wxAQmUc845B1deeSWOHz/OQriCgcK/vv3tb7NVrcrKSvbY4cOH2X1aDfPuuL169Wrm2j9y5EjA9yUhExsbi9raWkQKm80Gg8HQxyPE4XA4nOiB7ADZA29bQOP3F198wUKRL7jgAmzevLnXO+MtVvgYzxnvcLHCiVooVMv75nQ6+20nuNJXrVqFc889l4Vs+cp38QfFGxMHDhxg/5eUlLD/yZXvDYVXffrpp7j00ksDvmd7ezs6OzuZsIkUZMTIC/TOO+8w78qCBQuYF4fEFofD4XCGxy4FwmKxsHAwb1uwadMmtthEdotu9D4UwuzLe06vv+aaa9gYf8kll/BcFc64g4eBcaKS+vp6LFy4MKhtSZhQeBa50On/pUuXskH/+9//vs+ERW+EJHjKeyHIgBChCA0SUYKYKi8vx+OPP87ijAcSNUPBarWyFTcKO7j77rvZqtzf/vY3lmvz3nvv9Qkn43A4HE5k7JIQAuZpC4iamhqWa0IFWih02DsagEKHKS+SmDZtGnvshhtu6LNdTEwMTCYTW4ii+xTyTOHJFBVAAobDGQ9wscKJSihZ/cknn+z3OAkKz+R2wZVOQoU8KgStUq1Zs4ZVyVq2bNmAnyUSifr8T96KUKHwM08mTJjADIp35a9wQqEFVEHGE/IGUa7M22+/je985zsR+2wOh8MZb/izS55873vf6/M3LXr96U9/YmLEuyCMZ2EUsltPPPEEC2H2rBxGC1+ezJ8/H42NjfjnP//JxQpn3MDFCicqkclkLGndG3KH+3KlU/gXrT4RlIhIlVJolSoYsdLa2sr+F6p2CWWM6fFgvStkwMiQET/96U/Z62bMmIHhhsLUcnNzg87Z4XA4HM7Q7JInlERfXFzM7pNIIftE+ZSekHeEKkd62i3ahuwIlbD3rjbpDSXt79q1C93d3bwqGGdcwHNWOKMaoe499V2h8C+6UcIiDeL+Eha9oUGfEMQFVQEjTpw40W9bSpIkL4p3bDGthJERoxt5NCgsgFbOBCg8jaA8Fm+Ex4RtguXQoUM+e6wMxjPE4XA4nKFDXnXBFlAoMpWypxL0vuwW9V8R7BZ5SWjsJtsihJHRghnlSBqNxj6v52M8Z7zBxQpn1CK40qmSCpUT9rw98sgjbMCnFayBEuFffPFFVvJYKEVM5SYzMjLwr3/9q19CPxkOEizCypkvKAGSxAvFKgtGRUjWJwHlzVdffcXCxULNMaGCANQszFMAUXgAVTLz14CMw+FwOMMDFW8h7wnZJLPZ3KcgDDUX9rZblHvY1taGLVu29DaWJFtGvcC8F9go15J7VTjjBR4Gxhm1CK50KjFcWFjY5zkKBfv3v//Nku9vvPHG3scbGhrYJJ+S00+ePIk33niDJeGTQRAQDAStit1///0sMZJKGFMn+//85z+s4z2tnvmDXk9J7vfddx8zMiSmsrKymEfmH//4B/P6UI8XqhJD4mf//v347W9/G/L3p+R9ajhGn0MNKEmc0fuTh+b6668P+f04HA6H4x+yG0LVSE8CecXJFpAwoQbBlCRPNonCyei+9wIVLYKR3SLPy/Lly1n/FerR8pe//IXZi+zsbBb6vG3bNjz88MMR+Y4cTjTCxQpn1EIDOlVS8RYqAuRWp5hhEiUFBQXsMTIUdKNKXdQg8uKLL2biQ6/X93ktNXYkj8vf//53Jlwo+Z4MBRkI6rUyELSaRqtqzz//PM4//3wmiH72s58hLy+PhQT897//ZQ3GKOmSPmcw+S1k6Gj/qJnlY489xozZ9OnTWUgcGTkOh8PhhA8Ky7r99tv7PU7j+k9+8hOfryEvN9kZ6mBPwoMKwpAQ8eVJJ7t02WWXMWFDXn8axykHkqo+0sIalTEmj8oDDzzQr6gLhzOWEbl48COHw+FwOBwOh8OJQnjOCofD4XA4HA6Hw4lKuFjhcDgcDofD4XA4UQkXKxwOh8PhcDgcDicq4WKFw+FwOBwOh8PhRCVcrHA4HA6Hw+FwOJyohIsVDofD4XA4HA6HE5VwscLhcDgcDofD4XBGd1NIk8nEms5xOBwOh+PdzE6tVvt93ljzX1hsZ/7oKAMcFpgdcjQY1WjudCIhTg2d3A6JSgO5KhlWaTLi7YcAhRZNLd1oaDJCJ2pFY6sVxTkaUHMwnVoCiVgEOMyAKhFQJ7nf39RELcTO/s0ea3b/7/lYR7n7f3kMoE5Ah8EMmVSMk+Vt7H3VukS0tHZBLFVCJJZBKnZhxrQ8iMVn1vgcnYC97ez7W41wlpbAZZPDZnDB2eNuYeZo74QkLobdt5vdm0uVfR/3h0wvhs3gZP+LVWcfdxkNEGn7NrIVEOskECnFcDTbeu/3IzHT/b+lG1Bo+j4n1wHWrr7/S5RATzMQm0ef7j6+Yft/sAzwPsJvLuD9nQL97+84+Ns2ktD5TcefMLYBZlPf582dgDLweRQMzi4HXGZnv8c9z+V+u+ZxDlvocujpv83xikZIk/XoconR0tYNfZwG8WInuuvboU0727y4rcEAU1I8MiUOpCikULYaIUuOPbsfTR3sf+Ex77/9UWo6c9Gdwej1ud7PEd7P0/7oJFIo9IAqxX0tCteg5zVGx5DwdRz9HU/PY0j3CfqbjqelzgBJnO/rPFgarTZ02d37FQjv46KTSvq8LmlyJpqP1SDc6CekYs73fhnQfgTdFJKEyueffwaHw/8PwOFwOJzxiUQiwUUXXeTT4DD78dnHcDiHMjHlcDgcznizHyF5VsijQkJl/pxJ6DJ24Yu1W1FT04ALVi3GvLnTIBKFboRII61ZuxWbt+yBVqtGWmoi4uL0yMnOwJQpkyCVSvy+tqmpDY1NLdiydS8qq+qQmBiHlOQEpKenoHBSDlxwISszzf9nGw/0+VuknRny/nOCx/t4cyKH/a2XRuyzXy9NQi5MmIlhWG0MI22n+SLMULAkJaH22uuYnfBlbJj9cIowr9gJY9UufHFEjpr6LlywahlSpi4Lyn5k2Tf0GaudXfvxxfbus/ZD14M4nQQTUqSYMm8epK0eY07KHKBxb++fzZIiNLQYsXVXNSprDWftR4ITBfkJzDZlpev7fJ4whtHffcYz4X2rjsFeboGpNLRzST1R3Psauj8UpLmKwBtkTw7tDem4jRU8fv9RTdWxiL01nb/+GOi89jeG7jJ0B/35HYX5yDL1oLjTgHASyj4EYr5eg/h88aCv1VDHhnDbpV2GbvYdBvO6SKIpyIXq6mv92o+Qw8CIL9Ztxrbte3HZ6vPw3Tuvh1I5wOA4ADdefxGuv2YVqqsbUFvfiIaGFqz/cite+MebTLzk5mQiJSURhQW50GhUaG5uQ3t7J/733hrkTMhgz33vrhsQq9eF9sGx57L/XIYt7H+RXjuk78EJjIsvqEYc27O/HtHPtzhFONgVg4scFdDBitFC0xEnPKJrOBFk7VfHsW1XAy679AKsuvVqKJRnQlt8UGF0G+ocrXtS0IqrMdH2bu9YfUp+DW68vqm//di7Ey9+9AHSUpOZ/UjWm1Boa4RGnYfm1m60Vx7BO9vqkJMzASkp6fje3bf1sx+CXXBzRpj0bnLA4z4AgxE4uRu24+5QE0nHwOEWnujMEsSeichC32iVXmTF7uMkfIa/52TwfzwZyuyQ9q3P9xzt0O/ki8xl/R+r2YTopTFyb53r+xwb6LwONIbaW91hTQPhEItxLCcL55aXQWUNzX6sb+3EigT/YXDB7kMg2PubOtFTDyRPFbPrNhS6jjhCvpx66sMrVpbRP6bQj8Uyj+McCZzxwc2/QxIrtAL21J8ehD5UcTCA+ycnJ4PdiGuuugBGYzfq6ptReroSLS0dePnVd2Cz2pGengydToN7vnszZs0McZXIByK9W7RwOKOVkRYpAns6dchWWpDcPbqECmf4EMkS8f3H7oE2JvgYbBItgmAplV0NeITrnzIls/8n5bhtiGA/uuo2oL47r9d+/PO/e2BzyM7Yj0Lc8705fu1HX6HiBz+TWZqQBItuqv/Jjj9xIjw+0HM+KZg38E75mriPFQb73eh1US1ehgc6X0M5vz0n+cFMcluTEqDoMiJhEELF+74gXAQRE+w+DPQ59D4kVHrFR4Br2JPBHDdum4YoVq6+chX0w+CF0Go1KJhEtxz29y1fvwLjBafTCYvFCpVqAOPDGd9seBzRQrVZgTWt8VgZ3w5d7uCM2nAzHo3BQCuQkWbuRV+DOgihInhVCEGoeD7n/VivaFFTYj3QEHsDCtKbQrYfAwoV70mrh0clGIKd3AQjQPw953QBFrsIKtmAqaic8SjaBoDOq1DOaYIm8N7jqedjA4mFbo0atZnpWGFwJ8wPRah43w839J0EwTLeWOHxO4ZDAIb6HiGJFU5kofyb3/7heXR0dOHxP/wkYN4NZ3ixWh0QU+Uhumik4qgRKYMxLv6gic4RowYHjFp02qWYpjViSawBZ76239f87DRVCAIW6iuHtAo3XIxXoRINgiWQ8AgkUny91ns7Ei2CYPG8PySh4mtV/eTugGLE89z39ZgvBvSMBOE1qWyy43dvGNDR7cKfVtUgS28L3qvCiah3xWpzQSgiJ5UMIS6afks/51+kGWhcpyvytFaL2hw9OiFFZlwnZra3s/4Y3t4OYTwiSb1v3mx2f2plRdj3ORLCRRAswXpXot0ehoKn7QiXYDkmlbDzYCC4WIkCausa8dDDTzKPCqGP0SI5KWGkd2tcQoUkqD6epyDp6DTjnoc/g93uhFolw203zELxpEQ0t5pQkBc/qAIT0eZFabFK8VxNBrodEszXdyJDYWHekg3tcbghpQnFGq9ymWcgIXN/VjWeqs7CKZMKU7SmqB2gx6NIIbwNSjQIFkFseAqUYEQKPe9LqHh7WQYSJkIIsE+REoRAERYIfE1YAomWsIkUQYCc3I3aFjt+9s+O3tLQerUIyTNnADKR/4mtt/eAhzqFBYfT5bYfHoKkw+jEPc+0wu4UQS1z4LZLYlGcLUWzwYmCDClEp/aMekEpmarAa8hENySYg06kwozNGYk4lJGAK9GA2CPunCHvcWdlQgwyKyrwZk4OqtUa5HX7yS3yQTgmy6HgHWYWLKHYQUEI+fJWRSOD/Q08j+FEtQKngngNFytRwMZNu5hQocIF+XlZmDJ5EhQK+Ujv1rgUKj/7wwZU1hgwMSceP/v+uZBIRNiwtRzTi5Jx77cXYM/hOrz98VG0G8xQKqUoyk9EeooOtQ2duP6yKchMixl2kTIY70qHTYp9XVooxE6YHBK825zIwriuTGqBYGeXx3VgU3ssnqtJZ+KFnivS9PRLrH+rKQmXJragUO1b0EQDo2HgjwT+DMlICxZP0TGY1w6Et1flbDGV8IgUgUArq76eC5R34hPvSay3+CiYh40buplQuWyhCnmpUkyZIIOChIqv10c49MkzDzSo/J/RgnB8Aog6Eio/e7kDlU0OTEyX4mc3xrB+PRsOmDE9pQf3LmjCnjo13l7vRHuPBEqpE0WJFqTr4lB7uBPXL1UjM0k6KrwrBkhxCDoo4IQzTcbsx1J7Gy5GE4SzfjHasQ1x+CeykDbVgoVljcgxuStLCWOPVSTC+tRULG5qQvaZ50YD3t6VUHJYgsUz3KzpzOdFox0LRrB4h5B5osxPDepzuFiJAm664VLc+LXVZ5uNcYadQ8cbQQ4SEipxeiVKK9rw4doSvP95Ce6+dR7e+ugY1m4+jYbmbnablBuPn3z3HHy6oRSbd1VBLhPjgcfWYlpRMq64sBBTCwde4R1JT8rGDj3eaXLvY5zUhnuzavt5T0i0nB/fgcWxBiZa/lydxbwohR6C5d2mJCTI7Lg+uZkdP0+ixbsSjQN8NDDSgmUwIiQYAoV/9ZtAC5NPz8m6MBE8M9H3JSpCmZz485749aoEEhg+nrvpPDVuPE8NcbAe3mHKyfBXwGZMiZgzHCq3sraUJFTilHaU1gEfbu/B+9t6cPflWrxVr8ba0zFoMErRYJRhUrwZP1nciE9P6bG5Sgu5xIgHXrRiWnIPrliZgqk5XouVdE5GifeFzvvPjsThI1EK+zuuxW0/Msv7lqynq2MJ2rEAHdiKOLw5YQJurKzABNNZO7MxJQV6mxUrGxsG1R50uL0rnuOmt10RbJ0vT2uwdtBfPkyyx+PRKFpCFSyemE83AEGc2lysDJJQY6IDQWFEEQ8l4vilraMHv/3rFigVUhb+RV6Tm66aii82lbEJeEOzETqNHBNzE/D6e0fYaxwOF3RaBb52+RR2M5vt2Hu4Hj0WG57+x07cceNszJ/lrlA0HAIlVO/KZYmtyFRYcNCoxaEuLZ6pzsC30+sxJ6a/G14hdmGKtpuFhVWZlX3ESqddAqnI1U+oRItgibZBfTgJxogPNrRhqHiHcgXrZfHMSQn094DixN/15zEhtH2wGYMlULnhcK+Yi7KWuyd6gUK5gvAMhPSZ47WSpqfQO3Ms27oc+O0bnVDKRZCKXWg3S3HTtFZ8cUAPESRoOFUNnTwGE+PNeP1wOnuNwyWCTuHE16a2s5vZLsLeOjV67GI8/V4X7rhYi/lFiqj0rtB4fgGakeYy42R8DLMffy3PwE2oxQwfPbbkcKEI3fhS4kSjUtVHrHRLpZA4XYMSKsRwCxXPz/U3ZvoTLeEg+YxoiUbBEgjPymyDhS/lDwEykMHESHOiD6fThZY296C5ZtNpLJqTiad+cQEuWJqHrPQY1NZ3wWZ3oCAvATX1nYiPU6F4YiKeeGQVe01ZVXuf96OQsMXzsrB8UQ4LBSspaw1uR2iSNAKVvchrMjfGiNvSG/DnglJ8J7MOL9als9wVb06blPh1+QSsiG9noWKe3JLWiBPdajRaZYgmaCAfTYN5uAnViA+H0a839U2g9/SkDORV8RYhvv4OKFRoYuk5UaeJnnDzIFiB4i/Ey9tbEtB7Ity8Hx/KRFq4BdomRFHieQsH4X6/EbMfBvekdM0X5ViUacRTqypxQX4nspIkqO2Uw+YAChIsqOmUI15lR3GSBU9cUMNeU9beV4gopS4szu7G8lWFyEySoKTmTALSQOeFr3NoGKCzn5r/Xt9Wi8dsJbgVNfgXMtCK/nagAio8iVwsRStWp7f3mXRfXFeHCq0WbfLRG/YeyM6QcAl1sW402q31fuxHOBfBuFgZBN4CRRAtXLiMHsj7QUnz//zvAdQ3dmHn/lrExihxwxVT0dTSjYQ4FQrzEjBrSioOHGuATOqenGSkxkAm83/ZvPH+EZZgec0lxb2PtRt6sP9oAzqNlr4CJcwiZbDJuuQVma7txnlx7Xi1vm/8aLNVhserspgouSSxrZ8HRSVxYobOiB0G/4NSJFaYxtpgH04GKzyGQ7AM5EHx5a0WHhtIsAgCRbgFCwkUTw8I3Q/WIzIogRLs4wPhT5h4hrYNJF5CZLSLjHDx9DMf455n2/HPNUbUG2XYWatBrNKBG6a2o6nDgQS1HYWJFsxKM+FAgwoyibveUUaMDTKx/2vgjY0mt/1YcraTd7vRif2nrej0EPuMcJ5LQ7AjZBImw4hz0Y7/om8FUxIvz2ICvoZ6rEQr29YzpCl7MjCpqxNH9LEYzQg2x9P2DCWiIBgbljzCJZQ9K0wGYqgeFQEeBhZmPAVLuMLEOOHB5XJh655qfLahFKcr21luCnlVCMpBIcqr2pEQp2aek4WzM9k2FosDFy7L732feTMysG1PNbvf0GREVZ2BeWLoNSdOt+A3PzmfVQ0T2LGvFq++fRAKiRMT4y1I1iTiGzNaoY6yXgiUQH9vySQ0WGRIVbhX9k6aVJio6sEivf8B6ZKENvy+Mhsr4tqhlTpHNBxsvAuV0ZDH4l2y2J8IEcbSgUJuvZPnQ0ma9xYpEZngeYfsBJpM+ggz8vl8hKt3DZcgoc8ZLTksfe2HFXEaYM1eOmc0LAeFKG+XI0FpZZ6ThZndiFM6YHGIcWH+2fFzXoYJ26rd/eooh6XKIEdtp4y95kS7Gb/5VizUirPXx47jFry6thsKGTAxXYbkWDG+sVLTZxu/woUYRLhYoLBif2P5JWjCQyhCE+RIhruyaSnUyIUJc2HwO9k+p7kFr+XmYm5bK9QOR9SHgPkbK8eT7VkfhFAJtx3hYiVEQvGecOESXTzy+EacKm/DlMIkKBW02n9WLEwtSmZ5Q1by3cOFYydb8L1b5kGjluH/7j0X04rcyYTEbTfMZB4XynW57xdreh9ftjAbf3p4JWJjVO4HznhOKvckQiNT4/bZrTjUqMKuWjUmJZhxfq7vMo2VHXI0dUtZ/DOtxCWp7X5zQrwZSt8Vyk2ZG9OFHZ0xuDLJHcbWapMhSe4VkuBFjsqMKZpubGyPw6VnXjfcgmU8GYpIG/BIC5ZgE+lpzBxovPWc6AadnzLU3JJQxYnwWKgEEiZhDPXiDMJ+UNSSw35mCuXCZHEXG6OtDvdAfaxZie/Na4ZG5sT/LanHtJSz59dts1oxK9WEth4J7vs8q/fxZdMU+NN1asRq+nqiqX+ORinC7RdpWSL/rhIrJmXIcP5M3+dgZaMdTa7pkJZakZEoQZLL7T0PNc8lVFtCuSmF7QbsjdPjYjSzx9ohRwIC24+ZEy3YYjBiX1w8zm1xvy7ahUqgsXKojSOFfJRobUC5foSOPRcrwwQXLiPPZSsL8Ld/7cHRkmaWl0JaxdBlRWKcChctd3tOYrRK1DUakZqkQYzOHVfsKVScLheqGlwoLshAfKwEP717MaprDahp6MKeQ3XYtKOqd9uM1HmwdDbAaBXj9tkteHqn+xzQyR1oNUnxv2OxmJfezRItd9ZoYLK5ByZ6nEIIKBygplMGiRjMI1OcaMbkpB7kxlkDNmocCgv0nXijIblXrLTZpIiXkVEO3Biyyy6BRDQynqI3NnVEVVWrsWBEIiFY0tRiqEOs+BWRsdLHpC1Y0dJPpHiKkGC9J76IAvHBw7tCsB9JEsBihcHiRILUjlUJlIshQ4zCgbouOVK1NsQo3AsonkLF6RKhylWI4oxmxE+ejJ9qrahusqOmxYE9p6zYdNhy1n6kJ8NibIHR7MLtF2vw9Pvu5HWdSoTWTgf+t9mEeYVy9vfOhmyYGt3dKujxwkyp2360OCAR57FSysVtJkyGfMj2w9eCk7BYNFXbgQ1x6b1ipQNSxA4gVuiVJkq0px0ehfgTLESkxUbyMCfah2Jjwm1DuFgZAXytFnIBE3moOtfkgiS8+cERbNtbDVOPnTXvuuPmOdDr3JOQ5jZ3rXeq9OWLY6etsNtd2HfcjJwMGWY2/BuzpIAzA7h9b/aZ1EOwhMrV0xVIcloht3ewREunqxnP7U5i9fXfOR7HtvvfsTgWHkaxzfEqB5v4/+icJsxNdyf/099U6vJkqwLHm5VYc1rHRA0Jl3OyurEoq7uf4RmKd2WyphvNNnmvSElXWLG+PQ42lwgKkQsFGhMK1H17rbzZmMye906+Hw7vCgmVaCzDOxZWu4ajUligpPhBT54H8qgEWF32JVp8CplAYTehEAVekJEOxRrpzx+U/dhdAZNFzrzfdy5sRWKKO+y32STrXZDydV4cO9QDO6TYZ56NnGZgZl47ZuXL2SLY7U+29W4XrxNj9eJUJCklkItMrHmk0wk895GRVR17Z0tPrzBRyCWYNbUV8VIn2+ZH1+gwt8Btv+h9G9ocOFlrx/EqG9ZUZsFkdqE43njWfhT697h425KBxu5co5HlqbhFih0psGAz4mGHGHI4kY9u5KOv/XgPqbCLRJjXFmRRmijEn/3xFBKhCJdgt22K4ogCHgY2gkQygZ4LmMhClb+OlDTh+X/tZX9ftqoAazaeZsnyUwqSerebkKGHTivH1R4J8hSrfPS0FY3Hj8HhEmOVZi2o2OKRo9Pwmf1iJEhakSJpxIPn1mN/vRoJ6ZPQIZ0Ap6QDaqUW+fJG9j5LJxiZ+18rd2JvvZoZut9vScUtM9qwIq9/yUeChEi6zsZuy3PcYWMUInakSYkPS/R4+1gcrijswJIJRpjtYvbegsgRXh8KUhFQoDbhWLca58Z2MgFCSfTVZgW6nGJ8UpWJ1QltuCSxFT1OMT5sTsROQwx+mVcOmTi4lbFwCRZBqAiMd8ESKcJ1XLOVbWhBbHAlhr06zYdtoutrUuYjtj+QaBk0A+WjRJCBmjVyr0pgWo5twJEdJ/H8HretuKygA2tOx7Axb0ry2XNkgt7KhMrVq5KB/Ez2GDkMjjYmorFLC4e9w20/ps3DkYYkfFaSjwR1D1J03Xjwa3bsL7UiITUHHbZ4OGGBWq1BfoLbM7F0mpIJG61KhL2nrGyh7ff/7cQt187AinNzfZ5T1HsnPUHKbsunu89fKgBwZGcTPqxIw9ulLlxhNmOJAkHZj4HGblqqy4cJJdCy/irL0AYVnKiFEl2QYI1jAi6UtGAlWmCGGJ8jCbttMbijqhTSID0r0RIC5m+cHEi4hMvb0jTMQmWkjzsXK1EMFzChQfkmnV1mbNlVjUtXFqCl3YRP1p3CtauL8f2ffwatWo6br5qK2dPSkBivxkdrT7LXmMw29hyRlKDBi3+8zJ1v4tYYMDj0aDXPxFL1VkjgYPG/IrgwXXkI01yH0OaMx0lLAeK1SnxtagmqbA1od1iRJatCnLivt4FCvgjynOyrV/V6YUIhWWNn+S7n5Rixv0GFt4/G4e973UZ0gt7C3ptipo+3qHBfVjVm64xB57wQM7RG7O3UMbFCxmpJ7NnkyIsTWvFMTQY2d+jRYZdCJ3XggQnViJUNXy8Vb5Ey3gXLcBiRcB3XibZ3z9wL0Ek+2OT5YPNUAuWP+Ard8iFa/L4+SkO7Aom4aBQm0eBdCWg/nmmHVh6Pm6e1YXaaCYlqOz46GQurA8zTLUzykzR2vHh5FZB/NnTYYFag1aTG0rwqSMROiETzWFWs6WnNmJbajLYeJU42JyBeLcHXlrehqsOCdlM7smI7Eafq6yHXqd0TXfKc7Ct1J7HHO0qBmrPhxwORHCvB+RcW4zyXC/tP2/D2V934e0OuT/vxwDmNmO4yD2g/PMORsus7cSBNx8QK7e1CdPQ+N1PejPcLJmCLJRZGmRRquwM3V1ZAZ7ePiglzKPsXSLSEQ7AkD1MI2FCqS/IwsBEgWsoSe+8HFy9nefz5bWht70FtQxfe/PAoZk1Nxf4jDawM8eUXFOLT9adgsztZ+WHi/jsW4qkXd+DEjo29bnNfVNhykS8/DZmo/4BKg3iCpA0LVTvwiXE18mWnUGfPQKa0BvGSwGFRCSo7Lp5owIzUvm7xYKHPnp3Wg+kpPShvVyBZY0N5hwJ76tSo6HB/n/80pODDlkRcntjCPCQJUhtSzlT68sc5+k6835yIR07nQC1xMi8KlTYm6LW/zKvAEaMGiXIbCxMbDIP1rgQSKuNRsAyn8R7qcXUZDwC64L0m/kRLWCe1wVRR8iduoii0y9dxiUZRMlrtx6WJLfi8NR7mRjuSnV1MxN6/sBFP7UjBiRZlb9iuLyra9ciPb4dM4vRtP9RmLMyuxScnJrLt6gxaZOq7EK8OHMqbECPGxfOUmJE3uB5XVFBm9kQ5pufKUN5gZyKmfO8x7OnOQUWH+/u8djAeWmcMrp7VCVmdmdkPNRwBJ9DTj3dgc1oKfo885lWZV9GEiXBHBSRYrfjWkVM4rdUi1mZDkuVsjs5oFyoDVcvyrhwWjcnz0QwXK6Mc7n05S8npVlisDkyfnIxDx5qQlqxFa4YeEzL1eOKFHbDbnXjro2NYOqEeiTESLEgCXnkggZWEDESdPR0zFAcCbkNGRwwntvaci3hJGzJl7uZfgZgQa8OtM8/GKQ8WqRiYlOAe9Gem9rAbVR4jLMfMWNsWh09aElheSZNVzkK2hNLEviBvCQmSeoscBrsUf6tJx3cz63oFC3lbpuvc94dCqIIlGKEynhgJ4x1OIeg6+hvfVa/8/S28xlc4FT3m7VUZaofvcOWlhBFBgIzFUK6R9q6UnGxgZYanp5hwqFGNNHMJWvVKTGhdhydaU2B3ifFOUzLzNFM3qgWZJrxyZQUUZ3qo+KOuU4cZaU3B2Y/muYhPliBTtWPA/Z2QLMWtq9wlkIcChZNRdTFi5tKpmAng9vzjveFga0pjWMixtTvGbT8mlUNzqr+QEibfVH74pziNRijQCSn+l5WNa6qrMNHoFiy01aQz98cTvkodhypYmoZZ5ESTQOTSbhR5VYLFs0nlaNv3wUJlhEmo6GMUTKg8ct8SbNx6GlW1BvzhuW1MqHzrAg3bdnfJWW8AJSvSClMgJBi4dLDRqYFa3A0r5JimPIJogYTFhQnteCSvEo/lV2B1Yiueq8mAzRn4CyXLbZih68bSOAPrcv/PulR0O8I/XATbMDJUoRJNg2wkGMnvN+jPbtzbv5M84etvz8eEv4XHgnkPb2ExlGZ5wTZWDHMDxkBNGCPRWX48w+yHQwy9ws6EyiNLa7GxUosqgwJ/2JrGhMotqQ1s2z2dut5cJuo8P5BtcId+BT5njPFLoFbYYLW7MG2Sfy9/n9cNk/24eFInfnVePX5/aQMuKza47QcLZPNPImyYAiMWoQOX19bgo4xM9Ij5dDMc43bTmbLGkQ4BC1cZ/HDBPSucMcGnG05hzrQ0xMcqcbKsFS/8Zz9MFveK14+vi2GlHLUqMWbkyRGjCX/d306HHjHiTrQ6ExFNeFdzuTSxFadMKjxXk44fZNcG9R7Ue2V/lxYv16Xh+1nBvSZcDMWbMlbDwaJBiA25UlgwYiPU9xhqQ8aBEuF99T0Jc3d4gfEa0jVS3hVmP9K6oa4zowxqPL8pESaReyHlu65KzCg2QyNxYrrWiBjpAN7gYJt+etBpdCJGYUGra4QFygDeyCuKDCiplOFfMVn4dmffPBlfk2d6rBidKNHFMMFyfXXwuTXRNN6FE0+7FK3hYOvDdMzDaX+j7yhxOCFyvLQFH687hb2H67F+awWqajtZZ/nzZ7pXqJoNDiZUiNR4Sd/Ov/4IcRU2WdKAansWcqTliGZopezuzFqUm1W4p2QSWm3BrVdck9yMQ0ZNb5WY4fCuhCPsaywaumgi2vZnyNey94TQ1wRR8KAMcfIYyDPCPSbDx/Ft69z2o16DrYhnlauaRAosdrlDdKkULwkVIWePcv+GXBlO4IzwTY4Xo9qUiZx0afDnWpjOw16REkTYpKf9eBCFaIPM5yq/92PnNTaiVKdjPVU8xw7vhPRROb4MkWgrP7x+mIWKMp+CKgeGi5UBGC9hVKMVKiv8xvtHcO68LCTGq6BUSPH4z1ex59Li3ZPgV77oRothKNWqRKyZVyD2WOYjTmLAJMVpRBvehlUpceGPE09joqoHa1vd/V4E9nZqsd0Q00+UxEntkIpcaLENLpkzVMESzvyUsWLwovV77DIMPX9pPOFPnHCGX6gx+7GxG+dmGxHvskIBJ36OUvacusHtkX5LlI7KI0EucPkSxi6w/if98PDQ7TlmQVyMBJOyz4SADUaEDFNomGA/ctGDTYjv4xk4oYvBYX1sH1FCxNhtrOljh0zeT6QQvv6O1vEuHAzmuzVFceWvoXhUzKfd4ZUDwcPAOKMSu8OJH/5iDekINLWYWOiXTCpG3oQ4yOTuiW9Dm/vi/toyda9nZTAkSxvR6EhBmtT/RSUXWdBoT0a3Uw2N2H9lmGhBLnaxCjd/rc7E9SnNvfX0txr02N0Zg6RcKyZ6VKOhmGvKY6Gke/o/UoLlhWcj0xhstIeEjQnDnTIHMAxvf5GA4Vs+EviHCy5ORpZe++HoQVOHCyehhRROTEAPOkvsQBHQJncLh8tcjdCAKkG6bUg/r8oAnrvkjGQ0qtORluh/uiWXidDY6kB3jxOawdiqYT6HyX5cgGa8iGxcIdT4B3AoLhbH9LGIK7Ugs+dslUsyL3FWK1oV/fNxBvKujAd8hYNFa4jYSBH1YqWjoxPHS8owY1oh1Gp3X4rhgntVopfPNpxCU6sJ5y/OwYaWCvYYlSW+8sJCJMSqMLUwCTUt7tLBV56jYkn0h+qTUGvQYVZGI1JDqGalE3fB6AxcdWW2cj+MTh2r6BKN+Opqn68yw+QUs34p1K2euCezFp32BuilDpw0qfBFaxwUYhfrvULd7Xd1xrDE+0gQKaEy2hlTBtyXcIjUZ5D9OPElTuyrwfTiFKi9K4ZFaILnq2IXFydRaj9mKrDhgLuSol0kxoWuZsTYbMg1dqEj3i1KrpvSBpFIjCOaWahXZGG2/RBSAyxc9SFzGXTVVhhNPuyCx/k3u1gJo8mEIeeg+6qKF4gQKuZ5248c9DD7cfqkBPozdu/aqip0S2qhdThQpVZjZ0Ii5E4nJnZ1se72R/V66DC8eY+jBc+mkZ5elEh5VNaPMrsStWLldFkVUpIT8PAvnkZzcxskEjHu+/6tmD9v+kjvGmeEMZvteP09d8Wta1dPxpfbKpCbFYeyqna8+9kJzJqahod/sBQNhzZALnPXk++2ytBo1GDFpAqsP5WDRRNqEasaoMZ7wTwYjpfghKUY52k2DLxfTiWUosC18aMJivSyucRQiM8OhuRZeaE2HQkyGyxOEUvIp1Wxv9ZkIkNhRq1FiTkxXazR5GgTKaPRuzLaDErEJlXBvJ8HpyvbkZKowc9fN6O5dSckYhF+cPsCzJ85/AJlpJsdjla8BV64jmMf+5FxCl8eyEKO0szyMD5DMn481YgfoxJNkEPuclfy6hZr0CRPw/L2z7BJcykWqbYhVnK2Wa4/DEYHTpRZcd589cD7ZXGx6pTRdJ15CxRv+2EXiZgYETgUG4f3s7Kgt1phFYtxbnMTsx9vT5iAJLMZzUolJifEI6F16CX7xypjQaisj4CtjTqxUlZejYcefpLdLy7Kh8XiLjOr1ajx+Rebh02sjBWvyljpubJjXw3++dYBPHr/MqiVMshlEvz2wfPxxabTcLmABbMy8KsfL4fYo0Zk6vTz4arehJZuJQ7VJ6OlWw25xIlleVX48vQELM+vhEbet9GjxS6BROSE9Ezt/BJrERaqtgcV2iUXWdHl1CFG0oXR4F1pt0shFzmh9hAr1OzxhpRGFGtMSJNbWTIpsakjFkkyGxMr5T3KsImV4famjCbBMmaFylC8LJ6v8eEZKa9qx0O/dy8sFE9MhMXizlXTauRYs/E05s/MCMee+xUiPB9llNgPKfDb82vwxekYuCDCvJhO/LDndJ+CvMmwQjtVglZpIvOqtKlSoE6VYJlzI740nY/l6i/72QVmPzIXQyp1v1PJkR4snKHqF9rl6/yRy0XoMrmGXq0yTB7DQEKF6IAMMpcLSufZfFBq9riqvg453d1ItFigOCNkNsfEwmE2A0olunRaLlYCNIwcC6yIwPeJGrFi7DahpaUdzzz3Ovt7+rRCHDteCrFYjIz0FMybOw1r1m5hYWGxsWPrh+UMHF/8zqfHYei0oLPLwpIirTYHHnl8I+ufQrkqqckaSCX9feibyrLRY5VAJAampLiFm1pux7k5NdhUNgEXFJRBKnYLE0oq/+JkLus0rJHbkKozwuS0QiUOrsP8LOU+7DIvwAr1ugFr70cDLVYZkuS2PvtqdYpYac48VV9D9fv8srB+p5EM+RoNgmXMCxVP/IVneQuSACFcRpMVrW0mPPOKO6yFunIfq2hjixcZqTrMnZHOFjY6DGbE6pUhlRAOtMLPhUj0lzX2aT/swCNfpsHuFEEqciJFbkOsj6qEm/Wr0CNWQgwXpijc3hi1uAfnqrZgk2kZLpjZCim87EetCRqVCKmJUpjMLqgUoqDOk1lFCuw63IMVC9QD9v4aMn7CvwYSKJ5QJbBYq7WPwLOLxdDYHcjwyFehsWxO674BOrOMb4ZcCn4cMOJixWq14vCRk9i0eQ927jrIHptcPBHfueNruPveXwFwoLmlDTd+bTWqa+qxZ98RrDz/nJHebc4wQS77jTsqUF3XifhYFSblxuPQCbfoMPXYWPWv3z64AukpOp+vn5dVj60VmTh/YgW2VWRiZ1Uae0yvsqAwqRVfnMxDosYEpdSO+k4tpqU2IyfeAKNFhqqOGGjERqhFwSXM6yWdSJS0sC726dI6lpivFXdHrXel0SpHoqxvsnynQwqNuH/ltHDZzmjJS4lmwTKuhEooPUx8rBhbrQ4cPtGIr3ZWYed+dyz85GwZ7lytxT3PuHPWmltNuPGKqaip68Sew3VYeW5en/cINJHknpIxZD90YkySH8Gh1iL2nMkmgVIO/Dr3NNIUZxsFezK7axt26JdjZcpGbOtZjJ098zFPuRt6iQGFE+y+7cf0DJajUlVvYx4VtTK4wVOvlSAxVoKtB8xIT5IgOV4KrXr4EqxDESpdRxxohpyJFc8xy5gnhdJx1n4Ij3OhEl2iZUVCzKizMyMuVv7819ewd99Rdl+jUaO728TyVRIT4vDdO2/E3154AzkT3K77gkk5OH26GivPj+w+jZUQsNFOl9GCO37yMZITNZBKxchM06G0oh0FufF4+YnL0dJuwsN/+NKvUCHIQ0LrXuQ9WZpXjVMtcVh7Mhfn5NQiL76DGRqnU4xOixy58QbozhgtrcKGySmtQIoIOBn8Ps9QHECbMx6t9gRsMZ2LyYpjyJZVIxrZYYhhDR8FehxiFuI1SR2cJ2m0CpVoFiyjzYCEnRBDWJ7+x07WX4nQKEXoNrtwut6GxBgJ7vrGHDz/r73IyYplzxfkJaCssh04ozW46BgdDDZXpY/9ELuQmShBaZ0dBdM97Mfv1/kVKoTG2Q2RVgKpyIGl6q9wyjoRa7svwDmqrf3tx+Qi6DTZ7HUkMibnB9GJ3osZhQq0dTrR2uHAlv09mJwnR3ZaZMrFD5U90GOS0dA7ZtklEtSpVMg2RdcC3Wgk0qJlPc9ZCZ1LLzkPBw6egMPhwPe/dzNa2zqQlBjPnisqysM1V12A85YtYH/Hx+nxxn8/wW3fugZS6YjvOieCkKF59ImN7H5TSzeSEtQ4dLyJ3ajSFyXQ791Yj+JJgTvG2xxiiEVnm4ZMSmxHssaE7ZUZiFP1IE3XjSStCXEeZXqHAnkgEiRt7JYvP42vTMtgcmpQpDiBaPKuHN8LnO5R9elI/35zImbqjNAN1KF5lIuUaGXcC5VBcOnKSThwrAEOhwv3XK5Da5cTSXr3anSRtgzXXFKM5YsmsL/jYpV444MjuO3Ou7n9GG/2Q23HoXIRDpUbMDX5LTy8tAF7j+tRnBA4JNAmkvW1H/JSJEuasV1yCeJqvOyHxrcXJBRRTOFfCXoJu+VnyvDVvh4WSlaUK0dIBMoDC6ECmD/2nlaiLFeNKzsqIUhJUVE+Crs6ofbwrHBGTrSs9xAMnu8TaTsTKYE14kWcJxfn4+YbL2X3//D4S3j/w/V4570v8MW6rUhOisf1116MpCS3eDGfSbaXSNyxpVQljLalfJdwwb0q0cG/3j2MukYjvnfrXBZzHhvjNioUBnaitAU/+c06fLz+JG69bkbva7q6nXB4dTM82pgIldTOkvAFKARs1aRyZMV2ocOswJaKTHxVlsWETTihRH1KwuxxqbCpe/h7OfijyyLGMzWZuCWtoTeBfkNbLDZ36HFTytma+eNBqESLQIiW/RhtFE9Kwk1XTmP3//h2Jz7YZsK7u2X4oiwTyXoxrrt0MpISNOx5s8UecfvBCZ83RbgNyX7Ma0aGzopYpXsCPSnejBPNCvxkbTo+PqnHrTPPjk9GiQ4OrynRyZw5UIl6+toPiaG//WicB5vdq5PuEJFIRFg+V4UesxOb9nico2Eu+03hX8GEgFHoF93qjwBvZ2fjkrra3gR6/aQcHIiLxwX19eOiqWM0s97j2Hv/DqP5N4mK5aXVFy9nN8pfqatrxtHjp/DJpxtRUVGDO2//GvO6PPLLv8JsseCy1eex1Qen04k/PvkPtLW5O11ffeUq9PRY0NnZxYyRIHA4o5P2Dnco0n8/PMoSI2O07pUlmnhUVHdgWlEyrr64CGVVHUzItHQAx8qsfXIrkuMlSM6ZhMr9/Sui0XbUa4VuU9GCuk4ty22hSmHhzG2k95ql3I8vu5fD4pRDIfYfcjAc2J3As7uTMDOzB4vVZweud5uTcH92DRK9qqONVZESTeFgo9mARAOrV0xiN8pfqTu8EUc7MvDp+lOoKEjCnTcDDocTjz6xCWa7nNuP8WY/jsTBYJEgRuEe1/StNCmXY7LUiCvzW1BxQskaBreos1GingbRmWR5IsnWgFRJEypt7tAuzwaQZCL62A9FJrbu78Gyue6eXgJDDTWk95pVrMSXu02wVGyBIsxe72AggSJghwivIhPTZUa0nK7C+jOPf5mcghsrKxBrs/HxbARt1PooOPah2lNlfuroESsCcrkcOTkZ7LZg3gzc/YNfQS6X4ZavX4nS05XIy8tiifbEoSMnYbPZcNEFS2A0duNvf38DmzbvhlqthMvpwrN/eZRd6PS3N7SiRiWSs7LSkJ6WPGa9KqO5bPGP7zoHrR0m7NxXy3qn3HXLXHz2ZSkOH29kIR+frD/FbsQFS/OwYulU5KTLet3lTqcLDa0O1DXZsTinZkABkh5jRLNRjXWlOViRXzH05lxe2CGFROTb0JjtIjy/JxE7arRIVNvRYpLiyQurka4Lj3AQaO+R4M87kln89q0z23pzcUjAdNklyFQM0HdmjImUaBAs0WBcxgI0KaQMgdzzlyEXVMr8C9zz8GesxPkt185AaUVbyPajzJwEpUrdbyz1Zz84QydcvVSY/fjsr9i2X44PzIm4Pbken1bE4ji0cECEz1sT2I1YEdeG83NFyDaXoaDHnT/rhJj1Vam352KxauvA9iNJiuY2O9btMLFqXmKx/wpgg6to5oLEo8S8p3fFnLQYz/9rD3bsq0VivBotbSY8+egF7lxOby+MjxAwXw2DvUUKYYAUfzNlwWC1Ifbw8d6keSf1MZNKWR8VzsjZqPWj1JaYTzcA7jWA6BQr5C3ZuesQJuZnIznZPWgIVFTUYvvOA8jNycRnazZj1szJ7PHlS+fjqb+8ip4eM7q6unHZJedBKpPirbc/Y/1YXn7ht1CpFLjvgd/h3h/+GkajCd//3tdx7uI5fd7/j0+8xF5XU9OAXz16L/scTnRBpUifenEnaus7IZNJ8L9PjuNkWSvmz0rHiVOtvW7yqy8uxpL52bDYRKhrPuu1IGNBBoRuqAkuYXxGehMq22Ow9lQuLiws77uaNoQ4X4dLDKdLzJI0fWEwS5hQIUiopGmtePVAAm6b3Qqt3AGrQwSxiKrXiJmYaTVJkaSxs8e8aeuRoNogh8UhQorGhniVA9WdchxqVGF9mQ5LJxhx07Q2sCrPZ4zUcZMGyR49VcaTSBlJwTJajUs0QN4Sqv41MSeeJVB7lhhm9mOXjY3rn288zZrEDtZ+XHf79zBjwWK2kCUIFm4/Ron92JGMWoMcMrET7zUl4pRIjVkuA0ql7rBAiciFa6YZsGSCERYRcMwyAah0v14MJ1KttchStQZdEGJGoRKV9Tas3W7ChYvdnxGSQBGEhVeRCVqcc5pae0vse2PoMjOhQpBQSUvW4tW3D+K2G2ZBa3HCaiN7CJb7kuhEP/vhKVTabFKcKpHBAjGSYEEs7KiDAnubNdgbn4AZpnZkHyuBRxoPDLF6qHrMUHo0h+QMr41aPw5syYiJlT37juKFf7zF3PG0OiWTSXHe8gWsEeSvf/83pCQnslWv+Hg9qwxGvPv+F0y47N5zGHNmT2Hb19U1oaW1nSXiazQqtl2MToPGxhbc/u3r8O//fIiMjBS88NJ/MWN6Ea68fCVq6xrx0vO/wcuvvoMjR09xYxNFZSY/2XAKhk4z60YfH6tEVa0BDosdcpkY3/n6HPz933txy7XTccn5k/q8Vipzwdgz9MGSkiXL2tzVg8JFkyMZKVL/Xq4UrR1vXlvO6vT/cmMaM0pU//8nazNgtotZaIJM4oL1TE4NGVmKwV6Y2Y10nQ3tZgkTObWdMiZMsmKsUEpdqO2SMSGUprNhanIPHjy3AfnxfcPQKBb73aZEXJTQNm5FykgIlvFgXCLJ3i/X4cVPjGwRgFaQaUFj+aJyVnDj109sZfbjwiUpiL8sh602D8Z+XP71b+Pzt/+DpLQMvP/aS1gwM5/bjyj2qvSzH5nZqDI0wuGUQKEV4TuTm/H3vUn4elIDLkxwl7WW5bsjL6QuI4wu94KRp8ehD2dCwAKRFCdBWbi60J8RL02dGqRo+4ofT1IStXjzuWtYNMEvn9rE+o1R/zHK66Q8LdobmRSstwyQCwlciFWdtR8tTVo0NEnRAAUTJumwQAEn+7vTJUGC1YpcsRE3V5Sz/inrPYQK3a3MyUZGTS0f00bIRq2PwuM+pqqBSc7E2STEx8JitTJR8slnm/DyK+/AZrOzla/yiho8/NBdLBSMmDdnGr79zWtwyYVLkZaWzBpGZmam4q9//jkS4vW9752ZkYpTpZVYvGgWXnr5bTz6q78y4fPxpxvx3gfrsGjhLObuVykVMJl6YDKZ8cmOKiQkGZCZNzHyDZk4PldKn3hhO2obutDW0eMecB1OJkyWL8rBWx8dxRvvu5ty/eudQ+wxlVKKzft6oFSIEB8jYYZiqFAyvsUe3suiyZ6MZMnAieu00vWTxY34vDQGH5Tokaq146KJBpyb3Q0HhWpZJfiwRI9LCwzoskiwq1aNI01K5j3J1lsxN93ERAkJFU8xEuh0bsjQoaFEjmVx7tj98SpShpNoNC7DgUg7E8CBsLyXEKaZEKeCxepgPZg+3VCKf/73AGx25xn7UYX/+/4SFgpGzJ2WiNtuu57Zj1T1qQHtx/R5i/Dhv1/Gi3/4FS658NyA9mPvviNISUnEpIkTuP2IJvuxUoPlmqN462gc3jjizkN6vSEFS2MNUEqc2Fi3GEpnDxKTDUiSNPcXKCGW2aYGkBbLEBPtvUK3mro1SNYOXASCogl+8t1zmDfxgzUlSE3S4KLzJuLc9EpWeKbr2EG8v0OLSxJa0ZOlZvbjUKkMWoMNGTBjBjpRCCMUcKHpiHvhj76JyGPc8q5padKo0aNWIaU+vIVZOMGJgfVRakvGVAd7Wtl66Cd3Mpf8ug3bUVPbwPqq0ID/1ebdeP2Nj1ioGBkOEis3XH8JrrhsBTMw2dnpfd6LqoZ50tDYwv5Xq1V48Md3Ii0tCakpibjowiWQSiTQ6dyrFBMmpOO1f3+Ad99f2/vaex79HVIzPRLqOBGHOgpT5+nDZ5o9nndODqviQw0f1SoZ/v3uITYA3/vt+Xjzw6OsFCXNB/Ydt7AmWvF6CY6UWrBgmntldCjQ+1Jvlk6zHDHK8CTDtzkSUCQPrnSxRu7ENZM7sCjLiG3VWrx9NA5N3TLMTjOhIMGC22e7RQIJmUkJA+eYDDRvStbYYXWK0WqTsS7OAzEeREokvSvRalyGCyFUS1hF9+5K7v28P+actwoPTmhDj9mG9Ts7UVNVjru+MRcpSRps3lmJ1987wsJnMtNimFj52uVTcMUFhRB1bUMW0yWSAe3HtEQjbrn3x0hIScPCHFFQ9uOPv/sxJnjZJ05kvSp+7UfLDqir9uLfh+Lweake9y5owptH3OMpcVA7Hwm2JsTZWnHCNhsLlDv9f0gQXhWChKpGLUJntxMxvUV9AxBEZa82kxJFSa1BhY9p1HJWrntRRj22HbPg7Y+PoWmKCLMnylGgseNb6Q3ubZsMyJEZgCygy+AOTyaBYvD+PgOMWcoeM5xiMSwKBVQ8Z2VYWT/ObMmIiRW6qAsLKBUSLDxrw8adeOKpl3HZpefj8kvPx+qLl7FtSJwQV12xKuj3vvnGy6BRuyeus2YW9z5OfVo8WXn+OUhMjMfv//gClq++EvOWno+YOF4FZripqDFg+94adv/Om2fj/MXu84LYc6gOH69zJ9JTyWLqRE2N4DqMQI/FhTmT3SthqYnSwCtgIZR7pJLD5e2xmJrSDIkQJzyEvBWrK/QqYJRcf1VRB+JVdrywNwlrSmOYsU1Q25EVYwtbxTLywlxRbMCTpVn44YRqv4JlPIiUSAuW8WZcAuGZfOxLoAwkWsg2FM2+gt2fuciFDZ/9G0++sB2XrSrAZasKWZio2364L5SrLiry+/n+7AflqRRMO5urEsh+UDWxlecvQnx8eENIOUOwH0Yx9tSp8fFJ929yokWJG6e24+mdyTAoktAjVmOmcRd7LqWqLjSvSgAkYhHKa22YOlHO7vdhIDsk2BgPcWS1S4KvAnbm/dMTJLhqsQrx2RPwwuv7sGavGfdeOQMJ6ceQWtsVlP0IZrySOJ3IqqrB0WmTMeXwMS5YOGMvDMwTMiorzluI6pp6bPhyBysvKdTCHwzkig8WnVbNVmZ0sXFcqIwQO84Ymqd/dSGLv/WEEuu/cc00do5ctHwim3zkZOnRbnBiQlpkTt9paU041pjEcleoieRQiZe0ocyahzx5WUivoyT483KM+M/heMglLnxQEosGoxQqqZNV85qZGp5O81cXd0DUYsOjZbn4emojztEbepMvx5tIicSAy0VKcPgSEP6ETJ+/yX5c8g1U1z2LDVvLcenKAkhYBYmh2Y9TpuDtR1ycnguVaLQfp9PxjelNcDXZsErRDrER+IWrAw0tRchK8SiiEkamFShw7LQFZTU2TMoOoZmjn8WweHM5ylpjkZcwQKiulxAioXRediX+oxJBLhWxHkQNzalQOpPwzfntmNLe3q/i12DIqqyGyOXCgTkzkFdajuTGpt7QMc74ZMVYCgPzRcnJchYe9uHHG5hHJCvTXcUlkjhT52LxqotxZM9OzF+2AmOF0VS2eOmCbMycmtrP0BCULPmvdw6z+0JSfVqyDqU1JmSnud354UansEEhtUMlC0/p4DnKPdhoWg6ZyIosmduwBgutgL10eVXv35SEv7tWjb/tTmRVbG6e1j5kLwu9/uql3Sjca8LLdWn4ojUOyesPQW4bOCxsrDNUwcKFSmSEjC9hU1JpwZy58/DR2hLMnJKGrHT/v5tn9TBfeFb/CkR+XjbrEbZj5wGsWnEORgNCif7RZCMGbT+6XfjXIXe1USGpPhlW1OiSMMl2pvTXQAQZAiagU4uhkIlY/sqg8RAuc5QibGy/BjKJgzWi7PP8APtGQv6l+89WW6Uk/N0bjzH7sVgrw2rUD1lY0OvJu6LvMOBU4UTUZaZhyqFj3H6MU1aM1Q72nkydPAkfffIly1fZvGXvsHxmdVkptq79DLMXR0+H8fFGRloMiicm+nxu4eyzlXaee20PS548XW2FxeqCRhW59ZsYhZXlrYQDsciFpeqvcNQyFe2Ooa2+ksdjQaYJf1hVi331amyr9l8lJlSmzHEhd81uGCuNODB7Blx8eWxIgoMLlRGyH+8dwZZdZwW+L4barE+AEvE/+Wwjli9bEJb344TJfpCX4eRuLEw96xn/e20aK83bMrcIzgQV1E5jxPYpRitGp9GrL0qgELAAIcbMfjjew9EyOdqPn/L92iBDlCkyQbAf+7u0OJrlrrQajklnTGcXZu/eD5XJzO0HZ+yKFbPZwjwqxP333oqbbrh0WD7X2Glgqw/vvPw3ltDPiR6oFOW2PdW4YFke+/urHZWwWO04etqK8+arI1p1JyeuA5XtepbcONgVNk+ox8pS9SZs71kEZxhG8VilE0uyjSwOOxyceLSL3cwqJdoS4iBxOOAURc3wMOrgQmXk7Md9ty/AjVdOHdL7Bet1MBgo/l+EZ//2OrMfg20sHOmGxPT+wm2sNoL01WyXipSsjHeXZd/SEQurU4TjmhlY2rEmOI/CIMd8alBcWW9H25nk9YAEITT62o/QXuvrs8h+LI41oKTbXdY7kGARbsHA7QcnUozo2bR5yx68+q/3et2TAtS4aziggbt45hxMmjqDxR031VYPy+dygmP91nLW8I2q+Dxy31L2mF6nRHK8hHWmjyRU12F5fiW2V2bA7giPKFKLe1AkL8HOngWspPBQyYixoa4rcCicySbCE9uS8eC6dPxhSwq2V2v6GDtBpAhoczKR2NyKOXv2s+RJTmjig7bjQmVk7cefXwpQ1cljghyOSfLcOVMxc0YRsx/V1WcqLYVBUPgTFcGIjmDeR9huLENNcOPNFlyW2Iqf5bhDvmKkDiRZG1CvyOrdjhLrw5Vc7+nBWD5Phe276mGv/Cq89uOgJDT7IXhevIRNhsKKeqscuqn+84PNYjHezJ6A5ydOYkn0KXlZrJyxP5qSk7j94ESEEctZoV4qz/ztdXbf2G1iA31KcgJ++INvsZKQwwlVHCuYOgPP/fph3PWzXyEjx72SzxlZ9h2ux6nyNtz9f5/1lqSkUsZzJ0uxdocJWakh5KyEWBGMUMkc0CmssDgkkErCI44oyb7bqcFu83zMV7kr0QwWvcIBgyVwIQryvNR0ynDnnFbUG6V474Qer32lR5bJhDKtFkm5ZljEEohdLiRYLeiQySFp9y5gyQkmf4WLlOixH4LXdSBBEihxX3hsICRiCWbOKMaDDz+B3/zqPiAv+NL3wYgJf14e79cGu92Y9qp4jPF7TitRLlLjByfduY7LYjugljgxq2sHvoy/BJmWIHJWaII/SO+KqnkzdIos3/ZjkJUlQ7YfAT4nPl8MQ5NHCe+p4t7+KgJVGg2alUpcVlODVoUCm5OSYUhKRoHZjBNqNVSmHjgkEpZgr+rpgUqr4faDM7bECjV8JC684FzWA2Xm9GIsXDBjSFXAQsFzAP/6PT9i/7/0p1/jkzdfw50P/mJY9oHjG1ql/O+HR3H0ZDPSU7SYMz2dNX2bXuT+zaTS4QuGlUscsDvD64CcpjyMbaZzUGdLQ7qsftDvU2mQs8pgno0f3zkWi3VlOvx8WT0rf0wdijvMUhQnmSF6pgvfQj1Oa7VoUKow2WCAUwQoHQ44RCJmjPRWG+YZDRiajBp/goULlRGyH8vykZqd6dd+BNu3JdhtfPHjH93G/v/lr5/BK6+9h8d+8QOEm2AEx2BESbCFBEad/dhkwvFuDVJcFsxN7EKczI6p2m72vBRh8sp79DcJyX4MUqgMaD+CTLrvYz/EbvshsDE5GXviE/DNstNItFqRaLHAKJUix9TNbrPb23rth72mHi6RCFK7HdP1GmY/TN3dsFSHVkSGM7ZYH6E+ZSMmVvJyM3HXHTfg0zVf4cCB46yiCq2WtbYZkJQYN+xdgCtOnkBtxWlceuOtw/q5nP7sPVSPtZvL8KsHlmNiTnxvrwSB2iY7YnXDE8FI3ewlojDEbHkxV7Ub67pXIVnaxOKRB8P8jG6sK4vB3/cm4o7ZLazU8aFGFdrNUnxYEou75rbg1f9oINfae0O96EhONBrZzZtJPh7jDDwYc6Eywvbj+OYB7UcooiVU6D2Pl7ag9HQVvn3rNUG/Lpo9HqMtP8WTvZuOYe3ORDySW43kMiP0qX0FbL08E3p7CCXpQ/WueHh3RtR+DCCKBPvxUl0arkMNa5NanayDUSTD1qRkXFFbwzwptJgl0M9+0FejFxqNZ+2HToX1rbwSGGeM5KxIpVKct3wB/vjbB3Dbt67Frj2H8K07fobv3/cYPv08PDGeoVB+8jgcdjvmnLsco53RvFJG3ekf//t23HrtDBTkJfQTKk6XCwdPWnqbQUaaHrsUWoUtLEn2nshFNhTLj+OYZcqg34OSJB9dVo/aThnrxUI8cE4jLsjvhGKbOxcl12hk9qRU27+s50iUHxwrCLkpXKgA8/Xhq0gXaftBoiWUSmC+cluExzwfP16lht3uYPsUbhEyHkXNYGnqcODxbSmsX9QkdU+/CY4TIhzWzsHMroHzmiJiP8JEQPsRZHUwwX7UWeR4H6nsse+gCvNaW5B8prnjYO0HhzPm+qzQChh1sKdbh6ELL7/yDmpqGpgrdzi9K10d7awxJGdkqap1x7t+vrEUSxf2b+5ZVm1DdqoUctnwnBtqmQ1GiyzsBocqgtXYM6ERu0MTBotG7sSPzmnCQ+vSEftFGyYZDTgHZ2OGpxs6WKjXhxmZyO024pK6OiicTrTIFbCLRUgxm3kDL86gIVEbntakkbMf3nkpwv+hrPIL2/prXNne/na/Dvf+4OIjclSdKbzyWU0cZtS09User1BOQpa5HHKXNbg3HOLi1GiwHz/IqsHDJbkoghFTYMTqujqf9kPZ1o7bWpu5/eCMSChYVNWWi9XrcMvXr8CGjTtww9d/2BuXHCnvg+CB+PiNV7F3y0ZMn7coYp/HGZitu6vx9Ms7cfXFRbj7m/2NBHlVTlZaUZQbnv4nwVCY1IqvyrOZwQknDkjQaE/BDMWBIb9Xw+86sPRUPdanpqJL2n/9YWZHB7576iRsYjGem1SAdzOz8MLEiXgtNw+bk5L8vi/3rnACEW3nRzD2Y6hhSL5e/89X38WGjTtRPHcxFyIjbT/e78LVxe34JvpX9iSvyin1ZBSYjvY+FpYqYELYl49eKqPBfsTKHLg+oxkfIAUG+LYfU3bthVMsCcl+cDhjVqwQiQlxmD9vOrsvk0WmQznR1taBg4dOwF61HQe3bcIPvn8LVl39tYh9HicwtBL673cP4VvXz8T1l01BRmr/iVBJuZXVr5dKBrmWEyAR0h8pOhMW51Rje1UGwolMZEecpI0ZncEglBwWclGmGTrQpFDgiN5300mV04nrqqpwWW0NEi1mfO/USXyr7DS2JSWhQj38YTycsSNUjFE0YfG2H4Gqew2lMSQ1pz1UmYi1B9qw6atd/eyHv7LB0Shmhqv/SiTzVVzVG/Hvt/fgluQ6rDxWi1S4PSddR87mW5BQmWA+DQmGr59auOyH7bg7LCtc9qPPexUrsUjfiXoosBe+vYNSuwNFx04g6/hJGNoNmLFrX0D7EW0LGZzopUejHR1hYL646oqVOHmqHDpt4IZFg8XpdOI3v38eNbWN0KhV+M6dN2ABM3AtUW1UxjLdPTa0G8yYeqbily/aOp2YNkmB4UavtEKvtOB0kxpf7GrEwqIZmOU8OOT3TZS0osWeGHRFMM9+KN5IXS5cVF+Pw7GxmNPWCrnLxbwsCoeD3feXXH9xXR0+S0/Hd0t9dEY+Y3R4XgYnEE2TB593NdL2I9TEe9qe7MdvH/sFauq7oFSrceWt30H8FN8d7D3tyGjOJYx2us0utBudmJJm8rtNuzQRU7r3R2YHApTFH4z98BYnvohrbUCLPHj7EQiZ2IWb05qwtT4G505tQ8cRRx/7IYiP9a0diGvvYPcP1TXjYpUqoP3gjF/WBxkK1pGSNnrFSm5OJhbMm4H7H/gd7vnezZg9a2jG0DN+mTod79h5EI1NbXjlpd9BJpOyZE1vPA0LFy6RRyoWs2R6vU6BYyebWTWwa1cX9/GwqJUiGLociNFEziHYYXSivNGOmmY7VsxU4qsjFmw9aoFYbIJMn4cjR6rQ2e1EUr4MmTFDi0OWiWysXv6Fks+hFFtCFijezDpTVvK5gkJkdXfjRIz72E0xGLC4pRlJlv6f0SZXQObizbs4gzdELuqzgOi2HyRGAnlSAoqWmMVA59Ze+/HB5jI0tJjx87++BIlU5tN++CLa7chAfV2GSqh5QqFA3naxyIUYqR1luTqsKdfj+kmtSFeczU1RObvRnZuMeFmQ+SrhsB81WSw8TSxuhEyV7Nd+eIoTf6Fp/bwr6oHtRzAI77ssrgMH6tV4DJOQntmNk7ExoL6O3vbjrHDp5PaDE54O3KNVrJCw+PY3r2Hu/Cf//E/85IHbUVQYfKNGKmG5dds+7Nl3BFXV9WhpaWOP5+VmoaKyDinJ8Xj4obugUgUXr8qFS+SgztPrt5Rj0dxMqBRS3HrfB73PXXNJMctTae90ssR6k9mJGQWR9ay8t9WENXvdg/frG0yYlCHFsmkKaFVitEGF25Yk4IVPDHj0yzTWw+TOOS3I0g9OtExWHEOTPRkWlxJKWAYlUDyRuVy4oaoSlWoN6lUqnNvcBKXDid0JCXg5Lx9X1VSzPipmiZhNLtvlcuyLj8dtp0sDvi/3rnACCRZ1Swt6CgsR3fbj3KAn1L32Y+cmVNUZ0NL2HnsufUIe6qs/RHxiMr55/0NQKFUR/iacoOzHx2uwqFjBek7dfrzI/YQIuM7VyvJUOqTxqFAVwCTWYLb0bL5KJHjvYBzWbDp91n7kAssWToBWI0dbq9NtP9aJ8OhXWUhPkODOyRWDth9FpsNolqXCWC+CxGHuJ3JIhAQrfAi52IUHptSixKRChVmJK+rL0H3SzuzHK5PycQtqMPWUEpVn7EejVIH6IOwHhxMIZXc3gmmaEJViRWDqlEm4684b8IfHX8SVl69ktfSlUgm6u3tQWVWL557/D6xWG1JSEpGQEIeYGA20GjU2fbUbCQmxWLZkHq6+chWSk+JZWcmSk+UoLMhFbOzg4ymjXbiMtlCDwyca8Y8392PrnmoWCkbNH+dMS8MVFxYiMV6NAyfMbLWqYIIcaYmSiFeIa+ty4tolaly1WIXSOjsmJEuhlLs/c2eVBSqlEo9+XQTr8T1477gerx5MwMNLGwb9ed0uDXTizkELFG9oT4UGXgIrGxuQ3mPC52npcIpEzLVPgWHdUilWNjQg1sZr4nMGx3q7CMlJSdGX/Bik/TBZHIhPTkFmktaH/TgXc9OmIy4xCRNkDdh4uA3ZEwug85MXxhkh+/F5N/N+d9skiJfaMEtnxKWJLUiU23FIMxddCYkokJcgTVrf2zw3UlAuE0UEXHVREUor2jEhUw+lwj3N2nm4B6qcDDx6vwTWio1sYcyX/QgmBEzAJNFA5zAE9dpg3peOT5Gmh9266h1AETAJTSiGGf9DGmw5bvshoSgHu4TbD86QMOt0MI/mnBVPaHUsLS0JL738NtZ/uQMyqYTlmuh0GlywcjGWnDsXjY0taG3tQFu7ASZTD75z59cwbUpBv4ntgvkzwrpv0S5cRgNHSprZ/yWnW6DTyvHcby/p83xsjAQKuQjpSZE/Vcl1v/uklXlTJGIRCjP7FniYk1EPsdid/yEvnouFXQexuUo36M9re7sbGamHsDZhMeTTapB8/Dgk9jB1V/Zicmcnuw0W7l3h9EMshnTV+WjfvBUJBQUYjfYja86FaGtuhNJY4dN+CON6MyZiypyR/jYcb47s2cv+L6m2QStx4OnCUpZUr0t3J57H2tugltoHn9cRQkNIZj8OtmBSbjwkEjEK8xP6PD+nWAnxmXx4uVSEhcvOwebDX4YkTryZ2HMcW/UrkWyrQ96JEniXJBrKe1PZZ6FAwSx0shv7gDMf0nSCh39xBp+34hKJULl4MdLrqmGE75y/USVWiKzMNDz68D04fqIMjU0taGlpx6SJOZg5o4gZlLTUpKjzaHDxEhzLFmbjo7Un2f3iiYn9nk+Kk2Df8TCu3FBFMD/JkO9udSdnXjTXd3iHVNK3E3FGjBUtJinMdhGUUldQ4sSb7IYTiDG2olyagbpZs5G1e1eQX4TDGUFEIsi+fhMcBw5C3B5CN/Aosx+lPSlYlEt+oTS/43qwY7lgA/jYP3xQiO5HO9wT8mJ1/+T6BFsjDrZOQHF6mD/Yh4jptR/LJ/bfvmYTpJ7VKDOXIcPuREunE2aHCEov2xIs+T0liLO1ol6RiePqmZjevQfDRfJUMZqOcMHCCR062zdfchmKSk/CdqZy35gQK4RYLMaUyRPZbTTAvS4DY7U5WAL90gXZkEnFuOPm/kuX1MCekvwizd8+7sK2Y1b88GpdUA0na1vsqKtXIy/Ogo9K9LhuirtCSjACxZtYYzPUXUp0J/YXa9EE965wBMSFBXCWlcF56DDEWZkYy/YjVBHCF67CV30tEBRKldF2AAtcsZDChZs769B1pO82YjjhHGqQonc3eB+ell77ccdCyOWSASuE1TZ0oq6hi9mPT1sTcHXy2UqkoRJvb0GPWI12WV9PzlDxLPvM4YSTtrx8Zj8Ob9sF3YwiaMaSWBnNcOPVnz2H6vD489tx1zfmYM+hevzhZyt8btdlcka0+hdBifubDlmQkSDB/KKBE/hbOx340QskTlKwMNOI0+2KkMSJLyYktGLbhLlIO3gwYqFgHE64EGVnwXkkssnK0Zbj528BaqD3CMU7wwnFfrTirrlaHEIMfgbfSd5GSQx0js6AIVGDbgx5xrvSx37MCtBP5Yx4YfbjGbc3cmGmDac7hl6ogQTLUe0sFHUfhhTDYz8CeVX4ohYnEIfjEkK2H1ysjABcvAAup4sl0O87XI+LlucjKcG3tnY4Aclgm0AGiVopxsx8GRrag1tJ0qnFmDNRhq4eF3bUaFHkMg5apAgorSZk7tqFE6svhbKzE7mbNkI8HC6lEOHeFY4oMQHijHQ41m3AeGW0FTKJpu8VDq8Ksx8xYuyrV2M5WpEAW2+ehScOkQQSl31IuRsDeVp82o8Nj/d/3RmPjLf9mKo5WwuJ5dt4fYdgUDlNmGbcg01xF0Hj6MK8zs2QIPrsB2d8562sb+1k9kPqYT8SCtMRzNXJxUoUG4ixLGLmzczAnOnp+M6DH+Nrl/nvo0Ml3IMswz0kJmfLoFGKgzJQcgAaWyLaTXL82FWDuDOGcqjE1lSzW8O0aWgqLkbq0dG/cs0Ze0hWroDtnfeHJz5zDDCWx/ERtR8JcfjOEzbchzq/27kghniAPiCCkBmUh+WMXZis1kOjTHN7T7zDxry297Qfj+bWIV7W3xMyGNGSZq1lt5OqKShTFWJSz/HQv4/H53M44URY5PS2H60lddB4pHP5g4uVKGasi5iOTjO6jFbExarw6BMb0dxq6lcNrMfihEwaWc+Kze7C53vMuPsybWBDcwZqCH+4UYX7FjYh6cuesCcsxpeWomLJ0qgVK9y7Mr7Dv2AyAUOoLMeJXsi2RNK7EramkDWb0HFoP7qs2cgqduLxqjw0W2X4C0r7iA6bNQZKyuYtQ8SwOYDPS2Nw91V9Q4j7NXo8Y1s87Udes9lvBa7BkmUpw17d4iGJlcGGgHG7wAl0XgzFfnCxMgoZKyEIQv35b//oQ/b/jVdO7bdNdaMd86cMMqbYH1SVxcNNf7RBBakzAVOs7mZeA0EVwCwOEQoSLIhEHSRLTAwUXeHpu8LhhBPJsqWwv/W/kd6NUcNYWViKRpRS94T5zhPuhqRfS+5vF6tt2Ziv2hnR/TjarIJU7MIU60HYPhg4oKXhkB0Wqwi5TQZ3Y6ww0y3RsVCwwRJILPHqX5yRsh9crHBGBKqG8vRLZ43I5ElJuHxVQT+Ph8XqgloVYhxYgCosvqBO9Ba7GAcbVJiROrCnZG+9ChPjLRFrMNaWmwd9TTWiGe5dGX+I0tIAi8V943BGyqtyphrjnz9P7f27WN2N1YmtfTwaNpEM5lgp1JqeMAXqDmw/JvuJvvcMNdvfpUO+qsev/RhMzoqn0KhZmINUa+2gXsvhRKv94GKF49OoCCUmw8nJslZs3F6BvOw4vPH+EVx5URFWLc1DZY0B+Tlx/Zp4ltfYkJshG7QICZZkjR3XTWnHu8djMS2lh5VL9ge58N8/EYsfLHCv4sVfpxlycr0nsTNV2D1lCjL3DByOxuEMG1IppBdfANsbb430nnDGKcx+rNuOvFQp3ljficviDVgRX4EqsxJ5Pib/FcqJmGD2XSUsbBXBztiPq+Ob8M4+PYpy2ge0Hx+0JOL7mTUIF54iwypVoFRVjCnd+0J+7VDgC1ecSNsPLlY4EV8FI5Fh7HHikafa2J+btldg5SwlLimsg6S5HoUU6lvff1AvLc3HBQVlQM3gGmaFwvKcLnxxWoePT+pxeaHB73Zl7XK2ilaUGJnVZbndgvwN63HsiiuRvn8f4svKIhEpEBa4d2X8IM7LhbOsHOgJX47WeCCUyo9jucTxUO2J0WTFI49vZPc3iS1YmWvERYo2UKHIAnX/c5IsRrmqECvaPoLteOQ9BktjO7CuLQ6ftsbj0kS3nfPFyf2A1Snyuc/BEkhgkP2YfvhLrJ1wKSZW7sOk1Ko+9mMo4oTnqXBG0n5wscIZFtRKEb51gYaJlrc392DNXjOuOEeFeJ1vl3dlhx4ZMV0sFng4IKOXpLazbvSB+LAkFpcWGCIWAkbEl5dDX1ODulmz2C2usgopRw5DZg5j+U0OJwT3vWThAtje5F6VSIsXXtbeN2qlrK/9OK3HMlc9Yj16iniGT1Ur8pBmqYIEjmGzH4lyGyzOwCHLH7ck4JKEtpDsx0ACo1/Y2JFyJLXXoDR7JtbGz0Z8VSVyao9AYeP2gzN67ccwFIXlcKgTvQjnzVCitcu9OnPfVTq/QoU41piI4iF09Q2VTZVa1BtlAb0qnRYxdtZqsCjrbF38SEBVwSQ2G7J27cLUd9+FuqUFJy+8CI2T/Zd4HimE+umcsYv00otho6RIq3Wkd2XMQeJEuPl7fqT3IRoQi73sx8LGPkLFm+Oa6Sg0ebWzjxCUj7K5Q49GixyrE9x5M77oskuwuzMGC/TBeyIG6wmROmwoKt+NhV+9C72xBXunXICK9MmDei8OJxrsB/escIYFp8uFV9YaUdviwN9/EA/9AF3p8+I7sL40Bwuy6xCvjvyK0P+OxeI7c1qglPr35Lx9NA7z0ruRqu1rJMOdt+KJyOVCfEU54irKcfr882HValjzyGgNDeOMHURZWZAsXQzn8RKAe/XGBVEpWGo2nbUf1QY8U1gF8XZrQO9Cbs8pbIy7GPM6tyDO7l9AhIv3mhNxe3o9lBL/9uOdpiTM1XUiRR5Z0e9Z/lgEF1JbKpDSUoEDRefBrNCgsHx30PaDd6nnRIv94J4VTsRxuVx46p0ulNbZce+VugGFClGU3IrFOTXMwxJpyGNiMEswOcn/BbW3ToVt1Rp8c2ZrwATKSEEfmb9hAyQWK6rnL0A0wb0rYw/pVZdDXFQA+4efwLFl60jvzrgmUl6PaPem+LQfC5qglw7sbSjoOYpFhi9xQj09aO/IYLrc02s67RIY7FIUaUx+t9vfpcV2Qwy+kdYYtP0I1qsSzHb0kTNPfAmZ3YqS3PkDChThxuFEi/3gYoUTcXYct6K62Y5ffzMWCTHBl2XUKazotnpUAwsnBfN671Z2yJGlt0Hi52ow2UT4+94k1sQrQT1y5R3J4CSeLIFZrx+xfeCMD0QxMXCsXQ/wfj9Rw2gI1wp7cn3NJrf9qOvGowlHEVPZHfQkXuvohEmiQbjxFjVVZgUyFRaWt+KLHocYL9am4ftZNT671YcTOjb+jg/tXkbDSXSr+tsPLlA40W4/uFjhRJS2jh68tq4b37xAC3mIneidLlFEmmZ5C5GPTupRlOh7Va3HJsKT21NQnGjGtJThC4WhvBWfiEQsNCza4N6VsYWzsgriObPcf0ilgFw+0rvECROjSfC0dTnc9mNmK+QhFltxDsP0xjZRhc/MSSjOsvoVKk9XZzKvy1Stf89LJEVKH1hmv/s4coHCGU32g+escCLqvv/dM1uwbLoCM/PdJ2tLpwOf7OzBomIFCjL7ek1KW+JwqiUOYpF7MHW4xCx3JXL7Bzy/JwkKiQvXT/Hdi/5YsxIVHXI8e0ngJo2RzFvxxOVhbDicSOHYtBmyb90C54FDkN54PUQqFWwv/GOkd4szyhiKV8VVvRG/e7URS5SdyN7cAlqjbYMMG5CE2TBgxtS+AqFMWYDT6iKIXe7Jt0MkQU5PcH1WQkHoydLPfpzqv+0JkxqVZgX+XFA6pNyTcNqPaFzs4owtHBGwH1yscCLGkZImGLutuH6Z2xXf0O7AfX87Kwo8xUpJczw6epS4sKAMYrHbEPTYpVBJI+M2b+104C8b02B1iPDzZfV+E+v/tC0VizKNUARIvB9OLHo9FFEamsP7rowhXC446xsgu/XrcHV3w9nmvm5FE7IhzsqEaMIEuGpr4dj41Ujv6bhkMD1ZRos3ReBIhQ1GqxjXZDajuxlohhyPigrYc2QfZqC5d9tTqskwSOOwou1jiOFkyzlmsQpKZ0/IIV7BNIhsNUnwl53Jfe2H1+vovZ6sysKCGAMUw1SCfyBMyhiozNFpPzhjCFf47QcPA+OEBafThS27q9BhcIdK1TZ04qkXd+Kb189kZYsJq+3sgC14WtjjDjFOt8ZhXlYdEyoEvUQts0ekn8mJahueeKcLWXorHju/DmpZYEMyPWVkGuH5CgVry8tDXEXFiOwPZ3zh+GwNbC+/CmdZBWCxQHrNlZDMmglnXT3sH3wEccGkkd5FzhjxqvSxHzWbUHtgPZ76Xzu+kdSA7qNu74LVIyZ4Xs7ZkCqrSIZyVQFmd21jQoWgLVXOnohEEZ9oUeCJ7SlB249p2sF53MPtVSHqk/Ig31U+qNAvvhDFGUn7wT0rnCFz+EQTfvOXzez+NZcU47pLJ2PdlnKYemyYUpgEtJWy2ONf/MvdwyReJ2Y3gUP1yZiW2jQsVba2HDXjmQ/cfVLuu9gAqYceoFWyryq1yIu1wOIQoaRVCbXMgWRNZJMiQ3Hhd6WkYsKWoXWDjiTcuzL2cO7bD/HsWXDs2Qd0dECUnQXZ9dfA/umakd61cY2npySQlyXaPSr97MdMYN1+M0w2CSZrupn86IAUTyKPbRPrsiFOaut9/RHNHEzp3gdxmMJjPRPovb0sW6o0eGaX+1hTwZVA9uNYswZqsQPJ8rP7OpI0HnWhsTAFUxvdxzoY+FjOiRb7wcUKZ8i4XE7otHL09NjxyfpTaG7txvFSd0PHT9adQq7agiffdbuerzlXhQvnqBBzpnxxl0WO9h4l5mQ0DMu+7i6xYslUBW67SAtlRXmf55q7pXhp39lSyXPSunH/wiZMSQ4usT7SeSutEyci4fRp3mOFM7w4HHDu3sPuSs5ZCFFqKmyvv8lWyzgjj6dQ8RYmoYaKjUSeSj/7US3B8Sr3BP/TlgSkwIQXRdns70tcTViGVqSf0RDmgkQYmuMxy7gDw8HuWg2WZHfhttmt/UKHve3HbF0X7s2qQXGAksbD5VEJxX4EEihcvHBGyn5wscIZNF1GCzMuhMlkwy8fWI5N2yuxdnMZVq+YxJ577/MT7Hm9RgRDtwtXLVZD6lHj0e4UQSu3RSTcy5OKRjse/EcH1AoRnv5uHJRykbt88cndvdtkxNhw19xmnGhRYmOFDt+Y0davAeRIhIIJLvumomIUrPkc0Q73roxNRHm5ECUlwv7u+yO9K5wgiWavSl/7YcUvb9Fj01fVWHs4BqsnGfCJQY8PWxJZTFeMy4ZOkQwXowmxHg0g7ZBC4+iK2AKO4GWpTYvBg+symKf96YtqfOY4etuPm1IakaKwjYgw8QXZj8VVX0DmYVME+HjNiXb7wcUKZ9CrYiRK3l9TgtQkLXPAv//5CVx1cTEm5sZj2cIJuGxlAe566BMsKJJDoxRBpRD35qQIVLTFIis28gPlY68bkKgX4xff0EOn9p+qtTzHyNz5Ze1y6BUj11PFG6tGA4ndDqk1st2PORx/UEUXZ03tSO8GJ4oFyaDthwt4f1sPrsrpwsR4C5blGHFZoQF3fZyNeTGdkBvsULqc/URJhS0XGebI5/A9tikViWobfrG8HjqFc0D7cbpehhiv5pXewoSqfQ0HJEyY/ciyQ+bg9oMzOu0HFythoqa2Ec89/x9MzM+GTCbFnNlTMbk4H2OZi5ZPZEZmw9ZyxMeqMGNyKvInxLEbEatX4h+PXwZN23a/71HfpcWM9MaI7uera43oNrvw/L3xkA3Q64W+D62KXTKpE6oBEieHk5aJE1lDyNEC966MPVwNjRDPmzPSuzEmGbf2w1CODQdMiFfZMbWrHtmNnaCAL9txgGpIPl9UAo3ECWQJr5L0ySWpN6ZiRt4BiEVnc0sG04k+EP+xpKPbJsHzl1ZBNoC+EOzHRQmtUNF+j4AHJZD9aDrtZN56T489hzMa7AcXK2Fg3YZt+GLtFnQYjGjvMKCtzYBTpZX41aP3Yqxy8FgDDh5rRHOrCa3tPXjj2ash8hHLpVHLqTi+X1J1RjR2aZAWE/5cD7vDhU6TE4Zu96A8kFAhTrfL0WmRYEm2Owk/VCKRt0KG5Vj2BBR+9mlY35fDCQWXwQBxehocCgXPVwkj49p+NDjQ2unEG9dUw36iv8hgQiUAqdJGNDpSkCYNf86j3Ql0OqQwWM4IpEBChUKKyX7sOMjsx+I0dzGZQAyngOkIYD/4ohJnNNgP6XC5hkX6czGWqayq772fl5uJm264FGORPYfq8NXOKhw/1YwVi3MhOZN/8urbB1mZ4lCZlNiOfbWpERErGw9Z8NJnbtHxjZXuXi8DYbRKEKe0QxJFRb0tMiXETgcLAxtNcO/KGMNuh33tBshuvJ658x3bdlCywUjv1Zhg3NmPE3VYMUvZO86+ejAeNyvq+m3vWY1L6IHi6TmZJDuFfebZfcSK9zaD5auOWPyzPo3d/8b01n7CxDPfsZ/9EI2cR8XbY2JT9rUf3KPCGY32QzrcsaxjUbSsOG8RkpMS8OzfXkeHoQsP/fQ7iNFpMdaglbDn/7UX115SjG9fP5OFedkdTjS3bcTnG08jf0I8lixwV20Jlm6rDGpZZEo7nlMsx0ufATcsV2P1fFVQr8mPs6DSIGfNyLTy6BjUqTZ+Qmn4OzFHEi5Sxiau6mrYXvkXRLk5kF5xKexvvDXSuzTqGUv2Q7DvvnJX+tiPJT2I1YqZ97u5sRafl+qRk2HE4hDzF7tdaqjFkRHMC/WdTKzcMLUNqwv87JeXcMmPE6OyXQ5jkhha6fDaD38ipDU/f9TZD87YxDUE+xHx9WPvQYv+Fm5jBQp/mjplEjM0FHM8Wg1NIFwuF5755y5MyNTDaLKivqkLb398DE+9sAM/unMR5s/KgNkyuJV/uVciYriQngn7UsiCrxVDyZNFiWa8eiAezihIWaFdqEkpQFx53zLL0SpQhBtnbOOqrEK/ahmcQTEW7Yf3omSv/Uh0wdhwCvVtDrz93ik89VoVfnROE+ZndMOWrOj3PuQhEW7C357/U6kwucjic9uhIhW5DYBC4jorTARxIvztw34Uqk34d0MKsx/DlUTvD9rzloLCUWE/OOMH1yDsx4jmrIwlb4tYLMac2VNQVlaNsca+w/WorDGgq9uKoyXNaGzuxv8+Od77PJUp/uEdCwf13gqJAxZ7+Af05z7qYgZRpxJh8ZT+RrAXr/LFxPfnN+Nn69NR0qJAcdLIxua36dMQ29WM9AI7mo6M6K74hYuT8YcoKQmujoHj8jnBMW7sRzfQ2O7A/zaTN8RdiGW1sRM/XOSuaEaJ9aGgEFlgcfVt3BgO/l6ThkaJEjq5A4uDyV/0sCP3nt+Khz5PwymTCoWaHgwXlNvo7WHpSkuDtqmJV5HkRK39SChMh3mkxUqw3hPP7UarcLn73l9hyblzcPddN2MsUVnTgade3IG5M9Jx1cVFMHSaceSE27DMmZaGH3/3nKF9gMgFpzO8VfJpFe+rwxYUZ0vxm2/FIiZAqWJf0OpYtt6K1h66PCwjmmRflVaEiVUHEG1wgTK+kV58AWzvfzTSuzFmGPP2Y5IUVxW1w6BMxZEKW2/T3R8v9l12Wcj1ECbewkTc01NBHhS71Ay7yglbV/gqgFFFry2GWBQn9uA3K+oQE6BUsT/7kaW0oMUmQyF62D5HIneFjo1wXPxuU1yM9P37/T7Px3HOSNuP1pI6aJYF8RpEGaPV29LS2o73PliHG65fjbHA4RNN+GT9SRw46i4rvH1vDS5Ymoc7b54Dm82B/UcbUJifMOTPiVVa0NajYgYiXI0hKazi4nlK7D1lZU0gBwM1q/ToXTkidKtiYJGroTO1I1rgxo0DhQKubhPQ0THSezJmGHP248hJfPzhlrP247gVF+RLcOfVOtjsLuzffAyFCUMXGHp7O9plCSzcKVzDNdmhC+PbsL9HB7VscHknDpeoN4wsHHiLtmAw6/WwqdVQt0eP/eBwlqUlYusg7EfEgo6HmpMy2nJbLr5oKXTa4CpORTPklSg53YI/v7QDUwqSWY6KTivHjVdOxU1XTmPbyGQSzJ+ZAb1OGRbDEKcyo70nvK78VbNVaOpwwj7IBS3KW/nv0TiY7SOjWMjMHZ60BFNLt/Y+FoqhCic8F4XjiTg7C676s9WrOENnLNmPEyVleOrpl9z2I1nCQqlunNqGm6a19ZaQn3/eFOinz+mfB3IGwYMi9ATxB43OsfY2dEjjw/o9VsS3o6lbxsoXDwbKW/lfUxLMjqHbj0DVu+g5X8+T/ShfsgQ5W0bH/IkzPliREIPO9HTkG9p7/9ZKg0sDiDrPymj1ttz69Stx09dGf7nJR5/YhJNlrfj2DTNxwdJ8XLaqIOKfmaztRqtJhXh1+Fz5rZ0O5KdLWcWZwXBVsQFl7Qq8fyIWN0wd/pWp5rhM6LrboDWN3Oo1Fyccn+j1EBcVQpSbC7ickPDyxUNmrNiPR375F5w8VXHWfhTX+yzxG06SrA1okyUhzh6goVeIGNLUyG81I1Z5Rgj4EFSBuGZpN8rWqPBRSyIuam4Ie+iXPwEjPG7IyoK6rQ0q7v3kRFl7AqtOh7b8PKTeloWjLidsrc2QjZRYiZQ3JJpzWyj0SC4P5pBHLyaTmQmVh+5ZjOnFKcP2uTaHBKowly9uNjiRGDM0T8SN09pZov3lhR1Qh9jNfih5K06RGCdz52HOkTUYbrhA4QyEc89eOA8cZHXzodVCNLl4pHdp1DNm7MepCjx0Qwym294DNpyt2uXZLyXc2ERyKJ0mn31ZBkuzSYpEdYhuea9iLV9LacIjZTlYhiaoENkyxp7ixSkWo2bePBSsWRP0hJPgYz8nFEEinDfC88EIF7bd4cNIPnYMYocDVrUaPVMLUYOBGbW1J0dTiNho4ast7oH2d89sxR0/+RibdlT2liOm/8nFHwmo14pGHl6xQrs61N1N09pgtotxoEGN4YSS6jMaT0Fl7b9iHYlQMB7mxQkZoUGp0chDwjh97cebnbjjo2xsqtDCfKZ4CoXTBhyPz3guPMUGhYIJN+FvX3RLtNA4gqjYFQIul4iFUnnuW6hkzRDD7JTgdJY+nLs2YFNH88rJyO0uhbw78GKZv/FemIRyOP7wPkdCOWfovCOhQshNJqiMXUG9LuyeleEWENHsbRlNOBwO/PPVd7FkfjZa2kw4XtqCv722h90Ebr1uBi4+b2LYP9vIxEr4SiuSqHrxTOd6i801cJ8VH+WLCSHhXxLGRMmg+qqkFiLtwFqsRwKWog2ys2YzbHBhwuFwImI/6utwvBr4254kCtJyb3AUuHVGKy4uDP9nM7Hi7D/hGWwnexJVL+5LZPctdhECFL4PiGA/vBPtPcXGgNW8Quw2nzRVjK1n7Me2xETMb22FNIhVO2FlnMMZiEDnyWDCwoJlVOSsBAsXLkNDIhbhmtXFSE3SwtRjw7rNZawqmNXmwKI5mTh/cW5EPtdsk0IZxsaQ3Wb34Hz7RRrIhtjChcprWhzD54BsTJgASXsjnnVmwSySMEOzDOGJxeYChcPhRAqJROy2HxYTTEf3YF1ZDA43qmB1iLAoy4jzcwN4P84sFvkTF768KoIXxmrUQptG4iA8oWYmp3u8v312C2RCQ8hBMlvXBcuZ9wuWUAWKX/uRJkFcKlB8pCUku8DtBMff+TCSgjass7BoCssabdXERhqJRIKLz5+I517dA6fTBbVKhssvKMT/3bsEv/zRcly0fCLkQ535+yFdb8SOqoywdoynXV0yTQmxeGjVWOJUDhjMg7tMKG/FH2SOjJD03rdDhA5IsSFzAT6s6cJVcCdlHoEOjiGEgvEQLw6HMxz245KLlrnth8vFcvwuLzTg/5Y24Jfn1eOiiV2QD3Hi7490aS129CyE0xWeyo3SAiVkYieWZBsRkvnw4Z2Pldph8NH02LOB42DECb3CJPGwHyIROqVSrEt1248b05v82g9/cDvBCQfBChrhXFPmpwa1/ajNWQkFLlyCQ6WUsQT7zzeWDhhmFc78lWmpzawi2Bcn82C1D/2U1KrEkMtEqGk5E1c/BDrMEmjk4U+OXItE/ERUjC5I8GtMxA9RjJ+JiiBrb8SjtqNYgnb8yFWGRijwCAqwBzHYixg8gVz8ApNwPMb/gMAFCofDGW5UKqXbfuz2E3p1JvcjHPbDM7dlmvIIkqVN+KL7QlhdfYsUDCaxXyt3MmFV03nmvYZQzaxTJYdG4ghpsSmYxaiDU5Pxx8lTYJRI8NykAvxu8hQ8WTwZ4ka3/Tg/vqPXfjwztQhH9Hp2+0dePv5SUMjsBw/74oRKsPOKgc4t4T3o/5aTdcMbBjZahAAPFfPP2x8fw+03zsLieVl+t6FE+2/e/wF+cNsCFhoWLvITOqBTWLG5Igvn51cOuUHkxHQpKhsdyE8bWoWdVpMUKZqhix4B8qa0QoaDcF/Mj6IA56Cd5aaYXBLkVB3p3TYfJvwKJ3EIOnyMZKjgwAJ0QA87XsnIxGG9EavraqFxOLgw4XA4I2pX3/rfZ277kV4JVPrezmx14ZuPt+IHV+qwaPJgs0H6ky8vg07chc2mpThfvT6g/QimYtjEeAsqDXLkxweZS+lH0JD9SI71XTwmUAlif5A3RVSs6LUffykswuz2NsxrbYWqQIacFrf96DrS1368l5QMlcOBJeq+9kPXeQJyW/jsG4cTav5KabcZmvGWszIW+7cQtAplsVihVIZvcPfmyNFTLPRrQmYs87B4sm1PNb74qgyP3LeU3SdywlzhhEjWmuBwisPS/TctXoL2rqF7RLL0VpS1yzElOTw9YLYhDu+LUiFyuRDnsuJeVCAFgQ3idHRhErrxP6RhF2JhgBQiCXAsNhaOugYkt/IOxRwOZwTtR0nTWftR/m6f57ZVa/DF6Rg84tqNbRValnSf03MMOGkfVKUtf96SZGkzHGYxHJBA6hH8JGwfSrJ9ms6G9h5pWOxHeY8SWQiu4tFA7IuLxzpRGrMfCTIb7nGVIyXBCiTQs3b/9kPZ136QdSX7URgXi+SmwDktHE40FGSQjievymjE6XTitdc/wGeff4Vn/vxzJCWFt1OvwGO/fQ5ymRg//9OXiI1RoqOz/8B+0z1njdD9v/gCbz53TVj3weEUsZtUPPQQs+xkKQ6cHnqFsZmpPVhXpsNlhYPzXHj2W/kCiSz8S+Zy4g84AWUItfcPIAaHumWYUF6BDIsVLrEYDokEMQbuUeFwOJGzH2TfvRf0vBf6fv305rP2Q5mFDnP/qcVN75wt0HL/miy8eW05wonDRUJFCqnIMWThk623ni1ZP8jSxcRURye+7IrFUjT7fD6U/MMDU5Ox/Yz9eLb4FFQSJ7qOOPw2juzzWsSgGkpchiZs39vG7QcnakTLRI0SwRS/H9eelWhfDft8zWbs3H0Ix0+cZo8lJMRG7PNuuO4SvPn2p+w+CZXMtBjkZsViy+4qVsrxmkuK8c6nx9nzq1dMwsol4a0M1mRUo7Q1Dqkxg2uk6E1WkgTvbrWzZE9xMDFlfsoXl7XJcbJVidcOxkMpdeK6yR0hh6iZIcYryMQhUQyKXEbcgaqghMobmzrQqdOiJTkRHbGxSGhpRQL3onA4nGi2H2YpMmOsyI21YEuVFi6IcE1xO945HseeXz3JgJV5nSHlgwyUe9JkT0KpdSJSpf6nPaHkr2TF2PDucTkr+hKUnPBjPypMSpzsUeF/SIUCTlyKJgRjPjzFRvUx4N2sLJSI9L32QyXp/y6+QsrKocKWlhiUa7WQNzThSGU1dMF8Hw5nADzzTjwbQ0YK6Xj3qkRrCNj/3l3DbkJX43+/8ieIxZGrhzB79hSsW78Rz/z64j6P3/3Ns6tKuw/UIjtDj29cMz3sn7+1IhOLJtQiUdO/EeJgyE+XwmZ3obbZgazkwZ/mmyp1sDtF+OI0/S/G1iotFmZ2QyVzV4tJCNDlmETe9hoN3kcK4mDH465jUAcQKSROBBwSMSryc9EVo4NFqUB2ZTVS6hsH/T04HM74IRz2w9O2e3pSfNn8PvZjw+O9j989/2yI0e46DfNYfGNGeEqxe7K151wsUm1DoiQ8IU358RbYHCLUdsrgP4NzYDYb9Mzj8xXiYReJsdulxxwY2GLVfHQwu+APii/YCz0+z01AjM3Wx35QTkogSOB8mZKCGpUahlgZljY1oaMqmD7hHE7oeOamhCpa2jOD8/Zyz0qUkp6WzP63Wm24/LLzIZNF9qeiz1EqApcm/u2DKxDUstAgUMnsSNZ0I1x6jLwpiXoJ/rHGiCVTldBrRCjKkrFKYaHwyLJ6fFWpxSWTDPjuJxPQ2C3DByXuFUoqa1mUaEZBgqXf62hFjrwxhxpVOB9NWIiOfit0nuLEm26NBnVZGVCYzSg6VgI9d9dzRhKpFNLVFwE6HSASw1VXB+eJEkAmg+TClSO9d5wRsB+eC33Mfqh0AcOmfpt/JrxXkhNSj5VgUIlMSJY0QRymBr40tieq7fjH/kQskZoHth9+PEQP5VRhS4ceS1qa8BCK0SJSYA3cvw3t6kR0Iw89/V5HkoS8McehxSpVCxaq+tuPQF6VJoUSOxKTEGO14tqqKpRWN4yP0q+cqBIt/uxHTnsrTu8/xOxHsyg2KG8fFytRyM5dB/GXZ/+FCdnpqKyqw4xpRRH/TAoRaGnrwa4DtXjyhR342ffPxfTilD7bSKWRG+4yYrpQY4hBdlz4JuX3X6XDjhOW3m72S6Yq8L3LtBD5iOPac9KCj75Mw5IJRqzI7eoN9crS23DzdHfo1b3zm7CjRoNdde7aFVurNPjP4Xj8cFEj5me4PUImmwhrSmOw5nQMOi0S/PmiGiRr7Hj2Hv/CxBe6zi6oTCZMPHmaCxXOiCJKSYb0wgvg2LXbLVBEIogyMyAudo9Lji+/AqaH39vKGX77MVCkhL/nmf1o7ThjP1rwsxtjMD1X3mcbqY/QpYEINnQrQ1qHGnsWsmVVCBf3L3KP9y9+phzYftSp8VGJvp/9yJslQh46YTsOfM9Qg90GHXZ3uYvT7IGeFVu5w1WFWXCP8T0QYyMSsAnxMEKKX+AkEuG7mlggMnpMSLBYkH78JEo7DEM7EBxOiHgKFW/7cX5CDLrS0pA3ewYqeiyYWF+NxkiLldEeAhat5Odns//J0FBC5JTJEyP+mbF6HdKStUyoEEX5iX2ep0aRVqsDSmVk9G1+Yju2V2aEVayQZ+XSBWrMnqiAUg785j+d+OsHXbh8kRo5KdI+3+2pd7vgcCpR0qpEt1WMK4r6DvA/+CyTeVWuKOzADVPb8MGJWNicbov05PYUzEgxwWgVo8EoQ7GyGz9Iq0aOygxpFQY0NU6RCGKPvgP0N4V+aVVqyKZOAbZsC9sx4XBCRbL0XNg+/hRoOxO+Q30yqmvgqHaHlUizwlfCnDP89mOwVTE9E+/1OIS0JNVZ+5HpUVHy5G7mabbmzoVSHhnXfL68FNt7zgmrWElUO3BpQSdmp5mgLJju336U7MZT23NYFUt/9uNHJ/PRZJPj0sQWXKdqwsctCXDQ4p8VeFGUjcmuLpggYX1RCmDEd1CFbPScaRscGJtXuAM1iDTIZNCpVNx+cKLKfgjhYTH19exGPlbr5ImRFyujnWjNV0lMiMNTf3oI9//4d1h67lyfKznh5scP/QnNTV24/aZZWLE4t/cz9x6uxxvvH0FNvVtEvPbnKyGXh7+TvVpGyfAi2BxiyCThbcKYnuDe30e/rscnu3rw2OsGPHZrbO/jH+3ogcPjI9N1VhxqVKIwwQKF1C0iFmV2o80swaUFBugUTiSo7Cgrk+AnBW34c1UmDjaqcUNKI+ZO6EKKwr88qc7ORGNqCmwUluGiqDoXbDIZtF1GqE0mdMXEoEelhMxmg95oROy558LGjQ1nBHG1d0CkkLMYek70M1j7MZTFx5/8Zh2aW7vd9mNC1Vn7ccqKN77IQE0neVla8dqPE1jDXl/J6cF4UTxDxTy3V4t74IQINpcUMlF4+4ak6+xA/T48eo4Yn5zU47HX4/rajxLKSxEFtB/n5JnQ2mDCJQlt0EkdrOxwpVmJnyZUMftxzKzDVa56zEAXkgOUsl+DRGxHHLockl6J0iORIC2/B0kWM6rVGrTJ5dDY7VAZOpHH7QcnCuzHguQ4aId4XQ5arHCvSmRZt2E7+5+MzXBQU9PAXNf52XG9huaVtw7g843uSjLE7x48PyJCRUAudrLSxbIIfUSMRowbz9OgrN6O/3zZja+v0CA1ToKpOTJMyZHiaIWdValpNsnw2sEE/GBBExZluauTXUNVZqhFQJnbU7IQZixMBbodYlSYVTg/rh2rE30njpLTpFujRpdOh8qcbCQ3NiG7oprl/1ClHKndBkNsLPOmpNU1QGPshsTphOSClXCsWRuZg8HhBEA8uRji/Dy4DAaIJ2TD8RUf78ea/QinDafFrF77kZXnZT/c4WC/+3Zsf6ESRuSwweGShF2sCMQonLhxWjvKLEl97cfcXEwxdrvtxywlmjX5eG1ddx/7ccO0dtikZ4XW4thOLEZnH/uxqq3V5+eS3DlySoZatRofpydjRkcHljU1ssddIhFUdgfKtRoYZHLMaWtDak8PNrcYuP3gRIX9iM/PherIwSG/57j2rEQzRYW50GhUSE1NGrDmfTigSjFKhRjvfX4CK87NRY/ZzgxNXnYcyqracet1M5Cb7S49GSnMdgmUsuBr5A+WOy7R4sPtPfjTW5343W2xyE+X4ec3xbJyn/YPj8NlA+YWtCG2y85ijQOhkTjx6uTjLCHTG7sTON2jYi7/ozMUiDF0Iae8Emm19UyMeJLY0t9QiVQqOGpqh/x9OZxQEM+YBnFmJuxbtkGk08Kxdz9lUI/0bnHCYD8ihVgsYgVa+tmPNClbHLp1lQa5qT6mG0GWLhYI5H0xu5RQivsXOwk3dxSX4cMSPf70lqOf/aCFPvp/oeI44pR9bZmv5pSe9qPLa63LDhH2lymwNSkZtbkqZJlMWNHYiPmtLZB5hA0Tkzv7h09z+8GJBvtRVF4KiS30vKuwiJWx4FWJ1hAwgfnzprPbUI9/sN/z2ad/jj//+RnsOlDHbgLfvWUOfvzrdSw0LNIMQ7QbIzlWgm9fpMEv/2XAV4fMWDlbdebz3TtA/8XJgl+d8ydUnq9NZ2Jljs6I78+oxSt/C7GsplYDmAdfIYfDCRVRRjokc+fA9s/XKJkLrnbe12c0Esh+hBNh8ezZpx/Bn//6GnYdKO9rP1Zr8eOXOrBiZvA9TgYLhdQOB1Qw5duzWvHLnfF+7IcI8argF92YUPFq7khC5VVk4HSWGoWdBlxXVdlPoASCcgOOxetRz+0HZ4TthzxMvVe4Z2WME6yw0YtcKDndilVL8rB2cxl7bPG8LGSl68Peqd4XDV0aaORDV9+hlDamlb7SejvCXXiVkkmfqs7CIaMWfy8qgXowOTgaDbvYYY9MSAOH0w+RCNJLLoL9/Q/d5x6HEySxsTEoOVne135MUbAeV2/+rG+xlsF6VQLRYE+BRhyehsLBCoxcZStK65NDsh/BlGemK+8vxiyU6mLw4KkjUAa4FvuUhz0jUgirWg0RGSJuPzgjbD/C1SxSPB69KtHAY799Di+/+g46DF3o7u5fZ324OXyiCUkJatjPZJqnJGmwaE4mjN2RDf+g8bSkOR77alMxL/Psilyk2VdqxbZjFqye514VCxdNVhkePp2L8h4l7syoG5xQoQoa06bCSeE3HM4wIUpKgrOqGq7m8DTW44wP+0FzgkM732OVx3rtR5wYi4rlMPZEVvRSUZYSSyH2medgnmoXhot99Spsq9b6th+DEGG6qRJ26ylQ4nfIR51KjSurqwMKlUC0FBQi5egAnSM5nGGyH57d7r1R5qcG9f68T9Aw09XVja8272Y5Imu+2ILvfO8RPPLLp0d6t3CitAXNrSZ8ua0CBXkJaGzuxuPPb0d5dXjCQKx2F+pa+7vGK9piYTArsHJSOeTS4VnNbety4JkPurCw2L3yF07eakzCRHUPnik8hSWxg69v76IYT6UirPvG4QRClJoCV2NTyK+7aHYwLb04Y95+NLedtR/tTjz+vy6UN9j7T94zl52tAubv5oXVIUJdV/+xusKWC4NTj5WatZCL/Hjm/bznYGnrkeCZPWlYOFUTEfuRix48cPwYZnaEbnuFyaDYboND3rfPDYczkvbDl1AhzKcbwi9WXMYDGAuMZL7Ka6+/j2ef/09vPfzrrr0YD/30Oxhp5B4luCprOjB/Vgae+PkqTCvq2xhysDz/cRd++Pf+g29lRwwmJ7dAHuZyxf44WmnFvc+1w2RxQR2GsbzRKsPuTl2fhEmV2OkzjyUUnEeOQjJzxtB3kMMJEldzM0SJCSG95sZlsRHbH84oth+FcjxxZyymeTWGHCzP70nED9dk9Xu80paNyYqj/oVKmDnapMS9n2VF1H4o4UDq1MBTM5r4+Zv8EYknT6KpePLQd5DDCbP9CHTeBoLnrAwjFosV23e4Bd+hwyXMyMycHvnu9MEwb2Y63l9zAs//fjUzPJQk+PJ/92Pd5nI8/7vViNUPLUGyvau/GGnpVkEqdkEboC9JOCmptuGx189eKDr10ByLZoeI1civsSiRo+zBvVm10EvtqDb79ojceXcCXnjWd3nKflgscNY3QJQzAa6KyiHtJ4cTDKK4OLgMwRkSLlKGn1FlP+q+wsufd2PdfjOev3cOQj5bPD0hJ3ejvad/PfsWewKkIge0A+WqhCk3pqRFgce+Sou4/Sg7U+p5sAiTwfzmJm4/OFFpPwYDDwMbBNU19Xjhpf9i957D/Z7r7DLCbPZdPpHc5DabHRnpbm/Fvn1HoyZf6OCxRsyfmQGVUoaWdhNr8kVCZc70NOhjFEMOuzpe3T/RTy5xQCwavlZzyXESrJ6vZImfeo0Ii6f0F2CyK5YE9V5rWuNwx4kiZmgen1QKo0OCD5oTMUndgz1dMXivyU9SaQg4Dx2BeFLg7tMcTkhotRAXFUJcWMBijHtL8KlUkMydDeexAWp1c6Eyau1HJOlnP17sYEJlziQ5G2uHGnZ1vKV/bohcZIWYpaNj2KqArZ5kwOIso1/7ESyB7MdBkR6fYuglp5NKSrj94ESd/Risd2XceVYGGwJGRqShoQX/fPUdNDa2otvUA61Wg3lzp/VuU1VVh4d/8TSkUinOPWc2ZkwvQny8HjqtBlabDQqlHFOnTEJrWwfb/pu3XIVooby6A/kT4vDMK7uxc38NbDYnrrt0Mq65pHjI7x2rPauJWzodSIxxr5LFKK3osgxfXG2cVozLFqrx5DudrPvvUGTSFE03FsQYsK9Lhxdr0/D/7F0FdJvn2b1itiTLzMxJHGaGJk05pZR5XdetW9dt3Uorre26tf/Wbuu6dWWGpA20DTPHSezYTszMtgxi+PSf91XsyLZsS7ZsS47uOToWfgJL3/3u+zzPvS1mPlLELeBdIM9608jfFwlUYoWEjHg7flwiYLPBnjGdetszZeWwlVfYycTB8pR30/Ww5p2lzhbs+LiLZXuTGZa9+wHt4KvUfqEyPFyS/LFIjHULxCPetsIhr6RFx0GQ2H45gNOFLoYk9Y4NlCIrrkxtx2uHQwfmDxerON38cbJDhreKwtHC6s0fDRCM+EDvSGUduDNmu3RfP/zAGPCHI9x1CbvkxMpwy+8PP/I8/ZsQH4XHf/sAXv7z25RQHLH/4EksWzqHksv+AyewbcdBhISooNHowONxYDSaYTabER4ejNdefZwOSXoLTGYrPt14FmHBErz422V44pVdHhEqBB1aG3hcYH6GAJ/u1uEnl0t7kozHyhufoLLRgje+7UKwnI12rQ0S4fBX/KKEJjwcXYftrQp80BBOiWeXWoFSvRgRfCM6LRzorOxhu4FRGAyw1daCPWUymDO5w9+OHxMfXC64V10BpqYWTME5sDPTwV64ADbGaiccownMuXOwnjoDTlYGzJ996XbQo1+oDA+XJH+8vMN1oUIO8AcZgO+InA4euwXzY7T4NC8QP5lBZhztvDFG0VwUle18vHE6BsEKNtpLzW7zh6NtcTd/bO4IwOesSEyztffiD42RCwMJah6JhbifP/zwIv4YKfxixQWQ8jshmp89eAsOHMrBU3/8G+66/VrExETQ2y0WCz77Yis2bdmNO267BmvXLMa6a1c53daXX/+A6pqGnlK+t+CeG7NRvbATPC4bJ3PrEaySQKc3X0gmdv9r8um3ZxEeIsWSuXHYdlKPuekCrFsoxqtfduLBf5BVRSmevXlsPOBJovCu00b89wcNrpknwo2LxL1CvIYLvZWNLa1BiOLbSUjCsa/4BfNMYMDCd80q3BjajO1tSnzfqsL9EcSa2cWZlQuw7jsA3p23gTl3ns6x+OEH9bO/ci0gl4M5dZqGh3LSUmE9dARMUTG9i7W+Hr2898RisDPSwZmcBaaoBNwrL4fl640uP6VfqAwflyR/KDjQqeaBXX8QQr77+9lP92gRruRgyRShnT+itViX3o5XD4XgwR8z7Pwx8wTGAmRheVe5DP/NUeGa+Xzn/DGMuRjCHzv4IQg3GajocuQPkxHYHxKC5Q0NOKZS4VBQMGIKzkPZ7p7DpJ8//PAG/nBEdzXF3VYwv1hxAWKxsGfnVFffBA6HgzWrF/XcnnOqgNpJrlwxH0mJMQNuR63uwKEjp3DzDZfD20AG6MViHu545OIX8J5ff4dVixNwz01T3d5eTl49qus6sfdwJQpL9HjlPgWC5Ry8fK8Sb+6KRofGhJzKdnD5o19ZIUJl4yEdXrhLjsRwnke2SQYjT3bJECEw4sXEcur+dbgjALkaGeYrOxErNODlihjsVithtrEgYDM4pxO7N2RPwDCwHjsB3vobYX7vQ4+8dj98G+xZM8HU1YHZ+gNNCwaXM/R3Q6cDc+IkmNw8+l0iREUIiFw/GPwiZeS4pPljuhD3XOakVYvYF9fstZ93UlXJKTahutmKvbkGOu/4yooOBEsseHlFPd6smokOnRU57THgBoz+ghcRKhvPyfHCsjokzpnicf74A0ro8PBZhfIif4Qb8BJicCJQBQuLBT7DoFMhd1us+PnDj/HkD0/ikhIrw51XISteBG/+62PMnzcN629c2+v2I0fPYPGiWbh1/ZVOH2+xWPHd5l30tGzJnF59yt6E2oYuhKjE+P3PF+DxP+2kBHTbdZPdrmJ8/l0+zWyJi5JDpRTh6VvliL3gR6/WicCztmFymAaNpizMDa8ZlffC2Gzo0tmw+age+/IMeOz6AI8JFYI4oQG5GgleSrSnNRdqxXivLgyPx1YiU2r/Af8tpYTOrpB2sCMdAT0tC+ysTHCmT4VN3W7v8+wYnIA4s2bA8t1mj712P3wb7KREWD7/kqZTW48cde/BJhPMn38FdmqyX6iMEbyVPwgfetK0pRd/vLiNziretlziPn/s1aG5g0FcKAeqAA6evlWCWGM5vV1tVYJnqMVkfj0axYsxl3cIoxVW3GVkY3ORHPsqpXhsXhMSA02jwh9d+UBNvAzvVfXmjxdxHgWlPBjYHOQr5Ki7MDvg5w8/fIE/hppVcTfV/pISK+5ApzPghZf+Rc/Hx0dBIhHj0UfuogOOjkOT/377cxSeL4NWq8NNN6yhw5GOOHe+DP9772uIREK8+Nwvva5874j2TgPkAUKEh8jw3utX0/I3aQNzdxsbfzyP+9ZPxYqFCfYru1fQAKgkesQp9XR+5P7LC8Bhe7ayQoTJPzdpei4nhHHxyr3KXkP+Q4E4gpm/3T/ofUw2Fsw2NvI0EnzYEIYWMw+3hzX0EA0B6RKIENgJ7mCHHBwOF4fky8CK6YL1RA5sej24y5aApQoEU1cP6/c/9hpmo5DJYOvqgq21zfUPwY+JBTKbIJOSHQ51Y4HZRIlm2DAYwJzp70TlCL9QGRkuef54TEWnEdlkJ9gdAjlQdcXh9vYOPTYe2or7VkuwYpqoX4uVituGOLYFlWo+7k/4DByWZ93AiDD55/GLTlwJSiNe+UkIFFLXUrZdhSN/vI9QtFXy+/MHGcRPNqPprBG5SgX9bnCvuRI2k9nPH354NX94eriewC9WBgA5SK+ra4TeYERAgATv/PsFNDS24L/vfoWUpFgsWjgTH3+6CQzD4Oorl6GisrbfNr7dtBObt+7BjetWY/myuSMaiBxN2+JuxEbKaetWZ5cRATJBjyudq9DqTHjt7SOYPikci+fEDng/qYiFLr3N40KFICOGhzUzhRDwWNh4SI+EcK5bQsVVXK5qhcXGwl+qYjBD1olXk0oH/bxaGQlE8dOQpDuAs1svWo5aysp7Vsu462+CZcO3gF5PL5MeUVtLCyCRgBVK0mEbPf4+/PBisNng3nozbeWARksPPFh8HixbfhjVp/ULlYnHH2OBXvzBYrk9/N6LPyYPXMWQ8q206uFpoUKQEazHmqQOCLg2bDynQEKcfNT5Ixsd+Gt6WQ9/dJ3tNS1A0SmRImLeAli3/ghbdXXP9X7+8MPb+MMRRJAMNptCbptqde13fMmIleG0gF17zUr6d/HCmfjPO19g5+4jkMtlOHrsDObNnYZ9+0/gH39/GoFKudPHb99xEGGhQbQX2RcQqBBh/sxovPLPg3jk3tkICZK4RTTP/HUPEmKUuG/9NOpeMxCIdXFzR/8dsicQJOfgzpVS7Mk1ULcWkqkyGpByGUQK7AOLaRLdkMKOy7JBWXcEIdKGARPryeoXsQakl6trYNn6A1hhoUBpOR1oI73HDLEN7Lt65sfEhdUKyyef07Pku2AjpKO5WDn0JPwixbPwBf7wZCvYsPjjQlWlF38s0oLHZQ04uB4ktqBZNzqHLsQW+c7sNuypkELCs44Jf2SF6wflj5AsNrgGG1p370GQg1BxhJ8//Bhv/nAX7g7Ye/dSzTji1JlCfPLZZlp+5/N5lGiIQwsp5UvEIpw+U0hXxXJzzzt9PPHM12j1SE2JR0urGmXl1bBaR+cA3ZO49+apmJweihff2I+GJte+1FYrg7//7xgSYwPx0ztmgM8fWKgQkECtqiYrzJbR22lOjufBYrUhOnjw1zISaK0car08XdY19OsRteFIs/21kCF7Z7DV19NBN/PHn8G6czfdqdhKSmGrrIT5/Y/ACgkGe1q2x9+HH14KhQI2h4FaW0PjqBGNuyV5PzzHH0Qs9BUMlzR/XLC1HwhyIYOqDgHMo/hxTA7Vw8KwvIY/EltbUCvuH4zpCD9/+DFe/DEWuGQqK+4iL88uQmKiwyEWi3Dj9WuwafMu6nkfGxuBbzZux7VXr8CC+b298rvx/kcbodcbcOjwKezYeYhuQygU0MeSvuOkpFjEx0bS6wSCsQtGdKV94cYrM8DncWjWyvQpEZiWFYY506IG9Nd/9/PT1Ob4sZ/MdckOmFhZksLLOz9q8OBa2agFQJJ+aTKoKRUNrcnbuqz45oAe65eKIRG6puHXqNqwWtVG3b42twQiUmDCVJnzncE8eSc+rA9Dm5mLQN4Q/aJms9PrSFATO9Jud+rHxAcrUDkmvebdQqXpLENXcf0YY/7QHqH3JYKluwNgLPnDk9WVEfHHFRawavcN+RxCLgMem8E7p4Lw4IwWjAaUQit1eHSZP8Kn4ZstlVifpYaEz3icPya1t2NzeASMfD4EQ+Vb+PnDD4wdf4y0eqKOCnRpW36xMsBwJFn1IiQQFxtJryOrYqSvOOd0AfXNDw0Noi4uN/dxdunGPXetQ11dE4KClIi94KdPLCrV7Z2orq7HF19+j8qqWmpjSVbbsqd4JoDREyCC49o1aZg+ORy/fXEH9h2pxMN3MVgwK6aXa0veuSZ8svEs5DIBHntw7qCtX44IlHHw6LoAfHd49GzvukUTqeIMBoPJhi1H9fhyv/21XDVXBInQ1ecAznRJ8L+6cITyTdjcIsQTcZWIFvb3s+ezbciQaOlA5WKlm/aT3c8nFsPmwysjfrgHllAIGC8GyY1FNcUvWMaQPw4fwU2Xyd3ij/NNNlTVViNnIvJHh2vORIEiKx6d24TvzstH8T1gGPwRgKtSO1wWK335Y1ODAL9COSJ7J1xQ8Gw2KNo7oA5UIoyskA/nPfn545ICa5T5w1NoPV8HyQAeHJecWHF3XuXDj7/F7r3H8OmHf+0ZaiT2kYkJ0SgpqaSXGxtbaHl/IJDVr77OLTOmZ/W6THbYJKl443c7vYpsuhETKceCmdE4cLwab310EuXV7TTosUtjwqn8Bur+Qm6/4YoMtwMWydBiYzsDK0MG7T2fQ6zWMNCbbHSQP3CA4k1JnRmvfN5J70NAHGhCFByXHMGIHfFrVdFoMvFwV0QDpsk02N6qxAvlsVgb1EpPnD5vK0uqRb52+GKFEA1nwXwwZRVD2lX64fsgPcZkNXQ04G/7Gj24zB+DLO4MxB9yXUgv/jh95AA+3bhnRPwxWuYtLvFHKoMbFnHAclGodEMhtKJRywOZzeWMgrZW6znQW9gD80fRcZS08fHKgTB0mez/x/umNiNE4prLEuGPVwuj0Aw+1qMOk81d2ItAvIYErEQLVqIZjt8OsoAwq16Pk0r5sMWKnz8uLbBGkT/GA/4lNCe49+7r8f47L/dyXyk8V4pPP9+CBfOn0wPzpMRYLFk0a0TPQ7YTIJehvqEJ3oqf3TUT//zT5Vi3Jp2S69nzTWht12HVogT85cmVuPHKzGElwRMP/UAZG8991AGGmNp7GIVVZqgC2AgP5AyYw/KvTRqsXyrBzBQ+5qTzL1plugASAMlh2fDX5FIqVAhWqtT4Y0IFcrpk+EdNZL85RuL+0v1WB5pbGQw2Yj3Y0QHuVWsvLv35MSFB7EhZQUGweZhsXPG3J9UVP8aAP+YO7JjoCsh2pDI5Whqdm3b4BH8slgyPPxQmBIoseG5veM8+1ZMobBFCJbIgvPW009vJc/7reDDWT2rDzAitnT8SB65amAsN/fkDNjyHIkyGfWZlMdrwW5QiFzL8D9HU+tkRVhYbthHs9/38cemANUr8MRpQpbrWmugXK07A5XJoL7AjUlPi8POHbsP1162CQi6DyWzG7bdeNaLnIWX+v7/5Ie687dpxty0eCIRIiMsLKevfdFUmfnnfHOr2RUr6Qw3SD7XdZ26To6LRgg6d59kmRMGmK278bleZPtiRYwCPCyyZIqAVmPkZ7rm+7G9XYJlSDV4f++VwgQl/iKtEhV6Ik10Xk5vrjHxsagmiPcrDRlsbLJu2gDlfBM6yJcPfjh9eD/bMGbDuHbp/f7SqKX7BMvr84Sxw19mwvSOSxRcXtiTtZ/HVf9/AvbePjIdGnT80x3DtpEbcNK0Fv1xtxH0LuzzAH8Azi+tR0c5Hh8HzQ/AhEjO11udznHPTjjIZeBwblsRpaAVmvsK5S9dg/LEQbVCftdLfWvcpFCb8EuWogghncLGk0wA+dgcFIbK6v8W1y/DzxyUD9ijwx2i2gbmCCS9Whpta36vUnnsOTc1qKBQBePW1/9G5k2uvWgE+f2SDjR9+8i2uuHwJ5s2diomOg/lGvL+998oTsaeUS9goqHQyEDhChCk5UHcxMJqdk82hAiOunS+mQ/gKCRsnS1xPJzYzLJTqRQMOQ5L5lFvCmvBefTi2tATiRKcUr1dF4eqgFiSJR95Dyhw7AfD5YE+dMuJt+eF9YMXHgRUYaHdv8QCGkxbsh2cwEH9csyLKpYP1wYSLT/MHCYN0CAvuB2JZ7GBbfLBKgvdP9x7EJV10cqEVBc0uDhm6gTCphbaCGS3OF7sOtYTh2rR2OoRPWtJO1osH3R4v/eJrbDvLUP7IulBR6Qs+bFiHenxsicCGBhX2VknxpikWMZXVCOga+cyJnz8mNlge5o/RRpKLQ8KXxMzKSHDwUA7e+OdHlBAKCkrQ3tGFPz71MFKS4/D2O1/QuZW7bh+8MuIMlVV1NJ344Z/eholM1LmFjTh5WINtJw2IDelPzlfMFuF/P2o87mdPHFziwrg4XWrC7DSBU7ewDq199ZiMHp0sNtHX60pLAos1dCVoRkAXBGwG+9RyHOqQ43JVG5Yo2+EpWLftAO/O28DknqVe6n5MHHCXL6VWo57IQxiJSPEP248efySH1OI/n+TQ1qg7b3DvoJFUVy4N/gByG0VUCGwrDUCsvL9xyRUpHfjfKRXmx2g9+txSPkNbzU43iDA7A875w2jnM1J9OVknoq/Xle4q9oUGL9YgFc0IdOBaqRWnlYHIVSgwv7kZ6hrXVqBdgZ8/Ji64HuQPb4KfiYYAGWp8/S+/R0dHF7o0WtqHfPjoaTz2uz9j567D4JNeIjdBnGLeefcrXHfNKkgkrs9J+Bq+312Ctz/OoRUUhYRFKxl9sWKqkDqqFNd6trpC5mBaOxk6t/LKFx34/ri+1+2kokNub2q3IrfMjIevkrncO21m2NQfn8ysDIZJUi1+Fl2HFxPLsTSw3bNtwlYrmIJzYCclenCjfngFiDWpM/vRcaim+NvBRoc/fvOng9h5oBw8nnMKdmwH61tduST4I2Umvu/Iwtu5EeAFhdr5Y1kQvZ6eLmBFQhcMFjaKWz272EVmUlr1XKjEloH5Q8dFk5ZLBdXDs5pd3r+bwQbLZusRLQMhSaPB9dVVSDl6Eu0lFU7FzbDh54+JC9PI+cMbMS6VFU/6uo82SO+xUhEAhTwAUyanoaGxBWfzi1FX34Sp2em45eYr3d7m1xu2UXvLNZctwkRFU6sWX24uwPO/WYoo6ymIBSzklZsxJ10AnYGhwV9cDov68qdEcvHU+x347A9BHnv+8zUWWjGJCGTjVImZtno5YkoiH//ZqsHhQiPmZQqQGdff2W0gRzAyHJkk0vdz+3IXZMj+7X+0Dn8DIcFgKRXgpiTTVRTr4aPgrF4FWC1gzuSBKTwHKOTgzJ4FNkmvNZth3XcQtpqakb1wP7wa/pYvH+GPzDDccs0kt7d5SfBHu5XaAT9/hxxRwdz+/MEAXDZoG1aKyoCndkfgs+s9N0x8vkVAKyYRUvPA/PGdFIdrJJgXrUFmiOvtvScgRzx0vdy+xgV+/vBjjPhooLwVcpvJRTu/causEMHSfRrN5/AESM/xwcM59pwUdScWzp8OqVSMh35yi9vb2rvvGD09/pv76SDmRMXH3+RhxYIERIXbD5zI95G83W0n9bjntbaeXBOCp26VQyJkoaHNc+XoADELGj2p2NitJCfF9Z4vyk7goa2LVFYY3LzYPrviCgxWFr5oCsHNYSN3cNNwZEDA8A4s2dmTga4u2JqbYc07C6akFNybrodl81ZYvt4IzqwZlGh4111DV9BIWdiy4TtwZkwD97ZbwJ4zMic7P0YJIhFsJrNXzab4qyujwx8krX08+WOoYf7xxMe7tLTqToSKU/5oyOipsDy1uAESnhUNGs+tvQYIGGhMbBS3CQbmDz2prPBwc5aaiiZX+eNbbhiuRcPIf1cKhZ8//PAYf3gag/HRcLhqzCsrzgSE43XeuPOcM2sK/vrnx2EwGGjQ17vvf0MTiWUyCSwWC7jcwT9Gg8FIhyqLisrx/ocb8fhvH6BhXxMFeoMZ1XWdNOSLJBG3tetRXqXGT26b3nMfMkQ/KZ5HKyqZsTxcPedi+wKprsxI4WP3GQO1EvYEIlQcmMw2HDlnH5yfkti7ckL8+en1CTz6/K7CaGNTC+IUce+2AHfRzAvFKdkc8K63wvzhJ+6VbVkscKZmw/zBxz39xqShgDlnT82ml1tawVt/EyxffA1b64XqjV4Py8bv6HAl7+YbwRw9PuH6Wn0d7MwMMGfzva6a4p9fGQX+kNpgsTDgkhLBACDcSPmjoXni8oeRQXWzlVZOdCYb2jqtKG+w4Cdrpa7xBwuYEaHD7nIZ1k9Se+Q1RcjMMDEcHOmKI3v9gfkjVOeSUOm2Lu7mj0ToMZLlLlZUJLgrlhHy9POHHyPmD0+jLx85VleGy1VeN2DvjcKFzDIEBynx/ocbsGffcXA4bFy+ejFuvu1RBKmUePXl30As7t87TAa2H/n1n2gAGEFUVBgee/ReOpzvKrzlMxgIBoMFz76+jwoWss9uaNZixcJ4PP/bpRCL7Dt4UjEprrPgsesDKNksmdzf/eHquSI88V4H1s4WIUA88oMiUjUhxZLdZ+xDmRJh722SFrRnb5cjPty9n4CIzcDEsGC50IbgDAxYaORHQmLtQiM/AhYWD3qOGGYWHzJLB9Q8FfRsCZaov8f7u/jg3X2H3QPfxsBWVw/rkWODkg8rMgJMdc2gg5GWLd+THhTyD+p/o8kEm15vv5389cM7IBCAk5EO8+dfuvwQf8uX92Mg/lj/s3cQFCjGn59Y0bOvdORApn0/Hnn0xRHxx7hjMMevCwnwz37UQe3jWVwRGpp1tKLy/J0KiAVs1/kjrQNP7IzA2pQOWhUZKdr0HBf5QwVwY3o5lw3JH1YWLINMoJAslY6oKAi6utAZEQmOmQGkErp/IPbDJOwPUinMn31Jz/v5w4/h8sdoYDBOGglfeZ1Y8ZRw8VQLWO7Z89i+/SBq65pQW9eIQKWcXv/qa+/Qvy2tavy4/SCuvXpF/9fAYmHqlHRYrVa0trajvbMLGekTa6Dtg6/PIEQlplWUR575EdERAZBJBZDLLhLK/rMGGrxIiGYgRKi4mJ7MxzcHdLhr1cUVteGivs1KCcZoZjA7zbnFdGp0/zmVoUBsiWUcK1rMPIQJ7ISgZ4twSjYXena3gYANQeYmNPKnI15fBLlFjVBTHXg2Ezq4SsQYyyC12m0rbRX1ML/9DsDh0FUyMvDIu209rPkFYI6fvLhyJZOBu+YyuqrFYrNh2dd/lqYfnBFNN4xGsONi7X3JfngFeHfcCqaomP5vvFGo+Ksro8AfbTpsO2rFNUv674vYioWYOqV5YvPHDg1CFBxaRXnk3xpEB3MgE9st7d3iD5kZ0yN0+KZQgbuyR5BldQH1Gp7H+MMxEJLwhxRWtIE81i4WTGIxKufNh0li5w/i2yJtbEBnZBSaT56GjaTNV1TAZjSBHRwEK9lnt9sT6G0VlX7+8GNY/DGaIFUUZ9WVkWBMxcpIBMR4VFwaGprx4ktv9VwmTi5sDhstLb1LzadOF+Caq5b3uEl99Ml3kMtl1AN/zWULqXNLS2s7OByOy/a4voD6pi4cPVWL1/94GfYdrYKAz4HeYEFwYG/XL4MZCJYPfZBDZkee+7gDkUF6rHQjTd4ZcsvtlR6CKQkjy8PpixC+CU0mPhUrpaI0lIlSML3zEAIt9hXQwSCzdjofsierXMShpfAcDe1iT58K7vobaf8wWcniLl4I69FjsFVWeeQ9kN5k0qNMSvy2pmaPbNOPkYG0c/Buucm+MjoI4YxnNcUvWEaLP34+8fhjiKoKWVA6es6E1x9UYl+eEQKOBXoT4QqO6/zR7QxWdBw3Z7XRRPtImRkrE51nmLgK4vA1WvwRBBOKK7hIBtCYno7mtHTEHdgPaXPf/fDRfoPJjHqANjc/f1zyMLvIH6ON7u+sM8EyEnh1ZWW8hUtF5cW02IiIEDz2q3vw6G9eppfTUhMweVIqvvjqe5wvKodWp4f0wsoIIZZNW3ZT0iEghJOamoCli2f7DtG4aA9ssTL4ZEMe9hyu7Lk+QNrbRpK0S3X3+A6GIDkHP79ahle+6ERcKBfJke5XPgjIrApJqCd/ZSIWooKGP4jqzBEslG9GvYkPjiQZWo4MK9q+86ytJMPQVTFbfQO4666lQTC20jKPEU3Pc5SW2cOj/GTjHTAYYNm+k/7PLV98BVjs5hCO8Ld9+Q78/OEKf9jwyS4t9uQae5mjDIs/xFb8fFYzXjkYSjNSklXDO2AjbVokod5kZUbMH84QDBNaBQKIU1JgCAhA5oZv/Pzhx5jwx1jDk4LF55fIPOUqZjKZe5ELwZzZ2Vi+bC5dEbtt/VXYvecovZ6scBHyqa6ux113XIvPP369h2gIfvnzO/DCs79EdFQ4vbxrz1F7Nsvjr2Dfftd6W30Bm3cUw2i09giV5x5bgmd/vQTZmWH9Pes7GSoeTJbBB/KIQFm3QEz7mIlF5XBQWG2mK3FkrkRjsHmcbBJFelRIs2jb18zO/Z4lGgfYamph+eQzoLkF1jzPD82xo6Psvct+eA1s1TV0BZR7840Aj+eVKfR+d7D+8POH+9h8VA+jGT1C5bk75Hj2DjmyE/nu88eFCgsRKOvS2/Hs3nDozMPbMxc2CxEstrjOHy7Oq3SD2Ba3Zk2CSSJBwp49fv7wY9T5YyJgzCoro2lR7O5zkICuH7btR5dGh9LSSmg0OnperzfgwQdupitY3Xjg3hvpiSQP/+3NDyjRiMVCHDp8CvPnTkVtbaPT50hOisVfXvktdDo9JTKFIgBFxRX4+z8+RHFJJe69+3r4OvLPN+G26ybR8EdSYUlJUDm935qZQrz8WSfueNXuKvKbG2SYnuw8xIux2VDXaoXFCuiMNoj7z1IOCWJXTPqJK5ustGVX3Gc4cqTIkGixu8OC+/mHPRv0OBCIZ+copAzbOjrBmTcH1pM5QJtnXHT8cBEsFtizZtL+cXsPenvPTWQVlGGzwVm0AEtOn4Q34lJuB/Pzh2eQX2nGbcvF+P64gVZYUqJ4HuAPoK6LBwvDgs7Mhpjn/n6T2BWnJslRedIwKvyRAi0OgsGa/UMvdHUvUAyUU+ES/PxxyfKHdeduTBRccmxDdvxkuPHc+TIa1qVSKdHU3EavX7N6Ed56+zPqid/U1EqDu0iPMMH2HQdhNJoQFKRAV5eWDj1eecUy7D84+MEEcQkjRENAXFxefvHXOHrsDH1+X0eHxogFM2Pwf3+8DH99etWA9wuUcfDKfQp88riKEk9RzcDlySY1g+05BuoKRtrC3EFbl5XaYJ6vNiM5kouMGB7mZXi235ggXGBCU2sbOixjo/VtZgt4N98AzvKlHt2udccuMGXl4K69HOzkJI9u24/BQT5vljwAtpYWcFcsBff6a8EKCb54B4kEqcz4l/H98B7+YEXO8hh/eIPLZIeWwYJMIf7vQSX++oDSM/yh5WJ7WQDWJnfQtjB3HcD0ZhbO60JGlT9CYURzays0Q0QeeAp+/rg0+cPWpcFEgk/OrIwEp84UQqPV4dWXfgsej4udu4/g+Ik8zJgxBfv224nj729+SEO7CKIiQ3H/PTciQCYFn8+j58kqGYfNxu49R5CSFOvW85Ny/7XXrMSnn2/BH596eNAeZG8glIFgMltpC5hMyqdWnDweZ1BSeu3rTkxN4uNQgZHOpQyEP7zb3vOYofDjCT2OnDNCa7DRFTCSekzaCuRiFqYlyTA/Q4DRqLETX/04oQEFWjHmK0aw4uVikr112w5g6WLYauvgadBVGHkA2NlTwJRXeEWf66UAQixMcQls5RX0LwKV4C5ZTN17Mhpq0Zg1CaEbN8CbcSlWV3yJP7wZpJ2L7KuJ8xeHzQKPyxo5f6TMxB9etVeqOoxDL3T9WCLDkRoJtGY2bDYWFTpGKxtysWVU+UOexUH0WQMqpFJMdlgRd4YRVVQuwM8flxZ/MMUl4GRPtufoTCBwJ0oL2FAgtpH/eedLFJdU0BI6IRoCQiCJifGYPCkDIiEXaSkJWLrEXsY3mUz47/++wuate2h5f9XK+T3kcPjIKezbfwIvPvcrt1/LimXzsGPnIWzfeQirVsyHL8JotIDDYbkUqEjCHqtISxZMuGOFFFl90oAJqpos1LY4LoyDsjoL7lk1cDgkWa0kfc7vbtPSfJZpSXyYrTakRvFobzNZsOrri+9pLFWq8VZtJObKO11OLx4OWMHB4K67hu6AyEDjaIA5dYYke4J7xeX20C8/Rh1MXT3YiQmwEoInaFNj8d5d0CsUNGMhacd2sBnvnw0hgkU0/rv3Cc0fxbqQXufj5lzt+/xhstFUelf2nW7xh8KEMrUA90wd2JmRLGztMUzCu6c148YfC9CG96JjkNXePqrtLX7+uHT4w/LNRrBUgWDFxcG8cRM1QZhIuGSWxU6fOYfCc6W47+4bkJWRDKuVQWtbJzLSkzFv7kwsWjAFP31gfQ/REPD5fEyZnAa12u5p3k00jU0t+M//vsKvHrkLKpXC7ddCiO7W9Vdiz95j8FVIJXx6qqkfeuWnsMqM21dIcOsyCeZnXuw1Jn3KrZ1W5JSY8MyHHYgJ4UIsYMFqA06VDhxqteWYHl/u02HpFAFWTRfS+RRCYGR1LiyQg6AAzw7UE0ewvui80AJ2VjuwqPIEWHGxdGCO9p66k1LsDshqTOE52Boawb3lJrCnTKK+/H6MHmxl5XRAte/wvKi9HWFnz0LYOfIVVT8mJn9webwR88d4LyBKRSx6qmm2epY/eAx1DjtV39s+3xFbigM8yx/d9sluwBRmF1xtWa6bZgzHYMPPHxOfPxxha20DQ2aIhqjYjRUueevigUB6hQV8PgQCPmJjI2jpvRuXr14EsUiIrzf8iLf+8xke/eW9yMuvREZaHBbOnwz+hZWyviBzJm+/8wV0OgMdjCRDjk/98W+45qoVSE2JH/ZrJb3OXT7cU0iIVxEgRJfGNKg1ZU5ePc6UmZEVx8MzH2iop354oJ0M/r6xC8fOm6g9ZFYsD9ctEOPLfVowVuDjXVpMiuf1S7Mncylf79fjxbsViFB5VpS4A43V/twnOmWYLNWOynNwViwDSyiE5fsfMRawHjkKnM23B4utuwaWH3fAVl8/Js99yeHCgau3OHyNBG2lE2MFz1v5I1nc1Ku6MmH4Q8JGl942OH+UmNzjj2YTHbL/OC8Qk0L1/dLsyVzK1+eC8OLdcq/gj9MIwAp0jkoLmJ8/JjBY3tv+OVqcNupiZaxWcIhDCukVJmX5yIhQOtw4e9ZkrLtmFR1QJEFc+w6coP3CCxfOhbpdh/AwFebOzhi07zc4OJCmBm/bcYASzJGjpxERHoKrr1w+otcr4PPowKUvo6lFi9DggSsL+UVN+Mu/DyMtmotAGbvXLEqj2oq8CjNSo7g4X2NBTIh95x2u4qC03oLsRB4VLD+9ovcKTUsHA6WUPa5EQ7C9PRgikRAaiRjNPBuCzc5dfUYyt8IKD4flwzHuO9VowJw+Q4PEWDHRYJEDNrEITFW13/HFg5idloiWFn8+gbfA1/ijngnzff7oYBCqZA/qFvaXr7pc54+i4wiXSVCqFiA7TI+PcwPx05m928FadFzP8YeblsWO2N5p5w+jKgrcAAaWQ3Wer6r4+WPCghUedsnZRk+Iygohlm3bD/SEbT3x+IPQaLR4+tk38Miv/wSJRAytVodpUzPwxutP4sDhAixfMq2n73gwEF/7nFMFkAfYD5oJke3eexR33/972occHhZMnV8WLpiBhsYWSkalZdWQSETInpyGuXOmOt2uWCKiQWA+lUjsAK3OBJPJCqV84KT5orI2OtfyyDUyOkhZ3yZCdDAH977WRofg1y8RU4tiQjZLpgjpSlpJrYWW/R+6Qobvjur7bZOERepNNhTVmAe0uhxtaCxssAViTI8PQm2XBaUiKc5IZyHcVI0gUyNMbAHU3CAoLK2IMZb3e3zXWRddai44CY0HbG1t4M6dDaagEDatDrzrr4Pl6w20zOzH8NF90NHB44FrGr+UYT+8nz9CU2dj0sw5TrcrFEl8mz8M9twUIhwGAnH9InMtLvNHA1DSJqA5KQ/NbMZ35+X9tklmWsaaP3jpQpgLDb35gyfGjNQQ1LSaUBkhQfs1s6GoqoS0oQFWgQDaoGBkt7ZCVVY6/Cf288fEBY8HGC4t/uBOhKpKeXkNXfUiiIwMpX+lUgme/MNPwTAMtFo93vtgAxYvnAmlUo7JWQnIPVuG6VNT6H0tFivy8ssQHxcOhfxi6Z+A3D8qKowSzM03Xk7FBynrz5wxCV9v2EYfS8rxW3/YR3uR09MScTafhCWacOp0IQ0Gc0YmxNWF9D0bDEa6wuJrsFpt4HLZOHi8GgtmRfd7j/uOVGLLzmJcuSIZT7xXQt1fNHobQpUcTE/m05TiVdPtQmf5VCEEPBb+s1WDvAoTdYlp6bRCKuz/ufF5LNoSQNoDxkusvFETBa1Wi5vNp/BQZQqmic9RR5t6QTSa+BHg2UwIM9Ui1zIZzV1yJFeeHJapDIv4448TSP+x+Z33Ll5Wq8G95ipY8wvAHPHdWavxhOPqqLC9A00ZmeP6evzwbv6QnjqPrBnOU+tFEgnlj3x1ALICu+BrILEfZPd2sMCIBZmC/vyRZ6CziVfOEeKJ9zpc44+D6chrMcFoZdAiiYeU33/Inp8+A1nFXSPnjxFUVbr547bIPbg/JxY/t+WjrcCG9pgYdEZGgms0QV5bg7rsqdAHKhF54kQPf7iTu+Lnj4kLW5sarGnZmAiQhrEuncrK/HnT0KXR4t33v8Gx47mYNWMyLb0HKu0rK0EqJZ558mc994+OCsaZs6WICA9CeFggjp04R/uJT54qoitmjpiUlYL6+iZ6Xt3eifi4KLz9z+cgk9nbn8hOtrW1HeeLy5GZkYxvv9tBV+F+/ct7EBDQm7gcQVKNFXIZ2tQdiPRBsRIgE+DJRxbi7/87hiOnavDwXTMhEl7c+X/2XT6S4gJRWNKKn10lhckCnCwyUevJmxZL8PzHHXjgcvuqICEagjPlJlw9R4gpiQIcLjDSXuWTxSYqjAipna0w03YAYlH86v12X/6xXFkkC1XlBiEKtBIE8UzosnLAgQ0tBTbIYIEcZfTUjVmowcnMVeiSBCJA6+aKEnlP47gy5iwZ1/zuB+Cuvwm2qmrY6vy9yK7CWQuHQKuBUSoF+Q/73rr4xIK38UdLpwW3PPRLSGQBg/KHNECOTrUaCPQ9Gg+QsPHkLXI6d3Kk0ISHr5JCJLhYZflsjw5JkVwUVlmGzx+NYpysE8FqY+FglRRnm4QIVKjHjD8cqykEnWetqIQIBSw7f3Qa7fxhBBtsxozAigp66oasrg7Fqy6DPjAQ4jY/f/jhgK4usAICvJ7riLU9cYzse777MoFGwLq03MDCwoLB5XLojr+bHAbb0a9ZOQtnC8rx3dZDdBUrKyMOOp2RDkL2BVnBIoiKDKN/5XIZ3QY5kR1dUJAS8+dOg6ZLiz37juGRh+8YVKg49jM3NbX5XMZKN5LjVXj1yZVo7zDgdH7vmY2QIAmsDINZ2ZHIjOVjaiIfNy4SU8EhIBVMk40eqDni/jVSvLddR4fqiac+CQDbeEiHTUf11FbyhbsUuOcyKV6+V4kQBQf5FSasf6kVGw7qqDPMaOIr+TTcn5+CF0pjEWQzgW9i8MfiOMy3tUEC521d5CfIsNgQGYcxCEsOZIl7C9t7fqKsiAjAbIKtcfDflx/o5/LlDLKGBmpT7K0g3+o8uQLnZbIBvuETB97EHzc98PCgQqUbyqBgqFuavLPzoWbvkHdJjuRR0dCuYXC6j/tjiIINK2PDrDTByPijMgqbqiKRmh6CF+4NGjf++KIxGI8iHa8jnvKHiM3g6d3hPfzhLK+I8IeNwwFfo3F73+Lnj4kPpqYWrPi4cXluZ989x+vI91mVxcZxyCl/kPPd1zv+dQejtiQzltaIP247gP+9/zU9/8b/PYUgF+wgSb/xymXTYTSaISB7P7LzTIzE+eJqTMpM6PHWf/1v9lImSQ527FEmri7vvPcVbr/lamRlJtPrzuSdw8zpkxAY6JodJWk5KCuvxtTsdPgqhAIuwkKk6Ogy9Ku8cDksnDhTh7Wp9utI37GNIUTDIDKIg2c/7EBCOBdXzRWjU8fgq/06WuYnfcrEhvLOlf0FX7cTDAEZxCdJw6T6UtFowa+uG+FKwyCl/W3HYvErlCMKBrcUvoXLB8/i2iDs+sUKfLq3HRAKwV29CuyYGHBJr+8XX8EbwJk5Dda9++09HH6MeBg2/MxpFF22Gs3pGYg5fAgCJwcl4wFyaH1WocChoGCwbDZY2SwcDA7GjVVVkE7A0LeB+KOvAxdx5RoL/ghQBrr0uoPDI1FbWY7iSdm9XpsvQci32wV36Hq7dhHBQbqYTpw3Yu0skffwxzDbv7Y3K3vzR39N6xQWPpltc9NIwc8flwSsR49T1zVb9mRYdu4BxsHu3hnXBWWxcQxy7EAQ/a4zqSwcN1hxH6oQMIAwdwW+Vz/uA4vFQokmIz2JlnQlYhFdsXIV3URDEBKixMmc8/j3Oxtx7NgJSCUiLF40E5etXEBXw7qRm3cef3vzA2g0Ojqc2U02IcEqHDx0yq1wyBdf/hedX3EMDPMl5OS34PDJWkzNsq8aEhCBQiyLf//wfLz1wQn88UMz1swU0QAwsoD1+/914tX7FNTt5VSpCT+c0NP8ItKHvDzb9ZY4Um3ZclRPV9jIY90lGpJYnFMvRmkbHzozG3OjJZgbpaVk54juajpZAXP3Z8ZhLNAKZBAbNWD1Wwt0DhrilXvW7qNOBunGAzIZOHNngxWkApNzGqyoSDoo6V8V85xjD1+nQ9aGb6AJDkbVnDlI3rED3oDCADm2h4VjeUMDJrer6bd2c2QUfgiPwPXVVZhI6MsfDaxodBj6Oxw6ioFuEUOuG0/+mLloGd57/WU6v5J0+RTf5I8yNg4XmjE16eLneKLISGdKfn9TAN7a0oU/ftjuHfzRB/35Q9vDH44tYK7wh2N7jCPYFisMMhldyCALB67Azx+XCDQamN//CKywMHCXLobl203j3vJFkIMAbEAYrkYjlmd20cWv/+SHYqM8And0VA/7+XxerBAHKZlUgoLCEpoGTFxUhotApQzhYXL8771DSEuNpyQze1ZvEiCpxC++/BYUChklIOIQ0w0SAPavf3+KmtpGRF0Y1BwMSYkxeOaJh/HGvz5CXn4RfvnzO2krgq+gvqkLH3x9HlMmJYHrcIRfWqmGxcLg+f/bj9hIOaKCGXx7WAej2UZ33OSuta1WzEzlQy5hY8cpAyJUbJwsJjMqZuzJNeCPtw9dnSJhXn97KBDnqs2I0ZwFioZesTFbgYPVUuytkKKinVhc6pCiMtJ+5jePheDNY8CLy2qRGHhxNYs4zAi5DAJdCNViWCwY+BLoRAHQiBVgW604NmkNbSGOrctHVGPxgJWWVnk4eA/eAOux42DyzsJUUDhuq1Cc2TNhq6mF9cgxsDPSwJSVw9adluuHR33leXrieuc9B5oVUgkyO9qR3X7RanRSezt+iAinxOM9jSWe5w+b2LWQV2eVDE/wx5v//gxN9bUICY8c8jVExSfi3seewJfv/AulBfl48lc3u80f3R0Q49F2XN9mxQd7uJiSEQUu++J3rbTOQl2+nv+kE7EhHEQFc0afPy5Y5w+KouMu80eMQ+mkVC+EAAwCYR5SqNhYLJgkEhgCAmBQKMGyWnDu8rV07xCafxZBRUUDVlpY0VHgrl3j549LDDadbtxzVxyrJVVJCsxn63D5FDPMhXa+WLrIiPePKSHJ5ECbb4Usi+O6K+poipWxbAEjvvivvfo47v/pU3ji6dfx37de6BleHA7IrIlMKsYzTz7s9HaD0YSIiBBaDXnowVvo8KXja1m+bC7eefdLzJiehcz0ZMTFDU465PaXnv8Vnn3hH/hx+36sXbMEvoJvfzyPxsZGhISE4HwVDxaWHkkxPFy7JgMisQyff3sSlbUdqKy1339OGh+1LSYkRnDxvx811EGLJAiX1JkhvjCcvyxbgMnx9nRfV9sIshP5LgmVcjUfbx4LhoTPYEVCF2ZFNkLIta9WLY7rwj3f2r837YaLxGVhgA9yg7Aq2QBtsRxmrgBGgRgGvhgGgYQKE/KXYdsfw7IxEBq1EBu6INW1UycwmU4NC4ePpsBoHJl8BTJLDyGwo6GfyKkPjqelXebUafuV41guZwUFwXryFC0t+91bRjf8ShscDGnTyHJ6hgM9m41iWQBKZVKwbHa5lKtQgG2z4WfFRb3uG6PTgsPYsDEqGtfWVHuRtPIsf/zh9bcglvZP3+7bEjZa/DFz4TJ899G7SM+ejoTUdITHDN6TTm7/6RPP452/vOB7/HFIh8bGdoSETML5jiBYKhgkqdS4diEbIqkCn+9oQGWTlZ5GnT9cgKv80VLCIEZ2kT8+bgzHEp4GWq5z/uiIk4C5sNjHYmzgazUQdHVBpG5H1IkTEKvVsPL5aI+OQeGVVyH24EEENPQZUCczUGmpfv64BMEOCwVTN3hOz2jwHuGPpgw5CiClgoR0jhznKMCuAP6yqraXdXea1QAey4b/aKLxs+ubYTnnYh/kRKqsdBPE5x+/jude/Ad+8/tXkRgfjZUr59OcE7e3JZPAaBp4BZ2kGr/+6u8HvP26a1bitf97F19v2I7Kqno89JP1Qz4nn8/HvXdfjxdeeguLF82iROYLaGzR0taJuupihCrCMSk5CPmlJuTpjZDJ5JDJpEiOleLWuTq8vVWLxnb7zpNYEs9I4VNS2XpcT1fR8srN+MPNMkxOEPR6DrPFhu+P66ldZWTQ8L6upEy/oywAR2vFWJ+lpkTTdyFCzLPh1kmtOForQWKgESYrCwXNQmwpkkMVngBlFBulBi14FiOEJi0ERh11+CLChJzn2AYnBg6jR3RjEUJbK5GTsQJzcrdAJ5CiOTAaNhYb9cEJCOyoB3PuPLwB1t17wLv2Klh27/WviI1yQi/D5YI9xrMgtSIRPohPQIReh6QuDSxse5PiXWVlCLCYIe9TReTabLizvAz/TkrGaaUSU4kL1QRBN388/tx/8Mazv0dkbDxmL1mJ5KzJY84fS664Bp/86/+wZ/MGNNRUYd3dPxnyOXl8Pq669W68+9pLiJ6xFpODtcNaYBzr6grhA8ofFXkI5fIxKVuF/MZg5DUEQxagg0zWieRQM25dJh5f/qg3Y8fuGhytDevhD3qwVYyeWgmRSjeHNuJ4ZwASRXqYGBbOacXY2hoIVVQiArk2lJqNA/JHa97gVXu2Xo/govNQVlageOUqBGzeRN0E2dHxtNREhApx2fLzxyUIHg9woevDk5xH+OOjlATEWPXIgAZmsCDK5GNNaAOUIguCxNYeoUL/coCnfhaJ37/ViL2VUsyHwe3qyoQQK914/Df34/W/vY8TOWfp6Z9/fwYqF4btHUHK6KSPmZy4XPc/HpKZ8uAD6/Hnv/4Xky70IruChPhoTMtOx8efbMJP7r8JvoBfPzAXz71ud305cKwKa5cnY96Ui0ONk5Ln4/GXdsI6W4ynb5OjtsWCBrUVkSou3t+hwQc7tBALWLS0/4+HAyER9m8w2XxUj8/36rDnjBH3Xy5Feox7Pbh1XVz8aX8Y1iR34oVldYiQDXxQuDalE41aHn6+NZpejgowY2akDlcm76c/trYi9w8C+oJvMcLC5uHA1KshMBsR0loFGwvILDlIySt1lgCf7u0fhjnWIL3F5o8/A+/mG2Bu7wCGODhlRUWBFRUBTkoKbDYG1j37qF3lRIKnRUo3BJ2daEtIxFjBwmLhm+gYXFZfh2luiA4hw+CK2lpsiYycUGKlG889fideeO1TnDuTQ0+/eeXvkAeqxpQ/BEIRrrvzAXz05l+RmO56Dk9EbDxSJmfjh68/weQHr4Yv4NfrAvDcRx30/IF8E9bO1mNe7MUV2UlhfDz+jg7ETG3M+ePCfCPlj10RWJNsGZI/1qja0GTi41dFSfRypMCISfpOrDi/DTwX5xWHAtdohJXLwdlrrgXPYAAKziNdKkLB9p2wNTXDW+Dnj7GDrb2ditWx4j1lFgf/RAxuCWvE9No2BN7Q3cmkG3gjKTNBluDvm9aCd44GYn7yxQwkQRh7fMTKWLaAOYKEdz334j8hEPBx3z03IDIixG2hQmA2W8Bi2W0lh4s3//URYmLCB0yvHwh33H4N7n/wKaTFWLBoTiy8HVIJH39+ciU9/+nGs/hkQx4efWBur/totCaUN9hXtbpPp0pMlHAWTxLSkMeEMG4voimrt1DbSpJWTwYoH7pSSslm5ymDW2KFsQH/zQmiIuS69PYh708GOO+b1orbJrfBbGVBJnA+9DhShLWW0xW1qKYSeDWMRjAlpWCnJIE5OoALDosF7jVX2ocnKyph/vRz2pLAXXctrAcPwVbp+wPZoyVSuiFtakLV3HkYK+TL5RBZLMMSHHFaDXQcDlr5fKjcdSnyYjjyx1W33YPgsIhBhYpjW5jj/Ion+IPMoIRGxWDSDOfp9QPh8htvx0uPPoi9mRE0wHJcEbV4SPtiqYiNP1/IO/l0txaf7NLi0XW9f2skCLK8weJV/NE3P8WRP+6OaMD60EaYbWzIuFaXV467e/4HGrR3hLKiAnyNFsElxeg+RM13ISRyzOHnjzGBrb4B7OVLR8Vevq8dMcFRBFCziMWKDvDnuTdykRFsQJeViwYjD2ECM62utAsvscpKVVU9iksq8cbrTyIkxL3VMEfknS1CclLMiMimqroe8+ZMdXvY0WQyg8PhIDbKHkbmK9h5oBw5Z+sRGda71zu30N6H/+Z3Gvx40kAtKKcl8amvfVGtBatnCHHXqt72ksQJ5l+bNdS6koR3kZWzYDkHRosNB/KNePAKKbVEHgw6sz0E7EiNBBoTG1ek2FfvXAXpQ+7uRXYEWUFo+3Lk1ZWY+nM0LNLrxQop5x86At5PH+hNNhwOOIsWgCWRkIhuMAUFYEh/sgMsX30D3q03w7JtB2y1Y9dP60sipRvE5Ufa0ICaGTMRWFoChseDpLnZZfcfd0C2eCA4BEsaG4c1d0L2aJF6PRqEogklVhz5o0PqnpU8ES7dgsUT/NFYW43JM+eA42Zlxmw22fkjJgK+BCIiiPtXpKo3X+aWmceWPy5UU+z8IRs+f3BsMJ81oQujg9DCQhStuoyKFcd9lSup9mONS5k/xgwMQzNXOAvngyk8T9vCbI2N9HpPoVuoEP7YhmDcNLcD/Cg3w8yLjlNzjMQgI6oMQipW3IHPi5WWFjW+3bQT23YcxP333kADtsh15O9wQFKGu8O7nIGU9w8czEFUVBh18+qL5uY2aLV6GjLmLoRCASU5EqjoS/jw61wYjBb8/O5Zva5fNj+enk7s2gatwUbL8f/Y1AWzBVieLcDqmaJ+vcGEaB5dJ6NBYI1qK379thrPftQB0YWUU53BhgCJc7IpU/OxvTQAh2skSA8yYF60FnOitOBzvCfJt7sVjPQtt8uCoejyntK9U9hsYMorwAoJ7mkzYEWEE89vWA4cBPQGuoLWDyYTzF98De6KpcCsGbBs2kp+PPAFjJVIcUTMkcNonDQJjVmTwGIYVMxfgLQtm/s5/5BvMkm0FrW1DUtsfB0dQx290jrdOwBzhNBqhbGvv/cE4I+rb78XanEqOltboFAFjTl/ENGjbm2GQaeFKnTgbQwEgUAIFpuN0BEs1o0HPtyppSGPP7+692LXsmwhPREB4ueP3q1gfJ2WWp5Lm/384Qdg3b0X7OnTwJ4+lYoU9srlMH/+Zf/PlsWidtK2ltaLntpu4OOYOLDa2ZgZMUjLV1+k9K7yinkMjKECwGCX85xg7tiLlbFuASOhW4/+5uWeyzt3H8Gnn2+h/vW//fW9mD4ty+1t8nk8mAYZVtp/8CQ2bNyOxqZWPPWHh3o88rtx6Mgp6gQ2KSvF5ef851ufoOBcKWbPnIzo6DAcPVWLJXPHJ5l0OHjswbnY8P05HM6pQUxk/6rQjBT70OP8TAFd7Xp3mxbRIVyEKTl0wPJMmZnaRxILyjtXSijREJCAr6duCcBfvupCoIyNdi2D97Zr8JO1Mgh4rB7r0eNFJmzdG44GDQ/L4rvw6spaBEu8e8eWVnYUp9KXY+7p77zeWYnJOQXuFZfD/M1GgPQf8/mkv89+fjBotTSsirf+RrCUSti8nFjHQ6R0g3wHwvLyei63xcWhbto0xBw5Qi+bBUI0ZmZCHR8HcZsaeoUCUSeOQ17tujOXmcVCYUAAfnX+HK2QDBcBZjPU5Dvg4+jLHyf27ca2bz6HXqvBbQ//GmlTprldXRkpf+QdO0KdwBLTXeeur//3FsqLziFz+kyERkTj2wPluHml7wQNP3a9DBsO6nG40EjDHMeHP5rRoAkbkj8GagEba0QfOYKSFSuR8e1GP3/4ASoKT5y8eDE5CZx5c6iIoRCJwJmWDXZKMmzNLWCpAmHZfxC2snKXuVCQwcXx82K8cXl1vyw6V0QKvVx0HCqRFU1aHnhZ9soMi/wWLRO8stLYaB/SIX3GXA4HZWXVvVqxhiNWNFodHZIfCHq9AcHBgdQe+fk//ZOKEgGfD76Ah/b2ThQUlva0dBErSleT7PfuP47NW/fQy+9U+ZZYyUoNwamzDb2yVpyBlN93nzGirtWK+1bbCWXjIT0lmXkZAjy4VtpDTN1Ijebj9QeVNADsy306HCow4XRpGx6/KYCSzye7teBzWbg8vgvzozV0EN4XIDJqEdhej7qQJET2aQfrSbL3EpB+YmtJGe0jpv2xYaEwf/mNS4/lLl8C5myBVxPNeIqUwfrSa6dPh1algk6lQlN6BsLychH5TQ5tDyPihdxeO206Ik+egKJm6GFUkkofpdONOIU+Qq/HUZUKdcJO6LgcBAxjkNyb+IPHF4DD5aC2sqzntoaaarfEiif4o67VgIqiwp6WLh7PNUEYEhGJU4f34+C2rfTypo/exc0r/4xxhwtzKwRZcXycKjWDS4Y+LnH+cHV2RaDVIqCuDq3JyQgqvtgO5o2Y6PzhjWCKS8BbMA9MSAitarGnTgFz/CTM731or6gQ8TJ/Lljz5tpngxwc2wbiwyMdAUgQ6qEQMu4LFQckZETRINdytRadRg5UoSyXwru4vlZVqaisxceffIf2Tg0MegOSEmPx3DM/p726I4XVaqU9x0sW925ncsTc2dl4/8ON1Po2Mz0JCxfMoI8jg5Xksd34w1Ov4y+v/Nal5736yuX0dOx4Lv76f+/CTMzZfQxsNgv1jV1o7zBAIR+YrCVCFlo7GTz2HzUiAjno1Nnw7B1yhCg4gw5izk4TICqIg1+/3Q4zw8Xbu2SoqanB/Wuk1FufVez98x99kVyVg0PZVyOiqcQ7V8ckEnCmTgE7OYn691tO5tDyvbW93eV+WMvWH8G7/RYaVDaevv++IlK6Qb4Pqd9/j4oFC2nGQvqm78B2+Mx5RgPiDh2EWShE9azZaE5LQ8KePeAMIkTOKJSYpm4b8WvTcdgws9n4MiYGaoEACoUCdpsN70c3fzS1G2A06Gmw4v2/e8Yr+EN9urLnfm+9+BR+/sdXXHrehauvpKeCnOPU9thiMfeao3EF4xEK6QiiU0hIZLuGgUI68JGLnz8uIjLnJPKvuQaq4mK6v+jen3nN7MoE5w9vh/nLb8BdtQIQ8GH5+LPen7leD+uOXXbRsmQRWJMnwbL1BywPGDhU/UCHHMszdcMWKd23dx7Xw2S24f+OhFD31YVpYoRNGvr9+NySGOkvzj1bRHt+m5rbkJ6e5BGiIfjy6x9oWXnh/BkDroqR6odYLMKTv/8pEhPsFrfdWLViPurrm+mBO494X7uJWTMn4/Zbr8bOHbtoeZpsx9tRXdeBZ1/fB7GQi6ZWHQ4cr8a0rDD89qH5Tu9/zTwxrporgtFkL98nhHMHJRpHhF8YwDSbzQgPC4ZGXYvCKjOWT3Vz0MtLwGGsNHeFZKxENF9c1fUWcK+7GsypM9SCkvQQU2jdNBgwm2HNPUt3iMSOkoAVHATOimVgTueCOZuPsYQ3C5S+4Ot0SNn246D3IfalCfv2oj06GgVXX4PoY0ehqL5YYe5GnlyOFoEAqZ0jP5DZHRoGA5eLQKMBSqMRa2tr4KTr3Kv5IyQiCuqWZsSlpHuEP4gw+OwL9/nD0VUsfp4NLY31dG6Ry3WfPzKmzcSaG27Fif27qbuZV4BUVwZBdc5OPPtxBx2Eb2pn6BD8tCQefnuj3LP8UXQc4ckz+vNHfgOWSzy/aj+chG53KyxsqxXKikq0JSRAVebnDz/6QKOBhbTeDQa9HkuOHab8UX337WgfgD9OQI46owAzIpqHJ1K6DSxSZuKr/VpoDUC4FAiVmLE8yQBX/os+J1ZuWLearl7V1DRgxbK5uP/eGz2yXTIU//2P+/HKnx4Dj+f8Y3n8ib+iobEFHA6bBj8+89TDCAkO7LmdxWLRdOKR4PJ5HOzby8bxM3WYPTUS4wmDwQIej02H53ccKEdnlxFWKwORiIekWCWmT47AroMVmJUdgeyMMJjMVpRXt2PLzmKau7JgVn8DAgI2i0UHHuek9y7ZDwXyuP/8MpA6w9SbGHTqWThYYMTDfQYzfQkxdQXITV3sdWKFlRBPS/aeIAPSS8t/+gmwwsNAQxMMBli+2wLu6lXgXrYCpn++TXeaownSWueqNagvghAMcRSrWLgQ6rh4xB480FOJIS1be0NCsb6ygmalDBfk0GtnWBhdxZ3S1oYp7WrEabUwhofDu769A2PW5bfidF4JmupqMHPRMjpUP578AUlIL/4glskjwbyVa2hLWOGpE0hdGDeuoZAu8ccZA2al8pGdwIfJYkN5oxVbjupx4KwBCy70tI8qf1RJ8PAs18SKt8yrOCKkIB/lS5b2Eive4Aw20fhjokMxCH8UZAVhK0LwaHQNDc/uESYX3PNcFSqkYejzXVqwGCsWx+qwMFZDrYzbOqKAgQs6nhUrY9UCVl1Tj98/+TqWLZ2NadkZyMxwPXRxKPy4/QCSk2IRFjqwC8zcOdm03W/mjEl44unXR6V1hxDWzCkROFfaMmZihVRxdAYzRAIuOrqMaGjSQCDg4olXduGhO2ZQ4UQIJyVBRedSyH3/8f4JLJ8fj+93l+Dum7Ix68JrJQLl2OlavPnecZrDkp3pvqvNYJCJ2bh+oRinai24LCsCVuNoGUQ6h6fsi7shNOth5gmpy5M31dE4U7Nh+XG7x7Znev5P/dxHLF98BVZiArgrlsGyaYtrr2vpYrBjomE5eBi2Evt82GC4aYkS7FGwAPZGcMxmRObk0NaxrvBwyGtrcUqpxJ6QUNxRXoZwEiI3TDQLBNgUGUX9yH5aXIQAH3TmIfzx5nOvY8aCpTRAMSE1Y1z5o8KgglLief7ImDoDlSXnUTx9llutYOPCH8cNuHuVBLPS7MJjQRZw7JyR2hWT9q3sRA8YOXQfVBUdB1nWuj4UOGXg47LL9LDqRt4WOZ7g6/WwCAR+/hgl/iCZL560APYl/khW1uMwFNiCEPwCFcj4ze/6z6ANJVQu/PZqO3l4+2QQoG/Fn1e2IFBk7VkAsCld42efqqyQ1StSwjWbLDh89DRe+vPbWH/TWlxz1Qq3t0VayIKDlHTn/tEn39EB9+ee+cWgj7n5xrX0LymxkwFJMkxJhiU9DTKzotGMfobBfz7JoRkp3ZAHCGCxMNDqzLhuTRoWzoqmpJN7rhH/fvkKCAUXvy7NrTps2mGf0SksbsFliy8mcL/29Crc/shGvPyPg/jsn+tG5bVHKzpR1qbErBjvW+1yF3yzASaeEAKzwXuG7MmQsEbjue0NIBhspWWwJcTbBwBPnRn48TweuJethE2ng/nzr8C9+gqaR8IUnqM3c1Yup/795HkSExQIVlejKTAGe6QqBLdVw8rhIaitBrYVbBSETKO2wKKO4dv3eiNqp8+ANjgIgWVlCKit7ZlT0XO5IxIqh1VB2BMainnNzVjQ3DQiJ7Hx5g8L4Q+LCWdPHMUHf/szVl53Exavucrtbcm153r4440PdiD38D63+UOv1UKpct/ifigQe2TdMH673YuOrlZYPMYfLUpcFjW757bXnrPa+ePzzt784cKwvquI5lahzJaIWcG+n+HBJZUGodCeaH8B4z6/4sP8wRKLwZSXg52QAFZoCJiycrDIfckQOocNzoL5MH/2BdDmfqiuT/GHko2jUEDL4mLKH5wE1DoKlUHMNLYWB+CrAgXWKFtxRVwrNSAZTpXSp8RKWmoCnn3653jmuTd6rhtoJauvG1ebugP//s/n0On0NIPl0OFT1I9+xfJ52LRlN25dfyXtY3VV6HR1aREaMjwv/oFA+p0/+/Ys9h+twiP3zsb50laEh0gRIHOv3D0UKqrb8fhLO5GREky3HxEmQ0FRM5QBQkSGBdDhT73BArGIj9f/c6Rn9cwRGclB0BvMOFPQiNg+dsU8HmfUREo3VGI9jlVH0H0Yeb2+CPKJFsXNAMdqpoLFq8AauxwN6/6DdvLoJhuRCKzAQNgaGuxDlVyuPSBs34Eeq0XLVxsowXCnTQWTXwB2QjxWVu+Gjc0Gv1SPVmUk4mvyINe0QCNWgGcxoikwGiaeCBGnT9E8E1Lq9tGvjlNIWlrQER0NTWgoOqIiYeNwESqRgMnLHfY2zygU2BsSggdKigcMgYx7UOITbWDO+EMVEur0vn3duFTGYsofrRoLFIFByDt+uIc/Dvy4ZVj8ERg8spZhZ/yxY+OXOH14P27+yS9QVVIEbWgYskM9u2/xSf7o07qi4rTimGHWqPLHSOdWhgL5RGtnzATbYqGCxavgg/xh2fAdFSNE0LBjY2A9cRK2hkZq82szGOl9WGIRrIePgjN9Gqzbd8LXsdxhhrMvf1QGchEslAKVZ53PoHWLk+7rnAiWfZVSfH1WgWfjy3tCIIfbTsn1tWyVwnO9abG6pgFzLi7KUFgsVtx+92+RmZGEy1cvxhdffY/mljYsmDedZqCQx3DYbCQmxCC/sARpqfFIT7tYGRgKZIiewGg0Qiz23HA36Wfe+ON5PHj7dPzrwxNU5as7DAhWSWhr2NrlybS1aqR9xH//3zFEhEjxq/tm47W3j4DDZuG5x5YiOqL/8HFosATfbq/EqfwWzJ8R3nP9qsWJ9ETcvzwtplwBIRg+xwrGxgKHdaGPsrvc7yM4k7YUMm0bphbu9LqDZltTE9ipKWDOX3S4GzUQomVs4MybC6apCVxiuVhTC/bll9nJRiKBdd/+3p7wViusP2yjnv3zrpsOfstJyLWtPTeLG873nO8O3oyvtfdP29jAYcFSulOWkaTfCQJlZQXtO7byebSkTwZwT8fEQjbMpHkNh4PvIqNwW0W5U6GS9qx9VsyX1hf78kdjbQ2ypvcmkHh+PW69/zHEp2Zg3orV2PntV+hsa6L8cflqO38o+NNHzB9moxFCkdhD7wxobWrE3q3f4rq7HsDX7/6bHs52trcjNESJmdMn4YrLF0MqHbjvzJWKyrjyh4tWyP3gpFWF8gfLDAZscGhMqu+hbOkyGg6btGP7gPwxXvMrvsQf7Ix0OrxPXnM3mNyLB+hk9oZed/LCno7ForkxrMgI2Gp9rzK3fACTGUf+CE2ygtNoRX5EHFRCs+vmGQ6/0Q4tg/+cVOHxBY0Ia3Uvrd7nKysE1169AulpCXR1jJTgSTndZDLR8nNHZxeKiit68lZI6NeHH39Lh/KTkmLpShh5zJTJaT3bW7N6kVvPX1Zejf+88wUe/eXdUCqdO5YMF2RljgiVdz8/jRULE3DbdZPoClV5lRq7DlXQ1axnf70YKuXwCe7rrYWoa+yyBzn+cA7qTgOeeGThgBkply9LRlh4NKLDnH9VBrMpHk2QFTGTlQMO2zfnETqkQbCxWEisHqR0PYogabewMWByTtuv4PHAmTEN7LRU2IiLyPfbwFt3zdiQDVlg+HoDOLNmgjN7lt09hrjAkLI86RcmRxZ9+oa7B+Yp6u3ZFK6CELukpRkmiYcHBrwAxNKYnAjImm4rm4UFXcM7WGFYLHBsNsQ6cfDpFiq+zh9xgUAstwbnuwKh6exEdWkxDlwQterGauz86oNR4w+ZQunR9xYUGoZr73oAmz55H7OWLMfq629BFKsKZeU12LXnCB3wf/bpX0ClcvjtjIA/Nu7uQruGhSefehQc7WHf4w8bHxyWa0JluKvBpLpCMNwKy0CuYNqgINjYLEScubD/HmP4On/0wGQCc/qM+wGMjY1gSaW0uuVLWD6EGybhjshkE2C280dDJwtXX7cUiHJuljQYrERAsoGklnaPDFT5nFjpPqhfvWohrWps234Q777/DSUR0vaVkZ6IyIhQag3pTor8QCBVmvKKGhw/kYv8ghJa/bjx+jU0bX40QMIgHQMhxSIeMlND6OmLTfl48e8H8MofltNS+XBgMlsQEiTBB1/lIiJUiqcGESrdsJBKKse71v5P1oYhIdB7ghPdRVn0ZCRVnhr0Pm7PrZBhQGKZbexjJMvhgBUSYr+d9OQGq8COjaarUTAY6QoRKywMzJlcGhpFnFx4N66DrWMMV+QYBtYjRwFy6ka3r75Dv3IvkTICtEfHIHmH5wZAvQ3kE/s+IhJCK4MskmswDMgsFipWSFp9d2XFV0WKM/4w8FTjzB+9h98dbYyHi+nzF9NTN4hNclZmMj2RDoMXXv4X/vyn3wzoWOYWf0TG4Kk/PAQulzPoQduI+cODsyrdOGmYgQSeLzQvOkf9lCmIyMlx6b4uV1cuAf7wFGjb2MZNmEhCJeSCMCYgn9iGwEiI2Qzmzegd0TEkLlRXlFI2uGwbmk08hF5oARs3sTLWLWDdkMtluPvO6+h5suMnvbrEm96TIDMu/3rrE5wtKIEqUI4ZMybh+utWIzUl3qOtX+7ghisycOJMHc6XtdLUeHdhsTI4dLIGk9JCsHB2LLIzQilJDwby2ba2WzH1gluLt6CuQ4YrMrw7uXcwKDqbcCZ1CcJaKxBXkwcuM4C7EotFd/7EwYSlUtF+XLrzvbADZvG4sHU7M5H7CoV0VYtFBhzZbLCSEmliMFNXT8vlrIgI2oNrfuOf9HbulWtp2q1j/y0ZWjSTkrkXuWh5SqQQVERkIJDfCW5fUp5AMLHZOKFSYX1FuSvhwE5hZLPpdiQXvl8TQaj05Q/b+kUTlj/6OoGRCtHxE3k4X1ROxctI+WPq3HW+yx+WCFwh9a2DTUdIm5pQtmQplBXlCMvLGzAMllTvyRwCZ7LqkuYPT4I9bSps6nZ7+9kEhRFs7FIr8Zt5DWDv+Suw7DG3t6E32mC0sCDjemZuyycrK44gO8uhdpjDwY/bDqCopBL/eet5SCWe6yseDEP1DJP3Sfp7dfrhqdSS8jZIxXz84p4+Qz6DoK2TgTKADR7XuyorGaEt2FsWgwVxNeBxGJ+zL46vPYvYunzUhSTj2OTLMe/0dz23kV18mzwczYHR4CWEgSkto4RgO3x06B2kUAju2jW0z5admQ6bWg3zR59eXC0jpXHS/kSIxGqFZePF5+0FLyAaTwqU3mChXRaCxhtvQurWLRB40rXGS9DKtx8c/hAegdSui/M77qBeJILCbMaUpyU+a2JxKfHHUKD8ESClJjOe4I/uz20w3vIa/ugzz5ghyMde3RIsEO8Hj+V7NtxEoISePYuW5GScW7sWmd9+23Mb2XMT61lSPSZCRVFVienV1RCdL8DeuuZLhj9GDSyAHREO9v33wPzFV8BYVpDGCE2wz0a/XxCB6bddO6xKaHmDBUFiC0Rszxyf+bxYGS3ExIQjOioMErGIOouRAX3SPuDpFTh3QAK1ahu66MD9cJB3rgmT05273/QFcW+pbbKgqt6C2Ajv+5okBakh4ZuwvTgeq5LLwOX43s6R5H9ENRahKvxiDzzB4ewrIe9qQWhrFcybdrjn805sLL/eQM9ac07ZS+FmB3FLLnsgxdw3RYodcXX50Aul0Irk3uei4yHsDwnB9NZWTG9zPUeilc9HkSwAc1tb6OVInY5mFj7yQxTSggyIkZtQ1cHHPVNbIeT63u/Nm/nDEy1gBIPlqlitVtTWNQ3bbn9C8Qe/FBK2Ftu1K7FKsg1c1uCrv7x04bgGQzqbXWHZbAguKkJTenqv+xZedTUkzc1UpEQfP0bvdynxx2iDOXkKrIAAsAKVwDCFvze1f/VtASP4AcFYHt+JFUtdn1Uh+Uon8+qxNtV+OSmSBx7Hhl8XJyJVokO0wIhqgwB3RjRA6DBrzFK5tu/zvr2Il4AETn751Q94/k//pO4vVosVoaEq/ObRexEYOLoHUwPhSE4t5AFCxEUNb7A/t7ARV1924Zs0BBparCgsMyEqlIswlXd+TcIDtNCY2lDUEoiM0ItOUL4GNmOFmcMHz2qig/cigxaZpRcGVkcSSOVDB+KjLVD6gnzOM8/+gFYfDDccCuSwq0wqxU+KixFods0J7PvwCNSJRKiWSDC7tQUZF1q+/sTUobKdjxN1YnyUq6LX3ZiphtBDpf2JCq/kj6NnIJdLERcb6RH+GKyi4jH+8NS8ihO3yHBuAzT8YhSZUpAhcM+kw5tAXP8sfD64JhMdvOdrNIg9fGjk7mA+xB9jDVZoKCxffUOG0jBR5lS6IcrkoOicFC+l1iGUGGOQ36Az5y8HvPfFaZRVtaOorBVr3rwO7Lp9EPBY+NPyOpSeBnI6Zfi00b7QcX1oM4Tsi5+brbUJuGgUOCBGdBTquLMar/mV0YJCLqMhXyR88s7br6WrZA/94jn89OfP4onfP4hJmSmj0j4wGPuczIMAAQAASURBVA4cq8KqRQnDet7qug7q4uLqrItIyILJbIPRbAN3vEv4g8DKsCHhj3x4azxh5XDRKVFSw4yCxHmYVrDde8IhJ5BAcURQex0OTb0GMlbxuDnqjBZ2hYYh2GBwWagQHA2yZ0bNbWrqESqV7Tx8nBeIdgMHVoaFjGA9fr+gAcP09rikMB78MVRa/f6DJ7BqxQKnzztUC/KE5Q8bFxK2Dr4MhsuDThlI+aNy3jwkb9823i9pwsNWWQXeHbfCml8I5ugx+GpFxRm+bgpGhMCIUKnrQuyHPaX07xWzhVSoEFQ2WfDxwVCo29mwgoV0sRa/ia0Gb5gOrh7raSI7u+7TRAHp771s5QLExkTQ8v2Va5fQ6//2xgf4/Mvv+92fWCi/8NK/cNOtv4LB4Lnh3bZ2Pb7fXYKSyjaatzKc9rF3PjtNc1ocU4QHgzKAg9ULJGhRW6E3eq8PvZRvQlW73KdbZBkWBwVJ81ATloKUyhMQGyfeDIWjQOk+jSeSqk5hwcmvoZsUC6NUiokAC4uFQ0FByAkMxPVVlW499uaKCvq3KNbeIrS5KADP7Q3HpBA97p3aijuzW6lfvl+oeI4/+rZ+mU0mvPvaS3jy/lth9OCq9slaLr7/YR9KSqswa8akS48/SEVlgAwuKVuDKnPMqPNHt4XxaIDhcFA5fz6aU1MQdeL4hJzB8zZYDx+B+X/vg52USH7omAiwgIUdUGGPWoFf3hPhNJ9oIDz2k7n07+FC+wLZ5s3n8dz7rchAF+6KaMBtYY14bAChMq5tYH0Fy0Spuqxds4SeiNPLb3//KhITojE1Ox3bdhzEnr3HUFllDwi66YbLIRR6xv3EZLLioT9sRVCgGM/8ajFkUve2S9xY3vnsFP171SrXWsC6QTqQyOqYkO+9K2NRii6UtiqhNfHgq4eck87vRUHSXEwq2u914ZAjxXiLksFAPuuoxmLk3XAjpr/7P5/+7CskEnwUF0/fg5nNxs7wcKyrtudNuYJrHrPhals5Hc4tbBZic5Eczy+rQ4RsdNocJnJV3lX+EEVmwTIpG8f27EDOwb1oqKmi91txzQ0QCIUeqaqQBbQ///ZXCFIp8ccnH6a5ZM7Q/T/oy93jyh+jYFncF1G8GpSaEqG1SSBljcw0ZSxA2nb6Zq7E7dmN6nnzEb9vn0/vw3wRTH4++PfdBdNrf4cvV1WKIMY/EAc2FzBa2fh0jx4/v/qC++MQLWAEM6ZE4NN/XAdbzV4UVpl7+CO4ZmjhPCZtYJcaMWm19mEqeYAUP31gPf77vy+h0epoD3D34OTTT/wMmRlJI36uIzk1+Oy7fCgDhDQh+KXHlw1LqLzx7jHU1Hfh6V8uGjJPxRFtHVYcOqPHrCzhmLe7uYsgqQ51nTKMPBVhfKDQtoJnNcPIF0No8u2WBG8XKH0RU38ONaEpPk/yBQFyWNhsXFFTAyubBS3XtV27ox0x+ZmTz8FgYSFAYEW41IK6Li6O10qoX/7KxC7wR2BkYdOcho3VnwMmCj+4zx//w5f/1SM8OraHP+557AkkpGaM+Lk27CvH9g1fQKZQgM3h4OUXfz2gUHGFP555+jfgSSUud074FH9wm1FnjkSKYGwCDD0NWWsrOGYzzGIx+Dqdywey45FsP9HAnM4Fk5UFXxQqIQ7zKoVJKphL2bhvSgssDNAhiXZJpDjOs3Q7KxpMNjt/TMtGfRyD4wdLwWo2Y3mgGvwRhHiP+eS0rxJT3tkivPTnf9NyMZvNQlxsFK65agUdmjx3vgxHjp3BW2/+cdip9n1J4OipWuqucMPaDDxw2zS3hQrBmYJGFJe34dUnVkIodO9frTMwUMk5CAn0zuF6R5gsHKgCvN+VYzAkVOciJ2MFZuVuHThzxYvhSwKlP3y4h/AC1tTXoVwqRaDJhATt0KtZg2WmTArV45O8QDy0JRomKwuzInVo1HLpkP1j85og4Y+srWewA15ymy/xwkj5w6JIRGXxeeSfPIbfvfqmx1Lt83OOobWpAcuuWodr7rgfMplrC1WOFRZH/hBJJWPHH56sqAzQ/uUIk00AFXdog5bxcgJzBeG5Z1C8ciXStmwZMHPFj1GCF/SgLx/mfEo37spuQ36zCKESMyYtnOT+79PhuknxPHzCF+OhN9QwWWyYFcZDIyNCTqUUv4ypgaRP1IRPuIH5QrtYW1s7vvjqB+ScysfPf3Y75syaAo1Gh8Jzpdi15whKSqoQFhaEJ3734LCFiiO+3XYeW3cVIyZCjpiIAMyf6WZ66AXbyD+9sR/VdZ0Qi3jg84ful21steDUOSNIsDHxxNfoGGQmeleQ10Co75JiUvjgw6XemLXiCFVHPZIrc3A6fRlm5PcekPTGIXvfFie9wTcbIZsuQ9fJLvgqyNp1F5cLnm1wIeFKsCOXDTy7tA4NGh61KyaXyWrb2yeD8PTucPxqbhOiAnzb1MJb+ON8yY9QhYThzl/9ziNC5Z2vj+LQju8RGhlNT9cvdb/KzzAMXvxHLnUxE4ulEAQvGpSjCY/7NH9YwjBJkOuzQoUgoK4OkSdPonTZcqRs+3HI+/urKh4EmS+TyYCu4fOHs2rXWFbA1F9poeZzIBjKkn4IoULA5bDw7B1yNLQxiAnhgMtRwXLuON7apcRz5XH4RVQNIoUm72wD8+Wqy+ate9HVpcUvHr6jJ/WXlNNnzZxMT54GsYfs6DSCG8PG73423+3Ha3Qm/LinBPVNGnR0GemJVGnmTo8a9HHnK0yYniGAgM+GjbEhQMr2+vJ9NwKERrRqRXAtAcB7EayuQV1wIirD0xFb731WmhNJoBAwLBZqQlOhFU2MAcnkri7UiMSIdtIK4m76vJhnQ4LyIqEQwfLTGS34viQAz+wOxw2Z7VgU20Xv52lMpOrKQPyhzFyBdZkrRrz9vrMqJQV50HR2IDI2Hnf84jcXjKxdB2lr/uHH/aivb0ZHRxc9HT12BnPnTB09/nC0RvVEVcWFaoojAtidaLWqEMod2wUvT0NRU4O2xCQ0pqcjtND7+GPCgc0Ge1IWWEqFxysizq5f7o7ttJt2xcQAYkqNBiVtgovt9H0ti934bYoFbCSEs3vxx8+Wq/F9iRXPF8ThOlUzFig6IHYj0NurxIq3VV3O5J7Dnr1H6RxKXNzwvOndxVOPLMKhE9XY+MM5/OyJ72nLgEjIxdO/XIxYF/JVjpyswZebCzEpLQStantr1Kmz9UOKlSkpApwsNGLZLO9IW3YHU8KbcKouFKFOvPR9DZOK92PH3Nug6GqCXDO+2TETTZx0o1UejrqQRJpiH9FUggU5G8BhrPDduoodCrPJ6ayKu0JlIJBjz8uTO2lA5Ee5gfj8rJK6hE2JwyWxcOUL/PHSU/fh4OEcbPx2B1793S/oLIxIJMQzT/6MupINhcNHTuPLr3/ApKwUtLbZq7k5pwuGFCs+zR+CXOQ0TkJgh93gYCwdwbrOWj0yZN+NuP37cOr2OyBtaobkQrjrQPDUwe9owhvna1jRUWBnpNMUe2JdbH7vQ7fzVtwVKQNd9uTnEsQzo8PAtR9DdTuBeTDniFV0vBd/fFUSgttCGjBZ6eNiZTzJy2y24Muvv8fuvcfws5/eMmZE0415M6LpyWy2wmS24vGXdtKKyWCDkGWVauw+XIHiSk1P2nA3zpzrwJfbuyCXsMHjscDnsTB3ihBsh5UvuYxD28d0egZikcccrccEQq4FehMXufXB8Hyta2zBtjEQmPT04Hk8MFEFSjdqQ5JQHxSPpKrTyCo+0GuwfrCDAF8An2HQyeN5XKT0Bam4PL24AeVqPp7fF4bHgy0YTSu+7n2/r4gWV/ijb0XEUwn2BPPnTqMn8jpMJjN+98RfaOvZYPxRWlZNhVVRSXXPjE03zuQW48tv9iAgQAI+jws+n4e5szPpQlr3/0WOA8PnD7J6Ow4VlW4I2Xro2WLkS6YiU3sKY41uETMc4dIXbIYBT68D22oZ0cHyeIuDkc5gjBaoSElLgfXQUVh/vJiHNlbva7kLYma4kISx0apnj+5vNWUmEoqOX+SP3WFIzOZMLLEyVlWX9vZO/OmVf9PzL73wKLV8dIbjJ/LoYH1DYwvt8V20YAbmzM52WvretGU3LaU//NBtCAu1h6+5gtxzTdixrwwGgwUJMQqnJEOGIDf8cA5NLVosmRuHadnxmD8bqK9vglrdCiOjQFpyGOZOFkIiYqOm0YKKOjP1v+87/CiTsKmTg1gEnwKPw+Cy1HJsK4pHuo0LHsu3BwynFu5EScxUZJ/bPerPNdHFSV+0ycNoxopCM/iqoy/CBhZYttETKX0RrzRhaZwGX+RHIH32pVFtHw/+eHfDcTowf/29D0EV4nqza27eeWzfeRAGvREJ8VHO+SP3HL7ZuB1NTa1Ysng2pk/Lxvx5s9BQ3wC1ug0GE5CelkTFiUQiRHVNMyoqG9DS2oGQYMXE4A+WBcvVm7FTuRYpurPg2cZuHms08leSduxA3dRpSNy9a0IIhPEWTn2rKtZDR2BraPSKz3a5B7fLEPMPQiCjBcfclpSZiAewtKoURxpCwUucoGLF0yRGdtqk5F1YWIoPP/mOEset66+kYVhqdQc4HA64XA7EF/bCJ3Py8d93v8TypXPp3ApjZfDJZ5tx6sw5JCXGICY6HM//6Z+YMjmNPpYMV1osVvzuD69i/rzpWLxwJvQGIzhsNhUvwcH2IDYCsjp1Or8Bx07X0b/XrUnDw3fPhEjIg8FoQXF5K1ra9Ghp0yG/uIN69l9zWSoWzY4Fl8uGutMKPpeFgjIR2ruikBrHR0w4r1dYV2I0D/tz9DBbDEiM4iE9QQCzxYbWDgazAnyrquKIKHknapqjEM+3B9z5LmxgWOxRGbK/1MSJIzqkQfSUNYhQ8eXqyv6IEEwLJ62fY9fQtia5A2/muh9UO5FaxcaKP/7x3B8wefY8TJu7kIZGsjlsKGK4ffiDwekzhTh2PA+nzhTgumtW4ecP3U5bwUhQcVFJBVpb2tHc0ob8wjKo29S4+qoVWLxwBrhcLtTtXeDxuCg8Vwl1uwZpKdGIib4okJQKGZISI7H/YC5MJguSEiKQnhYLi3gOWjt2jj5/jGKbb6SxEnWCGMQa7GncvgzbBSvs4YqD8a6weJNA6QYrNBTs0FBYG5t8TgSGOJlT6YtvChWYliIEUlxQDh4SLYQ/fmhPwsUj1AkuVkYqXl7/+/u08pGQEI2HHrwFep0eT/3xbygrrwaPx6M7+dAQFZ78w0MIDlJi43c7sP7GK7Bk8ayebUyZkoZ33/8Gx4/n4p13v6LXzZwxCTt3H6FEQ2AwmGhI19v//ZwSFyGzuvomhKoEmJkdibrGLuTk1SNAJkBUWAAevH06sjPD6GP3H63C+1+dQXCgGKHBEqiUYmSmJ+GyBUoESLm9xAh97qyBQ8XEQjYumycBY7Ph+FkDth/RIjORT9OpfWWo3hnMDAdKtne7trjSplQaPYXOrngCl7I4cQQRKWeTF1CnNcdvuAYciGCFLwezk0oKcc80f81GZMDA7aKjgSCxFY/MaYZ7a7gTC2PFHyajgabcb/zgv1BIeZQ/PiP8EaKioqe2rhE5OfkIkMsQFRlKs1yyp6TTx+4/cALvfbgBwUGB1G5fFahEZkY6Vq+ajQCH/BUiRuhzT08b8P2KRQJctmImXVg7fvIctu88gcyMOJ/nDwuLDwHTRs/z0oVe6wY22GJKS3Iy6qdk09mViSAQvEmocC9bAfM3G3tZFZt5XHAtFlrR9mXYCH8wbESqOGMa1BqUPQ1rzUrsqrhExYo74oWsRBGiIZBJJdi1+wjd6V939Uq6o5dIRPQ+X2/Yhieefh3z501Dl0aLBfOn9dpmoFKOX//ybnqekJNOb6DXkd5hQhIHDp7EbbdchVUrejt8WSwWnD6yAafy6hEdHoCbrsqkgsRxp08siN/78jR+99B8pCSoeq4/mqenZfrh6nYyszIzU4gNuzQ4dFqPJTPc89Ifb3Qa+DhRE44QqRZZYS2o7ZChTp8NveA8EvjlPmdf3CkJRHVYKuaf2jjsmRW/OHEOrUiO8ObSntBNE1jYhSBsRgjSoMGDqALXB/NWulu+ytR8KIUWXJfuXRbXEx3ewB9ncs/T6kt0VDhuvnEtFUS9+KOmHu9+sAGP/+Z+pCRfdEM4erwQer2pl1hxB2RmZeb0VHzz7QEcPJyPpYvmgCWXuxwcORZwFBl9BUinVYYThhkI4TYhKz0ftY3RqONHwcAuQDJq4GvQBQaiOTUVGRs2gDPEzIqr4sQXhvDHAqxAJayF5wGNhn4mZhYLh4OCsD80DEp1OzLyCsD2gryV4aLcILTzR2gBWaqAN+KSECuDtg8A+O9bL0AkEtAVMp1Ojxef/SWEwose8cRR5YZ1qxEUpMSZM+fw+98+QEvmA4E8tvvxZBjxgXtvpCdnINuZPimcngZCztl6zMqO7CVUCNLi+DiSZ0Bmog1tHQyykvg9Q4+uoqTajPAgLlrarZC7GBzmLTBZOahsl4PFsqG0RQ6tiYdUXi2KTKkI5TZCwvadNHjS9pWbshjTCra7JVT84sQ1BHbU08pKfE0e/owEVLLEkNvM+Bkq8BkicBBKLEabz7SC9Z1LqezgIynQSC0iL0WM1xA+4YZx549pmfQ0EHJOFWDWzEm9hApBako0jhwrpFWRtrZOTMqMp6/VHZSU1iIiXEVnWOTyYS52DbVaO0qtXyYbH5XmOLBgQykrATq2FMn6ApSIMhDBtPXiD0eh4+kqizuD9QPtlxg2G2WLlyB5+zaXhIo7rWB+AEx1DZLvuBzRZUV4OzEJdWIxZGYzsnLzUZeWjIbwUETUNfTc39c+uyqDAIk83eD84Ul78WHgkhQrfSFlTgFa4LF7Uwclu6WLZ9PTWKOuocupbTFx8MpKEqCpzQKGAUprzEiO4bu17bJqM7LTBejSWnu1x3gzrAwL+Y1BtJKyIqkcSpEB+8ujkRbcjIzOfMTwqnBIPx9WGwcKjhoZ/AJI2RpKTkK2Ed6IorjpiK3Lh9g4cPq4X5gMHzyLES3KKJyURKNSZ7dXXYkW1EMIM9hIJDsAH8BAw/OJSiM+zQvEpvMB0Jg4yAg2IDNEf8mKl7EEyU0h+M2j9w56v/Hij9q6JsTF9p8rUsilVKA0NqkvOILVITlpcIv7vigtr8fUKUno7NLSao43VVWcVVMIrDY28o1ZqLVEYoVkO5QcNfZrFyJdWoiMoPOIZ+p8jj9qZ8xAaH4+BJqB+aMb7lZKLuXqSjfnWtkcbFdGoTM6hgoVgsu4LcBkFSotLMg7OkcsUrrnSjy5UBbiwqwKQWitFue5Idh03ozOPeeQtSIBmbE8GvDoLfCLFR8AmWUZKCclMoRLT2SwngRzJce4t+05U4QorTaD/DzauxgEKb23e19v5uJ4dTg0Jj5SglqxOrWMZj8QrEkrs5/pYqDgdGClZDvtw2yxBmGPbgm4LLJ6ZUM6v9DrBvB1AinUAWFILfftjBhvBouxgtdUiW9ZYVhvK8FUdKIKIryLKPwaZQhD71kPb6uuDOXwFasw44qUDlR38iEXWPFhbiDUeg7WT1JjRYKvJ8j4MRIQZ8h5c7Kd3hYZEURPbeouFBVXwx5b6TrmzspASVktDYIkA/lBrkzKurM627eq4ugo5Oz2QaBnhDhumAUNI0EKvwirJd9f5A/ZDz33G5I/0is8UmHxhFUxgVEqRVdoGKKOHXN6+6UqNEYKR+FB+EOkr8LO6HDcLS1Del17D3/cVV6KYCEXEPpWNcURUTDiclUbKqv4COBa8eEOLdQaBuuXiLFimoO93zhVVQj8YsXLQVa8SGUlInTwgxW5lA0yh7n1gJYGdBEB4woUMg6mZ3BgMDHYsk+L65ZLvXJIsqJNjmPVEZgXV40o+dCrRwTkbQRzW3CVbBMYGwu7dMvBY9ltKVssKjRZQxDBraPkNJ4oSJqHzJKDPlPZ8iVowcF2BOEIFBCW1OB6pg5T0IXjkNP2r3tQ3U+oeBPcsSG+Ou3i9/jWyWo6x/L64RBoTWxw2TZI+AyWxLn22/FV+IK98VjzR21tIyLCB89xUcglMFus2PrjUUyZlEgFjCtQKKSYMS0VBqMJm7cewXVLWd7JH6Y4HDPMwjzRQUTxaj3CH/XiQIQbayC3qjEWGGjxpHL+fMQeGj3+8HWx405lqG9lhPDH3uBg7G9XQFRQg9uC6zE9QINddVJ8yoRjXVUVgo2erbaNRoXFFVwRfDGEej2aUB4gxN93RkJrsNEKiyT3RyyZPLBx02jDL1a8HBXV7dDqzT0rQAOBzKosmCpCp5bB9sNaTE0T0FkUkdC1MqCAx6JfSJLDEh3m6vLY6IOsbh2qjKJVlWuzztNMleHAaBOgwyoHn2U/MNXaJDhvSkOLNRgsMAjmNKPQlIGrpN+Cwxq7nUSXWAmWzYYArX1ewg/PoQNcvIgkpEODn6ESUYyBEnoVhPgQkXgU5YgDsfp1jvGsrngiK4WENz61uAFP7YpAh9FeMZ3oYsVb7Y3HC+UVNdDq9EMKCDKrsnDeJHR26bBtx3FMzU5GRJiKzuK4AgGfBx6Pg5pG09D8MZLVWcd0bVf5Qz8fepsI18q+GXYGlzP+KAnMgpoT3sMfBZ3puLzlC3Bon8LYQKdU0oAMSevFA01PwddFykihWifEH0oTkGXW4jcxVYgRGulxWLnezh+kohKlH5g/xhIhTrjK1RYwZ9U+kv8TLzLg93FVeO6YAB06u3nAqIgVrmuzbn6x4gBvI7Oq2g789e0jeODWaQhWufYPlYpZNFvFYgF2HdNhwTQR5NKhW7sImS2fLcaZ88ZxFyuEYPIaglHTYV/liFV0YH7cyEL8RGwDrpBuwm7dMswUHYOEpQNjY2OReB+aLUGot4TDwAjBgD2mZENmVZIrT47Z811KOAE5kqHF3Q7OPmawUAERLCw2Wm28QcXKeMDTgY4hEgsemdOE5/YObOBxqeBSq7pUVdXhtf97Fz+5/6ZeWSyDQSoRIS0lhtol79yTg4XzJvcbnB9oLmX5kuk4feKAd/CHcRJqLNH0ciyvEvMFB0edP4xsITVK4diYUWn/crbiXjtjJqJOnuh1v0tdZAxkFuDq59L9OR/okCNNosNDUXU9t5kYFsr0Qsof7Xz+iMXKYILClcWykD6PH45AGex7GcI342chFfhTRSxGDRbX5kX9YmUU8NU3P1L7yoT4aBiNJixZNIs6wTiD446/vLodlTXtaGzR4uy5JmpZfPNVmVg2n2R9um5HTIbuCbp0DLq0DBUrpB2gWW1FsJLjdJXNYGRw4JSeCp3xgtnKxubCJEQEdEHItWJ1aincNDcbFAK2CYvEe7FTuwJclgVrpZvp9aTUH8DuRKM1DKWmJNqnTIb0o7lVQ1a0RmJfrBPKwLA5/qqKh0F278SSeDdU1JK4G2RX/G/E0GyVFbZmrxIqo5k6T4btA0UWtOm5aNJyqYC51OHNQsUd/uhbRamorKVp9Gfzi1FVXY+bb7wcy5bMcfm5SYU+K9PONxqNHp0aHRUrlD9aOhAc1N/opZs/9p/YNzh/DKei4lhF6Z5PGWBOxWzjYrPmSkRwayFkGelMiicTuYfij/r2YJQLU9HKC0GUsRxRxopRbe01yGRgOByI2y7yh1+oDA+O7V89/NEchN8uaAQuFK2sNuBv1VFoaWJjnrYJkbqRuY26KiycidQQJ48diVBxBKmqOCJdokOgjI22LgZN7VaEKMZnrtkvVkYInc6A+x58Ek/+/kFkpCfR63bsPERDvmpqG9DQ0ExTjO8fwHqSBGvtO1qJbXvL0NquQ1piEFRKEa5elYrM1GCaXD9cEBfKC3liyCsx4VieAXdcGQB+n00ePqNHTZMFszIFiI0Yv1UxLpuhdsQFjcG4a0bukEJhOBCz9dQBhpCNY0sAIaLl4h04bcxGJLeWCpZcw2Rqi0yuHw0XGNICFqDxfPn+UgcRKWcQgKdRDCXs/+M8yPAvViySbFr8GuXguZipMtqtYKMpUhzxf6tr8OiPUThWK8YVKf4DGm/mjx92HEFy1hQUVHZA11I1BH8w2Lv/OLbtOIjW1nZEJaVDrlThqiuWISszmSbXDxdEuFgvEEjuyV0O/MHyTv6AhTp2FRgzcZf83THnjyXq75EnnYFwUxUVLGcl08AGQ68X2DzHH90HpY2BKkhaRtZxcKnAmYgbyLnrUFgw8trleG15DVRiK8ytwKkuKV6riqb8cXdZKXjDzFRxV1B4snLiTJS4WuV7NaoAv6tMwrHzRlwx2+6GNtbwi5URorOzi656kWTgbsTERCArIxkLF8ygYWBdXQP3iX+/uxg7D1TghisyMHNKBLge9BolVZbCMhN1CeNxWQgP4oDfuO+iXzbZ4bXad7gRQRwoA8bXCYyQy9zYWlSq5bDaWOAOZ1WMrMQN4RBDSvrOQFbhpglP0fPxKMc0YQ7OGVNx3pSKKcJcDBfkXTAsDji23juGYHU1iuJm0DYwXw6U8hZ0gYMcyOlA/U9Q1SNUCMJh/59PQieOQkGDIINgH5YdD4yVSOkGn2PDz2Y24fUjoVgQo4FC6D1OZ5fyLIsz/giLikFCWgay5yzA7s0boNV0oVgXgmRxU7/Hb/1hH3buPowb162mifflJrtFsbP7ugsWi42Cc5U4V1QNHqx2/ugjVMaUP7qrLAPs3yl/iA7R7BQrOODSWqrnMSB/wIYpmu7XVopsHEORKBPF4kxkaXNcXtHuewA5KH9MnQHbyRN07nE80H3A72sVHWdCRZTFQ364EltaVPhldDVUDsfkikodDeUj/JGrUCJB04XUVPv/w5XFLE+IjBAPChV3ZlcI+OwL/HGAhQWZQiikY++J7xcrI0RYWDD+/toTMJnMOJmTj8TEGLqilXe2iIoV4m//7/9+AZVKiQXzpkGp7F1G33+0CisWxtNQSE8KFYIpqQJMTrGX5Unr15b9GppRwnEox+cWx2F+XA069AKcORWIBXHVnl+RcsNekjgv28yx2Hk6DaskP47K6pg7SOWfR45hOnIMU6mQIZxwwjCTrqxNvSBsnIH0LudkrICRJwLbxsBG3wcLoa2VSKy2J14TgaLoaoZGrECAdmwcZSYqWsDDX5GAWOgxGV39WryIMHnSVoyPEQk+GHyDMCRBi2vQiAgYx6y6MtYixRHpwUZMDtVjZ1kA1mX4k+69YZbFGX8kpGeitOAsFSvh0bHY+MF/IQ9UIWhxSn/+OHACK5fPgzxtKcpNfI8JFYLsyYmYMimBfj4slvgCf9jAcejNzS0yYv5UETo0DM4UGanJy3i6gcXwqmEDm7ZqeYQ/RmCVTJCsz8dp6Wyckc6kQoZIiqK5C8C1mTFF03vWZLj8oVcqe7WCjRV8LfhwsP074Y8/IQGJWgOmybqQNg1O+eMzcST4qTZs14cjyWrnD+4QJi0jAeGdsRQpBANVW5JaOjA5NAA7TxuwbsHYV1f8YsVDBEXK8B9+/C0SEqLx84duw4Zvt0OvN2Bqdgauu2Yliooq8PmX30MVKEf2lHQsXzaX7kjrmzX44KtcfPRNHj558zp4Go7EkRjFx/fnEzEjqh5hMvuchZVh04pCeIAW7QYhtpxLwqqUMvCH6brlCcRwK5FvzIAFXPAcVsfHA2TgXsbupNUVGVsDHSOCgGVEBxOAPEMWUgXn6f3UshDkJ82jPcqEaLhWMyKaShFbX9CzLUJUZ9KWIi95IcJayqHsbIRM24qi2BmYVriTktJooy0gDIWJc8C1mhBdfw4hbdX0tfoqTGAhFwG0mjIPalyJgQ/UiCj5Dex5PG3g4Vkk4wVWAJ63nYdqlKss4ylSHDE7UovP85WYF61BmNQy7osB3ojxEC+O/HHV3Y9g75ZvYTTokTIpG0vWXoOq0iI8/KsvIVcG0haxdauy7fzR0Iz3P9wI9sff4bl/fzg6/HHhS0L544AWMzKECAuyHzpYrfZ2Y+I82d5pxZb9WqyaK+lXgek3r0Kq+8N1BXPmBuYgIsaLP0gAZd/sFcof1g4UizIgFXVBzxZDwBjQyVUgX5KNFF0+eDYzWrnBOMaaY+ePae7xR82MGZhXvwsteZZRr3SwoiLBXbYENpMJraXFUFRXg2M2+1SFxVFkmVgsasRC+GN5hgY3ZjpfxCEVhlRY8Awq6eUWExe/LUqk/PEIrxBK80X+8JS4cFwga7pw3pPCxZUWMHIfxxkWyh+n2zEvQ4AwJXtMFyb8YsVDWLRgBpRK0s/Lo572pFe4ubmNtoStXrWQnsiwJBl6PHzkFP74/Jv0casWJSIrNQSxkc4HFz2JtHg+4lnlOFwZiTadEBmhrUgLacX5JhWmRDQhNagVZa0K+15xHNHJBFBHruHaTHoKpIqyX7cIIdxGLBPvpE4wErYOS8S7YSMHycbJOGOYghBxLhUqs/K+B99ipGLFyBNCZOo9gEd+1lPO7YY6IJSmqRfGz4KNxYaZL4SJJ4Swz/099j5IIJpQhvLISeiSBGJm3vdg2RiURWfjXMJsSHQdkOnaoOhsoveLaCqByKj1CWviNxELPmyYjg4sR4vLj/sr4hEJAy6zNSNwFIWKt4iUbkwJ0+N4nRhP7Y5AnMKER+c2QszztyAOBlpZGGXB4sgfirBwCEQiqFuaaUvYnGWr6MlkNKKxthp5x4/g6ef+QR83a8kqWomZlyyGwkMVlUH5I5JHZ1TaOq3ISBAgLYGP8+VmWsUnw/VlNeO/8OEx/nAmioZoRXME+VUdki9HsLkei9t/wD7FZRAzWixs30arP/mSqciTTkdqeDlymmdj1uGtw+ePFjKbpBm99Hm5HJyZ08EKDob5i6/JsBR0yxaies4cCDs6IGpTQ9rYAHYyH/PqqiHQar1KvDirAnVxufgoLh4BKhYWRuqwNrnDJRHabubghYq4Hv5QmM2jWv3whnDirgvCJgYtSIgT46n32xEn0+HR2yMhFoxN5ccvVvqgobEFhYWl6OzSoKtLC7lcRl1ZqmvqsWv3EZjMZkzOSsX16y5DgEza87iAACnmz7XXDq1WK9Tqzn4OLgIBH8lJsfR02y1X2VVp58gsFd2FgGvF4oQq7CqNRbteCK2JiyiFBiYrG1XqAMQpO8Dnju+PQ87phJzTgRpzpMsBXqMhVE4Zp9LXkSEopNddIdvSczsLNiTzS/BF542QTorE5KJ9lGgISIWkL9FcfBwQ2NlIT51SFTJKD0NsGL2EcVLxOZWxnAoRUkXJKD3U41CTWnEcSVU5MHP4ODFpNSXApMpTOJF5GRUsDIeL5Mqhe63HC6SVi7R7rUcd3Nld7kAQ1Cw+km1aGhDpCtxtBfM2keI4u/LQzBaYrcDfj4bgH8eCcX1GO+KV3huMORH4I6dMgxP7d8NiNiMxIwvLrlyH7FC9U/4412VFV7saisDewYx8gQDRCUn0tPqGWyh/dK9sjrZQ6YaAz8LiGSLsOqZHe6ceWj2DqDAuTGYbqurNiIvk9a6qjGXi9QUhQZb95JVC1CiWIUru5r61W4S4keUykFDJlc5EgFWNNN1Zet3qtg09t5NslgT9OWwIuQN1unjM0I6cP4QOrlGeatFiRYSDe/WVsNXVgyktg3XHrp7boo8fR0TOKVj5PBStWYOOqChMzjmJotWroSqx8we276b3dXw9Aw27j5awcfZZJN7Mw1ud0cjkWnDftJYhXUeJYCEgomVrqwqtZh4SobHzxygJFWec0zQKFRZ3nMHUZ61YdrYc67I4+EgZh398p8H1MeV2/hjhb2Yo+MVKH8vIzVv30JkTpSIAMpkElVV1OHDoJEKCVbj+ustoz/DWH/bitf97D3986mGn22lr66CVFbFYNGgI10B+9aMNwm9EsHQaBDBbWThVF06H2k0WNpRiA8mY8qhl8HAwTXiS9h2ThHlP2k+6ihKz3ZknWzDwXIqErcWd8vfQvn14QXukH3k0hUq7LBin0paCZzZA3tWMyMaiflaaHMYKDqPHgpyLRCrTtqFRFUvdylrl4VB11MPbUAIxCiHFH1HkllAhsIKFxbZWXIlGj78ubxUpfcHjAA9Mb8E3hQr8aX8YklVGrEtXIzHQL1qGO5BP+OO7rXuRmJYJmVyBKCWvhz/EgRFYduV1kCmUOLTjB3z61v8h+5mf9Ho8GaIn6GxvhkAoglAsHpQ/PDWb4i6IQCKCpVPDwGxhcOqcCZW1FpgsNigD2GBsNmruMig8LWL6HChNi2zAzpI4aoM/VlzmuPpeJkqlfycPMpciYbS4peEtCNIFMNcYADfcmdzlj6HEgjOwwsPAvXItbDo9mPoGMGfz+22PY7WAo7cg65tvem4TtbWhPTYOBqUSM7NSEVBf7zUzL90H+ee1IuQ1ifDaZTVufz8sttHjD2+CrI9QcRROxE2T8MdXB434U+UF/pCZkRg+em6AfrHigO9/3Idbb74Cc+dkQyodOITxoZ/cgl/86gXkF5TQhN/udi95gAwdnV3QaHSQScfH3s1VcNk2BIrtO9fVqfY+foLc+mCUtymQqBrfAVw+y4xkfhH26pYglX8OEbyxPWDutAbQrJWhOHe4QopUM0ZzVqQ0ajLaA0IxO28rJbTzcTORn7QAmSUHhvT+l+nU9KSWBaMuJGnYYmUHVGiCALfgYqjWSGEAG+8jiooVMtwoHkaAJzkckMPi9mMHq674ikhxhEzA4M7sNtyYqcb2sgC8fCCMtondMqkNgaLRcVKa6Pxx2XU3I2vmHIglF6vufbHu7p/gtT/8qh9/GHhSaDo7oddqIJYO/PixxEALalwOC4FycjDDwer5Fw9QcouNKK8xIzF6/PK6CEh3QHKQGntLY5Ea0oqIABcXlDy0OtzFkbuUs0IcxIbjEDYYf/RddV8PhdutROzZM8GOiID58y+Bjk5wFi0AZ9UKLD55bMj3JFar6UkTEoLWpKR+YmUwkeJYYamJioReLERyUalbr32w5+rmj7I6CdZPaoOU797nQiosTB0LMpiHxT3uWAYP9j9rchi892S1pa9Acby+7+sxf9eF27J0uDmp084fH7dhSrIYtywTI1DmhjOgP8HedXSvlC1dPBv/ffcrerrx+jVYd+0qp/fn8bi44frVeOUv/6GtXTHR4XQFjZT9CYg7C2kHOHW6EFOz0+FLIDMsO4rjweMwkPFNtNIyXkjil0LJVtPZEDP4NIl4LFBuikOLNRiTXbQrHk4wJLEsjnEYnvQ01PIwZBYf6GknSKs4jvNxM1ASMxXJVQNXixxByNBKSvnDBAc2HGAFIsqmxyJ4xu2sGBKcYdkJaI7N/W2SQ4N8yHAvqj3yenxRpPSFiGfDVakdWBbfha8KFPjt9kjaGjEnanRmqCYqCH989/G79LT86uux9Iprnd6Py+Nh2VXX4+W//Bc8vgChkdFoqKmCTmNfJZ+1eDlamxpRlHeaDtgTjFcVxV2kxfGx44iWWuXLJGwMHWU5ekgKUkMpMiC3IZgGDscqPdhm5GR2pXu2oVKYSHNWMl2wK3asyLhTVXGXPxwPZJefHbrlih0ZCcu2HSQZlF627t1PBUvd1GmIPOXa++KYTLByucMWFqliPn6ICIdUo0V4XcOwt+OImlgZzlQFEGcWLI7VDKs9/LRGinscwoZHIgIGgqvismmU51n6zus4W7DTb9Tgqhtsdv6oS8Vv/92C+9YqMCfdHk4+JPwJ9u6DtHlt2rK7J2xrKGIiMylpKfHg8/kwmUzYtGUPFS4kRTg1JR4M43urk8QFLCu0GXUdUlS2y2kZXWPkI0HVjtTgsbdHVHHbsIizjw63d1gDMEmQN2i1g+xM2phAKNjtdAieyxr6f+BoUV9ricR5UxpWSraBw/LMjoAk1dcHxSOqsQgCs/2H3x4QjMzSQ/A0DHwxKiMyYOYK+vU9p1ScwLHJl0PTUg6pbujKGfHu14iV0Askwxq4X4o2HLQF4jNWJGbYOoa9EtUNM1jYhot9/MNJdSAra20sPqJswxPhZGdNxOlEBFllvCu7DbMidXjjaDA+zA1CnIqDKUEtWBKnofMulzoGG7R35A/bEPwxfcFiKFRBiE1KAY/Ph9lkwoFtW+zCpboSMUkpCOO1UZHS3R7mCyDzKllJAtQ1W1B5xowISdT48odEj0Xx1dhdGosOgwCTwpqH5g+9EAqhkS5skA4Et/iDH02zVZapN9Mhf09Aw5GhdlYcgk6dG3X+gEQCzvSpgFDYI1S6Yd13AJ133ILA8jKI2l3ovLDZoFcGwiiR9AzcuyU2WluRowxESUoSgpuawe1OuHYy4zJUSxnZbxP++KRF1XMdZxiFiK58E51XSc8ww1AwfIHianWFvMeB3luTh+ZZ+lbvuudzHEGuS3tW2G9R1vE9mL7twlU4gVlLVHhjOw8f/tiOuGgFpsQxWDJZ2N8h0E2wbLah04TUajV27NiBZTMYKH1/IdEpARGf+9/+4VXU1zfT6z5671VaQRlNjMvMihu9whaGBYOZCyHPglO1YWjVicDnWBEXSAZyO1y3PXXTm94Z7PkmM2jZPE1wjs6LOEODJRRH9XPoGrqQZaABXiSRXsFRQ8Wxk6XFxoHVxqGpw4yNhe1aUkEjPwMWAjmtyBaedttJpvtHbObycTZpPnXVcqxQhDeVojxqMmae/R4d0iAUxU4HWGwsPPk1Hdb3xCB9RVQWFSvxNXkIba1yut0usQJ5KYswO3cLnVcZCk2B0bQaI9F3IL4m1+08GCIOHmVlYJ2tHsvRSq8zgkXnTFxNke/GLqiwBSHQszi4zlaPFRe25w7I7vwXyMQstOMOuGfeEPjEEo99n70dJisL5V0K5BknofBcEWo6+bg2XY0VCV3oGwelRih2se7EihUroFQqJzR/DCRW+vLHH//5Hq2gjATeUE0ZCUdZqvZ5hj9cRXfYsROOo/xRE0bnE0j3gITvvIWqoUuCo1X2YE3yukVcCyLlXVCIDFBd6DKwWFmw2tjUrIY5f8Ipf+Dc8OYYTSw+cmRzoeU48IfNjBhDGQpsWQPyR98DV1cOWMljug/4ySA9Z8Z0QCqB9fhJ2EpKe6uwC5iXGIOyxYuRvnkz2MS3egi0x8SgdupU6hgWnpvrdh6Mkc3GS5lZWFVfh3ktLfT1WtlsLAuUYW9Lh8tzL+TzIPyxlRMCHcPBbZNbcUWK+5U2Y4EBdxekYb6iA+vVNSOqpHTbAjsTLd3/z8HEykBwVayQRTfHqkn36+knVhyCtslxzlCdJOR2bb4RNZFhyOPMt/NHswXXLhBjxVQhbSF1hNociF0VUwbkj274KysXwGazILkwEP+Pvz096kLFF0BWlaQC+059ZrS979Rg4WB/eTQkPDNCZWPXJkKIjSTKl5vjsVe3GLOERxHEbXU6a5LCL0L6BQcvUo1psobirGESkeaQsbtQb4mgWSlsMAhgdyCcW+9yy9dQqAtORICmFVPP2VdYHUECvHLSVyCovY7aHDcGxeHAtGuRUnmShn0RENtKC4fX4wzjCEIdLcpISorBF3aU5P7ENplYHydXnhxSTMh07UisOo3D2VdhRt4PEJoHDrQiIA5iwW3VaAqMQWl0ttP3NRC+QSgWw05OX7PCEW4zogtcvM+Kwo22Oiy5cJurCIURXNhwp60as+DcZtIRRLi1ycMR0Xyx51kNHqKohLK5J1AuMZAqSpiMgVpgxPWLG3C+RYCP8wLxQ4kcd05pxdTwwb83l9qgfV/+UI9AqIy3SPHUIprX8UdkI53H3FsWg1nRdQiS9P8OE9OZlOA2pIfYuaXDwEeTRoKzDaS6ZYNMYEJ9p5QKFTKvGGBgnPLHcKcRq4QJUFjaMKezv+AK5DTj+KyVUFTX9uMPFsrpfRg2GwyPh6azxn4Hr874AxwOOCuWgSUSwXrwEGzNg9u/HyqtwrSA0yi4+mqkfP89+PrB9wOKqirIq6qoaKnLzkbSrotuYkNhW1g4ZrbaX8+28AiEGAxo5ApQlJ4KeV0tlg+9zt4LcbFm8BqBn01uwoKYoSs9JFOtyRKCOP7F9vM2MxexQgOsambErV7O7u+srctZBSnxZl6PyHGsqJDzQwVJOusMIAIlMN3BJGIA2+7AJy4u1jmKHUfBRYQMeW+EP1rrG3D9zCI7fxTE4Ifjety5UoqpSe7PtPmPyC+Ay+XihWd/iede/AeOn8yjjmDhYSHgcofTbDJxwTAsmCyccZllIW1ZZI4liluDXdplVJDE8yt6bq8xR6HcnIAF4gN9bJA7kcwvRqdVBqNNgAx+AYRsIwyMAN9rVmOJeI/HXmN9cAKmFexwehsZWp9/+tuey7H1hbQ17HTaUhQmzEZ89Rm0BEbDwJeAZzVR0WKHDVa2/XxgRz0YNgcVEZnIKt6P4rgZ1JY4puGcy68xtK0KQqMWJ7Muw5zTm8CxDb5CRu0yO+ppJouVzXGpIkMSgXewgnHcpqCX5TYz3mTF9dxOAhzdRRo0kMACAzhDDnkS8M0GFEVNxlfNVghhpSJlN1RYhDZcPkh45JAixWGlaSJDy0ioqCdIDTLi2SX1NKPlrRPBuDmrDUvjh7d6fCnwhyxBgqDQMHDc6NkfL1Hi8QyZQar3HuOP7irKQLc5eQ0cto3OsUQpOrGrOBbpoa2ID7y46FHTLkN5mxwL4i+umMuFJnoiw/qdBj6MFg4yQlog5FlhMHPw/Zkop/zhuDrdNyhyMFQL4jGvw/kBvdzajhXqTeiqsPbjj667Z0N1+DQ6o6JhIq1cZhOsFwRziQxO+SO8fB/iFy+GtLEJeT9ud/k1KqsqwddqUHzZaqRv+m7ICgvZV8vq61E9Zy4YDselikwbj49DwcHIVdj5Q8k146P4hJ7bp7pRoek+cM+SaiFVW6G3kDDDge/f/f/iwIS8yCX4+IgRIh6DaJMOP7YpsVzZjhX6hiGFR99AxeG0hPVtd0u82fkiiKN4cYaBWpd5Vy90jcv6iBfKj30e1/d9dFTwIODbP8uE5g48GZCH09GBeGtzGG5eKsHSKf3bzQaD9+5JxwiOO2piyXjl2qX451ufYuN3O2CxWHHVFcuw5rKFdC7Fkxgv2+KRgAwp7iuPwby4mnFLuCeLKURoEOFSZk6ABTxwYUaxKQXtjAJXSr+jrV/OEMAhA6wXrR7JdkRs44XrhweTjUedyyxsLk0XDuxocFoVGQjkwH96wQ666rV71k2IbCqjlw08EfgWA9gXVo+615C697GkFeBUxgoEqWvdEirdkGtbaSXm0NSrkX1uF624DAae1YzYunzkZKxAZGMxQlqrwGUsTgMXNyKUDrGH2gxoZNl3SB0sHkQ2K5aiFdnopEGO3dCCQ0VEAnRogIC2NZB5l36fFYB7UI2/IR5KmDHZSUYK2VVuQihOIQA6GwcZNhHOsezOSmYbG9ejAbPRPiGqKFpGjFpzFLQ2CYQsPaJ51cg3ZqHNGogF4v2QsYcvJkh75BnjFCx2OBAjBE/mWUIlDXh+Xxi6TBysSuz0s4gT/uBwL/JH8sJ1dC7FW6spYxF66VX8wbVS4VLWpoCFYYPLZlDcEkhzx67MKIaI57wFOEDY29ZbWH4EIvbqEfGHmcWjCfYWcHFUvhjB5kYIbIPzh+NBoSN/bM++CarSEiTv2A6TSASewYDQTBZdabddOGh35I+cFSsgr6lFyDl7F4KroK1JACJzTiL/mmuQtHPnkDMsXBKcmH8WxStXIajoPK24cCwWp0GNO8LCUBYUgAiOEXWwD2mrLTwIrRbMbmlFemcH+A5VFR2Hg6OqIETrtGgREP4AZrf277og3UcPhdTgpdwY6nY4I0LXT6RYbMDXTcE41hkAnZWNdAGfWhwTGKU23BrWiAWKTnTZuz2dwlWjBMfsFkf0dfkiWL/YLtqcCZDAGy5uw1HMdL8Op0IlZSbN2KttDoDWMNXOHymByBcGo63FhAXGDsgqDw0ejNotdshzXA2Yv93fc31HPoOzC6dhQfuOntfWwx8Zcjz/YSu6qqqw6rLkiwc1Q8BPM30wbWom/vvvF+j5svJqfPbFVvzw437cuv5KzJ83rSeE61JEcYsSSao2KEWuH4x7Gj9qV8Ni49IZlJnC46gwx0MHMRaK94HDslLh4A4YsIY9SF9hisVZYxZ9vHGqDWnlx2jb1HDQHBhNhQ4JaiTo257V91sn17Rg3unvMBKQ10oyVY5nrUZmyaEhLYrj6gqgaq9HkyoGJ7JWY07u5l63F0KC/yGazoP8AuWIgBE/2IKpADnBsu9sV6IZggtCpR1c7IEKR6FACEw4jQA6BElatYhwiUV/0RkFI+5HFd5GDNaiibaSsRye/zCUaAEfd6MG+xAIkVgEMZeDeeYGXI3GfkP5viZQCEhFsMiUimZrMOTsDmqx3cVIcUw/GxmCfIRwmlBnjkCqoGjYz1FkSkE8rwxidv82j1iFCc8srscHZ1TYdF6O5Rl88JJxycFZZcIZf2z+4VFcdv16TJ41z88fnuKPYea0/FiUQAUKmUGZGVWPCrUcOjMPC+Or6X7c3UBkV/hjoIPSKkECCiRTwIEVDDiYrDmOmMQWmN3TDj38EWJuQLb+5IWQQvIZX/yukXOsPvyxVLOp54DY1VBGx/sRwSFqbaOBkLEHDwyYp9KNsPx8BNTVoT0mFkWr1yB986Zet7dmyfAuNxrz5Z24UVmFKIER3zWrUGsU4EinHGweC/Obm3qESieXi2OqIJyNUCKMb0KpVU4XpFoMXETpdIjs06JGDt5jsoz4RXQt/nY8iobhrk7q7Kmy5Gkk2KeWo9nMx0ORtdihVoIvFUMi5GBpTCuu59ZTwdNXjLjb/uVsgL17O32rE0S4EOtpRww0AN+rjcvZa7sgMkhFsKg+EM0aCeQiA2ISAtBlDMKxajkyQlsQ0lmJuiIeUocy83IiZLpfPzH5idWXQsTo+r3uiCOH8cximZ0//tGGW1dLXFIifrEyCEjy8B9+9xPs3nMUn3+5Fe99uIGW+sNCeycL+wxGGMTVqJFgXuz4JMoT2PdRNlwu3UJX38lOJlVwfkTbVHFa0WAJQxjXNWtEPSNEoyUUDdZwqK1KrJJuo7MvLWeMblVUutEpCcS5+Fkw8USY8//sfQd0XFe59Z7eq3rvXZYlW3LvPb2QBHiQRifhQeAR+EOAECBAQuDR+wsQIAmEkOrEce9NcpVVrN57m95n/nXOaKQZafqMih3vtWbZHk+59869d5+v7X3J8+Y9HyAqXysuv0tbvPrjslDacjIoD5YxaSJMHP6UOg0BCTZIi9Vtky1WVjDwDiNh6v/JYPxXHMXIgw6xMOMCZFgGFZURzoXzpjYALn6MHAj8KOnkQ4//QTt+j3S0Q4h70U8rKe8hnn7erRiiwc9BMGjwY7Q7cBCxOIBYWpGpgBoP/7+CWYN+IWGBWsFIoHJQvxVLeJdhdnCRw22BgjWBeAwhh+v0SyLn5WXTEqTYeyFkOI/riC2WqrtZwKEPk52PTG67z+De5OAjwc81kSaz4MkNA+ic4GJ/f9YMOr0Bd/54ZW899r/xKna/8jd89omnEROfsCgqKu5B1nxU+hcHfwA3F7RQ7qD8Ea5C2eS1Hyp/GJl8DHGSMcBNhoqjxNbxd8Bw2MEsEIGXELwhq2tRGAx/zIXbuWvwm6fTomD3O+heuQpj2dnIPHEiKA8WTVIiLHw+rf64tu8ApLTF6p4EZ9nCagdeG55WwiOD8T8oKUWmToeMVCuq1RKskKnxBVkvCibnj/pMXHz7aiZSchyI92IXTI5ZKjT4Vm4Hft6ahuYxHp3BO9srwmu9MqyUanBPfC8SeBbsGWWAiIkazA682yzDbocMSo4V5VDRxBeZn/QWqPgKXnwFKTMDDfeKiWuQXelLgdILD7m+x9sMCglUDrZmYkniEMw2FnJiiLy3CfFivdNbr6ka4yw3/rhaA+RVYkQvpGsui40Fi50Jk5VNhTKmKqRN1R4yx4xUEWTmPp/77s4fjYZ4IAjhlRvBShDYvGkl1q+rxH/e2IuvPfFjmExmPPPdx5Cbk4EPCsiN3mDh0MHChfjuHmsqGs2FyOK0R9XRvox3GYf0m7FLtCfg5/ZZknDZtBQZnA7kc69SDxhXViacQIUs9i8WbkFl3fsQGDXBVkOjDlLFKb96GOeKt2NCHAe51k+NexJkQJOoihW2nYHY4Oz7toAJMc3oOUFu5h9x9FLpYhdSYcBqjGMMXPwP2mj1xYUxcPBbZNCKCQk2/CEJJnwdrfgPEvEkCsCDHV+erOa4AiU9WEhoqsbHc2Ox9OphKL+6DgPjdry4X4hfvKHBHasFuNpjxZun9FSl5LZVQvC58/crkFYr0rpodzBRayqj81REuS6NmJHCQQMGG5hU1Y5UUMhzJwzrpsQl0jje1WhkzAkomBO4ZFwKrZ2wgIMq4WntIlgcbHAZViRz+nBUv5GGLmRAOIvb5qGAZ3TwwGMEXjyRKsvd8gkEPzZ7/SHQ7MdHdhTjni0F+NOrJ/Crp5+AxWzC577xXaRm5eC6gp9k2ILzh0qCxuEYZCknwIzi2t0bf/iaURngpqBWtBzpplbkGeoh10xXhTlMc8jzLtHgD/eWo0DVFddw98zXkSH7nMOH0LR9B7RxcRAPB+YPWXcP2jZuQvrp0yRlR59zKFiQsKf3l6gOPpTUj7/0J009lyEwYmeqisoHfyurA6lurXmdV5j4OVJxGzMwf6TwzXhmax9ePCLDo7vTwGfa8Y3MLqTxJ/nDTtpsWcgzXsAntiZhjfAErFdNGDRz8I+BBLzISsNtcaM4OSrA2yOx2JanwS7HIPg+5N19BSrBvM5r8JNfBbsDmNDzYbfGOPlDGI+UFRqkTZyY5o/NxVTVTuYgGpzAiY60KXGJNLnGL39c6C+FXiYHWmSIMbRN8gcTXJkcyTINjralg8O0I0mqRZaDPcUfZHtNTB64k+2MM/fJ/d+EP6RJbBwMItb/QEsXh9OnOzauwue/8B3694/cdwvuumPbdSlbPBNk8FBj4qIsKfCNaBYiyECb7FwcN6yjvilkoN5bW0qkaDAV0uH8OPYIyniXfAYtp/SrUcBrhJLlfTg8VGPIC4WbkTLUEnbrWLRh4Arp0P3qC295DN2ToXoiuxw32gUjXwytUE6VtnQCGVh2K+2ZJngO2TTQKEHosxKtEODXyMQWjNLPCIV4DWCiF3xa2SGVEy1YOAYl0mDE/3w5HWDyPfrNDSY7/nFQjyudZsRIWNhZyceRyya09Vtp0ELQP26D2eJAWTYXq4u4EPGZUT23h62xqDauoFKnDgcDpfwrEDO0aDbnYdyupB5BPIZTtYzIcedwW2nFRMzUTSndhYpj+vXI4zYhkT049RwRnRi0JaDFnIdVgtNQ2yXotGTQVsuNwiNBtUh+kKSLI+EU4peinhjHc49/IWL+iDaiwkd++CUi/ogAZCD+eEcq9U0pih+BkBuaJH0w1/dM/rA1eueos9L1yNPXQ2EdDXoB6y9YOS3dSCWNJeenRWbCxUypXG9BSyAJXTLY37RzF4rffMNjiJ4YCw+ULaFtY2axGAa5AhaREEaZHELJNH/8RJiDu+KGsVQSuqfXxSvcsPiDLKzJbEq3kYcajQRKthVaGwsHxhVU9euxLSPUYV3QNH3eGmxMvDIYj3qdEDEyO3bmqnGkQ4zWYS62KCbAimOjX8uh8u8ldjVWytSQl4Y/80zOAQ45V9zaroa1AlT3JEMpNDj5I3EIYq6Fzl6N903AIU8Ej0NSXQ4MaEXIUY5j3MCn6nwupTuvaKr2OOemvrepepo/itOnrgt1+lpaMW3pYk3xR8dwKp3FWjexj3oNBTrPxzmZOGi974Z0cbShVMjwlz/9EH/9+xs4dOTMoiGbuQa5CLbkRH5TDBUXTBUo4DYh1UcWORrgMCxIYvXRgfu9up2oEpylmWiipa93CDFhU9ChZbKoy0dkbWcu6PhSWNncRROoEBATSeIHMxCXRYMoF2pKdtI/LxdsRGHbabBsNuq7olAPImm43SNgIBNEoYIEF2TW5aPoQ1UQksQzQSo4v0EGbUFrm7SefPrTsUiLd93ePLNsAh4Tn7rJOXTvwooCHuo6zDjTaCZqnshLZtM2sbNXTfjbfi0qcrhYv4SHpdlcv+1jJPVD2qzYsNKgl1RPyLnDZlipbHavNRWtZpJRd2CrcD/1+nFHPq951mcmW2Nx2rAaGZzOsAMVsl2jthgsnWwLc4EMB5MHSQZcNedDylSjnHcxoqHhG/AO2vIlBL71yz/h+Gt/vL74I0AibN75Y3IxdcGwEgXs00i19wAd88MfFezjUFpHaFXUwBJhgq3EODsGQ5wk5CJ413l/gYqGJYWFyUWyuduLzEjwcGXtXW1lZD4iXFd0rk6HmJYWjGVlI7Zl+j7WvMvJH+2bNlP+ENhskJvV4BqHkNQ9zR9dRh5yhaEnIzXWCPmD4cDzXWnYphxHs0FA75VPZnYiu8J1n9d4SFFLS7n4TCkRFJgWFSCD45dqmDjHUoBldiBPaaSVoTNNErw0lIAKrR7r07VYmmhw+lS5Ao8ZwbA3/hhlx4FvY0JiZ6BXJUHrmLPpdmtux6xKZX7FEqDC83pM1gpwuisFGQqVM1Bxfadb8OMajp+lYDb5GsofnHQszSbnxjRnkSQgeciH2qf4o1RbA6ktBA8bcZz7ofSJG8FKGBAI+NBodBAK+Hj1tT0wGIzYuWMdEuKv0VmWIEBOVvYCOFinsbvRaslBCrsnqiZiZH/sYNLMsc4uRhx7mLbGJLEHcHGyfYYM7AsYBihY44hnD6KQ2zBrcRkuSHVCYAw9gzTXIB4wRNbSPVixcHhYeWk3bfkiKmLeUA0ZcqjUQehE9wqSUQxtWERDcA4yKGHBJ54sQiQoyeTShzu2VvAxrrXjZJ0J/zqixx/f1eK+jSJsKuNRb40p12u7EsPWOPRY02gJngS6pDpCXqFgjdFKhcYupS1XKwWnQ6oQkoztbZLI5pnItVPFP0vbyMRMLQQMPd2WFE7f1HeQxw3MjQ+LO0qVGry3CPhjPqv7EfFHBJX5aPLHVIbbC38o+nqRZO5BLLMDteJKaurIdNjogDHxTYmzDCBfXxdQ6StYqFkyCG26kNzQg32da6g7nKBF2teLwZJSj2DFyuOh8J13sHTkrFf+INt1dkyOfLUeojBU4v7UmBAWf7gW5UT5K45jwYcnZ2X8DbH7w9JKO5a6jIonF/lbdwHjl87jZLcI/6pT4I/nY3HfFjk22R3B80fqGKwmNjQt6UiSaLEyrc97hdCHnHec2IDbilt8XkvuKl6+9pVRUIUqVR9OdKTS6ozAYEdSphQpk10UHvyRT66V4I4ZBT/QJL8TN4KVMPHZT30Y+w6cxL/+/R799+73juCrX/4EqiqXXHeyxaQ3klw4CwGymOq2pmPIFo8EdvSGUU8ZVmPEFkd9JCyT6mIEIqYOa4X+h8yjgbY04mb/PhYbxLpxGPieVYek4TZ0JxUiu8e7cSahv/2Iw4cxPVAXLC5DgnYI8DjaoAcz5GDH+uh6vPbCBL52X2guv6FAIWbilpUC+qjvtODF/Vq8dVqPHcsE2Fi2HJ3NeozaYunCaJXgFG3VWowg11Iyu49WCw12Ac4Zl9PAhfgQ3cD8thhHwh/XGhYNfxRnRC0gmskfYoaTm0R2nVdDx3DmF/zhqmgJ1k/49kYJVaHK/T3BSu96g2B8HCaJJ38oW9swXFiIZN0Vr++xOYB3R2LwYFJwIgUukO2MlD+GzBz8rT8B/5PRPWe/mUJgwy23FuAWwDt/qOIw2q8LzB/5IfwuPryGPKp2Dce8Dvr7QopMi2SpFnoLG4Z4Ec71xkHMc/oQzRz0j8Y5PhM3gpUwIZWKcctNG/Ha63vx4MfvxOUrV2GxhNgPe41gTC9AjHB2e0/jkBI6MxdLkoaiqptP+ugFTMPUwJbFwYHaLkNCACO/UECqJoRCKwXVtOVrPmFnMGBnssG2hetzPHcgpl0sm+d5nN7XgAvFW30GK0cQQ00XSXYrVJABeeJq/23kU+2WMqiRDgP6wEclVF4/k8gNG80O7D1nwMnX1ChM46AgNXzH8FBQnMHBDz4hR227Be/XGPDqUT0qSzKQYruCeKUawpiFk/UOBiS7LGLoIWLqEc8ehsEhgGxywPUGPhj8Md/Jsoj4Y2YQ4S6X6iPAIH30xCuF03qG/tsiTYZaIkVCGEa0gfijvP8EbfmKNvy1gBG5ZDvY1J8lnOAknEAmWFDTxxn+KfEN9ej50Hag1nuwsn9MAT7LjiVi3bzwBwGnmI13RhQ4rZKhUKRHvlv7WdgLbR+tXe7nrFf+KI9HirER8eUpEOpm9Cp68zlpqvb+vCs48WeYGopJ6Zavzgp4KH9wrfQRL9JT0QwarLhvb6iV0JHgWvw/sMFKNEyw+HwePnTXDko0j3/lk7heQYYUSa2SlCvJyWqwsDCiE+J4RzoK40fwVl0+YoQGmtMgUpCpstC7aMlnE3M7tU1G1VViWSO0zG5zsKg8MRliJC700cIK/lmcNKyhw2nzjY6UJdRYcTHCziDGYZ7tGqOKZIj1s4mevOodxOM05PgciIJV6LgP/WiCCNtAerwZOAU5lSNOgRF/Rio+jW7kQ+fhh6I12PHMyypIBEx8aJ0QRenzE6i4wGQw6OwKeQyrbKhtH0FLgx0HW+NgsjKxJMEAg4WBXg0XsUIrliXpqXki7VWeJ5DracCWiHGbkjrRE88UIrPaYsmlw/REbpsY0ZGB4BuIPrwFBDM55wZ/zBF/NOQhVqiHXad08keGFg1DMdSFPpiFpmsx5y7F6u6VQv4+xR8LUDFqEpYgwzjdphsK/AUqkVRUXHAwmWCQUpob1MkpPvljb1wijo/K8OW07pDb9Mi+3HdlNn90y0RI45nwl7FUfMrq5A93MIs4eKY9HRKWDXfGDaNIpJ+zakBw/NGDlr4YHHxLA5Mh3ckfPCV6R6yIrVFhWS4XO5bzfc9KegtefFVVyOsmKyru57dHgEKvJwcGRqwYH4yFjpeDrBQOYrTH0TKqQMuIgs7TEL+isiS3BLL7NgSRVAgVH9hgJVo4cqwan/7EvbjeoDVx0KeWUB3uHhUxDeJgb3MW/T8u0w4p30QNvohe95qMHhitbLAYDlzoTUDTkBwing0qIw8VyQOIoxrpAiqlymTYoWSNIYfTSk944gBfa1yCIVsCHc4ij62i/UhgDdJBswmbHOeNy73YIkaG44b11IOCLODmG0QbP6f7IhYjuBYjzByeB6E0ZK/C+nOvebzuIiT4E9IRBxO+ijYoEF5WmGS+3LNfuzCdpUy8OQcHGgVY9VGZx3t++44WGQlsfOZmMb3xLyTiZCxsKWdhi5CoegFdKg7qhgUQc+1IkUxQVZh9rVLsb5PQ55QCKx5YOkYdlOcStaYl0DtEtFefDPaTli+6vexh7JyUWXUtHm9g4ZJj88kfc1pRmdF2Ej3+ECCu7+g0f3QlUAUk8rkk9nfxx4A6DlLrBCQ2FbYmv4cEDMIimuSPruUAf274Q2mNvrpZoMz3BDsGRTrvSQavC9B5gEsCefCKEVY+34M/ulatwpaG/3jlj0S1Gd/O6qD+JZHwhzMIc+BeWj1zBkYythX71XFYnmn0CMR+35uMdL4Jn0zuB6+YbGv4Sl1e4a3qEYg/yvk0QOgatqGuwwKxgIGUGAFVpdx3zoj9F4z0OaWYiQdyWFB6+zBXUOAteHG7Pl2u8/4qQLUtZugNdqSk5FMLlHPknDJmIU6kx86CNpBxG5/8EcL+h4IbwUqEiFHKMTg0giVkqug6gdXOwO7GXOTGjGPP1WwkSnTYltfp9z3CyZvNqow+9KlEuNifgI3ZXTjVmYoiSzIsDi5VTcnitqPOVEIVttgMC3otqVjCr8VywflZn8mFhbaqrBacpH320QRxDSbeEvO9WLMy2dAKFRDrg5C/WAA4DweDyhWz7DYYeGKq/DWzZa0VIlRiAg+g14v1Vvhwr6DkDFix+8wMF2K9HbXtZvzmv5ULHqjMBNmcDLmFPlzIUZqxMkWH+mEB/XdNnxDPn0zAdzf3zVmlhQxnkkHNm0TvTp3faZzZPdlROXyEmIxiYPGI2l1TuMEfIfJH7BjqBuMwYeCDbSyf4o+ysek5Qw6bP5s/UpYFte3uC32/f5eakaZvnPe6ioXBhoYtg9Q2MS8BiL8he29mk+R4kGYFIlecVGSHnieGnKH2yh+r5Sp8JqWfLnzDhb9KUbbAiPdGlbOUJ+v0Ivzmlm7wuFGopISyMHe1Z/moejAYDGTEs+nDhZxkDlYW8FDf5Tx+NU1mPH8+G98tdXhWWoKtXsxIKnirJtnsDvQMWHDTOhHdJoI06+w53vmm33lsTLg+cfed2/H6G/tht0dvZmOhQbKu5DwsSRjGLUWtWJ46EPJiiQxikb5GYkBE5ByJI2ohr5HOh6wXHKMKSXGsEWwT7aOSrP5ABoCJSlc0wWGYMWIlNZ/owafLrBvU4hjItMMLZgAZDBJH2tGbkEf/fiV/PYpaiXGXJ9ZgHI0Q0xJ8pMGJ+8MdPA6Dzqa44+BFI+37FQsW2a3LD2lxWKCSleTxcMUoBGw7Xq71mhuLGOTaO6lbDauDSSuSRPpyzvZ3jjJo1yNIVcP1WAj+mPM5FbcFUNj8QRZcTdWe/GHd48kfPcew3vwfKFR1PvmDBBPuwQXlj4HDU58fDRDDuxHOtLt6NOGvHYlUVRSWUZ/8sRBVlZkBTIapA5Yt+QH544pOjAZddJOQ7uAx7TDamR6BTU1CDIrjjLTKPa/wNkdCngswX0LAYU+3jT28QwQBl4GXD+kCz7XM/G737/JxHdgO/BQnL+phtQHnG0ywk5a+mcFVlK4hD+niILDIGP/aQ2lJHthsFq7UL84ZhFBBSnskm1WRMgA+J7xWlYt9CVDynX2gRIN7u2gv1ghOTqlckIg8l9tKvVOINv18g7QOkHkYg2N+elRdIBTekLMaqQNNWMwgA/VdSU5ZEDObRysr7hiXxEOduQTbYrnYQ5v8QoOv4GQmxjU2GC0OqHROYqnrNOPNUwZ8fEtkAdJCgmQRv7BiGMe7xDjf76y2RAtWBwvnjJUYtidgGf88LpiW4Zh+A97R3IoLxgro7FFaGNwIUhYdf/gKhq55/mBpFh9/MLiUP0zM0K/fSOYiyGD9JfFKZBnmlj/Iot5VsSDBh7cKCoGvqos7f2iNvvljZxYXb45My3VHe2Zk3MqGCSyorM79IYHROyMx+HjZPAnquIKRmQFJkEGKNzCZDHzhDgmOXzHhfMuMwXZv9+UgvscV3BvePOnkj3E7lpnewoVGE44d68A7Dbm0PVPXWOcRqBDJYyp7HCh4CcQX2uBaKT+QbWDRGK6f+iwGA3fdsR2//PXf8eUvPoTiImL45hsLTSb+YLMzcL43ETK+0f8wYhADlU2jMUiW6ai2fiqnN6j3EQnIdnM2Oq3p2Co84NNJPhKYbSzs1e9AAfcqMrnza3KpESkg1Y5CoYmeqtlcwMwV0PavtpQlMPFEtCWMaXMSU0taOSak8Ujvq4dJlgwjLwnoDXwcAwUm3pCZyMbSbA6++JsxOkxvMDvw+VvFSI1bpLetIJVQiJTlI1XD+HV1HG0HSxRHpgJFrpsOSxaazPko4tZTPxUirVrFO4tcXgv1VGkwF6PRVITlgnPhf9GNICXqCJU/gsG8coxb1jVq/KE3o6mDgeTh82AzEBR/0FmNGfzhnJjwgggyw2awcUBxK/L1V5BuchoazgXcB/pdULEVkFlHERPknIxrTiNY9S9/rwvUEuaLPyxCoV/+0CsSyVRLVOduXMcu1wwsterxP825ELNsMIKJz68cQao0BBVOf4Pi0bofzmwPC9AuphAz8cjtEvz6LQ2++6AciQqW1yF5X+tex4zPJW7zXfwctAiKUMxqRHnjz1GTsRlVqX3IjR2HgG1BQ50ejfZp/vDmzeJTpSxKWKSsf21h08YVEAr5eP6n/4e779qBDesrIZ2hNb7YQYhmd2MOVWPJj40s87AuqwcDGiHebczFtvx2CBzEiX4Z0tmdiGWPTmXgGs1F6LGk0iyVC9ncNqht0jkJVAgOGbaCzzCgy5qOPF54iirhQiWOBcOx+NsFhUYNyusPoC5vLVZefBscmwVDyjRczayCUtWP5XV7aRtCzHgPfscohRkMcL0sDMIJUNwh4jPx2F1Sqv41qrYjOYZFS+LXA0hL2G35E/jukSQ8vakfcSJr2DLfxwwbkMdpohloLsNJxGuEpzxeN2CJB4dpoy02xMguJLgR0ISBhysDcYgX65CpVEVVsvyDgpnBxKaN68Lij8WU+IoqfwiPY8CSgHe1t9A2L2LMu1j445hiF/h2PXr42cgxzm+FnLSAERW/a4k/Cv/zFsbVJmBDhk/+MEkYEJfwwqqu+Hu9iGvHY6uGoTUzMapnI1lipi25AeFvwT3XCZsgKy5Ls7m4bZUA3/27Ck8/IKOD+j63jwQnMz93MrFG+OOoYh1yDA3YPP4OuGPT/GGpdgaMJOQdSLuJ8sfwv41gOaZd7qnjPZyeLX5/u8nvm7DJcMW0hJpsZ3I6pvgqGNwIVqKEFVVliI+Pwd/+8SZe+dduvPjCs2Ayr50uO42JS3WzCdlECjJQSR4pUi0Ot2aAqZchkd2PamMVNXYs5dViwJoElV1Klb9mEgu5gJpM+cjnNUWtPYaoIxnsQpgdPNwm2Yv9uq1Q2aTzYohHhuqNfDG6kouw/MpeXAuIU/WhovEQGnNWUXUwA0+CJc3HED82PUlNblcChw1asKmDfKTBiS+Q+ZRFN6MSBdxWoMawnoO3m2T4RIWnKh1RPzptWA02w0plh1PYvbOukz5LEi6ZyrFReDigESWXYcaYLZbOsPhSwJyFGcRnsTGpg/GazB4qPXukNQOxIj0yYxanCea1zh8Mzck56QaICmZkZ6PKH+xB+kix9uGwfjNdoAfiD3eJ4UD84Z61nynX6626QCS+68XlMDCFMDN5uGn0HRyW30Rd5KW24F3Tw2lzIu/RN1phYIrQKijEWtX+oN5D9jHYikooFZhgKywu/qhdtZqqg9nipvnD/XuEDTZobSy4h+aBqiqhHkcynyLmurVMzecwfSjw1i7mp8Jy2yohhifsePu0AZ/Y6Znc0LefwOnOFLCZdmQpJUhJdoBZ98ws/rg4tgRrJ/ZBbPf0o5n5GxD+GNUqqXiCKy/pTeqaVFym1MZm/p+DjROGdVgjOEENVY/oNiGWPYJMTnBV2BvBShSRmZGCz3/2o/jq15+bUlFYNPDjZqoy8HCyM5WW/aKJOLEBNxW0Qn+1Hmq7hM6KxLGGcUi3hZ7vW0QHvWbAKvgX6FAlcdeOZQ+HFH0TaO0iNJoKMWaLof8mmbciXj0UnNYpD5FkVi+O6DdSxSSSMZgLkG9yMJg4VnkPYsd7kd19GXyLp7rVYoZMO4LKOs/g6ipEMICJcji9EIigimiTEErJ9WmIGjJCNMVan66l7WAz0WHJpEEKMW8csCZQBT0RU4ccThsMDh5GbPHUhZ5UU9jUoM4/1glP4Kq5APv0O2mmms8wgs80oJx3MWj5SeJVUZwwAoXARB8Snhmto/Kg9/UGfFdISDDijz8WUxVlPviDLJbk6ME29MBSEDPFH4q+XhwQOpMiGybeh81hppnfqPIHU4xmYQnGOM55CjtYKNDXIsvaNMUfiaZuHJNvx47R18GZtQXRAakekTnH95V3I8HcS7dBYDeEvYAPty3M9T5fsyv++CP/9Pse7yX8ATUHlVInf7BJoGlfZGulawjrl/Dw67c1swKcjjEZspQTEHEtGNCIUHeoByJuKnJiJiZ9jkTQDfOxWfUu2H5sB2jg0VSNdY4TqB/OxqnyO8A368G1GMDL0qOgvdp7gOPiQDceaZDuQLGlHgrWBH1ImGq0mknb641gZd7x7PN/hEwmpe7Eiy5Y8QGrjYFjHWnYnNNJT+yof76diXZLJpWRFDBMVELVm4yqO0gAQ7LFpMzfaC6A2cGljsFypgoCpp5m2mRMcrJrIWTqPRZrhNCO6Dehkl9Nh4y9BUMqmwwd1iyksnopqaVzumm2LtyfjJBKvzUJNrDRmyGCmcOHjcGEWuJchOa3VyNluBXXOjRg4ecMp1fCb27pwn8a5LD3IOwWphtwwnWOkswTuXn3WlNpILJZdIgGKPHsIZShFpeMZdToccyqgIBpQKWgOqhAhYCc24W8q/RhsnNphfGSaSnG7QooWeMBs4eE4HpVEuwqaJt6rn1MTuVpHY7rr+o13yDByHO/OQFZbOYUf8xNI1N0E19zzh8Mjgd/pJo66SNU/mBqLeD3j4Fv0kGQ5IDUOg6xTQNRqY7K2LvgKJTgpG4H5Y+lzWfB9PIrqFhydAlykGzqwEHlbUg1daBYd3GWQlewFQB3/hizKWBy8Gi75rjdmWxboq1Bhmn6ultohBK0uL92ij+6gV/kN+MtawIcLAaSyoILnuYci3Umb4bc8EwQG2cCS+IGtLab0TtkgUGtmLom48V6lCUN41J/PAY6VJP8MYxlmrM0UHE/T6cqlDOqI4Q/8g31yEc9RhvZsLB5aF+2AjZZPGAdnV1dmXHuT/EHZ3rOi8yX5XJb4EBwwi8fuGBlLsvpA4MjOH+hHmmpSbhW0DqmoOZcpMWjaVgBIddCW7jYTEfAHmUGw+GhkU6eaxuTI0WqgZDrXMC2jipAxJy6bEpkBpAodoeAaaQZMvdWLpVdBqOdTwOSs4YViGGPTd7YWeAwrDRbPGZTYoXgDG0X8IYhaxxOGtYij9uEEl49JYoGcxHOGFdhlWC2xGIwaDIXYNgWByVrFHLNICXEjuQSJA+1ILvn8qKWKQ5FjllsY0D0jg06CwuP7E7Htmw1ntveO6/O7NcbGkd4yI8x09YVEmSTCuAG4RF6Ps/EUv5l+idp5eq2puGofiNWCk5TOfBQwGOawXWY6TKMXDvBEPXl/niUJw96BPREmpYMVKtMIoAT0ibcgBcMDOtw/srp648/vAzeUv5orvZIJpEFepslG/HtbVPLl3Z+PtTDfIxzUpFu9Fywu7ehzKwWzOQPY7cF/QNSmLgCsG0CnJOsQYx1FCYmHzawwHZYwLcbMKGNn+IPi5dAZZiTgDPSjcgxNKJIfxkO1OCqcAlqJOtQpTkeVquXO3/EskYgZBpw1ZSPDHYHinn1sJoCD5uHMpAeilN9NFztXeDBDiHTBr2dhS825c3ij2i3f11XSHVrEXMLXBq7LchPZUNt5OLICR2KsrjYsFwIzkCN5/ubqrGU/Mmf5o8T8m1YFXsWMRjze5wZd70BR90z4OQ7AxGu1YSEO9lo6wdsDD+Bpts1T/nDfgQMt4ijhHcFNYPl4Iq4QBAF+g9csDKX+OIj9+P/ffMnGB6ef1f0cMFnW6lUZLdKSl2BO8blGNcLsCTJt+IIcSfeczUH2THjWJYyOPX8iE6AxqEY9KvF2JDdjVE9Hzozh1ZBVgrORLSdJINMFmUWJhsHdNtQJajxUIkhwYzWLgaPYaJENRMGOx9XTKXUjHKX6L0pyUuy+CrmNeC8cRmO6DbSbDVpvQkG9aYiqO0ymrlbJzhGiXdszNm/T/pzifP7iYo7sazhAB06vBbgzyuGw3TAbGPgv5aMYVmSPjRVlQ8SQmgFaxiXIy2nBOeNBqwSnEIceyTge8h5lsHpQgJrEAf02+j5HMrQPLlWXlJ/jL5fQaoqAQIVkhVTGflIkvZ7PE9kyYmP0v5WpyfPDUSG/364Ck/86OC1xx9tYnQzbcjhNKNDXB48f8CCZW4BxYgtlirW9UrisVZ1EGPsWOhZIsisE6jSnIhoO0n1hLQlWVkc1AhvxXLNaSSbpyv8VrCgY0nA0xrBtxsx885mYArQICrHBFuJbWNvge9wcgyJ3Qv1tbgoXoHjsm1YYT8fEX+4QPiScNL7ul1Yydw/a6YgWLi3fs1s64oGyPxKsJUWDhywOBj4cMIgqpZaguKPD3SAEgQaehhIyyzB+V5gVRkfcYrAS3pbowHJaIKS0YWjolum+SO/igYkgbhLeo8Uf1N/DPHMPsgtge9VU/wx6ZXnCkoFMGI58wSuyG8Oal9vBCtRRFycgv5pNHkf5lpsfcdEYphEvOSGWxw/ghSZFrFCAy71J/h8z7iBhxMdaahM7cfQDEMno5VNeyL7NSK825gDhcCIIa0QPEsWbT+JBoatcbA62LSKMjOYkbN8Dzse0m/GUt4lGuR4A2kZG7Up6UDnZuFBmt3yBpL9a7dkod2cBRFDi1xeG+JYQ1MZZ7LYH3tV5zymbaehE0hxqvx25HXUIH0gOscg2gjGzJKA7KPFzoSQY/dONHMsXXi9YVjHRsMAA58s24sYYegLCBJwx7MGMWGXh1RdIW2UawXHoVUWYb/mHrCaHEiWaWC1MdGvESNDoUJR/DQJNY8oUej2b3ec6kqhFZfqISJBegORIC5GNMUfi40r/POHDsXceqRw+hBrGMGliXJA47bgcbsnePBHt2c5zujgI4fbin5ZEvay7oTcOophTiJ4dhPyDXWzvt+9muKtlcXb6/u5SbAy2ODNmP1gk2DGjyv8MfkOlGrPY5nGU2XPhXLtWYyxY3BoeCO2xB0Omz9cIP9eLjhPK677lLfS786eZ/WxaENayoKljgkh0wd/LFSQEm3OCtNDJSB6PFvBhlU2NHTo8ckd7Ygp3hJS6xgBCbiD5Q9GyZPO6sod62G/WuPkD54Eh3ALTQQkmbqhG2JhPC0N6aZWlKJ1Nn8Mzb42q6UbkNlah4Gy4oC7fyNYiSLEYhE2b1qJy5evYmxcBaVChsUMksfhsmxIV6ipY7Ar4PDXLW20sKlsabpchcbhGAxrBXSQ3mpnoH4wFhuzu1AUPzJ1w+1RiaHtit7gZSJ7gJYP9+u24yOyV4J+Hymvu0tcegO5YIn52AnDWlgdHOpX4ZLKJCAtYxeN5fRzxuxKbJEcDJjRFhnUWHH5XTRmr1w0wUqwwYkvqE2LpMf4Gq6ukHPpj+djsCNHHVag4gLJzIoYoalxMQsq4XTzGMJSDNG5g161hHoQkUUkuY5dwQrZzj61BKUJ3jPlSRItlTK+YS8cOcQiLjavycSl+kGMTRiglEfXNNQv3Bc2Mxdb3hY9TdVw2HngGmVI53Yimd03FXAEzR8dSgxbY2k1kVT76k0ldNaEeAVZuow04dPHTYOWJYnabiaY+1Csv4RDiltwz/Bfg35fjGUYjgBDjUrrKFaoj+CEOHr8QUwxN46/j0uSqrCDlWAH6sOpuoQ6dE+gtk1vTyR+KhHjWkqs9Xhegw6HA398V4sdlXzESFnR5Q/345K6cUoAxAVSAczhOlsyi8eNGK9nYCgmHQI2F1mak2gUlZEG0dn84aUznwhH9EvSgtrWG8FKlDE4OILRsQl89/u/xk+e+zpYrMW7sOOzbdhZ4GlsRYaxmkcU6ByXIkOhnirj8dg22utIqi5rM3tAVJk35XTibFcyLg8wIeJYsCRxeGpWxYVUmRaIUlXFdaEM2RKQzQ1tYJ2QKckgpKHH7+tIW8x20X4Y7TycMqyB2cid9J53qoolsftRxjtPpWJJf3UeN7BXi1g/DgNfTD9lIcZmIw1O3CsBArad9hrfQGQ40C7BiJ6Nr66JzCA0gT1AVb5c8yyhkDMhkqYRJZUfdl3r43o+TVjsbcqi1zm5D5CAxJcKe3HCKJJkJhzsTo5oP27AiYFhLQ1Uvvuzo/jJt7aDxYowCgyQXY0kC0wqezvFTrUnF+LZw2g256HTkk5bFQkMjbW0PZfcPy/ptmOt4BCYLRpsKluFs10bcNk+yR8JGgjlpTQQ4k5m1jNAgmTy8My0+1vkBsrKD/UkIsvYHNK+EvUvNVuBlBkGhjOhsI5hU9c7MDL4qEnbHDZ/uO+fFEbomWLqYO9t4N+fmaS/QCWUICYaGDGzIWDasFUxAUuDbWGqKvMVoHjzNokiDlwwYkRlx1fvFUb0PcHyh+P1O2c/5wCaBUUQCAeQPOwMXqwJcTBLRdir3YG1Zq2TP0yNYLZcmnof9WaZPPdIC+WgSYshrAq4rTeClSiip3cQnV39qKpcguqaWjQ0tqG05Nrr5yamXiQIGdMLMKIX0BstybqSk3Np8hCVLHUFOyvT+7CvOQt6M4f+fT5AKit7tTuxQhB4LoAuyMwFaDbnhjRAT4iYqDH5u8iJDwbxv/BV8neBHD/i2Huq/FaUNR2DSD8xp0P30QpOZqJ1nItshQlS3uI3JlvMeK9Zitca5PjWhgFwWZEFr6T95rhhPZrMecjnNk8JRnRaMmm7Vxx7CHkFQgg5FhxuzqBLneUpAxDxzLjQmwge24qaniTszHcmLRRCI23r2t2YSwPr7gkptufNnVP3DUyjt1+Nrl4VqpYmo/pSHxpaRlBaED+3X+otmPEX4AQxi5XPvYqzhlVUOn7EFkPPI6I+R5bsS3kXIWFpFpQ/inWXcEBJ5lamfWx8gVwvV8YK0ZVUhFVmL67dflpsoskfxLTvkOJmVKmPQ2JTRcQf8x2kuL6zXiVAlsAICds2vy1f811BCZQgiBDvVRvw2nE9vvVfMnDDNEl2HfNihxt/TK6XiER957iMJobjNEbk9fwVQiaTtshT/igwQ9R9GheMFWAz9WjLXYNb8w7Qz7M0jKGcfxG7tbeCgUZ09zqwXXTZa4LBVcWzB1dY+eAFK756gaOhEnbm7CWsrCrD/R+7HQ/X1KK5peOaC1b61SJcHojHqsxe2sNemjgMDss+qflOKhuerycVl8K4EZztTqbzDHPpaH1xQICzvSKkSs3o4ZjxnmUFdinP+pUcrjOXUAOxm8XvRtXVmMi9EqMkjV0SkGwIMvvqoVANoiljOXRCORSqAWT11EJkVC+6oMQX0mVmdKq4sDtmnwdTuDG34rcVbFDLxr/qFPj+lj6kREGggJzT6wVH8Tf1A+iyZNBh3XR2Fx2adORXoX00FvuaEmBzOFCRNAQx34KDrRl0nixOrKfV0JqeROy5mo00mRolicRHxYiiuBGq7Mdl23xWVW4gujh9oRcrVyx38senv4Hm9rG5CVYCmM0FC2/VjZG8TFw2lmGV4CQRRaWS8ETZzuUZQloQgeSI+cNlfBg08qtwsdWMs1dNSE1go1cD7I/fgK1DR/0u/BuFZRhgJmPd+dcgKwntQnDfvpkLcn/84W2/8gwNiLUM4op4OTQsKWItQ9R3hcgv+/vexYR0vgldRh7lD17xdVA9CQTX9RVphcXtOh0ct+FfR/T4/kMypMQGWL77SCy4n4tT/KF9GF3NWpqUTperqUS9o6kG7R1Z2GfaRmetKjLV0/xhJZ55QyjU1cCRuRZ7tDuRxulBPs5B3NKPAnEtmo+owI3le5i2uhCOyMMHLliZyyDm4qUG3H7rFgiFzl7jjs5ptaprBSQwISeXUmD0CALI333d1HNjJ+hg/VxZy5Cb2/l+IX5fE4vVaTpcHhQgQXQSx8YqEMNdghWSWvo60rr1b829uF38Ju31JRAwjFAwx6MaqLhQyG3AOWMlMjntyOa0TSmM+YJMN0qVwewMJs3UtacuQWnLiUUXlPhCktgKPtuO9nEucpRRcAT+gEFtYuJHxxNwR+FEVAIVF8h1d7/0Rdpm4lJ1Aaro9TqsE9JKybiei+ZRJVX8u7v0qse1Wpk6QBeT7zdl08oKmV/LjxvDkbY0D7W/G5hbXKwbwB13rprij84e3wPfizX7y4HFyR+scS/84Vg4/mgy4fe7tVhdxMPldjMS5FdxrDMZckUFKo1ORTLSuvVm3Mdw8+irkNicSSQyiC/VjYLpcPiVSo6EP9JGm5FlaALPYQrYYrZGdRA2MNEmKKSSyTOrQ8G2x813QEOOXWKJGXymHR1GPgrwAUOogYuX16v1dvzon2rcsUbgGah4azk7+LzvIG6GYSOjqRr3L7tC2/xZLWcBcuqrndfssD0e5fxLGJcVzeaPpitAER+VOOfkD90uKHLHENfSjhx9PZVGXjpYDYub9HbrKxaPWSdyHVkEwSUBbgQrUQpizGYL2tq7UViQPfXc6TPTfXrXCmJFBiSKddTwLTsmeLKMNtFY7cC/6xUQcew0OBk1sPBwxSjWpOlgsjLw2wvJELB1ELKMaKEuqEC3JZ2aeR0zbICYqaGGR0QlzOQgfcPRB5FOJspkl01l1HH8ZvF7Qb2P6bBjIDaLerIQ+mYscFBCbjSDtgTaVy5n+l40kOez5Gb0am4EK6FWVwwWBp49noAlCUbcUeBbtS5ckN+Glb/cy/MOWikh17LdMUSH4UkVhbTcyAXGqQoZef/W3A4cbk2n1dVhnQibsrugEPpfQN1AdGC22NDePYGCpOkZptPne6d4ZlGogwXRAkYGyhOtA2i3ZCN7cgg3mGx3UPzh/hlN1d7bhyZfY7U58O+LsRAJObh88SpGVXo8vEOMNTt3wNR+GL/dbYSAoYPQbkQbnzTAAD38TFRoTuOkbCtENjXYDitYDisMvMj5Y2ZwQLbdxR+XBKXo4mdjx9ibQX0WC3a6rTGWIQ/+8IdQHO5DBdmGMVkSOFYTJLoxn9tDfuMMvgl9Jh4K8AG6rwSbGPDTkmkw2fHsv9RYksnBHasFkX/XjOuR8oeXhC4DdjrHm502NJs/HIypJDCjoApbr+7HYd1GyESxGOUmYv3EPsht4z7PL1fAz0oJrnp8I1gJEzPJo611BPExQkgkzgXns898FU8/8yuq2nCtuNm7UBA/in1NWVS1RcxbGC+NZ48nonbIeVHeWzyO2wpUU/39LWM89FnTsKlQhg5bLNKY3eA5tGBqWpEk70G2qA16u5C2HRC3eqIg5gskm0Ay0sRBmPT5V/DP00U7CXI0k74thFBIuV5tl0LM1ELAMFBncdLeQPqOqwTVSGR7elD4AwlKsk29OG7YiPKKNhpwuUNlk5IwC0rm2JxlGwlIabfZnO80YmMNUbNNlV0ONsNKzQJJJpQcnQ3Co1NVI2cL2KL11l4UaO2zYELnAJmNNlsdOHE6Hs1jPJTEGfBQ+Wj0f1M/C0EimEGqK6RiQgIT4mScGztO51TInICYa0aWcgITBj4GtCJY7Uz6G2/J7ZjTls4b8ER71zjiY0SQiHle+YMELTM5xz1hFnIwE6VWMG8o4DVin24H4tmDdJB8Idp6nv2nGrUdTiWue9cLcdu9gqn+/pY+C/rUUmwqkaBTr0SqqRM8qwbMkVYkoANZxibomSKq/qVmKSBs7qYLK/fFluvv5A4pKuVggJeCLl42lmqrwbMbqZwrUTEjf7cwONCypNCwZRDZNBDY9JA5rFP8UaE7QVXKQql+pBjbcUq+Dbn6OghnyDCrWTIqz6ywjnoEDtGuppAOgc7kYvQk5EOp6oeVzYVGqATLboGdyaZZMJKYW163lxoJ0vfQBbDj+m8BC7Zi4uX6m+KP/iaYE/Jwos6E5l4rSjI4eGiHaPZ60ke1hvze/gJ6gpasnwNZQK7lP7O2hbw/PmeY2kUQUw5mczXK8qum+QP3QcyZ5I8BPgb0G2DRsuAAExsm9oDrsPgMgok/jytYYTKDk92/EaxECWQgsm9QA+PwYfC4bGQogBeevwVQn1gA/afIQBYpSVItxg38BQlWVEYmdfb++a5uSHk2CDieRzBXacLgiX6sqTgLOd+5oHrxkhInu0X4P0saPr1sBOsznNlrBWvCo4JwxrgSJjsfVYKz1KuFkCpZnPMZBjoYetqwCjYHe7KlxkoHQ11qYhKmGoPWBCrPOWqLxXbRXiSwB6npJek/RggVkiRWP4q5V3DEsBk5nFb6XWmcbvRY0tBmyaK6/zqHCLeId2Mu0GNJxSXTUuRymul8gysAIceIODqT4WyTgwedXYRD+i2UfAnk6UyM6wMMpn5A51b0RjtePKDDhWYzLdPb7A6wWQyUKUy4NV9Fz9uoBioBjvGARkQ17gviPD1ShBwrNmQ5DfHG9Hz0qCSQC0zIix0Dl30jQFlI/jDzV4DccTIzU/DnP/4w8g8Owm8h3KrKTOUpFxiNGsSLuzHOU0YnWAkRKp0djb02/Py7OyEV8yDge/q55CZzMDjYjzXlpyFP8OSPP1ty8YnEfqyVO3lDbh2Hq2eJ3CFr89fDzBGgtPk4eGYDTpbfDj5pj7UbkGtoQLV0PawMUvtg0cq+RSyAQ2dDorkXEqsKw5wkGHkCjOsSpvhDah0H1xFapTrJ1ItC3SWckG9HpqGZVoFSTJ3o46Wjg5/nrAhJpdjR/VrQgcrM1jZ/lZbBmAw0ZVYirb8Bay+8QYMS1zGyM1lgOOwws/kw8sU4W3YzmHYr2BIGFFw2JvqIUEEUK/PXKtfMuC4pf/ynExf6hUiRmmEjicNuI8okg7i10ojcVUuCS3wHY0jsqx1ty1enWsgGOUlUmKiAqLk2NQXmD+ExMLo0U+eOt9rZgVE1tsZIEQ4WZbBCpBtPVHfjzIVe2O12DI3qsaw0EbdszUdG6uL0Lnn/sFNKt7ZxCJVl16aMJ1moGq0sqgBEHqTXfSGgs7BgczDofMTMQIWAx3YgP8aE+mEBbQsjqB0UUFndCSMbv62Jw6iBTdtt3K9tEmQY7QIs5V/CYf0mpLD7qBpLKf/K1Gu2sg96fBfR/yeZoCk9fHpjtKN11IyDI3dhxCEEeAoYLFzcXNAa9A1DxtZgDfsUtHYRzVxYHFy8r90FDsNCSWyP7iYUcBsxF79xjbGK7tdO0R5aQXIHOV4kUHLN+wiYRtwkfo++j+DdPim6NXPTVncto7bdjN/t1qIglYPnP6OAROjehysL2tE+WsSsMXFxtC0NtxS1QsT1nXBQCo30cT3hmuaPK02oXF46NyIwcyilSkBuEQY7Hx2CTPTyMrCc7ZwlDAozr49A57mf/9cZ7bDZHODz2LMCFQIeh4H8VI5P/vhDbzLGLBzcGutZBSVBCnnkd9SgpnQn4sa6kTDWhdyLF6YW+xsn9nh8FyNBBGu3gbZuuaMrvgQHtZsxYo+HXWSBgSXGzrE3ECwkdjVWqo9CxxRjhJsAM4OLA8rbwLZbsDNhf1T5w72qRH7juty1sDHZWH3hTbDtnlYF5HCx7M7X8i0G+lh3/nX6PvI5+1jx6BYQM2k9FhXmO8HmHqg0VaN2kI/f1cShIJaB53f0QDKluOnWscGIUqbLy32ghXM3kHW3s8JC+CNjLU4asnEL7zWImHqfx0nZcwxK+gbnj++LaUglZSbI/ErOR2Zfn4s6WNHqzBAKOGBONlD/9sUaGE1W3LEjH3w+B2IhB8eru/H9nx/Fs09um1+zrCCRECfCrk25WL4kCdcqzvcmYlQvQIJYh9uKm30rPs0xksQWrE7V4a2rcty/1HuJsDDWiGOdYvq6+mE+xgwsGuS4WrveaJDTgKY4bnohRlqrSAWE9GCuFZxAhyULxbxJZ2QfNypfFwgZCCX+E2yWHWymncpvhgOSeRRznYSZzumk20eCI4eDgQRWZB4c3nDeuJy2tlUJgvDlgOd9kswRCTiE0Bevd5A7Xj+hx7+P6XHPeiHuWksIchp2BznGACsKJ/nuswa8cUKPT+4SY1WRsxIXdYRIpERenHinEINHknQgwhnXK7zyh2YMd6wSgM9lQCwQ4ngnb/Hzx027sHxZSVjv99YmNl9wVVjOGZZheEiBeGY/bhr9N5jxc3QtBECSkoXVy1Px1t4m3P8hYlA3e5FYmMbBsd4UrN4iRX2XBWNmDXRGZ0aG+Jm8NRqLXKEBRaLphZqNxQbbaoZUN4byxkPojc9Fdrf/uVRHow7e7pbprXWIZbaD7bDQqggxqQwHIrsWIqPT0Dnd2AaOwwxmAo/yh7LDmf0OF95EBBpyVoFrMSK/81zI77c6riH+aKrG68Ml88MfTVK80SjHJ5eNYFWqPvj7f6pbK5l7ADI5J+neAsa4azoQdr9PkOBkv+lOZIqZHq+V1D3j5I/xEpTzL9CWRQ94Sb4F22Y4s7qirzUDFYs8WDl3uQ8nanpw5kIPFDIBstPl6O5To39Ii2e+vgU5pJdqElnpCtjtDjz325O4fXs+Jaf0FBkUMv6Cz4QMjeowOm7ApjWZC74tkSBVpobFxqReKgsJcgjvLRnHNw4kU5nizVnOm7E7SFvNNw8mY3+bBCe6xdQJ/PVGBX39qJ4FhcCGplEeitcumXqPzcADazgGSK8iuW4spc8SKc3w4DLAdBnnRQp3NbE1whM4qN+MZbwapHL6opJUIW7ReocA6wWBiWYmzvQI8ZeLMRg3svFw+QgWM0gbyP7zRhy4aMTGMh7ONZtxU5Vz4UpQ02TCH97Vwmh24Dv3y5GdNH0bDHbGjLR49Y3aaKBS12HB0w/IkBzDDtvR3u/7wsSKtD7UDcZSk1di3ni9YYo/zndDIWEiO5GN7mEb+sdseOZhGXKSprN2WYnjsNvTFzV/bN64cm62ZQ7nUzy+htMDo5WJJbrz0z3zd6z3/6YZykTRADmG995ajG/86CBSk6TYvCZz1mtuXSnAN/9iwv4LRjoTsGM5H6+fMHjwR7Ne4BmsMNlgTVYSxPoJFHTUeK0+BKsUJrQ7P7uLl0XbxCKdK3GpiVkbjVjBPoij8p1YqjmFFHNPVHy9xqQJMHJFWNbq9NTwBl/7Xq2W4MX+BExYOdHlj2hWQybPRdKGvr9NjgPdk/xRO4abFPXgsx30+yLij8nvsNmBvpgKJ3+0SPH05n4kSyzB71/qxqDaPt2DlGBMK0mFJW/Sap7yBzcWzcN5KOY1TJ+fDccCCjbMnPFyKYB9FHK8fGRi6t/kNYveZ4XINP7hH+dx85Y8PHBPGQaHdegf0uDWbflITpRALJzdavKxu5fg4Il2HDjeTtVTuvpUUEj5yM+JpaSTm6GAxWpHbpaSDivOFy7VDWJJYTzYkboNzyWCaAGIdzhw+Ywep0ZTsbyYDy5n7sqOgWDsnkBhTx0a2FnYvGX2BUtydp/JG8O3fnyI/vZfvP8uvP7ke9AxpDBYjTBoWHBkE6KcbmXjsGy0cmS2RdcPhriAb8zy72wcKqj0J1ENsyXjsrmCqpwlsMMPInstybhoqsBmoWebWzAgGaS/X1bS4fBlSXqwF9lpTrJcvSM2XOmw4GyjCa39VpRkcvDkR6WIlbHw27c1+PLvxlGYxqbtCI1dFjx6uwSjajt+8poazzwkh1zMxKU2M5U3tVgdlIB2VQmg1tkxNGFDU68Vbf1WxMuZsFiBgXEbRHwGVhTw8L0Hne+PKqJAwoQziQrYwZZMOoOmEFw/Cjwe/LFGh8EJG/pHbbh1JQvJMSyIvchhTvHHgQtU+KBryAqFmElbghTJmQvPH+zIMs4RDdwHmnWZKXvqBUSk4xK7FGel61GuOT01YLsQMBqtKMyJQUPzsNdghZe1CZ+5eT++9VcVPQe+eIczWNHZ+TBY7ZQ/MKMAJ8+1QSuPh6WNA44tevvWIizCuon9iCaIzDHDYcUQNxV14kqqchZv8S00EwhDyjRczVqBylpPxctgAjN2IR8vv5eAhyvHFhd/TJ7LRFCkV83BlSHi4yZE6zgPxQIdvpbYjFiTBX8SpuLLe1JpN4ejTo3Gdj0erRyhCqU/eY0ZmD9au9E0ykfbOBfxIuInxMCAlgORQIUVCSp8b8v41Oxt2AHKzH/7eK2j7plZz23jvYH9Ws/qCnk/o+eIkz96c5DE7oe4KfTzx3V+eAteQsWCBSvvHWqh2Y9t651Sv3IpHwU5MX7fQ4KBHRty6IOAVFoaW0ao6+/wmB7vHmwBh8PE/71yAXfuLMCqZamImwfSuVg/gGWl1277lwskI7BtpRD1bWZ09VuQm75wswnP//4URsb0+NETW32+Ji9Lie89vhkyKQ9KhRClBXG4cpWQUwYOnezElcYh3FkynekQca2oSB7A/uYsqnZEHJSjAVJyj/Zgcoc5A1KWFlWCGhzRbaRmfwRk1oTM3tA5Gtjon2QQvs+agl5ripuUpbOlwepwZpeVrDFsE+4Djxn6YGNNn5AufKtS9MG3Bs5hDzC57ok6SmOPBVe7LbjaYwVZ5xWlc7BtmQCP53Ig5E3feB+7W0oVgDoGbdDo7Xhou3gquCBZ+CdemMCGMh4OXzLS/8tJZuPIZSNePapHjISJWBkTm8v4+ORONl0U8zkMpMR6XxBHjCgfM+cwZBcOt2bglqIWsJjXmtyHH/5Yy8a2EkKgTPp7knkhr5gkbnbPEezIBnZky6b5o9tKg5bhiS68W98KDpuB/3vJijtvKrn++CNaw/Y+QO4Rm8bfpUaKPbwsZBunh3KDlSOe9VwocFugPf/N97zzh9tr8lI4+N6DMshETCilLJRmcmjCY3OGGoc6pajTCnGb29yK0K5DmbYaZ5beihWX36UKV67F2EylsFB8WIiiWKgD9t7gvg3jy/MgsWmxTHsax2XbYGbyplqhjUwnf5D2M8ofTD76uWno45EUN2Nyi5wgqmJU8cw4jG3md8HNJ9vJmnv+CAbhnCdN1TQ4aR7loXFEhqujfFwd4YHNdKAozoht2Rp8Wd0FgVsy87FVw2g8B3Qa+dAzzXhom2YquOjnpOOJPwxhQ4YWhzvEeOgmhSd/MFSIFTKxOUuDTy4zYVDLobO4xGdLzPWyZpjvuZlUz6AmT+iZEBW2n8IGoYS61+/Av6dmr7wpjc00aiVCQ97+/ZnSmCm/FTLLYvd2HBZTsBKnFFL1k0hAepSL8+Powx1XW0fw/pFWvPZuIw2APn53GdKSw1MgCASr1Y66q8P4xIfLcT2ALGU6+62oKuEt7HY4HPjxN7chLdn/QCwJWFx48N6l+OaPD+G27QU0WKlrGsbvd/Pw2VvEUwFLklQHDqsPe5uysCOvHXxO5AGLjG+aNNAbgCQK6mmkkkG8W4gSGJm/GbcrqHrXFdMScBkmqmJG5AGJvDAhEjKDEscewgbhEariNU01hFZsEbeQEanolSm6BZthcseo2obn/62G3uSgUo4rC3l4YLsYCXKm3/I7UQAij5n42BYRynM4ON9sxt1rhVhVxHW2kWwQ4d4Nsz8nURlB9ttfK9gckpSUb0Zh/ChtCSPSxdcDKH+MqSLnjwwOfbiDBMDvn2vCa7vrUJDKxse3ipAWx56TAXV3/iDVkIiH6MOFt30Lo32M3Hu6+VlYpjmFa4I/UqZ/+we3ifDNv07gtkIVDVbq9WK8oE/FJ4Q9U/fQRHMfVrBP4szaO7BlbDfgiFycQmadwHHZVlQmXoKEqQ3YCjZzUeiNw6+IK7Bz9HU6fzPBVlKVsHpROXh2EzW6JL+TbTIQ4TmMiDUPYq1qP1X1msUf5C9kXeq4RvnD7Z5LWvyeP5kAvYWJkngj3a4Hlo5C2aV1/sZkfHTGLZ4c6xwhkCOcvUD/WGo9yrl8alp9d9EEVhUlwPrWcdwJ4E7lbClqko6f1UI1nwFKU7XX7yXVFYbQ7d7jds0Tg21iYNogWopSnVNMwh9mBTGuVtAZ3OcaumenJC7uYOX2nQX44rf2ULUOUmGJJgpyYunDZLbi3QMteOonh5GbqcDOjTmoKE2aGsSMBi5c6UdyghgxCs8BrGsV7b0WpCWwEadYWO2FlEQJevo1AcnGHeS1f/1fcpsAvv+1zfjmc4dw+LKJDk7+952SKZ19YnxZmjiM9nE5iuIj7+UnBkkTBh6OtaejLGkQqbLI5lcIWfAZpikFshX8M+AxTYhhBadHHm3I+DZ0qRZeAax7yIof/lONDUt4uG+jEMwo9feXZHDpY0EwT0RFZIlJgE6c6aNVUVxIOPmjHQKuM7D0ixCrCQVpHPowWRx496wBT72oQm4yGzsr96Ji4/Zp/gjVlToI/nC1by1Y0BKh0WFPThHS7X1ISiA22IGNCAPOcYVSoXXLFPvkDz/nQlo8G399PBZoasf3t/TimwdTcLhDAo0kBY+k9oE7WZWMsY6gWHcJnYIcFOidAi0zKyyhVFcqNSegYslxTL8ZZbzLSC1yzq+EP8PCAEtlgP6KM3FWuewEuHYjlNbZXBfqnE2oIOeErHmR8IeKgx8eT6RVkPtKxmFrNALEooboEERAJfmjE8jnTlApLOtbnsmgqHnbpM6+x4RiGOut/ctXdWXma8k+5BU2Y69yJ0z6+qnZKI/qyuQ1yoHn9exttoWcc2RexRWsGFsHgCAu8QVbkbrmO2w2+5wZJxK/k7tuKsSuzTk4drYLL795BX959RLKixMRqxTSuRcic5kQK6JJg/KSRGSlyUP6jsOnO7FhVQauF5AFvc6lUxsAWr0ZB461Q2+woLwkAYW5sVH7HQnJdPRMUFWXcJCbqcRXP7caz//uFKqbzHjguVH84hEF4uXOm3KaTIPDbelRCVYI+BwrDYBIwHJnyVUIwh2oJhnfSc8TImtM1MKSOcEbTs4F0mVmHO0UL9j3k2F2smgkPeUf3SzE9mWLT81psXsCkMuSVFf2NOYgUzmB8gUW0Ygaf9iDF0UIFUTilqgA7ark49gVE14+pMdfDu6Z5o9RHcY0diQonNLe5TlcZCWyQwpgFgV/BNrWENrHuAwLdEGu/LQGOw40ymiWuzzRQGcCovUzRsQfxPgOwFeVJjz/bw3OaaT4ZIMUP8lrgaDJSBf2xNPkmHz7VLASLlyLObHdgdJEM451bMOdrH9Syfhg3uu+GJ4ZMOn5EgiNmqnhfXdEOj+wYPwRxv2T3CPebZbh9ToZ7ksYwlbWBGwhqDr78hPy9VygANCnWWMw6Ak9QeI1mJl5HHuOwDHTFPJN4ofjxh+8BuxT3oEsaSdK2s+Ett1RkO5fsFEn0k9K8Mb7VzEwHLmSkj+Q6g2Zc/nxN7fjkQerqHTl6ISeyiMnxYvRN6TF8KiOSlvuP95GS/M6vZkuwv1hQm2kcxFrK4OUM7gGoJCy0DdshdHkv4+wtXMcjz31Ptq6iMqOA7/8czWe+NFBvPZuAz1+kaKiNBHVF3vpQiQckN8uMU6ErATnDWNFARd2t80iUq4ijoUqeUUDDUOxuNQXjzUZPVHJXK8UnMYZw0osBsSLrOiY4FHp4vm+QZG2L5LZPt1opopb13SgssAgUpQbs7ugNS18ljNq/HHSgIHxuZVlFvCY2LFcgB9/Wo5HbuJAyRzAaE8LjBanTC5RhRtW2fD9l1RUXcqauD5i/iALDPdHqPBZmZljrxUFawx91mQY7bzpe4Dr4YbWfgse+9042jhLYE9bgV9eysYTZyvwmvEWevzCXpySBVfPEVQkDKK6ugWO7sNh7YfeZEeigjnFH1VS9ZTXFAHHYYHIpqVKXu4gC1TXIxQ0mIum+YMRXKDiC+S7VztOoDZv/dTieT6Dk1ku6OHyh+v3d3+EiNGL5/HU4SScahHgW1kd2KqcNol2HZdoHhtvn+X3O0LZp57ZCQNv9wZy7bseQfGxt0SEl9dmlCRg07JxaO0S+u+gAy63z3I/DqS6EgoWrLKSnx2Dn31nJ772zH4kxM5P1pZk34pyY+nDG9avSMcrb9Xh9fcaodNbiNsFVixNwd03FyIp3vkDzRzyJNUYiXhh5zuiCbGQieVFPBw8q0d2KhcxciZUWjuyU6Z9DHr71Xj21yfw0L1LsW5FOn3uw7eX4FL9AD0mZy/24gsPVYXUwjUTxXlxMFvsOHWuB2vCCAbbu8bxvZ9PZwYqcjmz5g1I+9bRtnRozVwUx49ElNVbmjiIUZ0APHbkMyIEMpaamjER74JiXn1Qmba5ABlG/OmpeGzI0My7isvguA1P/12F9Ut4+PAGYVTbNz+okPJNMFgXhb1WdPjj++/TeaV54490Dn14w/pSC145rMPrp/cEzx/ZLEgmTgNi/0FEVNvD5jBgIZXg5fwaHNRvRTanFTGsUajsMmRz2qYyo70jVjz7TzUe2i7Cul2rvPPHLgZtywoXxekcqvh2qsGMNWHkEtv7rfjeS6SVzYmlIi0SyDyiWxBSqT6OE/JtGBsSYansSlidRK7M/NLCSxjVxzj5oyCw8poLMxeMrs+T2lQQmLWoz15FvWCIOaM7vAkDLBr+iFL1efD8BTx9JBnr07W4m9XvMTMTzn6HWg3x9R1hVVV6gg9UZmHSkT6c9sqZ8yaUPxxS5/Pu56fr8/x0lHirQhFTyCEGC81Y5D4rKo2RtmKRLFl87PxJRfpCUV4cvvOVjVRhjAQgRIt/39E2PPnsITrvQoa5ibRlQ+so+vpV6BvU4hv/vfh7i0NFnJKNXWtFaOq0oLPPSoMVIZ+J5Dg2zRY+97uTuPumwqlAhYDNZmJ5WTKdCdpzmMwJHcG6FWk0ACQtWaG2aZCFKQl4fvy7k9SNeP3K6e8KBiUF8dSg81yts4Xq97t1MFuAnZXTmXmijLQppxMX+xJwrjcRlanhSzsymaBZazIXQFzDo4GV/NPotabikH4LlS6OZ8//cDSRcrTaGfhc5ci8yxH/brcGm8rIfMrC3xuuFxitLPDZMwy+rlFQ/rACI2r7VHvnQvqQkCDmO/fLqMKYRMCDkM/AvnPDePKH3di5ucA7f9wrnP3dEQQTc24M6bbAce9PJwsR12JEjh5sRS9aBMVoZ6VAxVZAGKtH8mTF4rlX1bj7ljKs20yarXzwx99qsa6Uh/WlPDovFDR/TC6UyLr4C8t4+PGeFNhkXdP84X5s/fzeJZlcLM/jUo8mMkX4p/5kmB0MbI+ZzswTZaT1E3tRw16Oi+KVqNCeCbhQ9VVxIa2/G4VHsLfnnqjxxxruCfSJ03E+9WYqeCCxTMv4zxcuSJWw9gTJH1FskaX8UROLTZka3MUMzOveZoyCCSoCiR24ENWZoNSNAQMUnzMqIWDW/qduhNFgBz+F7G/4XRMzjwUvJyGo9y1osLLvWDv9k89bPJk+mj3Lm1YXIxmfdVVpeOdAM97a10QdSzMzM1BUGI/P3i9DzCJ0Q44GSLBQmMWl7WAHzuoRK2fRdq8/vnSeBh87N+X4fB/xPiBSnAdOtON//3iGDjt+6ZMrIRaF1n4iEMqwa8cGvPTGCew92oqP3F5Cg5BgQWZWfvSTt2krkdbgoG60xDTuvg1CSEXONA/hwIqUQZzpSkb9YExY5nkmKwvDOgEu9SXAZIveuUy2jRitxbGGcNSwAfmOJmRwouvnEgjEWTdHYaIBC5c1f7K3rx7RQ2904O5114dwxWIBOadGdELU9CRCITBS/xUib3wtYoo/5tIPKsQAxlV9ceHDm0R00f3OmXa8VUekoxnIzEhDUYYcn91mQ4wktG1fUMWwEMCEA/mGOhgZfBxR7EIsewR2Rwr++K6WqvIFzR9vdiNFoceX7pR4SoUHIXMskCVi15YVeOmNS+Hxxz0S/OifaoyOaKHRM/H6WDz6hCI6nC1oc7Yhkl+vSnQO1Yy1aBSWolB/BaHCxOBh0JKMS6YKmOxmj8x0sIthb68n25Zi7kLc+ACtAOXoG5Bucl4zc7GIdv9u10L3jf0LxB+vt0JvEVCFLsfV+fnOmQGq32MbDR8t2brwExaBvt+tQsIoeRIombz3EP4Yt6HGnAhFzHYkDR+HkGkIen+8HRNmgggYD/xehiOIoYDx8XHs378fWyrtUMyuZoeFuqtD+OkfTuO/7lqCLWuvLed3ErU3dVjQ0mXGiiV8xCsXT7AVbRyu0YLPMqC3fwQna7rB47Lwrcc20DmgYGCx2PDz/ztDW8JI4BcKiNcLWbDmpLJwoqYbf/9PLW7Zkoc7dhYE3xLkttggzub/OKjD+RYzvnC7hA7EukCugvO9iTTzvDq9l1ZKgoHNzsBLF0sQR9oExAaqBjblDeqlHEp8UogvCmnxCgXnDMuRyO5HCqcP84mT3SLsa5XAYGXiWxsGIApSEz2SG/PrJ/Q4dMmIpz4uQ4x0blRqPsjoVYnBZdkwpBNhQCPC1tzOiD5v3CjGwe4qbNu2DQqFYv75I6MzPP4IpoIxB74kpDWmaViJllEldYmOF+tD2j6vmdS5qKiEsu8+Wj8OM+8E3zGM3oEJnKw3UdGCb31MCkHO5uD549fvIi2WRQO/Wd83897ith1dlnTo7QLksK/iRLcYf6+Lxy0rBLhjjQDMtE0h76/q8jn8o1ZJZWo/n9iLMgnRuXWCLKIuiVdSD5MV6mPQXbH4bbVy/Z8NTLya8AnEcYao6W8Z79IsLyT3YMUGFvVFkRX4bmPyFtxcEK+kg/ZJ5h6/++itmuDt83xVHWYGK0dPc3FgTA4Tlx0cf0S6iG+qxusNMhzqkOCpjf2IEdr8DsH7W0QHU1lx/2x/g/UzVbNmbrPP//NzT2D4M4F1P5e9XZszv8tLdZkGKV7Q2zcCTveLTv7oM2PrbRWBv28SXn+LtdtwaHyNT/5wYcFW2TWX+7FyeQbEskTsPeW8WZPMydqKxV+pIJKppOowPG7FmMqO+GmrjwXBiepu7DvWhlUVKdjlVlqPBGRw/s29bRjXsGExjSIrTYYH7llKjRdZU6vxwOBwWNiyNgtv7g09vZGeNB0QbVqdiaK8WFqpaWgZxr23lnh4rAQDYv71yG0Sav73l31aPMqX4GKrmS4eNi/lY3nqADrGZHi/KZtKvebETAScPyHDykKOBWWJwxgzCHCgJYu2lnHdTKVcMDs42K/bjnROJ/I4zeAyzEHNt0zYZNRrZRn7HOYba9J0WJWqwx/OxeL7RxPx+NpBKAVz1+e8+6yBDinfCFTmDimT0tpEwrtPJYHayKVeLNcSKH8UCSBmWrG3OZuuFsU8C9Zm+l+MLQaQPEth/BiGdSKM6fm+gxUvsqJzIW88J/wxzsWbrakY52hg0QwjK5GJBz66Ojz+KOfjzZN674sgPwujdLcq9KZMLYqq8vG//1GjocuCe+8ZC50/+HY88rEsyh9/O2LHoznDuDggcPJHlhZVoktoaUvGAeWtyKlshNjYFHCORcuSQmDTo0xyGWP2GBzQb8Mm0WFwC8qn9s1VsbAwODikuAVpxjYU2Dt88sdM9SoVS0G9Vsrd2tRmvtYfwpmxcH33apkRK6Vq/FmfOj/80STF/jYpnkztgLTTQtSEvcJXIBm2Spcfl/ZQPpMocPkMbFK93Ated1o1YMtXZ782jESLrwDFHSnJsXCMGxC34svoO3gOap0ec+NiuEiCldPne8DiiHH3Tc4hboI3Dmppq9G1MkhrMjtw6rIBVpsDxdnced9urc6MV9+pp8fyQ7cU4eU3rqCjR4WNqzNQmBNDs43keJLiWSgEQcjrhVcu4M5dBdi4KhNSSWQCAqlJUvT0qyOWGCVCDN/96ia8va8Jz//+JNZVpeP+D5WF/Dmring0c/+rtzRYmsXFmMaG//n9OCRCJkoyNPjIFg0uDaRBKTTShy+QRd6JzlTIBUawWUR6cgRxIj0ONGeiJGEEaXlVYDRPkylxC87ktKOY14ArxlL0WFOpkSMto3oBqfZcNJWj15KKdcJjUZP1DBXktP7M8hG8XKvAtw4m49ntvd7ddyPE0Voj3j6lx1P3yyObQbiBoEDOp/LkARxqzaAL5rKkIYi4kZuazit/rB9HjNB5/bxRl08XjlG9Dc9cIESx0kLaR091pcJqZ6I4YSTk7Y60mhKQP1I3wt59mN6HSPuaX7gtrE7UmfDC0QncWTiKjVsUkIomhVZSg+tNn4nUWBZ6Rmx0OyK5ByYMn8d31zDw9lUZnv/NYawr4eH+h24J/gMm95Hyx2kbfnU2DksTDRjTs/A/76dAwrOjiKvFfSn7UatYD4V1BArrmM92IDVLijOyTZBbx4BOA0pz6xDHGsYB3TaUjJuRNmN/OQU8ZJk7UcxrCo4/ANSKK9Evz6T8wU0KfyEeDHy1q5FT52FhD/6lifPNH1Foizq6rwFvNyloRSW2J/j7WCStcP5kjb2KHzRMBiMz9tf1f8HA8uvvz/4O1xA9+dxgKsZeqjmhJD9cQU3F0lwcOn4a8coVKJNc8MsfM4+RK7DTqlqB1WsWZ7BCzBrHVUb8+JvrEatwnihNHWZkpXJgtjjA4zp7fxc7tq0S0QU4GUR/74QOiTFsLC3ggc2a220n3jQHjrdTollanIAfPrGVyjGXFSXQQOOXL5yFWMjBwDAZKrchJ1OBRx+sQnKC/x4Mq81OA4E9h1rwxH+vo7Mp0QDxJCByxkRIIS4msmFpLoeFD91chG3rs/DV7+6jOvqhbiefy8DTDzj9dMjv99EfOudUiGcCaVXoHBrFw7cI0DgUg9UZvT4J8nK/U2pSLnCaJBEkSPTYkN2NllEFGptjAK0cS/i1SGQN0LaEFLZT876UfwUpth4MWBPpczzm7My2BRwMWhNxq+QdzCfIoqDZnIcWSy4EDCOqBGfpdsqzC1EgNOF8/zg11oo2Dl004qEdYioHewPzgzixAbcXN6N5RIHGISWWp87/EG7Y/PFpPq0OEZC2qizlBMxWlqci3xwGG5FiW14HvdaaRpR4rzEHiRIdliYPgj2jDWgKUTChDIs/ktl49DYJkmP8X5ckaff2aQP2VBvwxMeUyE1OiMr2xsqY9LNHEpchTsaKSBKdzE18qHgC27bn4Kt/GMfqjrHw+OOzqbP5w8DEaaMU3RDgAXYTroqWYKX6iM/qSp1oOVaqDkNmcw3t85FQnIENZpWTPxj30WeXWI8isXAAbSHwh7MSw8UgJzl4/nAtXCOUnCdnb6ugEG2CAvDtBixTn8QQNxmK4hIUaCxzxx/tYjxUPookidVnRWUmom2G6c9bJVhM+bDMVOw66EXVi5x3r+qgvFcU2X2OvD6MSm1crBx33LETTbWH0Ng/yR9eFMGiYY65IMEKWXASkIxOWrLTvT5GzkLzZTOGx2w0O0YW/GQeRMRn4FC1nvp/EGd1uZQFzqQT+WIACaoKMrnITeegtcuCmjojVi7hUyOiuQhaiBrX9352lFZxHv/8Girh6UJinJgu5O/YUYDzV/oxNm5AdoYCf3vtMnVzf+CeMtpO5Q2kAvPU84fpVN7T/7MJifHRk5Mm27pxVQb+8XotHvuUU6oyUsgkfGr4+cqbV/DNL20I+3PU+umFATkt5SIGRlQ2PPPXTty8gQWLPRVrM3tnLSBIVpS0fUl4s4MMkl1YmjQEJAGGxlrUmUpxTr8cOohxj+TVqdcpWBP08Z72JlTwL9BBepdrvctgjVRj5hMGOx8XjRXgMkzYIdoLjV2KM4ZVNOO3Vbgf43ohLhsFUSUbMgNW12FB+6CNOoffwNyCLJD71GKIuRbIBCZMGHm4OhwDDtMGrYlD26kWM6b4o8GEtDgnhZHqSnNXMoZ1QtjtDLBZdjoPIrI7PPkjccMi4w+gIG4MuTHjaB1VoKY7iUqq2xwM/0GLl971YCotIfOHoAN/O6DDN/8ygQe2ibBpKd83f7yocvLHA/JZMvGRtl1vXMLHPw7o8Njd0Wk4IS3BxPDTgz/CaJ2ZxR88G0b0bPzwMgM3F1lglW/BKvURsGGbNVQ/zomB2KaelYH34A8LG3X1qeHxh8MMJiKogPuZB/IGsh+EP873LwHXbsKWsd3QsKWoka5DrGUQ2+IO4t+Dc8gfEzzkjKlh0YQnGBJqC1igBbjXaotLCjhY+DjmGle72RWdl8pNYFniqW0jrw9xm+wTx9A3bIM4vhJymRgTKi2utpvAsQrnlD8WrA2Mw2bS7LgLJFi5ZcP0AnlMZcP5eiNMFgdy0zjgchho77NipM5I/T/IzMhiAimT52dyUdtsojM4FouDBjF5GZ7bOaGxwWrFVEUpVLzwz4tITpTQSomvtjMiA7miPGXq3997fDNqGwedbu4X++iAujtJkXYAopZiMFrx/Le2z0k720fvLMUj33iXmm9GWl1xYeu6LPznvUZ09kwgI9VZKQkVEgEDN6/g09YFlc6BYfU0+bx1uA0luXHQmzJwU1GHx/tOdKSiOH541jDkTJC+YjFTAzDiUM4970EmLqzgn0GPlZgBOMCCDXHsaZlHDsOCIWs84tlz7zhOWgv6bYko4jYglePM4ClY49gqOjD1mjsLLXhifzJeq5fTDGVQmMwQEVK50GJGc6+VLhi5bOJi7cCJehNtFfjEThEU4gXzqf3A4MpgHHQmDkb1AmzJ7cDF3kRsyO6iGeDjHWnYntce8LxeaJCF4TY3g9AYkcFD8pXMghDBDNOQfuH5Iwi5XHK88+PGUDsQh73NWbDYWCiIG0Ue3AKT1I1O/ug7B+9OYXPAHz29+N6DctS2m/H8v9WobjLjjtUC5KdyPJzo954zwmB24PnPyGlwEW18dLMQj/xynJpvTmt1hoaZzuFbK/j4zylVdPlDP31c3m4YR0mGBPqUXdih2u3xvtOyTSjUXabyx/4WqFwHE+Kk7cCoGOUx42DFL5+1gPXHH1yJPXj+cPfK8AU/Phou/sg3XkJGDpHZZ0MAPbbjsG/+CKH9yyd/XFI7+aNiAnL9wgcqXmWQAwQE3lTfvDndW3x8r9fnQ6yQEbljV3uXe+JjZjLkSosZOoMdoy1XsHVzBS4ceRMbUvs9+cPPeULgPtvDDrI9dEGCFYvFTvXmpX7MFJUyFjZWesqWpiZwaAbnwBn9ogtWXFiSx6MPUh4+es6A7kGrU0IwgU336Wytgf55rsGO8gIeEmKC/wnqm4Zp0PHTb+8IOaBYUpiAnz+9CyfPdVNDx7QUGWIVAnT1qdE3qEFeppJK/c7V3A1RD1tanIjzVwaoZ000wOOyacXm8OlOPHhPeGRD9veBbWKsLODhqb+pZv1/XcswTJBhWJ2Oe5b1Tcm8kqF6VwuKPwzb4tBgLsYu0Xs+jR1j2GP0cdqwCvlcTyGCYl4dOi0Zcx6sqG0StFpycJv4Lar57wuk1/jbGwfwvaOJaBrlYV26FjlKMxLFFo+ee4sNmDCyMWFkQWUiLt96HLhoBJvJwLI8LkwGcg8gSQtQZbaC1BC8FG4gZBDVOq2Zg6bhGGhMXGzO6UTXhBQnOtLouSybHLAvjBvF/uZMFCWMIl0+bYq3mED5wwZIhb7PFzJrtjG7G0jNnjv+CGeINYCny5LEYfog1a+j7enonpCC0aef5o+afigFCpzr6UJ5eTLlj2BnV8Lij8l9XJLFxc8/r6Rtss/+S420OBZipSx0DVvRN2pDXjKbSv3ORaBCIOAxsTSHg/PNZuyM0jQvUSabxR8h/qYB+aNTAxMnASPKu3GX4T0I7Aa6ABX26BBj8eKbNWOBR/ljKBa7Ctog8CExHhJ/BFhE+oWfwMKDP3JC4A+zETlJbFqJmzp3mqqn+SO+lKp4knNsij9iRmGyM2CxM8BhOvCFFToUxJholdLSEN6ued1PL8dpZlDgb2Zl5mtCgfvnhSpdHYqhKG0XJEP9k8GUr4F9a+0PoFWupSq4Gr0dmzW/QZc1A8f/XQOhQuzkj6ZqFFoysb95hZM/vHyXN1h7BoG0RRqsGE1WcDjMkIa+XSDqWzwuY9EP4pOF14blArogs1gdGBi1or3HQgmzLJ8Ho9mOmjoTLl41YUUpn7YpBELN5T6qrCUShke0chl/SsO+f0hDhylXLUtFeWki2GH8Ft5wuWEQmWlyr4GoVMyF0RhdTwey/UQa+YEPlUW02CV92dsq+GjutaAsmwulhImhCSveqzahpaUF/f0iqHX5KEzSYUvhGDIUKtQPxmJNprMCMRNH29Mg4lhQyrwENszgMwLfcAx2AeSMcYxYY6G2S1FvKoLNwcIm4SHMFciiqM2SjYvGcpTzL/gNVFyIE1nx3PZeHGqXUEnQFy/xYHMAWXIzFAIbJaExAxt8th1yvg0yng3KBBs+uUuMJZmcG0HJPKF7QoK6QWcems2006AkO2YCCWIdJXYSjOjMHGQqphdZmUoV4sR6nOxMgYxvnApiFhOM7UdpkBtw6NvLrETE/BHq/EWY8xrk99mQ1QWLjQmLvQ8DEyK0awqQKlOjLGmYSqzXdMX55g8vC+6ay/LI+EPMxM0rBFiWy0X/mA0dg1asKuJSCXifLc8h7r9X/pj8DKlgN4xmR9gLbo9F4+T7Vy37xPzwh0gETcntKBR1YYvjItJMbWgQldEWMW84ql8PEUOHUt4VsA0TQRm5TvFHygaoY3io7+DCpg+RP9yPaxBVj4j5o86EF/fpaNt8llQ/yR+p0/wh1ULG0EIpsOKTpVosiTfOmiEli2Dr/PslR2cOJoCnTjCyy37h41rxKlHtrkRG+OP9V2gLO1ALtiQDwjEz0s++hKWWfjCK+Ehnd0JnFyIzWT71HZncDsRlJjv5wyaFjKUOeJz00yO/i3BmhcuiA9fkQUrOoUAmYVI39T0n9di6QkiJZ7GC3Py4HNJjzUBOKhc5zpk8Cj6XiXUVAqh1NtpTzWUzUZLD9ZDr9fZ5AQk6CJB5FPIgbsHRxMCwFj/45XFsWp2Bz91fOev/bXYHXt1dD6GAg+0bpjOekSAnQ0EXHq2d4xEJAhCy/dRNnnM6ROKytt3qVKKx6pAnbcLhi3I0DWWgMkNNZ1a8gWSubTYmOrUyDFq2IY45hCumJXTQ3hcsdhZS2F3Yr98OGUsFCVODHeK9qDcWo95cihWsM15byCJFrzUFXZYMLOfXoNuajm5LBpXODAQ+24Gb8tT0QQhrWM+mcqU/O+0s6f7htk5IeW7bmx9E6uQGogIyj0JaoOR8o9+WLkL63kxQSc/8spQBnOlKQZpcjUzFBAScuZMbDRXkfmq1OQe6Q50LjDp/BKiUBHyfC17eT34fLtsOLuxURj0HZ4g9PAWfbcO6uLNQGzk4dCqDSqWXlCTODX/M2EeSBSePilzuPPMH8OoxPYR8BrZHaaRyzvnjqgY9ai4cJjXyLAdxuLUETYY7sAz1UEnjwEmZvWjU2CSwOdjotGZi0Jbo5I+BOCxJGg7MH8z7IBs10lnKqPGHn8AwIv64pQA3TYoUDKvsaDs/MM0fjykh7Qks1R/O4HbAaoif/fVVIfD1md6Uv8KBxk+AEqmamau64kKfJQnn32yEnJWJ7aK9zvMmrwqWN/82mz94DYBnhzxEHSexLHU9zjSuRBqnG5mcDrCvTkS8zQs2YE9KfqTCImaHdsMjvYqVJXycvGTA4KjV7835WgCPw6Q3ujgFE/VtJiTHscH2MQBKFvlqTZBh6AJgeNTpFzA0Mu0bQNRk3nz/KlUYy81U4LFPrcSv/1KNwtxYpCVHXs8n2dH1K9Ox72hb1NTLXCBO1M9/xtOkaNNSI1491oi3zsQiM0mD93UG7Kz0DFrO9SSiPHkQYp6ZZrTJze+IfhOO69fSQUiXISRZ5GvtYhgdfJwxrEQSuw8rBWc8shHlgktoN2dir24nDWBWCM7QwftoIYE9iEumcjqjksntoq0Eo1YlbSsIBtZJ/osVWiHiTJMhKc97YKayyQ3MGdrHZFif1RVRVSRGaERF8gDGDXwcbs2gQQ+R514MIAkgsuYmWXaxwM/i24t61rzzR7AKXmEGPTy2nQ7iE8n0+vo+JJs7nb+Tl+tNaO6F2hpBgiqYFqlQK0lunzfcbg7MH5+uwK9fOI3CByuc4goRKlcx+45ifTGwb89J5N4aJcdSd/74QrLbMwnYZLHi1WMteEedjEyOAe8PSrAzV+PxvnPG5SjnX6Szjmw4KypHBjbh+CB3kj/gmz/Se6ev+4RylNP7gQh7h+6FhGvGClsfuMFWpoJ4TcT8QUryk4pvojVFwGnn+yY1NKIGf61Y4XqruAcokfizRKuKwonCNhC0W7KwXnh0ah0yU1Y5mO+h/MFvoP5wh/WbsQlvT53LM8FLZC7eYKWjZ4J6d4iEoREFicB7Bq1o7rJAImIiLfHad44nxJuVzIFYyKA9yftP65GdxoFWb0dOKgcyCQsqjQ39IzYkxCdi//HTdFidz1s8+2422/D3/1zGgRPt9N9c7vTJR4Kr1951NpJeahjCE/+9Hh+9oxRP/eQwvvTJFXSOJVKQGZjHv7cPjS0jNAiaS5A+549vEaBnWIW/HhzD/lYddEYHdlXxIeQxqfcKyTgo3P1ZGKDZpjGbAod0m7FdtI86EZ82rKZqX93WNNwl+Q8kTO8KKVncDvrosqThsrEMlYLomUNyGFaks7swYE1CCrsHNgeTtqDFwD/ZVPcK8eeLMbRc747KZFLSZ+AL76ZhWZKe9hWf7nFmHL94pwlriiPz7LkB7yDSw2ojD0XxI9CYeJB6UakLR9aYPEil5VhHGpanDMBoZUMpNMDuYKBuIA79GjH0FgEYc2vh4IGOARukQiZVigwIt8XznPJHoIW8+/9FKOXrDi7LhiylCmKuif4u+1uykK0ch9ZYgRwDj6q9qQw89GtESEiUYf++/sXHHxYH/n5AR2cSguKPzUKqPPaluyRYGoXv37mcj8f/OIHGbgsK51iN0IM/3lVhf28sdNJ0T/7oi4EiO9cjWAjIH2UtkNDf1Dwr8CXnB3mQGTUit1+ZOhCaZLEfVbCw+cNRhj//cozaBbijMp90JTjwhV8MY1lSrCd/rByiJsXBVlUCLar9zVGE87l+KzVzlKiTBKpQuP1Wru2buf3k383mXKhtUhTZ6qGxSyAtLKDrlpnnRNABUVM1SC4hDiO0nfGkfAsqNKdhZAqgtIzAzmCiXrQUA9xUSCTBfeaC3LHOXOjFyoqUkHpEyYzHkRoD4pUsVJXyqYHf9QByDIpzphdwpMpiMDmQFMdGbbMZw+NW2rZAVMUS40XIzEjF2Qu92LAqA4shSHnhnxdwoqabqot96RMrUds4RINRlwEk8Vj5w7O30tdrtM6q0I6NOUiIE+EXL5zFtx/biIzUSdOwMEE8Aj71X8to7/FTX9lIJTjnGqlxbDz5YTY6B1m0NeFrf5rAEx+WYsicQP0evG4naxzFvHq0WnLRYcnESsFpxLDG6MIvmF7fNHY3rpoL0GNJmVLr8garg4V+axIMDgHyuc1eX0OyckO2eIzY4ijZ5XBbUGOshIyppmVbb1AZmdjTIkPLGA8dE1x8YcUwSuKdIgNkH1w+BgStY1z8tiaOtkAQbMjQYGl2dCtfN+AEkTclsrc5MePY35KBqtSBqBqIEsd7rZmLmp4kaoBa3e3MzhMTSfLdKXIDWjThajSFiJ4jOHPVhJWF3OuTP4JQDpvdyjet/kSqKuQ3ScqUoXZAQaWcyaxSXtwYEhXMyPkjioEW5Y93NFQNMD+Fgy/dKUFthwUd4xb//LFcgAQFC794Q4Nvr+MgY0V5+P4gTdUgd6VPLRXh568z8NT9MiQSpc5w2/tC4Y8HY9A5aI0Of/Bmt83N3Ic0mRpXh5XoUUng1pE+v/wxVoiWfis6BrT4wh0SlGQ4g0O7fbrFk6D1dMds/kgILGjjdzEdibiAD7gCgKCDnih9vySK/jBEbrrVnIMcbiv2O+5EVa4nf0RasUnh9EGrFOM8VkNmHcd5yWr6fInuAgxMEeRdOowU5S++YMViseHM+R584iMVQb/naocZzV1mrC4TUInj6xnubQlJsWw658GYbHcisr8XLjWBjeRFEawQueP+IS1++b2bIJc6T+iK0kQ89OU3oTNYIJ4c5CRVNPc/CUhFhQSsv/5rNZ74wlooZN7nP4IFMYckppPEK4b4B0y1hIWj2BMCMhKICo4U79cY8J2/qfCle3hoHU3xqaSUzunCQd1mKjFJiIYgmECFgNxAVvCrUWsq9RqsEJJ5X7eLDvMrWWM0UzJidS4i7WAgnjWMTG47WsyE7LKoLn88exg7RO+DzbBh1BaLXeI9Xr9ba2biK++nYnmyHluz1chWmBEvci/rOveBeCTtbpLi7SY5UqVmfG3tAMoTDU6lMP60VPkNRAdE156oRq1O74WUb0LrqBxJ0unsY7RAvEDIg8CePEjvSeR8JAP8RYlDaPHsZJkzELGSMw0mfGKX+PrnD2+BQYB7mft9h5wHpMrJYDjo9Udkfy9cGl9c/DFmwy8fUdLhfQIyB/PQ86P++SN1I5biCA1Yf305A08U2yOWPF+dpsOIiI+n/jqBx++TIjc1Or9HWPzRzke6qDo8/vATTFL+SO1H7WDcdLDilvG35qzA+03Z4BuHPfmjI97JHyI9nV9rke1Cx7gccZaW0Pmj0I6t5XxkJ7ER734tsqbliXefMeDtE4mz+SOcCkmAiobPhXiYgY032WKKED/LtU/ks4JtBbME0Y428/+1dhGO6jditeAUpEwVWrFsbviD14Tsicv0+00N1bQiSH7SRmEZsoxdQX3GvAcrf331EhLixFhSGB/0e9p6LLhlvegDqSLkPhDZ3D4GFouBz96/HAuNsQkD/v6fWnz90bVTgQoBh8OCQMChql8usvEFo8mGrl4VHvvO+ygrTMDDHy6nVZJwcdv2fPr+H/7yOD79sWVUKWy+QOZWyADoX/eMYNWKNOo9IBbMJlA7mDA5+MjkdIb1PWYHB0KmYdZzRLWDZMPKeJfpUJsLozYlTHYepCw1+q3JOKTbgixOO5VSnhkkSZhq+noXCbqjdYxHVVweqZrO4nrDy7UKVPeJ8PW1A1TS2AM35laiiq5xKfVMWZfZDSnfjI5xGdJkcx81zFw4EEGJ+cJf9+loVp2oyi06/pjjxEg4cBdXaO6xLj7++LB0KlBxzRQJeIzg+MMMdA3Z8Nhvx1CWxcXDeSwoBeELQdymrIOyVIQfvgJ8WrUXq4p4Ua0kBc0fS/Kg5TCpzO/MxaiZwYFBwUWGqQ2Wbre2niDvrWYbk1bakFnl8ZyrpZNUS9PkmsmloR6jej5MVhWkPBP9/0OtGbSlbFdBK5jNNR4L+4D8oeTikdv8zwW9fEiP6itqfH3t0Gz+iAbcj1GIymf+4CugCOSV4q0la67AmfHZXZZ0XDGVYp3gGKQsDTrMGUiL1Uwfl2hwtVuLoev7mXBMb8sAYGQtwjawwREtbRn62dM7QyIOothC1F+IXOUHGcuWJFFxAmLiGOhGPtdwSR2Pjk0PQ7pA+qGJwWQgfOGhKnz248uoKty/323A0/97BM89uY36p4SLtVVpUMr5+OWfq6mny0P3LoWnW8/cYWclH2arA6cvt+Od/eN45FYxqgo8ZzT0diHi2MN+lcH8QcA00LIteZwyrIbZwaPGkdmcVpSLLsxq/6HEMZnoyeM204cvkP5ji4PrteT/1lUZ1qcHdh2uGxZgQMvBL8/G42e7esLYwxsIBL2ZTVuyyLzCjvy2KafztlE5VmX4bg+cC5BA6VR3xvzxR50JP/u84trmjxkO9PMVEBF/o0XHH6rZizw+lxGYP1I34guPOPDZziN0SPvfx/R4+mQmnvuUArz2yUV0GFibroMyX4pfvqnB+RYzHnrIQoVt/G2HByIIVqf4o3kY7wxl4pFlA6hK0XssbknbTJxlCCW6i7M/gCwyAwQtxKuFtAkaLCyc6kyF2cYCh2VDtnKCisLM4g+32cs83jjyYsen/3PG9wTkj7LAi1LiRD+TP8KpGEQMP5WQQC1f7oFLMO1arv3zFrjMRXVFbxegxlhFDatdVTECIkG9auIwiSaiAx/nofv2rY8/iQZ5cMmTeb19v723iZowyYIcqHGBDFyxrqHq/Vyhu08Fq80OAX/hWddodpJJWrLnvAnpNSbZO9Pk//sDaW0jgQmPC6pzPzikxStv1uGBeyLTvC/Ki8Nz39yGF165iC8//T52lLOwqYxH+9SJodHguB0D4zaMa+yIVzCxuogXsgSqryrYnWuEuHMNsKdaiFMNplnBioBhgMYengoaGV48q19Be4mP6Deiil8dtOqK2cbAv+rkMFqZVL+etHCRDLnJykCM0IqCBOdgZCJ7YBbRvHxFgVEDG9tznFn7Pg0He1sl4LEcuLtoApcGBehWcenz5BEvsmBNWuDA5gaCB6leNA4pMaYXUJna0sQhOvzuHsCQkMVlWjpfEPMsdPD+UE/a/PDHmmzIRLPN9xYNfwQ76+Dt/+c4i989bF18/BHPns0fTATPHxzn44FtIgyO2/DKYR0eSHe2PIWLIuNFPLeZiRda8vHlb79NZ2Q27dwIiZhH52YGh3VUZnlcZUR8jAirK1Oj4lM2iz8aRTRYcQffboCG7ckfvganZ4K0BJ7tToLBwsGRNjLb1o+YIIyNXSII/zqqpwp8JJiMlzPp8TeZHYjRtaEgQezkj2JyH0ibWux78Mdy5/b1jVqx95yR/m53rxPiUpsZ3cM2avzYN0Lai20++cN9X/22cBFEeT7FFwIFEt5+H1e7WLCzLsp7RR6fFfI22sRoNBdizBZDg5RSXi3i2CMeAYwDTM+ujWiah/r4TcRMHXKSDOjyPqblgXm7a5FsztEzXfjpUztCeh+5eZGs2Fw5414LIDfIPYdbqXzjIw9UhRzszQXITZrMnBw80Y6CnJip58/V9tPFQfqMICYQSHDyyY9W4Hs/O4rBYS0dmI+kJYxkDr/4iRW0de693Sfw5d/pQfhPwGUgQcGkrSTEuOvYMSO9AW9fFtnMzEwMTtjozXhm/+uILRZyplt2KgTo7SLwmCZsCdLkq6ZPiM4JLlXleqlWSdu+cpUmGrA0jjjPIRK4EGNHuboAH8m6TION8/0CHO8So2OCh/XpGnSqeHi0apjOoxAcaJPQQXuCva1S2lucozQhL8aIe0vGkSie3wXz9Y4rA7EY1IhpgLI8dcBr/zZxuSbu89crPPhDHySJpm5cOP6IYsY9UpAEzZ4aA/bUGPHIAysWF39cHEFB6nTl4lyzmbZDBc0fk8eZ0XOEms5+7x8qDI7n41MFrRG1hJEWrC/eKaEmj+9VG/Dl7+ylMsok0CNt7AmxIigVAhw700ktGKZ8w7xVvsKohlH+UBJe9fRWGePEQW4Nkz8sHPDYNmzJDW5GoKbJhM4hGzUBfemQjt53cpPZMFpAldOIXBSfC5zolE/zx2gKrUgdv5KLjkEb1pfy0DlmxaMfEk8N0R+4YKTnIgEJWlLjWNTFPi+FjXvTer3yR1CLdF8VpWBa5MJsUQ7JoNHPfviqiPgKyDiBvGLccMVUgkFrIg1QlvPPeZ2RbTAVoZDrVN0LCjODj0haxvjBKYTOW7AyPKaHzWZHjCK0ReGExk6NvD6IIG0P7x5owdEznVhanIDvPr4JKYmRe5NEC/XNw9RQyx1EE/8jd5RQ489QEaMQ4tknt+HlN67gOz89gh98fQt0RiYSYsI/TfOylMi703nMiFgBueG6qjbEgflMoxlifvTPr5omM7589+zfilQunK6wgWG089BpyYTOIQIDdvRZU1DBOx/Uey/0C/DHc7EojTdgd3MiiuOMeGzVELx5sJLs1/Mnrfh6vRASHp8GHyRQIWgbJzK4NnzrUDKSJWZsztTSgIbgtvwJbMrUIkUagu/LjbmVkNAwFAOtiYstuR0+s8VEmnZQK6JGjguB9vFJp8L54o/Znac+8YHmj3Eb3j1rwNFaE5Zmc/DdB2RIKZ+/Ob6g+MPqee9485QBH9kkDI8/pCw8+ykFXj6kw3cOJ+EHW/ugY8YigT0U3gY2VSOPcEgxgDurZvCHCR2OQpw53wuxiBv1ytsUf8wYQYs391HJV6+L2Rn3VaOFhc4JGXRmDr139KnEqEgZDGozL7Sa8cd3tSjN4mL3GRWKMzh47C6J1w4Ex9VGN/4YRWoCnwYqBG39VkhFDHzrryokK1nYXM6jFRSC21YJaMdDSqwbvzdZI6ogzIK/6oC/IXo//xeO5PHMoGPoip0+4kuZIal7cXwENL62hwQhWrsEW4QHfPLHSBMfA7I4LIsPbm0RFHwFMTOPa34VhsdiF0+wQha0f/v3Zdy0JTfk9p6hMRtiZR+sHjBSYn7lzSu4VD9I2+ae/cY2xMc6y4CLCZ/9+HL85Pen6MwJe3IVrFIbkZESvhQxaQt78N6lNIv13G9PUqWwuRArUOvteOYlFT6ySYTVc+D9YbI4wPPS6kzcYImyClHucvWKesOQNZ6ag+VyW5DG6qK6+mR43p8LMQk6Rg0sjOrZ+NP5WHyiYgRHO8W0/K+3MGcFKmoTE4R7RFw7/nvlMAwWJohH17cPTRuZac0sWo35+roOHO5wVluIItjnKoch4wfpiHwjOAkLxBdhSCvEhqxun0TTPSGh7tYbszujKlccCoa0Iqcm/3zwR+/RkBZ9i4Y/gtneKHmxkBbXVw7pcKndgo1LeHj2U3LEl27BouUPm2NqEazS2ZFBDBpCxWT1glSzH9wuorMfz53PwRPLW+aOP/50DB+5vZQqUc7aFm/bFyZ/uGfRWbDTdh0r2D5N9gjIfeNck9DJH8xx2NJKUZY45CG4MBOkCjmqttPHn97TUsU9EuiSIE1vnP6Npo6Bzg5W+wWQWM2DP45lTr1GqzUjV6zH17+aicOXjegYsGJ5Pg+fu1UCmcvdMox2I6+ViEgG5sPkKFeQ4a3C4isA8fZa+twVHX1PKPM3HD+vJb5sQ7Y4bBAc9ckNHW3xqJeVY93EfjASQjS49Pa7Bftbuh3vCQN38QQrxNTJYrXhI3cEl1F24UytARqdHavKotuis5jR3j2BZ399AptWZ+BT31sWWtZmnpGToaDD9D/+HQkq1kFvsEClNUEU4fAmbQn7SAWVNf7Rr0/g/z26FgJ+dM26JrTOhXZ5ztyYgBH9+EttFs+s0SSKeA2oNqygOvneSrJEN/+CsQKbhIcgYAafwfnSnlQaqMj4NtyWr8LKVD1erVfQbKDG5HnjPNktwi/OOBX5/nxHBwQcB/hsG753xCkZScweV6boaDXGdaPbRZ2WA6hN3QhMooIxPR/1g7HUOd4X0YwbeGgcisX2/PapIfv5hiVxAxhdRpJonh/+6J92Ug7kS3Ld8UcQrUTtA1Y8+08VNi3l41M3ib0qEi4q/uAy8ONX1XjiIzLoTXYarIgEjMj5Y5cYv35Lgx8dT8T/WzdA729hw8s9jfKHAygvScCc8oeXomW+/grOS1ejUn3c63tJs8OF3gRsEr41zR+SwHK0X/rtOA1USBBBqh4rC3l49aiezqZoDJ6JqZN1JvziTcIFGbP5Q6jFmEboyR/cLOyqdLsO53qeJJjAxd82RDBgH633hALOjACDGIjWm4qpgahP/rDJcVW4BFvGdlMpbEsIXWCzjo+3jglfx93teYuNSaXVF0WwcrV1BHsOt+CHT2wNaQiN6G0Pjtpw6wYRvViuN+j0ZjS1j+Fqywi6+9XUI2RkVA+r3Y4H71mKLWsXvycF8UapKE2CyWSl2U8yv1JaEB/RrIkLLBYTjz5YNRWwPP65NVEN3Eif7OZyPr7y+3Gq7U+030syOVHrbVdImNTc0xsyOF0YtcWg2ZxHDbR4TDOtivRaU6gT8IgthppxhRKoEPDZDmzM1OJTy0am5hq+s6kfFwcEswy1yhIM2JWrgoBtp9kw8hryHDHhUk0GNp+vGg6crb8RnMzJMP2pzhRsye30mwntV4tREDe6MIHKZJCg19rA5zChM80TfwSToU7d6OSPFt31yx9GO5p6rbjabaHDySMqG0bUdlqleHC7GFvKJxcv8yS9GzZ/LEl18kfyahw82IzSIh6URWuiUgV59HYJfv0W8KNzYjx+rxTi7nOIKn+szcRXvrsXFSVJ2LouCyX5cWD2zaj8zQF/pJvaMc6JRaugEDn23mn+UEkwoBFhRCdEfuwYBKNu/BHEbAGfw8DGMh4+tUs8dc18534ZLraasTTbk3vLsjnYVcmnMtO2rApcrGnwzx/zNOweFOYgSJlZYQnU1kXav8JtBQtmmP6UYQ1t/fLXiUGsDvL0dTRQcUdI1ZUIobewweFwFj5YIYPhv/5LNR6+r5wO1IUCsmhMiWfTgIW4uV8vqLnUhxf+eZG2S2Wmy1GYE0sHDeNiRIhTCulC/1oi13tuKcJP/3Aa33r+EHR6C+6/e0nUPtsVsPzxpfN45BvvUsNJ4sXi7usSLsj59V+bRbi5SoCjtUb8aY9TfWRNEY9KfOYksyMKXCQCJs0S+sJS3iUc0G1DuzkTdrDAZNipEVc2px0FvEZImL7VtEhrl8XGwNZszyoHySA+sjsdeUoj8mNMdJaEDIquS5+dVSPPP1Q+hiEdG599OwM2BwOfWT48RTSkhYwEPx64EZjMOUj7BpEl3pDdRWVG/YEEKVbHwg6OS0XkPA9/kDkq/OGl4rBo+SMSY8HUjag5uBcvvK+j95bMRDYKU9nUHDFOxkKcnAml2KnSdK1gTvljMmAhsxeP/HIMFQnxeLhiBPIotK9S/qgcw82FMhztkuNPLzv7/dfk2Sf5wxHR7xCIP0q153BYcRO6dHmw6RhgiQFlB+GPyyhgGiEZ9cMftUZYrMDWCk8e/X8fkeKRX44jL4WD/BQ27Qoglbl1pbP5ljz/0A4xhiZs+OwvxmGzJwbmjzARaEYkoBpasFWWEPjNnzyxv6AjlHaxcFTNhqxxVJZ4g/BIwGQnaSO0MaJ0bwxzbSDlmWEYDo4/5uwufqFuAC++eolm3tetSA/5/SRTPzhqRVl+9OcJFgJkOPQ/7zVi39E2PPpQJUry46fmPK5lJCdIqDfKO/ub0Nmjor93NEECls/dX4mP3lmK199rxOPf30cDPKIOlJUup/+fna6Y3TccJIgh2e2rhbh1lQANnRacvWrGz9/QUKfsyjwefT5JGXrGg/RO64y+b9Yk47FDvBcau5jKEW8VHwzqc/92SYndzTIoBdZZwQqRJyb4/Tmna326zIzvbe4Dzw9pNI3yaKBSlaxDafz0zW1zpuZGcDKPIJlRMkzfp5ZgW247uOzAC6o4sY6qgGUrQ5PyDQs+MsWXm0zg85jQGueBP4Kd6eg5QpWHBvtyUJafgkUPd7UoH/s1xR+HtXQBTtqEgpJbj8TT5VrjDy9zQSRgIfMRH90swusn+Hj8gBiFaRxq2puVxKb/n53Inp5bDHHRSvljRwFu3ZaPhuZhnD1e7eSP13ejsiwZt27LQ1K8JOQZJm/84b5oJ7MrW8d3Q6uWoEayBtvFQQS8+VX42wEddYgnSpgzgxXzpNbB73c7A530OBa+95B8WtXSC5p6LFS9zSt/hIlgW6bCqgDMcetXsNUR8jpvrw23ouEg/GEuoiI820T7wGUEFr0hfm913HzkZU372UQVQVxLl/vjwWHZFy5YMRgtdO7ikQcrsT7IQEWnt2P/GT0SYlhU/al3yIrCLB51tL0eQMiX9F4/+cV1WFI4N32uCwWSQUpJlOClN64gOVGCW7bm0VmWaILIbT50XzkS48RUKjItWUrb6Mgg/ov/vkTnZUgpPux9YDBQksmlj4d2ONA1bMPxKyZ8488TuGWFAHevDa3iVd9loZKPgdRFSAWFBC4amwQSlibgDendZinuLxvFv+sV+MdlBTZkaCHh2Wkb1+4mGRhw4J7iCXSrOTjdI8YPjyfSVjD3fuYrQ3y0jPHxrzoFfry9By9/qB2MAnJTyYDo0CieeUgOjjI4hY4biAzkN+1RSeh8SopMi61+VL9mQs43USUwnZkNEXeO5KKDWOhmpXBQ2zqP/DFzm1I3Qtd2EvubM5Eg1iFBoqMtMYWFCdcvfyygFPI1yR8iZyUgUcGC0eJAWhyLttER/5AX9+ugNzlmLd6DRs8R6qNXIgJKdoqd/MGowPHqLnzjRwfp/tx9U1Fk/OEDYpsGLIcdY01cSGxqv4teMkBP1OHu3yrCv4/r8Y+DOmwodfqPXWwz0yCG3HvuWS+knjynG8z44SsqfOd+uUcS+UqnBS29Vuq78uNPy538MblrIo4Nz2ztAyeKmhaBFtGuIM5XhWU+25oCIeRWrwBVFQfhD2sq6k0lSGH3Yqtwf/D8wZyARhYDnV0IEdMpsRjxcQqjGpQgMaBLt0DByrEzXTTbvWFl8M7GPJ7T3Kkgk0sVXNIS2chImpvh5/nG2IQBE2ojeFwWLtYNXtPBysmabvzihbN46Vd3T918iXLZe4dbcPOWXDS2jKCpbZQOxUdi7OgLuzbnTv19eZlTtWrTqgx893+PUnnnWGXkfvVkuzPi2cjYwsb2ZXz84g0Nzl41YVsFH2uKeUENrZKb/V1rBEHJE2vtIgiZga9WcjhJaxfxNCEByIF2Cb57JAkaMwscph0KgQ0OMKhb8ONrB7E9WwOt2XNbawcFNIBxQVZcBoZLlYWYT0mYGNPYkRhGNekGvIMMEZIM0qheQN2iU6RaSPkm6jivMvKQLNVOtn2F1k5FzofVGb041p6ObXlRHrIPMhufkczBsQtkYIUz9/zhZ5t4GavB69OjYEmCkz8Ydchw8+9Y9PCzbzf4I0T4EV3Yddeuqb+7fLM39Uzguz89SOWdY6NQTab8kSpDRuoSbF+fTff37MU+bFuXhTVVadQDLGj+COCta2TwoWOJIbQFNuFlNNcgRZKCnGQZvvNxGfU7+e4/VNAYHOCwAYWY6XSbP6WnMz6E+7QGz3tKbYcFP3xlOiiSCZlguNm+EG8bIs4SiddWONLA8znQ7s9bxdu2h+KJ4oHJBb/FwcZlYxmdc+UwLDQokbLUaDPnQGWXIZndF1Tbl1f+EJzEMf0GWo0JO1AJYpDeFzIUKjSMBFf9jnofEom8X9/TSF3IQwEpaccpWVBp7TRguV4CFeLE+6NfHceRU52455ZifOjmIlzLePWdenqSkwf5rYmvCiGg/31qJx64Zyke//waKrlMzoH5QkaqHFvXZ+HP/7wIi8U2y/slEsTLWXTI8J51Qqo9/+ivxvCbtzVUWtIfshLZOFkfeOr4gH4bVgrO+B2Ec4fOzKS+JxlyMz5RMYrf3uo0+LLYmbT0nik3wWRjUuPGkngjVm4pcd40Jh9ZlcQ0wHPmwB3ZSWyqKETQPWTFX/Zq8cBzI/jn4SBSHzcwC1YbAwdbMxAn1tOAYnV6L1U/IcPxRQkjuKmwDUuTh0IOVFyQC0x0yL6236nsFjHIQi+EtiG5hIXKYv7i448lFbgu+aN89JquqnjljzPN+N/PSBeWPyr4+PNeHW3/JeIM0QKxHPjO/2zEPTcX0erYo0++i9/8tZr+rkHxR4AF3xHFTajUnKBtYQGd3V38IWQiI4FNpYl/+0UlfZ7MsGxeykdmAgsmi9O4sSSDSxXBPLZLV+vxb2mvp2hBtsKE9nFnMNat4uAvF5V44PUM/POKAvMFb0GBq/IyF0pe3oIX1+/g/lsE+m28/R+xODio20JbtraJ9mO14JSTP6zJKOLV4ybxe1jKvxRyoOKCnKVCAbcRtabQ7rfRCFTo9wtMyEkMLrCNemXl/JV+mgEiruaknP/wV96iz//k29sDGhrGK1lUu/t6ASm7/vGlC9Tx9iufWTUnlYb5BvlNZRIe/v6fWly4MgAOh4mvP7p2SgGMy2HRCkdHzzz00U+CkB7JNr61twn3f+kNOoD/yY+Uo6o8Ov3qZCG0opBHH2MaG9Wgf+5fajx6uxhKifcKRHE6hw7CknmYKT15L6odUqYaceyRoLeFzJ8QeeJkifMCJ2NPn6wYwf9diMU/65TYvJSHTVVs5BKvm+RpvXsXCFH97PMKKrtJZENnggx1ttustJp0ud1MHYhFfCb4vGv/3J1vmK1MHG7LwJLEYVo9IeBzbMiLDc+B2hcyFSq8P0zcriNABHMN7v4TkeIGfwTgj57pls5FBW8BlJdzyit/3Ceduo9GnT+COK/t3YexJIuNt04ZcP9zo5CLnNLHVQXRmZclKnYrKlLog1TJ/vTSeTz3m5N49KEqKH3Mrnjwh4/P1bIkkNhUiLUEaXqZXwWeYAyjahuSY1hT3PbJXSL83x4d/nlE7+SPMj5yU7wvDaU8O362q5v+3dsAPRmwb5/g4Rdn4nB5UID16VqIOHbwg5jBc4e3Vi5viDT4CKea4M9bJZzt8bUNZgcHh3WbsYRXi2SO87rnM0zI40bPO4iAKJK+rysM7sVzMMfKsOkWJlghmRKSAbJY7FNE89inVtJBukBQSllo7w3BDXuR4409V9HSMUad2K+HQIUMeU6oTXjovqVQaUy4/0NLsLQ4cVYv7hceqsJ/f2sPRsf11JV+rtHZM4FnfnGM+jDcujUPX/z2HvzkD6dRlBsLlcaIR25iITc5tEpd55AVL+5zXkSfvtnZ60xASJU4C5Mb+9f/NIHP3Oyd1IZVzpuzP7XuIVs8EtmhLT7uLprAL2qS8dV7pSiYbHPZng+s2GBHz7AVafFsGpD4g2tfvKEojYN3qw20vP/5WyQgqoLEGGzn8uvEq2KeoDFxaHtWZWo/4sUhWK6HAWemOsxscBSGr41mcq6z5o4/7pLc4A+XGWY4CDC8v2D8sZGBpTluqouT2/mFHXb8929H548/Bm145iUNPrJJiFtXCvDF34zjJ69pUJRmgErnwCO3i0Pnj/MHnPzBk+PTH1tGZy0JSFLvy59ehX++XYevP7Mfn/nYMq9JtSn+aL8A+OgaG+YkIsHcO+t5fzMad68T0kSUB38sE2BFAS94/vDT4lUUa6RzlTKeDZ+vHAaH5aDqlTtzp1vHwoH7/sy1Z0mwiJbUsDcQ4R3SnlXJr0E8O8hgNBL+mKzM+cUcCe6QNukFCVZIG86be6/iV39x9tvdsaMAq5YFp9QkEjKh1dsxMm5DrJ8F1bWA3Qease9YGy0BCwXXR0sbCUpIJoyocWWmeXGrmoREzENZcQKqL/Z5zJjMFbLSFfjND26GQsanQSGLxUBlWRJWLU+lg/e/eOMyfvY5RdADjqTF68f/UmP7cj4Gx234wcsq3LxCAKmAyIIC6fEsfHyrCBU5HPz0PxoIec7hfHeQIcXmXgu+/5IKN1UJqNqM+ys6Lem4ai7EKsGpkG4OG/IBXpqJVnb+34elVGaSgFRvZBH60Gj0dnA5DErQBaks/OE9DT59k5j2MZOWhCnvhhvwgM3OgNXOBI9to8dqUCvCuZ5EbMjuhoRnxqJEFBeu4gCLm4j5Y3twZsI3+GOOEWH72Sz+6PFeUSYD3/PKH5Vb8Ztcg5M/eo/SBFNlPherirjUuZ0s7sPmD7MIP/jlcTqPIxXz6Gekp8jw8bvLUFGSiJ/+8TT9fclw/iz+aBnH948m4qZcNVan6cBlTSckunmZaBKWYIXaM4gNtJDfsIRPZ4PD4o8AQ9MaE5Nuo8rERkGsCX84F4tPLx8hRXxqQrwlK/BczXwjmCpLsDM0wVZp3D+P/N3mYMLqYE/55QzaEnDOWIkNgiOQsBbBMcufW1VQ0m2wIMHKN7+0AV96ag/9+/KyJNy+Iz+k92+qEuLgWT1u3eDMRFyLpft/vF6L0+d78c0vrQ/ZX2YxgwQC93+oDM///hSe/+Z28Pm+T58VS5Nx5HTnvJANgbsR5S+/d5PH77F3fy11Aybmj8FgT40BKbEs3LFaCJvdgTMNZtQ0m2A0O2CxkUycFT/9rIIGKA/vFFE1mWc/5fnZhBC++V8yVF8108976aAOT67lIF1mQYc5Ax2WLGwUHp5S4QjlhkD6iElgQXqsv/+gLGq+Cv+3R0uN5WKlTCrhfMcaAZ7/twaP3yvBj1/VYEUBd1E7Ys81yDFvG7B6yMbubcqiVQ2bnUmH581WFq2kbMrpnDuFLi8gW0Pkekkw7RNzlFmPZtX4Bn/MEX8sAvliD/74hMBrG+os/sjrnZdt9+CPR51zHFP8cc4YAX9ocCaWiZq2URiNVlisdirR/NOndqCkIJ76hr342mU8+wBnNn98MmWSP0R4qd6GJ9d2I70ITv4YSce6iX0Q2b230ExVV7zwypzxx4UYjOjZiBVacbZXhDsKJvD8yUQ8vmYAPz6ZiBUpeurvFSmiMYAfzncS+PreYAIVEsy1jfNQEm+Yev1e7XZa2bA5WOAwzDA7eIhnDWGT8ND02mAOFLi88oeDAWa4FfoIECx9RD1YIS7jpJJCfDDWVaWhb1CD3Exl0IQ2obFDJr52F0TvHWqhxo/f/9rmqJgXLjbs2JCDUzU9tLd8TWWaz9eR3txoy0+GA3LekUxXsEOTZMDyvbMG/M890ql+/DUlPPpwgQzYv3JYj0/dJKYa/WSB7w1kQUsqKuRBZCF/czkD339IDrtKDqmBD1FKSdj7Raocx66Y8MzLajy8Q4TUKBjfkezamavO7A4mF78EpLpEQDKMH9siosOZHzSQc+gHr6gwoXUgXs6kogvk3CKHakdeB32N0cIKOksUbcSJ9LSikyTVLcqFarC4wR8fEP5oMVFlxcD8Mc+VyRnXCjnrTJbXPfnDj8mgT/7YuXLqNb/57Tt45aV9+NSnb6GqdyOjZFEqC8wf1XH4/pY+2MGEXKmFPNkGS0N4u7nl1p04duWt6PIHz4YzPSKqSEng0rkZ1DkDMTLH8rEl41QcJloIW2krSt8bbOBgsjLwg2OJmDCyEC+yUjVPcksjx2qHaO+UMiifGViUZwozA9EIghYywE8qOknFaREHPnMF5lxlKZrbx+jcwLd+fJiqNAWC1ebAiYsGNHeasXLJtdkfT/qLX9vdQBVN5ppoSLvE0TOdOHuxl97Y5xNV5cnYf6zd5/+PjOlp7/liUT4jevW/e0eL3WcNlEz84VKbmfa+u8rj3kCc7083muhrG7utKC5ImlZR8vI43p+F401sjOpYqGkyw2JjQWOMbHiTZMO+8VEZSjM5ePrvKtpy5g6i5BWqqs3DO8X4/ReV+NytYlpF6RiwYudyPnZWCvDER6S43G5B7+jCLMYXEuQ4vvC+lvZy//JRBQ3eOodmH4eFClRcEpCd47KIlL0WC27wR4T8EcTvvuD8Ued7/0bUNry5pw4fqpzbWa+o8sfk4s4nf5AWusnHFH/UD1Cp5uJ8p4mvLxyvM+L4FSNGTXzUOMpgcXCgsfkXm5i5XTM5aU74o2IMv7+tC5+rHMaKFB06JnjYmaPCzhw1nlg3gMuDQvRqotPSGEhZK1wEUg0L+Xvzq2DPq8QLbQVUxfOXN3djUMdGp2p2lS6kQCXKyOB0oFM0HVBTuFREFwnmJEVKFqnkQRasL795BVp94Ei6rdsCpZSJouxr07Gezka8cBb331MWULUmWGi0Jtq3XNswhIaWETz1lY10aJzgytUh/OavNYiLEUKtNeGxT66Munu8LxTlxWHv0Taf/987oKEKNv7mWuYTZBG+YQkPfz+ow7+OODPPCXIWHrtbguQYz0vgXLMZVflcv2RP9upzD/bhV393yjbeudO/EtNLr1+hCwIWi4nTvSVItfBwc5EzGx8JrnRYcKbRRHusyWzMb/5biVP1JkgEDPzv61osy+Xga/f50pLxDiJlTNRgyMMdRMoyJ4lNg5gPGk7Xm9HaZ8W3PibDhM4OowWQuxTeHCRrxqLzKgsJhcCIMYOAZjOZaddegPKB4Q8fqlkB+SNQ0Onlc0mrz77zRtS2m9HQ/Vp4/DEHMsnT/OF90dc7YkOCgoXMRVLBnc0fWUgQmvHYqiEkz8hAT/FHANf7z90ixq/+7yT9951riIiA7wD7pYN66n1FqjSne3ORKrXhZuneyCoLPUdC5w8fxsYz1cI2ZWrpwx3EEyxHYaJBzGKFL8njsIIit0X+FH+sGqaVFaOVCTnf1SLMgMnOpfMq4X7+LHirsHj77dw+Q+EAxq5O8gcpjM1nkMIOrtV1Tu8GbDYDm1Zn4HP3V/p9HekLbek2Y/vqa3e+4+U3rtB2hY2rgjfC9CfFe/hUByXq0oJ4bFufTYOVlvZRpCdLIRJykZOhxIaV6ai+1EdNpl59p2HegpWrLSNQynzfXHMyFOjpV9NgiwzbLzhSNyInFXhqBTChct6Q9hxuwQuHx2iPvDsudb6Lr928OuBHVpYlo/jpOJoBJjKr/vClT67EUz85TNVwkrhXceyEGbcWEhJgRDxjsrqISxckRLb/cpsF+y8Y0TFoQ0Y8C5+9ZVpBiQzIE4WzD28QBt2jTNydiTIYkbkkPdREWMCfutm1DLKvJHOqNdhRlM5BkpJFB30NJgf2nTdQCWfSJkd8Z9YUc+mCg2BZygAOt6VjW24HWNE0ZQwRpKUgKTUW/bxEREewe+FxzfGHv4W9v2Cj5whe3qNFbrwDG1M7gJ7O0Ctibq+f4o//jNPM+bZlAjR0a9BysRrpyVvnnj8CbPsUf6Ru8HrcSFKkZ8QBjXzV4uAPsk3JHDz1cTkmtM7e2D172/DChRh8c8OAx+vIbMvX7gtc2avM51F54uY+65Qqly986S4JnnpRRecnKX+c1uLWbcbg+2LIIpU8ZixAw+KPpMnFbBAw2xhUGSxZYgGPZUe6zIzJUT+f8OVCvxAIJQAk+7q7SQrtpVYULU2dzR+Jw5Dx7dR3Zk2aFnK+8zxalm/A4b47nfzRcja4L8uPQiAx4zMof0i11P8rRTbPQ/3WBZIudr9hnqjuDmrA2kYHQxngsK9ded/mjjE88KGyiIdNh0Z0VAnHaLTgq59djYKcWBhNVpQWxOGN969i//F2/PzpXZBKeHjkwSoMDGnx0ptXkJoYWNozWqhrGkZCnO+FgUu9htxcFxvkMudN8O6bi/D5J3ajt1+NlKTpTCYJKILdbrKfxBMgEEgw8+QX1+GZXxzH68f1yE9l471qA+5aG5ks54c3Culwv9XudJ4npftvf1yG5l4rCtM4NMBwobHLgr3njfTPpx/wXfEiPivEX4VNr0fQ2RyZkIGPbxPh9eMGfPSHo/R1L34tBtxr+Hp1B2l3+N/X1bDanKaYb582UOlQjcFOiXl9KZ+qwZFjc+SyCT/+9PTx05i50Js5MNuYEDAXqLoyuTiMH7JiTGVDSvziyEhHguuOP8iCfGZ7ltsinbThPLBNHF3+uEeKgjQOFQYhQcsbJw3YX3swOP6YQ+PJgPzBZywu/nD7zeiV33MEd9+eg8//Ygy9ygqkxE5fbzabI3j+4DOxNDtwpZoEM09+VErnSyh/xJjxXrMUdxVNe9GEs7gPiz9ikvD0Zt9y+yojk/qrEP8vDsuOV64o6SzLx8tG8XqjHB99LYu+7sW7OjzUzQIhUIUjkqF7d78Ub3LEgb6b/Nz/eyoeVjuDmmJ65Y9MFT02R7rkTv6QZTu/e8yNPxAlNFWHFeTEi3QY0wvmP1gJEnPGaudr+2E02bDWzxD21EawGFT+clxtg0J6bUpOSsVcWk6PFCdqutHUNooV5cno7lfTYIUMGpIKwGvvNuByw6DH6xPjxfjKp1dhPnHL1jyq6LJlbRbysqaVU1wg3iYMJqj512IFMR9bszwNR8504r/uXOKxbz/81XEaHO7alIvCybaJSEFMK7/2+TV48ZXTtKXgHwf0aOu3UvMxV5Y+VFQVcPHbd7RUAYr0VV/qsMBodeD+raJZi57/2iLCiXpTwADj569rUN/l7F8mg5ekJSBWzsKv39J6yGpeL4EKwZ5qI0ZVdnz/Ybnf/WrrsNDfihC7S7K4YTAWdxQ3+VfhmivMyGAbjPaphd61jg8cfwiZUOvtEc8YefDHiJoGK0R1iygTvnZcj8u9/LnjjyC3PSB/6ByLnz/YDCoQcKTWhP/aPL2MumWlAD98RY3SDA52VQnooj8aWJLFxdfuk+LFfVpsWBGDfxwQoM2S6OSPPk8X+YCL2MlFa1j8ESDA+PmZeNQPO5fdD5ePQMK1IVZowa+r46dec0/xeMDPCRR4BJIcns/B+z0tUowa2FT8gO5XvpcESxPQxlkCuVjnmz+CaLMLC0FWYgwWDoTcxetTNWfBitFspf2wpE8/GBRmcVF9xfj/2zsL6LbOs4//xWCZmWMOo8OMTZMyd2Xmrlu53YprV4atW7/iusLKTEkaThpmjh1TzExi/M7zKkpkxyDZsnVlv79z7kksuLqSru7/fRjjhikQHR54nkG66FfW9N4iPXNOJiu0pPD3u//bjRm5KaxFMAnQsjXH8MyD8+BvdHoz69bjat/ansZmI8JDVYIfhLlwVjqefGUdlszLOlnQevbCbIwfFc+KH199ZwumTkjC1ReN8Ul7R9rv+HCnONMQrq826PHUx82467xg1mGqqtGGIIUYcRFdL7goF/2ufzcyj6mraxd5ZkemyVkO8ob9JhYhyE6SQW9yYMYIBdLipHjvz91POV8yScnC/akxUhwttaDV4MBVC5TYoDDhnCkqliLV2fceiFQ12Nj38OTVod0aYNSyWKUQ4Yv1elw2J4i1eaRTvF8NlS4WhDqjA7HdnDuBwoDUjy6iFfSbr2yw+VY/ftWy3z4ZK3llFizbbsAzD7dNexWkfrTaA0M/xitZcfqSiaqTDqezp6icC/9CC179uoV18rp6IV0rfKAfmXKMz+xAP8bJWYepKq0UQXJ7l0Mbe68ftCV3uqhektWCkiY56/h1tF6JVrMEV41pwIYSB87JacKwaCOLungbIfEkctSb1LGuBjx2td+qqPH46scmPDmrtHMD7MRn1Sv9yO5Bpy8v08V0FhliNcKtKeqzq7pSLoWV4oteFPaSd6ywzCJcsemC+JhgFBQ39Ho/ZJjcf+s09v/aeh3++MQyNpV99e/FuPis4YiJ8n9dD00hHp4VzYYxdmqsBEDbTRrORcbI5z8cxC1XTmC3kUAmxYewbebkVDz16jps2lmKGRNTfO5JpcgF5Qs/9t8mNr+FoLXZf++P7NIgoLQXqh85Vm5lrXOjQ8UYEifFvkIzNEoR87ZRylJRpZW13H35qxY8e10Y+411B6Ul0KKdxGt4qvN3uGyHEfUtNrz4ZQsWTVBhVJoMydES9h4C3XChdDyKdCV70LqTBmbee2EwHn6/iX1OZmkihoSfSsXwN82tNqR3k/8eKASkfpAh2cP0KcpxpyJcn+vHm7VsKvvqPSZcPEvdd/rhaUSobB2aSoysXqNT/dDaA0M/YqSYOkyBz9fpTtZ3MP2IlrJt5igFMyao3mPGCGXf6cfKxFP6IXLgv+cXd2kQ2I7tQUpwDI41KH2vH7F6tmjPr1dgeLTxVORBL8GLm2KxKKMFo2KMSA41s+5YHR2nt0ZHV3UunUVY3B8bMczLCIybEfDrcq1TP0LdIhId1Ad5pB8dGSLe1qfk9Twy02xQID2iEf2OvwvsqduIp92gjhabmchEhokxfqjwL1IdMW5kHL748SATiOguBnlRMSiF6nfsrURiXDAzQDrjkbtm4uDRGjbNeOmCLMyb5sz39Dc0B2DK+M7LeKmI3VUbInQuOXsE7vzLr7j8vJFswrA79PeY4XGorO6bHE4SNlr8F1RaWS0E1YYoFd0v/smL99SJuhO9yY6jpVZsPmxiHWPSYqV46csWPHxZMGaNCmITmKnTy+FSCxsG1v0x0bwVERq1wFmT1fjjeVIcKLGwAnRa0H+0SodDJRY2HHH2aAVuO6v/aqV8jd5ox/oDJvz9Os+71kWGSJAcH4oDdWlwSDS4YNQRCKHmZtchE6vZoKLOgcCg049MOfO4dqsfpWtZOs6O0jDv9GNxvHD0I8/EpsN3ZthREbug9cNlmJWtwyWz1LjzXw24fG4QMyDcob/HpMtQ2Uft3k/TD4UNSmn3Bn6Y0oanqO4ke2Lf6IfShkajFGdlN+OPU2pwoEbFCtCTQyz4aF8ESxOj4YizU1tx28Q69Be9LtpvZzi00Y+ITiIf7f7ulX7kbT/dGOphfUr7mptd5XGsxihYYfGds8ZT542/C+x3H6zCnddO6vZxhwtNaGixY/F0teDDvl0RF61hKUSPv7wON1w2FhNGJ3T4uF9WH8NHX+9jkYktu8pYi86uUoxoyi1tQkJnsLDWxJ3R2GwQtti4QYWm1L3sSH4dJo073QCLjlDjaKGzqNwntPsBU9idhIY4a4qKeUG9+R2oFWK20KHt8HEL1u4zIqhWhGc/a2XNYlzOaXodT8SGIiXPXh+G2iY7ax/qSjlw8dClIaxosLTWiue/aEUg8/1mA/Pwdpd2156jxU247cxSSGUKSPu7A5irUNsNSn8ir+ew9MD4zQ1o/XBbyHpDXLgEZ09Wda8f2434aKUOw1NMfasfni40elBjozM5Tl5bOousBIx+BIlZ9zIqQJ/UwfU1OlSCo2V9VwfQRj+mB+Os8IMeTwTvE/0QA8/Or0CtTorYE+loNLnexUMzqpz60SzD87/HwZd0VQjfF93FutSPLiIcHepHVxGRzu7L80EkhvSjNB4hSjOGxbTtbNdj2l8TenhN7BdjpbSiBU0tRqQmdT3jobTKwgpbp41VCkNoeskFZw5jA81ef28b3n/lHEg7yLemWgiitKIZf71nlk9qIfobmUzMhoq5oI4yNFwsNESJ3NHxKCxpxMSxgdNAddSwGOzcX3masWK22JCcEIL/fXeAdSfqi+9qd4Gzv/r501Qs3SoyWMImHnfFhgNGJjLUB9/9d0P1JLSR2FO+ekOrDRX1NtYgedMhM0SiVvY+zpuuZjUpnUH51e0XE5Tf/K8fWtlQS7q8UmvL/vzJUmSHBlLWNNlYl5rMBCk0qp5HEX7ZZsD6/SZWq+ItKrkIdrsNYSr/DfFycbzSApsNwp8vMtj0owcpYRfMUCMixNi1fpy4XpCzIGD1QyJqM1yxSj7hlH5EFaKw0oKJU7z/XfoLKn7fecx8mrFitlI0WoL/rdGx6Kcv6la61Y9hQZg2f3iXC9sNJUFQy+wYn+Voqx/GPRiWDTQmS/Durkg0GKSo0Ck61g96QifefTolXYaKC6NVhH9ti8aOCjWb2p4aaupx4/6eFM1TZKc8fGxb/Sjd2ePC/E71o6si+RMREa/0wxNDJbvnrYyPN4bAZhdjWEx93xoqPsDnxgqlOb332W62cKeOS11xpMiMORPVffIj7m9ocNma34vw/Yo8LJiZ1qHQEHffMBmffLMPYaGqbudzCBEyUui9rd96HLljnN6/rbvL2UyYEdnR+O+Xe1mr5asvHoNAYeakFDYpm1qlTp+YzM7hH37Lw0+/5bE2lJTy1leLghad03U1JkOGzEQpayVJrY2f+7wFT18TygaB0VTkL9frIZOJWKrYrmMWqBUiVqxHA8gmZMlZ292sROcCPlwjxv0XO9sxf7pWx9IQth014/eDJihklOYlZobGgnFKxEdKuv39UUHm3iIztueZWYpYi86B0lobcrsZftZbqE6GUmMol5+MrqhQMTOiqOizpNrKvNFUCErdVWiA3KSh8m7fC+2HCo3pvfz1ihDEhHlfkE6pVsdrrD16ri+h7+VgAc0X6V0LbCExaPXDYMeavUbmrV0wM6Nz/TgvGJ+s1rFU0D7Xj648oj1chJCRIpUA6w8Y2ayR0/SjxFn4ffVVvunC2Ce0+zyoNuWvHzSx6+v0EQqnfmwx4KctBlZfOGWYos/O0dP1Iw7ZubbT9WNlImRiO5v1satSDbXMBtWBxrb6YRZDI7cjXGXD/dNr2H4/rRjeiX4Mw4IIq1M/ujnGVpMYe6tV2F4RhFCFFS0mCUpb5MhNOBVx6QuoTuaLsiw3/Whpqx9BiazVcERiDIZkSzFJvK/riEzedlREju9eP7pJ0fKZfmT3bt5Kq0mGg9VRWJhd5Plvv/3t3lwHehlh8bmxQhPXKQ1o6bwsNrOiq24ulCsn6N74HkDv9YsfD2HzzjKMyInGI3fNQHonhYMEDeDatqcCOr0FaqWMpY4FmlG291A1SxeirjM0CLPgeCOuunAUls7PRlWtFhaLnaXFBQqUI06dwQqPNzJj5Ztfj2DzzlI8evdMj/Pmewp1CCHjY8thM65ZGIRvfzfglW9aUVZnw2MfNrNuVW5BLAyJleBPFwSzuQk1TXas3GXEu8u0qG60s9uoRSnlhFNuLHVwoTD1gSILXr45jM1ZoMJ58vhRwe2v242481xNp8WfB0vM+L+ftKxn/EcPRCD79nB2kaXiUbkUePDdJnbRT+2jSdPkKdQaHLjxTA0zRqirkXukhepmqP0zFYN+87ueFcv/+cIQJqbtKa+zMsOHpjaTQP/9+rAet4y+cIaatfy8bpEDM0b6IV2lbB1sCbPw+y4Dpo9TBXyTA1/ohyh0xmn3O5o3QujRFYqC0lT0zYfNGDE0Do/8cUrX+qESs4UjdX5TxxwLPP0In4y9hb849aPCgswEWeDrR6gEC8erWESIjJVvNhpYDcijfwhl1y1h6IfTsTQkzIQ/TanGyBgjaqLGtNWPmBg25HJHuQqRahvSws0YLi7CgZpwvLyoFt9VZHSiHx0vzg/WKPF/O6JQq5fho/OLkH1mKY43y5EUYmZF+A/+lniyc5g3eBr9oMJ+rcML/bDF489TqxE6egJk2W3fT3mLDF8cDMeB+ibv9aOdUeF3/YCzbfLvxcmYPqTsVCpaZ4aHt7e705lR4264+KPAnjwK73+2h/3/hvt/AOWLzJ6aiqkTkpGTHnmadzrQJZYurE+9up6lPr3014WIivDMw/nm35eyYYRd1X0IFWopeeUFo5ix9dhLaxEbFQSL1Y6bLh/H7g8kkXFFit75dDe27irDpeeMYLctX1vAhjimJvWtoUJDuD5apT+5MKde9jStmDxYV84Lwtu/tDIDRGt04LErQtlCm3KKybNa12xn7Y5nj1ay+hKNSsR+T09+1ITDpVZmTJw7Tc3aa1LKSLBKjDvOcRbDk+eSJhZvPGDC1xv0SIqSsiiF+8WcPHZPf9LC/n/hDBVkUjFiwtDGGzR/nBJPfdKM7EQpzpumZjMdfAlFjyJDxB3OKqDOKnS7675LZqvx8SodHv2gCTedqWEdy8ibSWJNYkxFqGfmKnHLEg0bxtYZBRUWFFXbWNSpM2hBQhGmf/+oZXnc/nC4bNtvxNB0uUcdegIFX+uHy4Dxu9HSCdSqnLpF5WbJ8dJNYYga4ezi1SVJs/Hm87b+1Q8fpnK00Y//HmGebgsUwtKPrrzG7YxPihS986uW1XRcOtu56Fq+04BHLw/tMydOj/RjUj4rdF9bHIxP9kegTi9FTFAtZk8IRW2TjUVUmH6sjcPhOhXkEjvOzWnGwowWlLbIEDxsNO7IFXetH27H1mIS4+n18ez/Fw5rBAVJqb0ybS7mp7fiqXVxyI404byhTciJMvW6Za973QqlukUqvdEPGR7doMZNGrNTP+g3qpXi3SPpp/TjUpV3+tFB9EMQ+lGagKEx9axWpUt6Y6h4uk9/FNhT/uNrT5wBuVzChMdktmHd5hK8+eEO9ved105EdnokikubsH1vBZqNofj0uyJER6mRlhSGYyWNOGN2BgIBSnX637f7MWFUPK6/zHmh9RRKb+isbWMgcNYCpzfvzLmZqKhuZS2AXVPrA41VG4tYzc2rT5zB6o2IILUMVlvfF05TJxEiOUqM+lY764JDxgAt/D9do2OLbUr1umJeELuguQohCTo+mjRMHiHyMFPr0/3FFlwxT43qZhsumx2ElbuN2H7UGWU5WGJBeLCYpbWNSJXjznOCMWqIjHl4HnqvidW/nD1FzVLQKHWAer/PHaNg3WYoQtPZBGQajEYpDy991YJ3/uRMS6lttmFnvpmF3289S8P21xMo33tfkWdeN3qNaxZqkJlgwnvLtDCYHAhSidiAuaWTVKxlpErR9cKe0iVooBul2nVlrLg8miQ49BxXOkt/UVAfxr6fIQmB+ZvrG/1oQEF1BM5YdHqExa90kvpAC77/rdaxFJzrb1zq1S65fgiHVbuNzOh89dZwRAQ7HTlBSjGsHk6x7xf9yChixsK4eAPbcKJwPr9eiW+Oq2F3iBCvsWB/jQpXjKpHtVmNy2aHYOVuObZvUCNSZfVQP8Y69ePYDla3MndIK2tVTBGajrh0RCOmJWvxw9EwvLQpFu+cc5zdXhs7/pR+ZDo61Y/uIizJw1Kxb5vz/fZMPzJO6IesZ/rRRZrWafrh/lhPDLPsib3TD5G9/9rud2XY0H2lhR7tRtoXwxHdoZawl507gqVJvfDvTZDKxOxHNHFMAuIi9dDpgb0Hq9kARGL+jM7rPYTE8nUFbJ7I9Zd6Z6gMJKiTFm2BjEgsQlSE6qShQtBAteaWvp98S0XqdKqX1jnzjukCfeZEFctfp978Ny+hCEHHdSGURkHF9I+mOAv8lu0wsJD2vLFKZnQQM0Yq8NV6Pb753cAiL0981MwukG/90WlU0G1k3LToHThQbGYDzv58QTArFKV0E9fsgK4WlzTBmTxsVDtCER8qAKa0McOJgWO3LNUw44XqSkgQqG9/TaMNyV0U+Lsv6Lob1NiR12racDmqGu3s+VRMmRDZfW4wGXUvf+3sbvbSzd0vBOm9kxFI+c/9SaNBgWN14ViYtQ2A7zzeQqHX+jFvKqRUFCHgiIrL+95o1uD6a6disCI4/WifsudBbj2VokSFiE8aKkSw2ukkEYx+5Fk67NpFAxofjc4DJlDKVDAKm5SYtzALZ5+IHDD9+K4W3xwO904/xGCRmlty67r97NYVB2PjcQ2rHfmkbPgJ/Wg6XT8yc9vqR5Pz995Vt68Bpx/ZvatRaasfRX0WPfV6v2rPuhX2y/Qs+mKm5SZj7Ig41DXo2cC99iF9GgD27D834r1Pd+PmK8YLr7uLG5RLvWFrCS47d2TAtFjkdEyr1nTSq+cqrK+p0yE9te89l5SvSsWXeWVWlr89fbjTMHn9u1ZkJcpYCN9TFueqsOWwiRkMNHl49ihnUecls4NwzlQ1S/EicQtSilgHmXEZcmw/asbafSZ89kgUdh+jdAE7JnhQNE9pZfe/08TylSkVgaBhYsQV852pEK983YIHLgnBLa83sMgPQelilL5GXb3oPprI3BmUF030JChD1w6KNHkKCfs/vnMKzTPXhXo8q4QiPzSYc9Yo9AsWmxibS5IwJ73Es6nHAwRv9OPdt97ALbff3b/64WUBOnmnaUr4ZReN4foR4LQaHKwzI+EqrKfFdHon0Wi/6IcHqVSLM1uxpT7udP04PwvnLHV0rx/riqBNFmMCOijWbge1Lb7/tyTcOamGpZgRGrnNS/0Y49SPvO0dGirU/Ssg9cNH7YgDSj/knqV+9uuoX1oUUsi3wwORivHnW6bg8ZfW4rtlR3H+mUMhVH5bX8hC8eNHOnMyOYEDGZqFx5vwv+/2M3Epr2zFndc55zl8v/wo1m4uxpP3zUZYP01QpgiJTAr8b42eXfQohB+qFmNPoZlFSjK6SfWhLicrdhpYeti1izT4easBn6zSoazWhitPXPhdtSjP3RCGy/9eD4tNz8SGCjIXTnC+TxI2WkQ991kLi9hQG9XOSIpyXsjf+F7LPG3EVQuCsCvfGQZ3QTUviyYocf0ZGtYyki7MUqmzuPGdX7QsdcK9Toag74QE8O2ftaxF8rlTT0W8fA0NRPvPch12HXOmKVx/RhAy4j03EGeMULAiVvqsqNiyVqtibTljNL7vcuNwABuLkzAuoQpqee8nnQcinurHt5+/1z/64U1XGzfj5bc1xyBX27h+BCB0jaTrMrUjpt9keZ0Nd57rjEBTJ7e1e4148uqeN+/od/1olWJFQQjG5Sbj2kVi/PxbKT45GuK9fsQYYHOI8NzGOBaxuWBYU6evmRTijPS8sS2GdQcjrjonoWf60W7fjqxcN/3QBp5+WGMQI3V2YvMljgGgH/1qrHQHdcp68I7puPuvy7BifQHOXzwUiwRWw0KLqU++3Y+H75wRkD3uBxL0XXTnQaXH0DTsimotCzuToUmNEWglTM+99aoJGDM8FjX1Ony/4ij+/tB8xEZp+rVLUFSoBMEqEYqrbXjt21bWEpHqROj/509XY85oRafnGtV0UHElDR4jr9M5U1XYdtTBugy1h97vZbNVrDiS8qypKDIjXoy6Zhvu/FcjyzumuheaZEwXUKqLoQsxebDcO07Rfl64MQwPvNvE0h2oiP+zNTrsPGY56QHLr7CyFsoXTHcaPZRL7V6cT4LywW9adn90KLXCFLGc6/eXa1FUZcUz14UxLx7d50vofKhusmPPMTN+3GpATpIMi8YrUVJjZe/DGxKjpJg+XIH/rrJixoQU1GjVMFhluGDkUfiaA1XRiA4yID5E1+WAyMGMoPSjkyJtrh8BqB/FFue8KtKPXc4aFad+ALcuDcaYdDlbTJOxQtPMuxp42Rd4rB8d1EXsq1Zh2bFQHNU6m7ack2nGtsoe6Me3aRgfr2N1Lw0GCTNWqC6G2iSPj9eztLNT+wFeWFiKB35LRrNJioXpLfhsjayH+jG+rX5809o/+lGXgh9X5iEnHr7VD30ULgj5pu0D3SfW+1I/XASIhgjKWCFiIoPYD4vqQajA0p/QiblzXyVbxBqMFkSGq1ltA3W/OnysDsOzo/16fIMJvcHC5i9QJ5mjBfV453+7WJODy84ZyebaqJRtPRo0vIqKN39amYcDR2sxPCuKLb5nTExhbYr/9ORydp7FRJ3o4LK2gM1baZ8z3x/QRZmmxn++To8pQ+UshE/RDer29dUGPSvCu+f84A6FdVKOnD2PigMpDYzaZt5zQQjGpnfs4RmaIme5x3QhH5YiZ7Umh447RYKKComIEDE796lwklpg0uArWtS7Q1474sFLQjA2Q8b+HpNBXcdEeP07Le67OBiJERIs32Fghk/7jidUoEneyfvfaYTdDuZZojbFNLPgxZtOj7j0lm1HTKwZAdXTENTSmXK6aaFB8y12FDjYgoQEpMOLeCde9MvmqvHwhw4sEDVjXmYtfjmSwba5GcVQyXxz/apo0aBer8LsdGcBKieA9GNvBdePQNWPeht+2mrAgRILu17QLBLyhlM04U//1+jUj3DnYnj5TiNmjlB0PM1cyPqRqMfnB+y4ZmGoUz/2ReGeC4J7ph8W52cRobIxT/5DKxNR1iLHk3MqTuv0VdjoXNg/OL0KY+MMKAxODgz9aBUzQ3V4di1uvmICxoQc6Vw/POA0/dgbj1+0Z2Kueg1UYh/UzSbNRkWtFfX60oDXD5GDrqjd0NjYiJUrV2Jerh3hXdfc+oS7H1uG6y4di3Ej4uAvyPv+2rtbYTZbcd7ioYiP0aC+0YCGJmd3iVmTU6EJ6tuheBwntfU6PP3aetTU69n3UNeox93XTYJCIcW3vx5h3xV1mCkoacDBo7VMRGhBQDm340fF4w/nj0SI5lQh50df72O574lxwVixvpAtKijn/W8PzEVyQj9NTvYwhYSK/P7yQROWTFKx4vmO2HzIxIZJvnxLGJuO25W3kCYpk2FBAxdf/UaLp64OxZA4KfYVmtlU390USclSsBbJn67RswJKKtin52097Gzp6JocT4LekXeYPFx7CkysrSbNg6AZL51dxGm/JDL0HLVShKiQvhF7mji8v8iMqxaGwIRQ1Gg1yImuh1puwdpjyey+PfsO4qN/nO/V90WFpa983YrXbws/matcp1Nhb2UM5meW9Pq4tSYZ1helsIJImcQuSK9YYyuweocYCxYsQHh4+ODWjxPnCXmeX/umBWaouH4IST8iJKhrseHuc4OhkIvw7UY9K6Y+a4qKtZ09WGxx6oeNJs4D47Pk+MPcIIS41SF8tFKLuhY7EiMlWLHLyBbm5Aj72zVhHjUO6U+61I8T0ZXNpUH48GBc7/Rj4yFkhhuxu8oZSaEWyZ8eiGDdxc7OaWF1J1vLgjAq1sCK7537OlFT0i5qIFj9qAzGVReNgckqR02DDTlD5FA3bGqrHw9EeLXfNvpRtpPdVmeNxF7TGMwPWn3qgdk9i6xoI2Zi/S4DFibvcupHR90J/awh3emHC2H9sk4wZlgsPv3ugN+MlcqaVjz5ynosnpOBcxblnFyQZaX55XAGPdR5beTQGNx4+XhWU0K9+F1eydHDYrH3UBXWbCpBalIoLlwyjF1s6XpLj2t/4T1e3oy1m4rxwl8WsJ7/k8clQa2SIjRE2e3EbH9AHiKqJ3F2+ur4MVOHK1if/y/W6VndSleQAUeD2FKipThrso11OqGOKdQ+8cZX69mF//17FZg5UoGRqbKTOc+Um0spEOdOU+HyOc5oVGdpLHllFnyyWs+8ec9/0dLlpF46nhA1bX2T402F+jR3gDrlpMSHYHd1JtIimpAc1oKv9g9DsKQBG3cWIzJMhHtv8b4zExmJNy7WtCmqjAoywGKj9rvOlIeeYrWLsKEoGTOGlHZsqBA8FUx4+tFgw5P/M2DxnKFcP4SmH7+sYOlLw1Od17XRaXIWeSDveGqMlA3sO6kf4c70IndoKC6lIFEaLLXynTxMweZB0SBabztPCUY/knXY2izFF98X4dpLMrzXj8IdyE0AbvwhBVqzBO+fW4yZqVpWx5IR4azn+M/uSPxWGIJzc5pw+ajGE/tCYOlHZgR25wFpCQ4kx8nw1W9aBEuSsHFHISLVrbj3Qk3P9GNsNYLLTrXvjZLWw2KUtdWPPO9TwZh+7DJgxlglZJqZbe8MQM0QpLGyaHY6duyr8Oo55OUlz7pMKkF4mBLBQZ3n+XcFedn/8/ke1kKZPGIc/7N1dznuvHYS+z7nTT9d8ccMj2ObJ/yy+hgWz81kKRkEGThChs7H1XuMbGIuQR48uoi1D4tfvTAI973dxPq704T5ri6+/1muZR1k/nZtaJve8TRI7LtNetYikloNu7fjpLQCmvR7yazuB59SuJwK7ourrchOlPll6JXrs3v1mxYYrUoMSR+FxEhgRnoxlFIbu1hfkmLFo89vwvXkhe+u2LmDaeTVjTaWVjZpaFsPeYtRDomI8uF7d/y/FyUiRqPtfnAXp//1o5NIG9OP5VrMn5HJ9UOI+nHWGad9d5QKSpsn/LLdgMW5StZ2liADZ0DoR8Yx3LciEQtqrT3Xj9EN+O5IGKi8kVLBaHNBRffNJgkuGeE0VBidLL4Fqx/hwIzkPVAOcc5yumRREB59ZjVrADAu0/sB0if1I7FtHUmLLRgS2H2jH4rjCNEMw0BAkL+06MggaHVmtGhNbdJ32k8ep7B6ZLgKza0mvPvpLhwvb2FdYZqajazrU3iYCjkZkazryriRcWhuNSIyTM2GjnXGrv2VrBj7vls8mCbM6ReC1HJWf0LfZW8pPN6ImZOSESiQZ488gVRwSAbEfe80sdD+8zeEscJKF2RYnJGrxHebDSyftzNo0Naavc78YYsNcO+VMmeMkhWHrt9vxMLxbbuo0PBH2jy5wNPxkWFD3rGlk/uuG0tXUMHrvW81IjpMgueul0MuO37Cm5R2qs3oikPMaKWWuD19jfhwSZvmA8Tm44mYllrWq+M/WhuBIIUF1dpgGCz1Pqt/GQz4VT+OmVHRLMN9i3L68B1y/KYflVbMHOGMLAe8frg9jgyLMzJa8N1yA+68coh3+nHC6JiD7YgNsmB9iQYLM5ytfF1MS9axrbvogKD1w0XZOqd+rNYjMkTMajZ7pR/tgkKbDVMxTb3Jd/phsnc70DIQEKSxolRI2QJizaZinNvuok85v//+73YcKaiHSimFXm9hg8LmT0/Dn2+aenL6scFoZfMyDuXX4pfV+Xjjg21MuKjQjqb/Th6XyARt6+4y9nqzpqSyeoU3P9qJ266a0KUgcfqX6y4ZwwbCUQoXDQzNyYxE7ugEr/dDtS31DXpkpfdetPqTm5Zo8NznLZBLRKxt49wxSjbn5LErQ6GQAe/8qmUpCJfNCcKLX55q/dgRGfFSPHp5CIuUtF9kE9T+ktK9JmYretR+k8SR+vST0CyZpMRVJ9pf9jeUFkBiet0VUyFPi21zHxXYfvHjQbZIffjO6T2eyUHFtFSb4N5ViELvpU2haImtRbDi9GFsnkA1L8ebQrAgsxj1+hZsOZ6IuRldFEfyVDDh6MdPG3DbNVO4fghaP7KQG5Hv9X7ot17fYkdWu2YjAakfb9XjsavHtdWPtGK8uKnttdJr/SjVsHSviYl6hCltga8fi4Igl7V9n9R5k1KuyaB6+LKQ3ulHvalNupfVIUGpNRUttgMIFmt9ox/7IjB3YvcZEUJHkMYKcd4ZOXjq9fUsr/HshU7BMZmteOHfv2NYVjTuuWkKa1VJ4kG3U/2BCzpQgayhAABog0lEQVR5qCf/kOQwtp05NxM2m4N5zbR6Mw7l1WL9lhLWAeSmKybAZLLi7U92Mc/Zn2+aggk9WAhz+o6cjCg8/cBctvigUP5/v9zLUvUuWjocc6d17gXqqNCSun8JsTalK6i7C/W0/8f3Tm8V9b+ngVLPf96M0elyltNLefLvLdOy6cVUbNiZoUEXXjbVuBOoCJM8cK75KT2BUtGohuPCGX7wip1YtFMp6c1XFOGtj3fhgdumMQ96flED235elY+LzxrOusJ5dS60SwWj7kDuw7Uo/YuK4ScllyNM1bNOLkarBFuPJ2B+VrFzOnaQASEKMwrrw5Ae2fnsAk5buH5wutQPixEXzVSzhbun1DbZWIctIdameK0ftuN4/nNJW/3YHQmtWdxz/cieiHkhVkSoChGq6MBQ8bDmwq/64VbrQ90i3/pZy4ZTUgQlv9yK/HILft5mxMWz1KxVcW/OBaYforbpX+v1szFJuQVhkhPXei/rVIwd6YdNjMIyM9KTAruhhyC7gbmortPiiZfXMa8VebIeeW41stIi8OS9c3zeo55aS1LeMoWMOb2DPsf6Rj1LsemLWQK0/6OF9fjn+9swNDMK5y/O8aiLl05vxo33/8iMHCrE9zveDJUD2JTiqgYbm1xMUJeXYxVWPH5lKFJjJXjxixYcLrViSKwEz93QeVcNX0Peujd+aMUNizWs0LTf6SKq8PUvh7Fs7THo9BbERgWxeTo56VF47E+zev2dURSKhsA9crnz3NtYlISRcbUIU7Vt0+kp1B1n1bEhGJdQzUTGhc0uwvK8dMzJKIFa1slALz9GVoTWDcwF14/ApF/0Y8sq/PP7VgxNluH8aSqPunjpjHbc+EoDLpqlZoX4gUYb/cjbjr9synLqx+wKpIaZ8eLvsThcp+q9frimsHu40Pa7fnTB1xv0WLbDwLqSUYo0pW5RG3/Kaugtm1YdwtpiDR6ZWc3+3qifgZGK/QiTNJ96kBfGir0r/Tg+AXNyVVArhfX5Bnw3MBc0nO+p++awnuirNxZhwuh4XH3R6D65gLXvs87xDqvNjsP5tdi2u4IVt9KcA4K+r4TYYDZ4safh0vbQ9z8sMwrPPzKfecmfeGUd82Zeef4ohAR3XldBC4kl87JYWsfZC7MDLsJCXVhoczEkVsrERi4D1Aoxrl0UhFV7TKw7TX9CA7G2HTXjzIm2/hMbDxfnZJTS5krVovOUOsj4AvJAksfNBbVBPlAdjRlDelavsrs8DqlhLW2EhpCIHZicUo4tJZQOVtJx4SVPBTsNrh+BQ7/rx7QFeH60CT9/twpPfNyMCVly1mAkpIvrV5BSjCWTVayN7dlTVAEXYTlNP5QNOIYQyCUOqGUOXDu2HquKgqGO7WUXPS+jAX7RDw+5cKaabaf0w9nS2hc0GSWIdGtCoBbrcMA0EjPUv/deP5JOtShm+jFSiS37jJg7UeWz31F/I1hjhU6O3zYUolVrxqihsQgNVmLDtuOYnpvc9xPGBQwNsqLPhvKke3PSkddx1/4qjMyJQXJCSJvbq2p0yBwS7rGXcMPW4/j4m30I1igwcWwCHrh9OsqrWvDGf7Zj2ZpjsNkdbJr0gpnp8CX0epedO5LNWPn0+wO467FfWTqH2Wxj58lFZw2DQt72FL/snBHYtKMU+4/UYMKobjpACRwyTqi4L+lED/p3l+lYqPrS2f3r9aOiS6KxtZP2ur6iF4tx12+FctZ9RbPe3mZxEx2kR7W2ZznWpU1USC/FhKSqDu+PVBsRojShpDEUQyLcPG+cDuH60TFcP9rpx5wgnDVZxWZK3fXvBtaO2GwBpo9QsDQxRbt6hctmq7HpoAn7iyzMwAlkyDihgYxJIc7aund3RSG/QYlLk0QDUz96wSn98N1n02yUIMQtXS5aUotqR1yPjL5Sd/3oQCcjtRsRYo9DSUU6hiQGpmNFsMYKdeX6fvlRTBqXyHKCk05cEGl430CnqcXIZoFQygrlTtNFn/7NK6zHjr0VMFtszDtE7TVpsFhwkJz9S1GFiWMSuvVC0X4fe3Et0lPC8d3yI1g8OxNTJiQiOiIIX/10GNv3VrBQee6YePzhvFGIiuh48duqNbE0G3r8n26awlKyXFDKDeWNn3tGDj75dj9Lw3Fn98EqNguBpgcvmtV1b/fuoPd+0x/GMw86eeTI8/HFT4fYrJwn7p3dJoJCQyBJqCkdJNChCyfNR3GRmy1nxkpDP1/0qX6GWL7TgGkjuu8Y5jFCjBS41a206OxIPtHmk5JpD9dEYmpqeY8GP+6visGi7FO99jtCJraj2ajA78WJSAptRWp422YKtAilY6ptsKGuyTlFOjhIjFCNGKHBEmjUIp9FlYTOoNePZWtYygpFXGnaOEVb88qt2JFv5frRDhpyS0XoF85UoVHrjLx+sV6HJz9uxhNXhbaJoNAQSKpnyEoU7NLJY6gLVW6C/uTf9H8yVgaMfgicFmUsklFxSj9MwzBVvbnjB+d1PmelU/1ol2bO9ENrw+97rEiKlSI1XhZQ+iHIXxy1lfzom/244vxRmJZ7qs3s8rUFbbw4gQBNSqfuQ8WlTTBZrKyPPxVqytgmYRd1KvCkAs7ICBWaW0xsiBW1ykxPCYPeYEVzixHlVa1Ijg9hn0lYiJIVhrbqTKwjDXkP6d/6JgPe+2w361Zz+9W5bFHu8qaReBeXNaGkrJkdz1kLsljtBkUYNm47jr88vwY6gwUKuYRFK6ZPTGZi/9cX1+Cai8ew16PiZHqM0WiB0SJBUUk1G8D27EPzmOfSHTKuaD/EsMxofP7jQTb/oKHRgLWbS7BmczHLI/99e2mHYuPeYclTIsJUbCPuv3UanvvXRnzwxR5WTO0qoKXP9o5rcjttaRrInD1ZxabQJ0T27896aAoNj5QyT+SAM066oKTahkk5zvMovy4cDXoVNHLvOoBRPvHGYufgR6m46/JBqodZW5iC9IgmHKmJRHyIFrVaNWp0QawDjP1oKUKiohEVLmHTlan4v1VHAmVHaZWVNV8gASJjnkSINooMhWjE0KjFbL7OQGDQ6IeuhOWpm5TJp+tHuhjpcVLoTXbWtai83sEWhVfMU7Piab3RgVYDTf+2o9VghtZgZJ2u3vu4BGlxUtx+65mDTz+CJSdnS91/cQie+6wFH6zQ4uJZQQg/UXC+fIcBd5wd3GdDCP1G9kScnelA5hhL4OpHgMH0I8OpF/mWLDTYI6ARaTuu//FGPzqphR2ZOxRrtxuQniTDkUIz4qOkqG20oabByowTuw1MC4SqH4IssP9+xVHsPViNv94zs80FhzpAOeDA9ZeOg5BpaTVh76FqbNlVxlpfZqdHsq4yaqUMFqsNFqudefjo/xKxmLW5JE9Xbb0e9G7PW5yDxLieiSoJC7XmpAgDDSU7kl+H1ZuKkJIQyo4jOTEEo4fGnlbbQTnDdpvjtJabm3eW4dc1x6BRy1gXHXqeRCJDaa0KZ8/WQBPUfUiRTrG/vLgGY4fHsXqRmZNScMbsDKzbWsIWEP955dw2eeQkiA8+u5J11iHPaE9pbDbgrY934vCxOmbg0blUVaPFMw/OQ0Zq/xWg+6rAXgjQd0kXDJ94WALMOGn/vV3xXB3+7+4I1BoiUFAfxtLAqLd9VpTb4LNu6CxK0hXbj8eivCUEwUoze80YjR5RQXqnWHnwmZKDpFVvR4vWzjxpJEj0t/2EQzU8RIK0RCmiwiQeLfiEVmA/aPSjqRSU1UgdmujySQPmmH5MUyHxRGqot9CMi3//2IpGs2Zw6EcX12CKsrz1cysOH7cwA49OpaoGO565LhQZ7bzSAYn7QtjLOhNB6EeAw/RjaQlqRUNQYE5naWBBEj2y5J201c6e2Dv9OKEN2w8YUF5jRXCQBNEREsSES5iB4mmKW3/rh2AjK9QFhDwyT947+7Q3SiHhe59agYUz0z3q/tTfkMfpx9+OYt/hGjaAimoibr8mt187xJA37J4bp+CbXw+zLSMlHE/8eXa3nxfL5e+g3nzqhCS2uSAP3q+/67BomgqaIM8K1Ol7JOOAjueSs0bg/DOHouh4I1b/XoyXH1t0WsFrdKSaFdCbzL0bhEfRlIfumME69ZRVtrILJUWghD61vi84UGxmnW9MFgf2FVowMUfe7cWJurTszDezdp0ZJwoz732rCZGhYjx6ogPWgDdMOiJpNmzH18JmB8tpb2xQYkxCDUIUJtaNJSOy0aMiTIrGKKQ2rwwVg0WCOn0Qzh2R3+MJx/R7C9VI2NYe+o3UN9lRWG7B9oMmRISIWY5zbIRnwuNvBqx+dLio9n3tDaU43XN+ML7ZH8P1QyPGQ5eGsqF6ZXXOtBit0SH4qfUDUj8GGFSHxfRD6kCjOQxjlHsRIm7BKv0CZMiOQSxydJsKlt+RfrgV1p9G2TqnflSl4tz5ST2+nvtLPwT3q6P81NknBmy1h1J8Lj1nBF56azP+dv9cViAnBGja8Zsf7mAhcSr2vu3q/jVQOjqZKERPmy+hi8+GXQaMzFQgMsy7TlrkzbzygtEn60f+990BnLsou8N8ZkoBePzPs33aqWcg1Kj0lC2HTXjt21aMSZexVA8S3kk5cvz5whDWieXnrQaUVFtR12JnaWSUWkIe1ppGG8xW6jomweShCvy0zYC6Zjuiw8SDyzjpAPocUhJj8PvxJFjtYoyJr4ZU4mBeLiqCT+umCJ7StoobQzE/s9jj12zQK7G5JBFTUss7N1R62RWMBIW8bLSR8DS02FFcbsHuwyYW8k9NkCIuSurTQtO+0g9R6IyTtzuaN/pUP9z33RH0ep7C9UPg+qEQIytxgKV9CV0/BjhMP+Ij8btxCKyQYoxkL6QiG5KkZSixpCJNXtzH+pGMvqAv9UNQxsrBvFocPFqLVx5f1OljKPxLk2hffnsL7rlxMkvv6U8oBFZQ0sBCzaOHxbIhg98tP4rKWi1efeIMdqEcqJRWWWCxOJAa37PThoSG0tS+/vkwKqpbWV0Jp+89OCQ0NOQxPV6KUWki7D5mYa0iH/+wCcdrbVg6ScWGo1EnnIPFFlaQSxvlZZP355H/NKFRZ8dlc9TYlW9hrZIHm3HSniadHQqpFVNTyqGUnfLgyiQ2iEVdF6hSvj4b3JVZ7HEbzLzacBQ3hmFeZglUnc1a6QPhiQyVsI1obrWhpMqKQ4XOdNX4aCkSY6RwQDwg9cNlkHhjeLR/bvvn90g/AjBdtCO4fgQe/aYfgwymHyIzpqr2Qyk+NZdLJjJDDHuX6V9GT/SjXYSljX6kTUcg6odgjBXKeaVi6MvPG9mlV4k+APKyfPj1Xjzwt5VsuvCsKSkIDVGyXF+6mMVEBrGcXqWy7dsrq2xBfIwGEi/bl5KFSFOLt+4uZ51L6PlU/E5ePMrBtVjs+MsfZw5oQ4XISJajqt6GplY7y0v0FupC8/y/fmd5zY//afZp+c2DjnYT0fsCuijQ6f7iTeHQKEXM07VovApHyyyoqLfhjkznBGMXceGn/k8FdSRK9HzK1X77Zy2yk2S4+orZQOLgDuNTfq7J0Ayl7FSOrc4sw/GmUCbQJAzTUsshEVN3IbfnOYANRSmYnFLRxsjpDKtNhM3Hk6CWWbAgq8hnPf57AnWEGU1blgIWqwNVdVYcKTKjgWUh9Kxlc1/pR/vIx8m/mzd6rB+qdqf4oNIP13XJh04IwenHADECe00X9Sp9oh8L/HutEIx+6BqgHDraeUPedujsQThuSYHNIUGxdQimjTI59QNe6Ee7yHq/6IeH0fzO9ENElfxwNkAKCGNl+dpjrN5i1uTUbh9L3VBIcGZMTGGtaP/85AqWn6pSStkFjESHjBrKUaa8X+qgQsWK3y47ggdum4bxXszX2He4Gh9/s591MJk+MYU9n4odaf/UerGmXo/E2ODTDKOBitHkYJ0fegJ1jbE7HOwz9FbwvYW1KBX5dq5GIEIpHcNTZXj202YWptcZnAWO9LFIJcBHq3TMAzY6TYZbzwpGi97OZghQ6H9fkTNP+YbLx2PU0Jg+mygdiNTLshEVsqfNbbvKYjE1pQyhKjMqWjRYU5Dq/KxFDqhkFmhNcnZO5kQ1nDb4sSOaDApsKknC6PhqJIW26xLTFf0wIFImFSE5TsY2Z4EkBKEfsxf94YT4+UI/jvZKPyii4hP96CoPPcAIGP2wOWsGhJruGFD6sViDUWkyNkCXF9Y7qW+1ISq6bc3ZLuM4TFVuQqi0FRWWeKwpmNk7/Wi1YdPx8RgdcdQ7/egH2utHeV33zxHECvtoQR2++eUIyzPtbjFEHjJXWJ26k9BmMju7u7gGAFJBNbV8/HnVMbzxwXa2cKWCxeFZ0SgoafRIbMgb9sOKPNZ95KoLR7MWmO2PjXKehVI3019YrQ52ovWE+kYDK5Tsa6Gh7+7Ku7/FkKRQPHLXzC6n2g8G/nheMA4UW5AaK0VsuBh0BXSdyyTK5fU2PPRuE5vDUNviQE56JHLHpOPGG5JOaynKcWIwWKFWitt4vBwQQSZxhvATQrRsc4XtLXYxa2vsqVZT8WRhQxhmp5cgSN4/aV89ga7HIge9z30C0Q/Pry290Q+XBnVWu0LXICr096l+9IfR0sdGriD0o5vPj+nH8/Ws1uKRy0K7nGofsHTTErfH+tFsQ06SDLlZctx4pkZwE+mFgsHkaKcfIpYOJRM7r/UJskokZBf1TD/K1iHfPhWFZRbMzlUjqF7bt7/rfkoB97ux0tBkwKvvbMWNfxiPFA9TS9oLhLJdXjAVVFOB5a1XTWjzuB37KvCP97ZBpzezAVQ0eCo1KayNiJAwrVhfgGVrC5hX5en757K8Yo6zQJLaZPaUhNhgrNzQ9eA7X0BeSxoy9o/3t+LmB3/Cg7dPw7iRgT2tvrdDz6YMc1sUub7CpNnsApCaCjx1fz0bvDYsK+rkoo3TdUoKfUw0OZgGcpmsEub9qtaqkRbRtrsXheuV8KwzkcUmxubjiQiSWbDQz2lfvSkwF6p+dFRL0v5890Y/hoywtzGQrFYrlv/4EdePQNePC4Lxj+9acfPrDXjwkhCMywzsafV9oh8nIk/UHe2pa0KhMzowLEXGOiRyuobS6eS6OpQ2JTj1Q5cIFfSotsYgTV7SpvtXj/Qj0o6FU9XOSNYAqSeV+lvwX357M+ve4t7esCd06uFyM2IopH//bdOw52AV1mwqZjnIUpkKGSlBLIeYBi/SfbHRGtxy5QTW/pCnvZyiodmG8JCee0omjI7Hf7/cywphR2RHoy+hgWGL52Ti51X5bNrxYDZWPLlYZaVF9suhDBQolciqiMW+yhgszimESORAZWsQDldHn2aseNOtZcvxRNZZLLG3Yfs+SAUTioHSlX64X+99fbwd68ceZGSkIj0tGeUV1diz9whiI2V9px99nQrWB7UqAakfQxVYPNHZ6Wp3gXngGis+mq+SlSigeqsAQCoGKFO9jX4cKsNh0/BTxkpP9WN0HCtcH2j47R1RqPX9z/ZAo5azdpJ9hbtgkWyMnuzcSNToGDbtbkFlTQsqqmuYB4zEKO1ETjGnLVQ4LO5FDi/llN94+Ti88tZmzJ+ZxlpjulpR9gWUfnHx0uFQKAZJIf8A8aAEAnTe0mJZKrFDcmJycGKIDgeqYrzeF81vOFwTifKWYMzN6L9uX4FqpPSnfrhDmkC1W7S5juGkfpTsY4X5998ygevHQNGP+UG4eKYaioG4Du+nIZCcjqEIo1kV2VY/ZJU4YBrl9XfjcOmHOQ1zZ6igcksvG0j4xVhx5fMePlbLpon7I3rBcq1paNUsO1av3YWpMxYgKTG6R20qBwuxkRIcyDexbg49hSYKJ8YF48Ov9+GxF9f0eU3JgGx8wI0Sv6OQSzocOkfFkBSKd9WudIfRKsGm4iQ2gX5BZnGPBz0OFiPFG/3orq6kt1ENUdJsTBkbgtXbpJgyLg5Jsf2wqu2vYvs+iMwFpH7IBfSD5AwYFFIRTNZ2gx+zJ0KSHwqLrdk7/agZz+aaLMiUD2gnSb+bYFW1Wrzzv11YvakYD98xg3nG/AkV682dPQ4HDxejqrrBacR0sHFOdEbxwW8hMT4ED94+HRKpGEeOedAGYrBCi4WONo4wcJC3WMzaULpICGlFaVOIR0+nwskfDmZjeGwdRsfX+t5Q6eGCVsjXPMHph1iEuRPVOFRgZq04OT7Wjw7OYa4fnAGBr/QjXc4cAAPZUCGk/eEFO17egr2HqljtQHFpE6bnJuOp++Z4PdCxrwRUKpVg7KgM5BWUIy42wuPX5lGYnkPe0KwhESgpb2beskELNz4CEq3ejKAgOZJSolHWXIuUcGedSmZkI9YWpiI9sqnbfSikNuQmV2BnWRyyohqRGdXg14J6IRoovtSPXl+7O/mt0iJ8TI4C+cctbDpzv9AfEZb2+xbQtYrrByeQ0RrtCFKJkRTagrLmkJ7rx5hw7DxsRFayHJmpsgHdGtqnV1az2Yby6laUVjSjtKKF/Vtc2sw8hmOGx2LhzHSMHxkvyNSciqoGpCR5n28+2KCukb3t6uIiIS4YO/ZWsAXJQPcKcAYWWp0ZwUFyJERL8fO6VMRodJiSUoFwtZG1ofQEOuXTI5oxJKwZR2ojsexoBkbE1iIlrKVf08GEYqT0lX6QYdLX77Gy1orkOD/oWkcGhIDnsXitH10YSFw/OIGK1uBAsErE2tv/fDiz5/qRJMOQBCkbrrhsow4jMhRIiZcOyN9Dr6+uNNhq3ZYSbNh2HGUVLYgMV7G2j8kJIZg5KRVXXhDKckyF/uHlZCVh7Ya9SE2J9fehCJrocAlqGqw+yc+mBch/Pt/jXPgNsnk1nMCGOgeSZ5e6G83PKsLu8jjIJM4aFurs4g3U+XZ4bD2LrhyoisaRmkhMTK5EhNrYp7UHQjBSBop+ZA+RY+0OA1LjB2I1tu/g+sHhgM2myUqQIlxlPF0/VJTdU+jd4M4MBbJS5awm7EixGRNHKBEROrAaC/XKWKGpvpQ/TG0ELz17BJvRQD3qA5GKqnpuqHQDTQ8uq7Ey690XfPrdASyclc6FhhNwHC2ox1kLsiGRiFBiHo6pqfuhUVhQp1O1yUH2BiqqHJdYDZ1Zhu2l8ZBLbZiQWMXC/b5ECEZKf+uHz4vtO4isDIkXSMZAe+PUV5GWjvbjRWqYz/Xj5yosWjCD6wcn4DhaasFZk1WsE1hJYximppZDkzENdY022O3dT6fvCBq2Om6YEjqDHdsPGln0csIwJRQDpElEj66udrsDX/9yGCs3FuKB26YhJyMKgU5YqAZFxZX+PgxBU99kQ2yEFNIeTiBuP3X68LE6vPbEGT45Ng6nv6Dp5kaTHaknhhBqDXZERRtQ3qxhA756S5DcgjkZx1HZEoRVx4YgPaIJOdH1PU8NK1sH0YhHIRT6Qj/aGyHd1aTQ431ZcxgaLEFRuQWCxBODoh9Sx3yuH0cK8frLjwDmHT45Pg6nP6hrtrHi+NQYZ+RDa5YhKsiA8hor9ueZAGNjr2YjBanEmJOrRmWdFau26ZGeKEPOEJngo9M+N1Yqa1pZf/sWrQnPPDAPURFqDARCgtXQantm0Q4WmlrsCA/tfQM5m82Oj7/Zj3MW5rDe+QUljYiKUCE0uOcFsxxOf7F5Zykm5o6H3eFsp2i1OrCmIAUysR0LMouwpjAVZqsYcmkPQywniA/RIVJdhB8OZSM1vAkqWQ8iLAIqihaqfnhr6HRESJAYWn3vvu+AxBMj58Q56Gv9OPfseVAqFSjI5/rBCRw2HzZhYu442FEEMRyw2sQn9KMEC1LKvdOPss5/f/FRUkROluCHtVqkJkihUgwiY2XlhkL8uuoAlszLxDmLcvp0IFN/py4YTRbI5YGZwtZfNGntSPVBqsMPK/LYIKPFczLwrw+2Y+P2Utx9/SRMy032yXFyOH2FwWjBqk3lmD87xtmKlWY1jVFBVleJYIXTs54T1YBDNVEYm1DTq9ciY2hdUQpmpJV6Z6gIzEDpS/3wVBf6Wj9MZgcUPmg64jfonOnj6Iqv9eOMyWK88fqrXD84AYPBZMeqfWLMn2qC9MQwSEoBo3qVXutHWdsIC0Ww1+3UY8Y4FVSKwB8U6dWV43h5M555cC7iY4Ix0KipbUR0VJi/D0OwtOrtqG+0IXd47/KDf99eil9W5+Pp++eyGTdpKeGIjw3GlPFJPjtWDqev+HbZUWSkJWF0jubkbayQMXTaSbFQyy2o1fU+YnC0NpJ1BosL1gWsgSJk/fClAUNF4zSYjSNw/RBwpzTOwOfbzUZkDInD6KTWk7e1b6TiM/0oNiMlTtZ/7dT7GK/exXWXjkVESAB7j7qgqUmLIalx/j4MwUFFkUeLzCwfe8Z4dY/zHq02O7755TBWrC/Ew3dMR1yMc7G3dH6Wj4+Yw+kbVqwvwNbd1ZgyJRcx4Z17qqhAngSntzQZlKyVsS8MlP5o3+uxfrTzAPaG9ilbHb1Hb953T+tYmlrtSE1oF5n34fsMVCg6eHTXARQ1hGHGkFKIys2ePbHdZ8b1gxPorNhpwNajIkyZFI+YoGN9px9lzg6QdE0akTlwmk94ZawEeoFOV6iUCuj0RkRFOotmOU427TYiMkyMxdODWIu8nlBTp8Pr72+FVCLGsw/NQ0xkkM+Pk8PpK0xmK7755QjWby3Bo3fPREOrAserbMgZIulUbKgzWG/RW6RQyzrYT4AufvtDP7wxNvL1p5ohZKl7l7KnVIigN9iBsACOrnR1XvUwIrGpOAmRQQYszino8cBTrh+cQMZkceCbjXqs32/Co5eHoMHagOPNociJbug7/ShbB31jKtSKVAwUBkZ8yAdERASjqroRqcmetS8eDNPry6otsNkdGJbec+u8qdmIx19ei3nT03DhkmE9Nng4nN5SeLwRapUMcdGnUrg6gwbNFZY0YtveCmzcdhwpiaF48r45bKGUEOfAik16xEVJEKqRnJb3T2IT60nqVhdoTTK2H6nEEdAGShuqdwLNWggZVxTG2+t7RIgE1fVWpPA5Kycpaw6GzSHGsJj6HjzZaRw1BU/m+sERBIWVVqiVIsR5kO7J9KPSim15Zmw8YEJKjARPXh2KmDAJEhy1WJGXjrhgLUKVp0cafaofUlGvZnEJCW6snKCyqgEJ8ZH+PgzBsPeoCS06G6aNVfVqP7+uOYaxI+Jw8VnDfXZsHE5XNDYbUFbZivBQJTNMbHY7PvlmP0shIWiux/23ToNCIWnj7SeBoeGEv6zKh1IpQ3WtFpPHJeLOaydiaGbUyceKRSJWtLhhlwFnTFOftoAyWGVQyaw9Onaa0XKgOhqVLRrMnBIHhCTCVwghFewkfhZH96iKL6A2oQnRA1hOXd+XhxGWvRUxaDHJMS21rFcvy/WD0980au0oq7UiXCNGXIQENjvwySodVuxy1paMSJXh/otDoJDhdP04YMIv2wxQykWobrRj8lA57jwnGEOTT02VJ7mglMgNRck4I7uQDQXuM/0YQPVbAXF17Q+BpQL7saMz+vx1AgFqxUpewkXTeh9uN5gsiAjrncHD4XiC0WTFTyvz8POqfISHqljnruZWE2RSMUYOjWHGS1OLEQfzanHtn79nz7ni/JGYPyOdtc/+75d7WVvU8aPiWUvth+6Yzv7tCI1ajMwUGfbmmTBuaNuWqRabGPIT04i9geaq7K4fyiYRL8oN/L74g4naBhvG5gyc/PDeYLWJUK0NwqLsol7vi+sHp78wmh34aasBP28zMEPFYHKgWWeHTAqMHCJntzXp7DhYYsG1LzmjhVfMU2P+WCUKKq347286ZtiMz5KDZts+dKmaGS0dQWlemVGN2FsZywYB+0w/KuKQFdXAfnuikBTPnhgAUZWAMVb6g6AgFbQ6I5u3MtgxmB1sMeYLpk5Ixj/f34bzFw+FVCo+OVSPPNiJscHIHZPAQ/ucXrNjbwVeemvzyb/f+NscBKnl0BsszIih9K8b7/+RGTE024O8YBVVrThSUI/PfjiI4CAFrrxgFOsq5DpPuyMzWYbV2/RobrWxoYAugmQWtBgVp3V56YotDZOYV2z+5IEzcbhHXr1+Es7e1qi0J0gthtbgQEiQKOAWAb6OsBisUmjkHhbSdwPXD05/sCPPhJe+OtWh6407QhGkFENvsjMjRq0Q48ZX60/ph6kZFfU2HCm14rO1DQhWiXDl/CBMGaY42dK+OzIjG7H62BA0GxQIVZl6px/HE2C3izA/sxgKqU0w7co9CkSYSwHQ1jXcWDlBRlo8jhWUY/xY3l2Exh+YLSdy5XvJ0IxIxEQF4YMv9+D6S8cxYaHQ/p6DVait12P+jDRcc/EYn7zWYIUW3vWNBshkYoRoFIPKI59fVI83P9yBimpnLURSfDBuuXICM1QIMlJoI95+/iy20Nm8swyrNxXhL/fMQlpyGDNo5HIJK+D1Bvqcc4crsfWAEQumqFl6GAlATMMe1nqyW7E5sfDTGewwVRkxO3eAO0piJwCursWdiaSP86f7oxMYkZ4kQ8FxM8YN44MJaTiq2dbLRgMnzoGhDodv9cPLdLZBox8tFEEQIUQtGlz6UW7Bmz9qUdHgXOAnRUlwy1INM1QIMlLUJwKmb/8xAnUtdmw+pMfqvTb85Q+hSIuTQm+0Qy4TeWykuKCPOTepEltLE7Agq+hkA4qYYJ1n+nECqk0xWaSYnXEcgVKL0pNsKW6snCAiPAT5x8r9fRiCQKlwhkBtNgckXv4A20MXvj/fPAXPvbERf31pDTJTI5jQVNfpIJeJkZrIu695C7Xx/PCrvcgrbGBpSqXlzazFNN1OKROTxiYiNjqIFYOnp4RDE+RcuA9Ekf3o6/2YPjGFvfdROTEYlnWqtqQ9ZLRQoTxtl54zos3tPYUiKrRQ3bbfiCmjnekqsRo9dpbFddztpQPxqKztv3oHwdStuH8OA2DhGBEiRn7JIJxg3wFKmQ0GixQ2uwiSE4PvegrXD99jtTnw4Uod8sosLE2ptNbGWkzT7RHhQW31Q3oIGlXgDxTsVD9W6TB9pIK991FD5BiWcqq2pD1qpRgptMVIcemcoDa39xSKqKRHNGJbaQKmpFR0rx8dQPUpCaGnokIe0VlbdX+0Wxd7Vm7AjZUTyGRSGIy+CV0PBNISZSgstyArpfcLXfL2P3X/XDbQq6HJgJp6HWZMTMa2PRVYvq4Ak8cnQkVJnpxuoSjA/320AzqDhaUtUYoTLb6jWWoTcORYHXYfqMKhvDqsrilCaUULkhNCcOd1k5AQK4xhfL6gvKoFW3aVs0jJ2QuyWWTEX2Qmy1HfZEBJpQWp8TJY7aK2OcfdXPgraq0YP5g98n0gjD0xyHraCYyQyUQsXWTQ0M13lmYxoxCxyEqSd7wA8sJA5frhOygK8H+rldAZxLhyvomdsyljpneuH+VNSI6W4s5zNUiIHDjLxfI6K7YcNqOu2Y6zJ6tYZMRf0bnMqCbUH1ejpDEEqeEtp+tHN1S0ajA+ocrzF+wqqi1gBs7Z10toGm6wRoXyijokJkRhsEPe4nU79D4xVghKsZk9xdnzO0glw+87SvGH80Zi084y7DlYjakT+AT7zqCi8E+/O8BSnij1gQrAH7htGhTytj9fcggNz45mmwsyZigKs2JdAa69ZCwGAhu2HscHX+zB2JFxuOPaiX41VFxMGK7Eik06xNO04LhJgN4MJHWfUkrpljqD72rEOP5BIhax77C8xorEGC6rA0o/OjLMBL6wc6dJa8ena3XIr5a11Y+a350PODG35qR+qA+deKYURnMkPlypxYqdRly7qPuW74HAhgNGfLBCh7EZctxxjsY7Q6WPmJBUydoZxwd719rdbBNDZ+pmLktPoiXu57ePnUk9jewL/qranykLkycOw+q1u2G12pCa4tm8lYEK/YDp4mWxOlguqy9ZNDuDbYRILML7n+1m3v+k+BCfvs5AYPuecrz76W5W+H37NRNZdMSbtCVKExs3Ig7frTiKgcDBozUsf/0vf5yJtJRwCAXKVx5n+A47lqdjrHI3LBHXefS8HQeNGNPPXaQEkwo2wJg8UonV2/UspYQibH1C+0WyQHPS2+hHR8fYnXe6iwXWafrx+QGkZM9BYnDnU8E7ff0BzvajJrz7q5YVfp/Uj/pNgMtQ6cbwojSxcRlyfLfZgIHAwWIzM1T+cs9cp370xOjsA0NVKnZgXEIVdpTFY2xCNSx2zxxwO0rjMSahpufHKuC6loAzVvoTqVSC+XPHY/XaXdBoVIiMGNyLZ0oF+32PAZNHKaFS9I3nd9GsdPzn8z247+nfMGtKKpbOy0JqEs9DtlhseP/zPdh7qJpFD0YP67nxnJwQiupaHZ7/9++Ij9GwaIvBaGWvkZwYijNmZSA0RAGtzswK1Q8crUFBcQNLC8hKj8A5C3M87pDVl1RUt+K1d7fi9qtzhWOorH7p5H/jpUC+ORut9mCPGlRQrQrlig/o+RyDCBrANn+ymnWIozz/SF9Osw8gT74/9OPeB5/vX/0QQCelriAj8f3lWuwttOCOc4MxOo0iXPsBb+dzJs1GslyL6l9W4PkvmhEfIWGpY1TTarEBydESnDFBhdAgEeuGR4XqB4otKKiwOPUjUYZzpqq8Lj7vCyrqrXjt21bcfrZGOPrhRnyIDvl1EWg1yWG2SjxqVWyHCAkh2r5J/+qv9Fy7ZwMwuUq2w263QyqTorGpddAbKxnJcgQHibF+pwHx0VKMzvK9B5iK2f797BIcK27AoSIRnvnnRqiUEowdHofzzxyKsBDloKxLefntzSy15IVHF/S6QD4uRoN/Pr0YazYVMyMlMlwNlVLKUisO5dfirsd+hUwqgdliQ2xUEHIyIlnLUOq8s3JjIWvxSzUv7dHpzdDpLexx5EWlf6kpA91mNFnYQtxFZJiKdfXpKeWVLfjbPzawKdYTRidACMZJR+Qqt2O1dg6O11Zh7sT0DtuqUmFni86OXUeMWDil97OMOE56Gy3qTTcwF9R+miLRTa023xorneGPgliB6ceb/3wcxwqO4+DBI1w/SD9Mdrz8VSuoueELN4b1ukCe6cft4Viz18SMlMgQEVRy6n4FHCqx4K5/N0AmEcFsdSA2TIKcZCmmDlew7ogrdxtYi987zz29XlJntENndLAuWG30w+SA0eRoqx8hYjb9vTc1Kn/7XwsunKHGBDoPBWpo5iZXYnV+Mo5XNGNuJn02HekH2MDVXeVxWOiDWUZ+hxfYA3X1zTh4uBh2u4MtEKiIngyQ6KhQRIQHQyI5/eRf//s+DM1O6bJuxReiFijEREixaKoEm/cZ+ywf29XBqlGvwxt/W8yKwldtLMS9T67A0gVZWDIv67ThfFarHQfzalhHrCC1DNNykweEMNH7oghIdGQQbr1ygs8iGlSASp9je8gbefVFY5iBRN9D+8X1uJFxeOCZldi0o5R9xq4IBw1fpLxxhUzKOpG5fmP0fMoppwnw7vuiafDUCGD6xGRIxGLkFzVgZE40S/+jqE9VrZZ1+KFnJMaHsC4/2RmRzGCjQvr3PtvNplifcSL9Q0gGijtqsQHNdaXYftiOs+ZGIVijQVOrnS1em1vtMFERtsg5VJK6hwkhXzrQ6auUtromGw4VmJgBQusmMkIiQsWIDpcgIkTSYafEDbsMyBki9911UqCLKp/phw+MrHDJAUzMBhrqQvtXPwTYBplSEJ//vAXRYRLculTT+4jGifdGkbElk04fzjlrlBJXLwyC3uhARLD4dP3IkOGBd5uw6aAJ00Y4jVUyXn7aqsfvB01QyETMKGG/MQcZLECQUsTSz9x3Vd1kR0q0BNNHKJgm5FdYMDJVxor/qxttqGq0sYnxtLZPjJIgNUaK7CQpM9iokP695VpcPFONM3KFPWBULbOiuaEK2/fX4awxSgQHBaHJqECTUcnmsZgo4kL6ITdjSmo55BJ74DtDBntkhRZO23cexcxpo5iRQrmtZpMF9Q0tKDlejd17j7Fp1ZogJTNgImgLD2apMQnxkf4+fEHhmiexZru+z4tH5TIJMlLDkZE6AWfOzcT/vj2AP65dxlrSkpjQ/AzqALVjXwWLEIzIiUZpRTM+/+EgWwxTPUdwkBw5GVEYnhWFhLjggOobT/UYNHH9tqsmsKYP/YH7LJKO7rvonMn48tcDrBNPXlED9h+uxrzpaXjlsUXsO/AEk9mK7XsrsG23sz14WnI4fll9DFqdCbHRGhbRiYsOYqJVdLwRKzcUorHZyCJA9Dncc+NkjMyJQV9eL374LQ9ZQyKcDQq8MFDa7gfYcKgZMnkEdh22Iz7GjLBgCUv1GpYuhlLu/3Q6gtetdO10ovNhxwEjZoxXMSOFLiGU2lffZENJhRV7jpjYtOoglQiRoRJEhDkNGEq/SYiW9G+diQCjKu5w/eg/qB6DztfbztKwRX1/4D6L5LT7lGJctCAdX/7egAatHnllVuwvtmDeGAVeuSUckSGeRUtMFge255mw7YizYyvNN/lluxFag51Fc2LDJYiLEDv1o8qKlbuMaNTaoVJQ+2zgnvOD2RT6PtWPLQZkJcgwPFXWq/1s2FkGmSwYuyrTER9mRpjKhITgVgyLqYPS04GPvqAPjPAOdWewRFbq6ppRUlrNDA6lUg6t1oCGxlaWxkVGB9WeuJDLpOxvV/E8nRg6vZEZMJVV9SwKQ8ZLIF2c+gvyANOmN9ih7qe+61Rr8eAd01Fc2oRjJQ1oaTWxFCOqu3j6/rltWvFq9WYcK2pg9Ri0yKW6iy9+Ooi4aA2r+aB/A6GYnjrbPPvQvH4zVDzx1OlMclyyJJ3NN6CFwM1XjIfmxNBFT6HOZTMmprDNBaVpdEVtvY593xR96evPo/rH1/HpsmSEKGx4fkE5wnvogCtvlTGDJVpSg4xEM0YNFV5utNBxFzNfRbHd9+O+/7pGG2s5TSlb5M3V6u1obLGjocWGhBhpmy5tdP2jv1MTZCf1Q29woL7ZxuqPDhWYmfEiKl/feyNCQN56weiHl17eftMPgURYqJh+T4EZz14f1m+GSndQG16dIxKXTK3GnkIbMhKkuHmJxuvUNIrAzBihZJuL86d37SirbbaxNDOqq+nrz4MiP5+u0bOhms/fGI5wTc/O8fI6G4viRmv0yAjOxygfddPrNQIoxBe0seKJ52/7rqOYMC4L9fUtaGrWQhOkQkZ6AsJCgzpM82qzf5GIPZ621OTB3f3LE5JipKiss7Jc5L6A8lVpAdDeWBySHMa2rqDF89gRcSf/Jq8aRc5+WJGHR59bjam5SUy8SHRIrKIi1B3WE/iTL386xGan0FwBobD3qAkjMxRITUjq9/bSlAoX3ZdBTrfoid4iR5jSitwEPb48FI6bJ9T1aJeU0qCQOqCWOVh9EKf3GuCtweJ6fGf64b6/HYeMGD9MwSImza0OBKnFSE+WYbxG0e1AXLpOBalpEyPFvftXGfpn8SrwiEp7uH70LV+u1+PKSyYiJDvJ74aTi70VsRgZV4vUcAWrY+lPokMliO6nXj2UBhcWJEJutgJfrtfh5iXBPdcPmQhquQiGATq3ydHDqL6gjRVPoOtSVGQYYqK5B7OviQqXYPsBIxNmX7czJqgIs7TK2lb4ewF548l7P3FsArbuLkd+YT2b0UH1EeRBy0qLwN3XT0J4qP/zWKvrtKhvNGDiGD8Wj3dAdYONLeYGDJ2kd+XVKzEqxoCLhjfhT8uScHZ2E+KDvTc2lFIHDBYxlFI7O8eETL+nglXvBJq1/bbI9sTIEZ24rlFthc/ojaddIItMQetHJxGWDvWjFyl4AaUfjTbUt9qFpx/aIIxP9GJgYYCSV2bBqDQ5Lpqpxp/easTZU2ysc5q3UHSXmhjQv4NqyOxgMFZchb1O2eH0JeEhEozMUuC3zTrMGKdCiMZ33W6MJipCtrPiVV9D81vaz3ChNr1f/XwI/3h/Gx67Z5bfU/9q6nSIi9UIJv3LBeX8UlG4UhGgvy8Pa08iVFb8Uh+CJqMEZ2U34+XNsXhwejWig7wzONQyOwzWE8bKvmXA5Ft6eOAcT+lNqhh5MvtMPjqb2N7blIoAi6i44PrRd9Q02RAXIYGkcgOEhEpmYUXhSlk/1lr4mrztbf/OnnjaQ6i5wC/bLWjS2XHWJBVe/qoFD14awqI73qBWOCMqg8pYsQ+CAnu93gilQi64Bd5AhgqFQ4LU2Ehdb9LkrJd+b7DZHTh4zIyKGivGDlUgjiaA9wPUDvjKC0bjz0+twMG82j4t3vYEalFosfRxZ48eQAWxx6usyE4VSO6sJ/SgOH5igh61OimeXheHJVktmBCvx/O/x+L+adWI1XhusJCRQnna1MTNaOXXpZ7QXRqXr6D6CYWcCnD9sNAcwBGUPtGPjj6vsnWw2UU4aJzcsX508hxfGIDC0w/nbBWhkRjSiuNNociObkBAGyhd3Z89ERNz5KhttuPpT5qxZKIKE7LkrCvb/ReHsOJ/TyEjxWqjIcNoa6zkbe/QSOo3+tJBMhgK7GkeitFkRnFJFYaknso35fQtVGS6cJqaTd8ur7Zi8mhlj8L61Mpy71Eja/V5xnR1v3unqC0w5TJTdxh/k5EagfKqFtZC2JsJ9X1NepIMKzbpkJncthWxoOhh5y536NRbmt2CKUk6PPBbIh6bXcWmCj+yKgGXj2rEgvRWr/YXqrShXt8PczYGcFewvm4RT0McKWpYXGHBkBNF831Gb1LDAjSS0uf60azB3spY5OSI/KMfVRswJNKCuoLd1G8X/iQjQcaKs2nGCnXnEgrpkU1YkZeOzKiGNq2IA5oODBlR/g4sDQem3DietWp+7IpQZnA88p8mXD5HjQXjVR0bHe2MHhehQWLUt9i7N5oCkNP0ZqBHVqiY3m6zY9rkEdiwaT83VvoZ8kZOHqViBgd5yeZO8qyFLUFpe1v3G9n/F0wJ8uusiaS4YDbzY87UIfAnSqWUGSzUUnPW5FQIBerTTzngJZXWXkfRhGScdEak2sYMkzXFGlw7toEV3L+8OYalCy3K6N5gaTBIoZHbkBFuwi/5g3uo7GnETgB6Vnfqc5pbbaz18NQxSmzcbeh7Y4XjnX50YdRR2t7W0gQ2/GZBVhHkogLA2RG93+dJJEVJkF9mxZzR8CvkkadOWzvyzGz2iVAgh0+KZT9KDuqQNjIaAxI3g4JaMS8Yr8SavUZcu0jDCu5f/rrFqR8T3GqbOjFCGlrt0KhEyIin1swGIK2T18ruZZTFDx3sOnWKBXpkpbM3VlXdgP0HCqFUKtjgOZqLkjs+p9+Pj3MqTejAMRMbDNjRtNX20KyC1dv0bOFLERV/M3tqKh56dhUuO2cEgv3cheuchdn44Mu9GDM8FqHBwhGcuEgpa+/qF2OlDw2TzhgaZcRnB8LZoigt3MxSwZ5cF4+xcQbEdFPD0miQsPoXEmm7Q+Q8/nn39duxc7qmqs6K/cdMUMnFLAXMYnOwGSCCYoBFUnyqH1YxVhcMQVpEE3L8lVrktsCbPVqJh95vwmVz1Ah2a3PtD86ZomJzVsaky5lnXijESapRYkk5te721YLbl/gwgjE0WYbP1uiYU5bmwVAq2JMfNWNshhwxXb1W3nY0qsay+heK+tLMmE6PMa8Xn6Gn1xeBXYcEa6wQBqMJVVUNLIrS2mqAVmdg81SmTx0JtVpgAjOICQsWs+ncVEDZHYcLzcxIEYqXPjZKg3Ej4/Hd8qO46kL/usdyxySwWSYff72f9fYXCkazM7d/IBomHTEixsjSwiiicmtuHVLDLJgzRIuf8kJx/bj6Lp9bb5AiQmVDi0nCZrZw/IfBZEdVnQ1NrTa06uzQGRxsAv30sSo2rM4vdLYAGKQ1LKfpRzefw+GaKORE1yMtorl3L+qjhRjVI4zLkOO7zQZcNT/Ir15s8uLvKbDg41U63HGOQEKYedthdCRCITYBeQchSDozHjpL1+qGEakyp3583Ypbl2qQGiPFnDEK/LTVgOvbR0raQR3dyFhp0dkR4q3xm9cDA4bOzT4YWusKNvgylVeQxgoVXW9Yt5sNx0mMj0JCfBQ0WSoECcBA6es86kCE2n7WNNi6NFZKqyzIK7GwPM7R2f6PqLjzh/NG4tHnVyMtJazN0EJ/cO4ZObjvb7/hNnuuYGpEahttLLoyEA2TjpBLHHhyTiXe2RWFlzfF4K+zqzB3SCseXxuPBektSAm1dPpcldQOvUWMKq0MdXopvj8SimP5m1FR3YqcjEhWlCukmiSh1630VD/W7zScLOgm732QSsw2QSMwT6ag9KMpGHl1EZCK7RgdXwO/0s74+MM8NR59vwlpcZI2Qwv9wbnTVLjv7Ubc5tB4FKnyGV0s5mtt0YiTdtC+WIgRlt6Stx20unlyqgjv5OewrmB/vSIUc8co8fiHzVgwbhxSYqSdfl6q2nzoTUmoarChrsXm1A9zHCrqbcgJacSVoxvYDC/31xMSnelIl/riYc2K4K7eFDr7nXKIh8Rj3uxxyMlORmxMuCAMFU7HULvImobO02MaW2wsojJzvAqzc/u/ELI7aMDXA7dNw3+/3Iv3Pt2NgpJG1hLbH4QEK1hXMKtVGJ3BKD2DpnPHRkl6b5y4bwKHBjvellsLi12EN7dHsWjJH0Y14om18fjuSCgMlo7P4ZRQM443y1HRKkNRkwK1einGjYzDzVeMZ9/rw8+tYhO1OX2rH2kJMsydqGZRXFoMC95QGcR0qx8GBYuozEwrxez0Uua17taY6G7zIVEhEjxwSQj+u0KH95ZpUVBpYddNf0DeeIsVsPbViCdaHHuxQKZU2EprAmIl1RAc3rwXLw0qph9na2CxAW/+pGXRkj/MC8ITHzXju016p37QPtvtl+lHjQ0VDTYUVdlQK0vAuEw5bl5C+xLh4ZWJKA4d1/XxePO++jjaR0aKrxxhUqF5xDbvNTJxSeMF8wFDkErEUiw6g7q+TB+n8mshfXdkDInAcw/Px0+r8vHK25thtdmRmhgKpUIKuUwCi9UOk9nKvOLUcz+ZtoRQxEQF+TQCsv9wDXtduVwYnaTKqqxIipV556ULAGPEE6gj+kMzqvHBnkjc/1siq115em4lPtoXgR+PhuK8oU04K7ulzeIpXGVjLYsvGdGIs3OakBlhBkxfAxn3ITs9Eqt/L8bTr63H7ddOxIRR8f58ewMOd/0YIpA0U48ZpFEVj/SjLB7Th5RCLhGGA6ezblzP3RDGUn1e+boVVpuDpf9Q4btc+hOrjTJZHGyORlKUFMnREiRHSxETJvatfhSZkRorEYzWllmTkSQthVjUhfHmSVveAIzCUBOJhy4NYXVE97/TxGpXnr4mFB+t0uHHLWk4r1WPsyar2ox4YvphduCSWWqcPUWFTGr8ceLakJ20Fqv3mFh75NvPDsYETw6is8+2KyOlt3OgvMVfBfbkUaDCIOoi5J47TJNracJsRIiEXZwoB5487NQbXG+0o67RhqPFZgxLVwimnoHjGfQ9UutJKp7v6CJJQQoaLih0IsPVuOaiMbj6wtEorWhBZY1zUjEZKWSwKORS6PRmdt+BIwUorWiG2WrD0IwojMiOZltaSniPxYe8wj+vzsfcaf7tTOYOTdNVq0QD3jDpDI3cjjsn1WJtsQZ/Wx+HG8bXs2GRZS0yvL41BgWNCtY1LEzprE8paZKzAvuEYMtpHmD6ncyfkYa46CC88vYWPHLXDGYkCwGhpIJx/Rjk+tGJd14l66tQge+gTlDXLNTg6gUOlNbaUNngXHiaTuiiQiqCzmhn9x0otqC01gqz1cEKsqnOgTYqyO6VfmwzsJSjPsdDz73BroJa7P/RAL2iF6lWGpUYd54bjLV7jfjb/5pxwxkaPHhJCMpqbXj9u1YUVFhx7aIJCNOI2esw/QgWIyFS4sxAcTMaRKQf45SICxfjlW9a8chlY5Gh3ePZcbsbe55EU3rYHa8vdcRnxorV6mBdVirrbJCRU1gEFoon4SipsCLixCTPwjILExf6AVNRCl2kVEoRQjViLJwa1KN+6xxhhPJpwZBA+ZjtiAqToK7JxjyegQBdFFISQ9nWnTjUNxpwKL8Wh/JqsWJ9Ieslf86iHAzPjkZ8jMarlLdVG4vQqjVhjoCMFfr9rtyiQ0aSDKI1L2OwQgX2sUFWvLkjCquLgrEkq5nVtXyyPwL3LEvC5EQdZqVqsb1CjXFx+i5TVUbkxOC6y8bihf/bhJv+MJ5FWISWGtnfcP0Y3ESLi1GXb0BCB92+o9QG1OnUiNEIcNHbQYEy048YqbM2oTv9aLXjUImFbSt2GZ36MUWF4akyxEecWLB6yKrdRrTqHZjTV8ZKDxbtafJCrNQtRIasoOv0ve4iJ76KqHjzHnpbD+IW1aDvhJoxvPlTK1bvNWLJJBWevDoUn6zW4Z7/a8TkoXLMClNiuz4N4zKc59BpJDkNhxFJwHW65XjhyxbcNEbNBhh79NkGOD1ePdIPraLWhiNFZhbyJG/Y8HQ5xuYo2AdNXpKCUjNWbtFDLhexegV3b1lPCtmF4PnjdExMhASVddYOjZXEWCnKqq0BY6x4Cp3nVO9Cc1Foo9/Ezn2VWLelBJ//cBAJccG47epcxEVrut1XTZ0On353AI/+cSaL4vidEwJMns5kZTSK95tPa/k+2BgWbcRLi8rxW0EwPtkXgaQQC/40tQYXDW/EioIQli6ms4hx79Tu87OpkQN9zx9+uRcrNxTi3punQiaE772f6Gv94AQWZIhUtmqQEKI97b7E0FaUNQf33ljpyKPcm3SXXqbKMP0IkWDWKNqUTv3IN2PdPhM+X6dn3vXbzg5GnAcT0GuabPh0rR6PXh4KuYAMdrnIgmRpKYotQ5AmL+7+CQGY7uURedsxDMBLN+fit51GfLJKh6RoCf5099m4qMmAFT+twQeHk6AzmnHvRd13cpsxQsm+5w9XxWNltQT3js5zOnk8OA6vPl/330z7rna+ShXrq6GQ5AGjmQvU2YkWqNPGKqHqYGIqhT0pJE+br+AGjHCJCpcwz2hHxIRLsPdox/cNJEh8qP0wbTabnbVDfvS51bjs3JFYMDOtUy9ZS6sJr727BWfMyUB6Sni/H3d3YeH0yEZsL00Y9MaKq1MYTbqnwZG3/JSCOr0EUWobLhvZyLZO6WDeyqSxiRg3Ig4vvbUZb3+yC7dcOQFS6cAuBPenfnCES1SQHvurOh4aGKPRYW8Fm1DhGQHaBprpR7aCbVR/9d0mAx79j3OGy4Jxys71Q2fHa9+04owJSqTHC88hmC4vwHbDJM+MlYFGu6iGvNA56X7B9bm45fUG1DXomcPzsjlBbPPGAJiUo2Bts1/6qgVv5w/FLUs1kBbsQJ/h59+VV2f2rsNGWK02pMRJsWCKWhAh985aCXMjpn8hr6fN5vSYtr+oCqUFb38ikYhx4ZJhGD8yDv/673Y2mf7aS8YgPia4beeiHaX46Ot9mDYhGRctHd63B9XDi02Q3AqLXQyTXQ6F2OzzwwpEqNvLqBgD9lWrMC/tdG+wp1A05a7rJ+Hltzbjob+vxM1XTGCF+AOxbkWI+sERBjRE1WYXs0Gs7dfkTD6Eeqr00QKOirMvnKHG+Ew5/vVDK5tMTxPRKTWsjX4cMuGjlTpMi2/CRXENQB76LzLR/jU6STcKEuthgcx7/RioURbSD5kIo4bIsO9wNeZNT+tZlCJpNqg6765z1+Dlr1vw0HtNuHmUAtmRTsew5bCR/Ssb1i4t0FefZyeF+H2lI14ZK9mpMiTHBkYLYR6F6X9CNM5hRqGatvFInd7OOisNRqjg/tmH5uPrnw/jkedWIy05HCOHRsNmc7ALVavOjLuum4SROV54Dv0gohkRTSioyMBwxWGf7jeQGR1rYIMiKWc4VNnzTkUatRyP3TOLpQ8+/6/fmfEydsTA64YYSPrB6SfcrlMhShNawmc49cPtdp1ZBklX3aQGMFRw/+z1Yfh6gx6P/KcJabFSjBwiY5GXfUUWtBrsuOvcYIw0F/b9wXi6yHU9zs14oZqVAosX+jFA6iy6YnS6DD8t24sJo+MRGuzldTFpdpsi/seuCMW6siF4/isx7ppQirFxzjlTXRot/bD+9uWa2ytjRaMO7JxqHoXpW2IjJKipt7UxVsj7s2mvARNHDt5FCtUmXH7eSJx/5lBs2VXG5mxQ9OnMuZksZaxXNSr9FJpNDW/G8pI0DJMf7n7OwSCBUsHKW2V44fc43DetmrWd7Cl0PsyZOgShwQq8+eEOjB8VjxsuGzeg0sICXT84fUusRteBfgCbShIxMamyfw6is3x8X+fpewHVJlw+NwjnT1djy2ETiqut7Bp85kQVcrPlzhoVV0TFn3RhzKTKirFct9g7/eiLiArts48MIa+MgrztWDAuF+V1Nrzw2nLcd3EIwofO7dkLJ81mgcc5yXDqxwdWjM+S44acIyD5cB2X+2sLKmLlr9bFgQiPwviGmEgpq03JSj1128ECM2s5GhbMFyo0s4UWpJgaeDmjErEDidIyzwslBwEkulePacB7uyLxp+VJuHtyDcbHn/JoeVK30p5xI+Px0l8X4rX3tuKND7bj7usn9WsapVBaGHMGCW6L/5gI++n6UR2F+GAtwlQDv+axO2hmS6edvjqIZvgdt2OSiOwDTj9OMwK8RJS/A1enAu9Zh+FP/9eIu2+oZE6q3jCO9OPmcLz2bSve2BaNuyfXdm1A9bHh4r627q2uDBy3XR98yB1tnM7RqETQ6k+lw1TXW9k2IqOj7vmcLo2SjjY/M3yECgWWTH8fhqAgO+KmCfX405QavLUjGvpOJtt7Q7BGgftvmcaKL9/9dBeLTnI4g04/WtWobtVgRGwdBIPArskdIhSPeTuGKw6d0g+BHqNf9GOJBn+6IBhv/Xcz9MfW9HqfwWox7v/jEtRJU/BuwVBIz+nESOitYduDGSy9WUPzyArHx8O9wLr9FJZaIBYDM8apB/0MCcGKmpfIJHbYHDxC1hFj4gzIjDCyGSw01b63KJVSPHTHdDz16jp8+PU+LJ2XhchwFf8tcQYGHaRVtdGPY6ls6vmMtNK+TTvt72ndfY3QjAA3zz0Vg9uORnR9jH1x/EJLe2pP3naMyZ6IzEQZm8FyVm/9gUmzQXEUph8v/IIPV+qwdNJ4RIaIWTSns2Pw22fUV62LOZzOqG+2wWR2oKLGgsmjlFCrBmDgboAYHj1FLLLB5hCzsD6nLYszW/DurigsyWpxdjDqJZogOR65ayZefXcL7n16BZbMzcKl54xAX8NTwTh+14+UcqjlfpxaP8iv817joZdezLq+iVhasU/rRzxdbPswTY5SqzpKBXO/zZui9sW5Sry7TIslk9ZCnDzHN/rx58VO/Xi7HksmqnBpAvxKh7rCa1Y4/Ynd4cCqLXosnRWEoEAxUrggeU2ouAXN9lBESLqYKTJIGRljZCK8t0qFcZ3VrnhQt+JOWKgST947B7v2V+CND3Zg1pSUNu2vOZyApF0043T9mN5/12iuA57T08X+ieeFquLRbFQgQm30bP+dGR/eHIfLKBJSPU978rZjpAOQiDKxt8CCccm+2W2YSz/WrMAbP2gxa/R4xNft6vI4PIqu+DIa6WFkJUBWlRyhIxaJkJMmR3mNH71hnD4nTNyEZluYvw9DkFC6ygXDmlhh484Klc/2SwNGX3hzM8aNjMPjL63D+5/thlbH590MJMjj2NE2WOD60Qf4coHuo32FKU3MWPF6f67Hd/c8oRsl3enHDBXe+KEVO/dX+lY/vmzFuAwZHv+wCe/vjoTWLKClv4eRFQEdMSfQGZUpR2GZBa06niI0UAmVNKHJzo2VzpiRosM9U2rw7+3RyK9X+GzAqEQigsFgwTkLs9lsnsdfXssK8DmBSW+NEvfnDBRDp0P9IA+ua+N4toAX8II9tHY3msrqPX9Cb99LP30WlO7lizkmM0Yqcc/5wfj3B9uRX9TgW/0QR+CcM0aiVR6Fx39PR52+g/rTPq5Z6bcC+1bPojWcQYsIIzKV2LzPHBhzVYwafx9BwCFKHY36Y3I0osLfhyJYkmKBqyaL8NbBobg1txaR6nbzV1q932dwcCgKy4woLCtlf0eGa/DiW7tw7SVjERfTB+dx60aINGM9e2irwbPHcf04hfm4hw9MASx1gF1/+vMtauftne0r4Lr9ijAmR4W841akJ3XQQdKR0n+HYtUCUk3HtxMd3eer13S9hut13G93f92Idr5mR1LHt1ee+OHF5Xh/PERzExAxuePHaGsBTXTbf120v10TDXFrA+xIQKOo2aPHt3kdbx5XXO+8XZ7u1fF59ThiTNv7bfEVgCYGjrpq5/1VgHR4Yuf7bU+rHElJEbjrIjM2bq+BQhWE4KDeO71mTM5m/5ZWmyELikZ2BvBTVRBmjw1GWJAIMJnbnkPtz0EXrtvrtYC8h78Bq5sRZteiVevZfDKRw4O+mHq9HsuWLYPN1vOhZxwOh8MZmEgkEixevBhqtfq0+7h+cDgcDqcn+uGVseISHJMp4Fw1HA6Hw+ljFApFl0LD9YPD4XA4PdEPr4wVDofD4XA4HA6Hw+lPeIE9h8PhcDgcDofDESTcWOFwOBwOh8PhcDiChBsrHA6Hw+FwOBwOR5BwY4XD4XA4HA6Hw+EIEm6scDgcDofD4XA4HEHCjRUOh8PhcDgcDocjSLixwuFwOBwOh8PhcAQJN1Y4HA6Hw+FwOByOIOHGCofD4XA4HA6HwxEk3FjhcDgcDofD4XA4goQbKxwOh8PhcDgcDkeQcGOFw+FwOBwOh8PhCBJurHA4HA6Hw+FwOBxBwo0VDofD4XA4HA6HI0i4scLhcDgcDofD4XAECTdWOBwOh8PhcDgcjiDhxgqHw+FwOBwOh8MRJNxY4XA4HA6Hw+FwOIKEGyscDofD4XA4HA5HkHBjhcPhcDgcDofD4QgSbqxwOBwOh8PhcDgcQcKNFQ6Hw+FwOBwOhyNIpP4+AI7vcTgcbONwOBwOh8MZTIjF3A8/0ODGygDBZrOhpqYGL7z+KUbmxCBEo/D3IXE4HA6Hw+H0K5bjpRh75mIkJCQgNDQUIpHI34fE6SUiB3fBBywWiwWVlZV4873vMDwrGkqFFHUNeuw/Wo0agxIOCPurlUfEQehEJkVB6MTGh0LoxEdpEAjEBUkgdKIUwvcaxipaIHj0eRA8jUcheKoKIXSsFRYIHWOZHYFAa7mw1xV2iRSFiUlQjBgBsUoJa20dhk+fhsTERERGRnLDJUDhkZUAw2g0oqKiAh9/vgxZaZGQSsSIjlBj9aYiHDhajcoaLXucNHoIhI46WfjGSnJ4EASPJBpCJzw0AoGAPEIOoROhEb6xMkRdA6HjaA4AY8VWBcFTdRBCx9JshNBpLbEhEJAcEL5RtXvFakAqgTw7C8rRo3FYLkNeXh5sLa3IHDOaGS4xMTGQSITvnOI44cZKAKDValFeXo7vf16H1KQwUMBEKhXjh9+OMgOlMQAuxBwOh8PhcDj9gtUG86EjbMPnX0I2JBWKMaORbzSiKCYadqMRpkOHMee2WxEfHw+ZTObvI+Z0ATdWBAhl5jU1NTEDZfW6bYiPCYbZYoNWZ8ZnPxzAobwa6AzCD2tzOBwOh8Ph+BWHA5aiYrZpv/sBkrhYKMeMZtvWrVvhsFphzsvH1CuvYHUuKpXK30fMaQc3VgSC3W5HXV0dM1C279yP8FAVdAYzyipb8OuafBwtrGcGC4fD4XA4HA6nZ9iqqqGr+g265b9BHBYG5ZhRUIwehZ3bt2OXRAJzYREmnHsOSxcLDg729+FyuLHiX6xWK6qrq/H6m1+yAvkgtRyNzQYcOFqDfUeqUXi8EXa7sIvZOBwOh8PhcAIRe1MT9Os2sE2kVkMxcjiLuOzbuRP79++HtbIKI+fOYYZLeHg4L9D3E9xY6WfMZjMrkH/vo58wNCMKcpkEyfEh+H1nKQ4cqUZpZQB00eFwOBwOh8MZQDj0ehi37WAbZDIohuVAMXo0Du3YiSNHjsDW2Ijs3FxmuERHR/N5Lv0IN1b6Ab1ez9K7vvh2FTJSwyERixEcJMeytfksilLboPf3IXI4HA6Hw+FwCIsFpn0H2NYiFkOekc4K9PMcDhQUFMCu08F04CDm3fNHxMXFQSrly+m+hH+6/ZDq9fPPP7P/J8QE47vlR7DvcDVatCZ/HxqHw+FwOBwOpyvsdpjzj7Gt9atvIE1KhHr6NKhmTMPmzZth3H8QVz31hL+PckDDjZU+hsKEWVlZ2LJtLyLD1VgyNwtDksKw/0g1jhTUwWTmRfMcDofD4XA4QkYSEQHFmFFQjh4FWWYGu81cUIjZN17v70Mb8HBjpR+MlbFjx2LMmDFobm5m6WANTVswYVQCLFYb8grrsf9oDQ4erYFWb/b34XI4HA6Hw+FwaJGckADF2NFOAyU5CQ6LFaajR5E7cSJrc6xUKv19iIMCbqz0E9RBIiwsjG0jRoxggx6p0P54+RpcsnQEsHQEikobmeFChfb1TQZ/HzKHw+FwOBzO4EEkgiw9jXUEo3bG0ugo2A0GmA4cwsyLL2L1KXyAZP/DjRU/odFokJ2djYfuy4bRaERlZSUOH/sFS+dl4bxFQ1Fe1XKyhXFFdau/D5fD4XA4HA5n4CGVQpGTzQroFaNHQhIcDFtzM7LGjWOdv2JiYnjnLz/DjRUBQGHEtLQ0PPHoHawgv6qqCv9862vMmpyKM2Znor5RzwyX/Ueds1ccfPQKh8PhcDgcTo8QKZVQjBzBalAUw4dBrFTCWl2D4SdaE0dERPCZKgKCGysCg9rfJSUl4fmn/8im2tfW1uLZlz/GmOFxmD1lCLQ6Mw7mOQ0XqnexWO3+PmQOh8PhcDgcQSMODYFi1Cg2sV6enQWRVApLyXGMPmGg0LR6bqAIE26sCBgKO8bGxuL1F+6Fw+FAY2MjK9DXGXZg8rgkmMxWHDlWxwyXQ/m1MBit/j5kDofD4XA4HEEgiYk+WX8iT0+Dw2ZjLYjHnyiQV6vV/j5EjgdwYyVAIGufwpK0jRo1Ci0tLaxAv6p2A648fwxsNjuOlTSwlsiUMqbz9wFzOBwOh8Ph9COUJS9NSWHREzJSpPFxsJtMMB86gkmTJiE+Ph5yudzfh8nxEpGDXPacgMZgMLCIy2df/YbMIRGQSMTQGW0QfHGLRAKhIwmIYxR+4Z9EEhihdUkApACIhX+IkIgCID3VYYHgsQXCMQZARD8Axpk5bALX6xPYBf51OyQS2JVK2LVapI8cebJAnk+YD2y4sTLAMJvNrEBfr9f7+1A4HA6Hw+Fw+hXKQImKiuIdvAYQ3FjhcDgcDofD4XA4goSbnRwOh8PhcDgcDkeQcGOFw+FwOBwOh8PhCBJurHA4HA6Hw+FwOBxBwtsjDCBuvvlm7Nq167Tbacjkd999B6FRVFSEf//73+yYr7rqKlx77bUQEvSZ/e1vf2tz29SpU/HPf/4TQv3+Kysr8eOPP0JI7NmzB6+++ioKCwtZZ5Y777wTM2bMgJDYuXMn+14LCgoQHR2Na665Bueeey6ERl5eHr788kvW2ebBBx+E0GhqasIzzzyDzZs3Q6FQ4KyzzsIf//hHQRW61tXV4ZtvvsGWLVvw/vvvQ4jQ7/ill17C7t272ee4cOFC9rsRUsvV6upqvPjii9ixYwcbpnfhhRcK7hruzltvvYV33nkHP/zwA5uvIRRKS0tx/vnnt7mNvudNmzZBaNDIhLfffhtr1qxBVlYWXnvtNQjpu+2In3/+mc2r4wQ23FgZQJBwWCxtW12+/PLLCA8PhxANleuuuw5z587Fv/71L6SkpEBo1NfXY/r06fjrX/968jYhLRbc+eWXX9jCJi4uDkKCFjS0WKVFjGsRS4vsL774ghkuQlks3H333bjpppvw9NNPM+OZjpUWNBMnToQQaG1txZ/+9Cfs378fQUFBmDVrFoTIc889x343ZATQv/TbobkGl112GYQAfa9kzNPiWqlUQohYrVZ2PmZmZuLdd99ln+Nf/vIX9r3fcsstEAJ2ux333Xcf+24/+OAD1oHy0UcfZdefxYsXQ2iUlZXhww8/hBCh75fOR3JCuBDiFHWj0Yhbb72V/W6eeOIJZqwIBXJ2krHszsqVK/Htt99yQ2WAIBx3F6fXhIaGsnZ9ro0uKhs3bjzNayMEyCMzYcIEPP744xg6dKggp8g2NDSwC537ZxoSEgKhodVq8Y9//ANLliyB0KDzjz43MkwpwnfxxRczI2Dr1q0QCsuWLUNOTg4zqJKTk1lEhYaH0bELqSV5bm4u8woL1VCheU9r165lC+3s7GwWhaTvmz5fIbU0pcU1HaNQ2bdvHzOgH3vsMaSnpzODmYy9DRs2QCgcP34chw8fxgMPPIAhQ4ZgypQpLPojpGNs78ij4xMipDOuVruuLTIyEkKDHEyNjY3MuUjnZFhYGIQCrR/cPz/ayFgR4tqH0zO4sTKAofBnRkaGoDwgrlAypWBcf/31EDIkIkIUjY5C4OPGjWOLWaFBC/9PPvmkzW2UwkQLW6Ewc+ZM/PnPf25zG0XQhDREjM5D8moK2UtIC2yKClBEwAVde4qLiyEUbrvtNuYcETJkzFMKmEqlEuz5SJHw9evXs0WhUH/XLsiApki+UFPUAkVnli9fjssvv7zNeSlUjh07xoxpITrwOD2DGysDGMrLPu+88yDEvHsKc5PBcsEFF7Dt448/hhDD8yTIZ599Nlt0v/HGG2wxJrSLMqW1UIqQEKEFjCvdhlJHfv31V1RUVGD+/PkQCrR4HTly5Mm/a2pqsG3bNsybN8+vxxVo6HQ69q9Gozl5G0UiXbdzPINSqdxruuh3Q2meQjofqQbJPRp+5MgRFkE755xzILTUJUqFJmeEUFN4SWeoRomiZ5RC9/DDD7MIhpAg3SOtIUcjpVwtXbqU1XPS5ytEvv76a/Z7EWImBKdnCMdVw/EpVL9AecRnnHEGhOhJoovfoUOHWI1ASUkJyyUnL52Q8p1pAWuz2diFmdIe/v73vzOv0g033ACh8PzzzzOPYUxMDIQMLRgoJ5u+d8p3FlptjQv6vun4KNoyYsQIfx9OQEGfXUfwucO9gwqHKdXzkksugdBYtWoVS1czmUzMUJkzZw6EBNVOpaWlseMiJ4kQSU1NxahRo9j3S4YpRdWo/oeazwiF5uZm9vtet24d7r33XuaEIs2m6zodq5Cg6B4Z90Ip/uf4Bm6sBDiUe02GCUF1Aa7Uqq+++ooZKkIJ2bof59VXX808HrT4J28XLQrJcKF8fH8aK+0/S/e8dsrBJ+OPolX+NFbaf47klbviiisg9HOSNoryUYE9GVj0edImpGMkSOBoUUPH6G86O0ah4ur4RQsu9+5fEonEj0cV2FDXJSoMJ4NFiA0BqC6J0jzJ6/7CCy+wgmah1AmQg+nzzz/HRx99BCFDmueue2T8XXnllaitrWWdCYWAq3EPOXJcThy6PpGhQpEgIXX7o+g9fW6UGs0ZOHBjJcChLjHk1SJcIU8KIa9evRr/+c9/IMTjpFxSSgNzD8tTkaa/i647+izdoWJX6m4llGOk1C9aWLvSQ8jzRaJCUQEquPfXxbqjz5E60tFGNVT0Pf/000+n1Yn4+xipVTWl1NHvhrrz+Jvuzkeh4UoLolQRV/Et/d89LYzjXbosNSCh82D48OEQ6ndO127aqOMWOcmEYqyQEUVedpczxxXhowiGy4EiRCgSRJDWCMVYoWs3aTa10XY/Tmr8Qe3KqUGAkFLAhJj+zukd3FgJcDpK//n+++/ZolBIhaTux0kXPEproPQvCoET5eXlfi8edj9GugAvWLAAn3766UnBoAJif4uH+zHSXBD3GhoyUMmTSAX3/jxO92Okzku0iKEFlwvywvk7f7z974bmrFDHIErBcC0W/I3QU/s6KrqmKArVL1B3KCI/P59dizjeQRFTMuapoPnMM8+E0KDZKq+88gozCFxtdoXwu3aH2jxThMK9Fo1ue/3119s0gfA3N954I6tXIb1x6Qzhb61xhzSbft/UOt312dF1nW4XUlewAwcOsGYKNN+JM7DgxsoAg7xHFIqnFCGhQouwRYsW4amnnsJDDz3EogOUXvXII49AKNAFmDoZUaraXXfdxRYP//3vfwXlsaEZB+6Qd4sWi9R+VyhQLvb//d//sX+pWxkNiNy+fTubaSIUSHSpBSsVjtJ3TkMDXbh3O+J072WfPXs2M6Lp90MGP9Up3X777f4+tICCvNU0w4QWh9T62f18pPb0MpkM/oZ+J7T4p5qFSy+9lEUBqLWtUObpuK6H7h5/VzoiXTfpcxQKZNhTfQoZJzRLh5wm1Nbf38679tD18c0332Td6ijSSw1nqJ5TSClgFFWh+iQhGVAc38CNlQEG1QRQAbuQCtU7ggYDPvvssywXnwSFFq9CawZAxf8kHJQuQLU/dHx0vBzPIdF98skn8d5777Gcdpq1Qp+re/ctf0PFmFRASgP4aGvvQeZ4DjkcqEsQ1XVRjQUZ90JJCwoUyHtNG9H+Ok6GvxBalNNin4zSV199laVZ0eKVOiZSJIjjHdQgRa/XM00kQ5WumfR/oUG/ZTJQqU6FomlkFNxzzz0QCpRyumLFCl5YP0AROXirFg6Hw+FwOBwOhyNAhBO/43A4HA6Hw+FwOBw3uLHC4XA4HA6Hw+FwBAk3VjgcDofD4XA4HI4g4cYKh8PhcDgcDofDESTcWOFwOBwOh8PhcDiChBsrHA6Hw+FwOBwOR5BwY4XD4XA4HA6Hw+EIEm6scDgcDofD4XA4HEHCjRUOh8PhcDgcDocjSLixwuFwOBxOD3j//fexcuXKXu/npZdews6dO31yTBwOhzPQ4MYKh8PhcAYlIpEIa9eu7dFzV6xYgRdeeAFjx47t9XHMnz8fF154Iaqrq3u9Lw6HwxlocGOFw+FwOuCJJ57AnDlzMBAYSO9FCFgsFtx+++14++23ERUVxW7T6XS47LLLEB8fj8svvxx6vb7NcyhyQvcnJCRAqVQiMzMTV155JQ4ePIhx48ax5zz88MN+ekccDocjXLixwuFwOAGMzWYL6P0HIl9//TViY2Mxa9ask7e99tpr0Gg0LOKiUqnY3y7eeecdTJ48GaGhofjmm29w9OhRvPXWW2htbcX//vc/9pi7774bH3/8MSoqKvzynjgcDkeocGOFw+Fw2jFkyBA8+eSTWLduHUsVKi4uZp7zG264gS046f5nnnkGdrudPZ4e40oJUqvVLK3n+PHjzHMeFBSElJQUfPjhh21eg55DtQqjRo1ii9szzjgDVVVV7L6uXsv1XPLsJyUl4cEHH8SRI0fY8+m1ExMT8fe//73L9+L618W1117Lts7278kxudPV8dC+//nPf2LMmDHss6HH1dXVnbyfFvDXX389wsLCEBkZyRbxZrO5zfO9+ay7OhZ3rrnmGixcuPDk3y0tLZDL5fjll19Oe+wXX3yBs846q81tjY2NyM7OZt/n0KFD0dTUxG7fuHEjbr31VvaeyUCZMmUKUlNT2XF///33uPfee9njKCKTm5vLDCEOh8PhuOHgcDgcThtqamoc9957r2Pq1KmOyspKh9VqdZx33nmOM88803HgwAHH2rVrHcnJyY4PPviAPZ4upXPnzmX3bd68md2nVqsdL7/8sqOgoMDx+OOPO5RKpaOhoeHka9BzZs6c6di7dy97zvDhwx3nn38+u6+r13I9d/bs2ez++vp6R2pqquO2225jr/X99987FAqFY8WKFR2+l2PHjrHnFxUVndzfNddcw7aO9t/Y2OjRMbmw2WxdHg/tOysry7FlyxbH7t27HZmZmY6HH3745POXLl3qmDRpkmPnzp3sddLS0hz33Xdfm2Pz9LP25FjWrFnD/v/zzz87ZDKZo6mpif395ZdfOsLCwhwmk+m09xgbG+tYuXJlm9vo80xPT3dIpVLH0KFDHWVlZez2iRMnsuP1hLvuustx+eWXe/RYDofDGSxwY4XD4XA6gBa9tGAn8vPzHRKJxFFbW3vy/hdffNGxcOHCk4te98UrLa5HjRp18m+9Xs8eQwt0F/T3qlWrTv5N/xeLxY5t27Z1+Vqu5/7222/s/xaLhS3adTrdyfunTZvmeOaZZzp8L7So9sRYce3fk/fvTnfHQ/v+8ccfT973wAMPOJYsWcL+f/ToUXb/oUOHTt7/008/MQPDtT9vPmtPjsVlrJjNZkd4eLjjk08+YX9fd911jquuuuq099fa2sqet2/fvtPuI+OIDEK73c7+pvdBj/3qq68cnvDqq686cnNzPXosh8PhDBak7lEWDofD4ZzOnj17WMoTpT+5sFqtLJ3HhUQiOfl/SkeKiIg4+TeleREGg6HNfsXiU5m4kyZNYq9B3am6ey1CKpWe/Dc4OJilQe3YsYOlI1Fxt3tKU09w7d/T9+/+vO6Oh2o73D8bSjEj9u7dy9LMhg0bdvL+mTNnwmQyoaCggKVYefNZe/PZyGQynH/++Sw1i4rdly1bhjfffPO0xzU3N7N/ab/toe8zLi7u5N+7du1i/06YMAGeQPt07Z/D4XA4TrixwuFwOB4QEhLCFrztF7i+ghb/BDn8vXkto9GIRYsWsQX4559/jujoaFxxxRXwNZ4eU2+OR6FQtDGSCFddDO3XW7w9lksvvRQXXXQRtm7dympnqNalo2MkPDEqXB3B3I2z7o6X6mQ4HA6HcwpurHA4HE4HUCG3C/L00+KUDAoqnibo/y4Do6e4F6iTIUCe+enTp3v1WocOHWIdpKiA2+Xtb7/gd38vrse4ohmu/bd/jjvevH9Pjqczhg8fjvr6euTl5bFidWLTpk1sAZ+Tk+PRPnpzLPPmzWPGyP3334+lS5eyFsPtocJ/MtI8mYkycuRI9u+GDRtY1KY9FP1xRYIIajRAXcY4HA6HcwreDYzD4XA6gDpRFRYWshSojIwMnHnmmfjDH/6AzZs3sw5TNDPj0Ucf7fX8E0p9Ik/+PffcwwYDkrHizWslJyezBTbN/CgqKsLzzz/PnuceiXB/L66OWbSAp45gFHH49ttvuzzOESNGeHxMnhxPZ9DsEfoMqDMXpVBRJy36XK677joW2fEWb4+FDJkLLriAvS5FWDp7DBkhtL/umDp1KovsUGe1jz76CMeOHWOG2CeffIIZM2actg/6XKlLGofD4XBOwY0VDofD6YCLL76Y1UJQzQR552kGBkUYKDWIZmaQR/wvf/lLr16DDBOqp6CBjdQm+I033mC3e/NalNpEC2F6LtVG0AwPakPsnqbU/r385z//werVqzF69GjW5pcW1N3h6TF5cjxd8e677zLjcPbs2SwaQS2C//GPf3j0XF8cCxkr9N7IOOuMxYsX46effvLoGKgGhtovU7tlMkTIgKH3Q/twRalcUL1SV6/L4XA4gxERVdn7+yA4HA5nsEGpWWvWrOGT5QXGq6++yiIrXc07yc/Px/jx41FWVsYaAvgCKui/4447WOTFvYEAh8PhDHZ4ZIXD4XA4gx7qFLZ8+XIWAaHhl12RlZWFq666Ck899ZRPXptqf2hwJw2s5IYKh8PhtIUbKxwOh8MZ9FBkg1LAyAhZsmRJt49/6aWXsH79erb1FjJ6xo4di0suuaTX++JwOJyBBk8D43A4HA6nB2i1WlasHxUV1av9UKMD9xk2HA6HwzkFN1Y4HA6Hw+FwOByOIOFpYBwOh8PhcDgcDkeQcGOFw+FwOBwOh8PhCBJurHA4HA6Hw+FwOBxBwo0VDofD4XA4HA6HI0i4scLhcDgcDofD4XAECTdWOBwOh8PhcDgcjiDhxgqHw+FwOBwOh8MRJNxY4XA4HA6Hw+FwOIKEGyscDofD4XA4HA5HkHBjhcPhcDgcDofD4UCI/D+FY3+bKncyDgAAAABJRU5ErkJggg==",
+      "text/plain": [
+       "<Figure size 800x550 with 3 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "figure = ekp.Figure(domain=\"Europe\", rows=1, columns=2, size=(8, 5.5))\n",
+    "\n",
+    "# We can throw both datasets at the figure and it will iterate over subplots to plot them\n",
+    "figure.pcolormesh([hadcrut5_jan_anomaly, era5_jan_anomaly], style=style)\n",
+    "\n",
+    "figure.coastlines(resolution=\"medium\")\n",
+    "figure.borders(resolution=\"medium\")\n",
+    "\n",
+    "figure.legend(label=\"temperature anomaly ({units})\")\n",
+    "\n",
+    "# Add titles\n",
+    "figure[0].title(\"HADCRUT5\")\n",
+    "figure[1].title(\"ERA5\")\n",
+    "# We can use the \"time\" key once here as it should have the same value for ERA5 and HADCRUT5\n",
+    "figure.title(\"Global temperature anomaly during {time:%B %Y}\", fontsize=15)\n",
+    "\n",
+    "# Add shading to emphasise the missing data in HADCRUT5\n",
+    "# We can directly access the underlying matplotlib objects to do this\n",
+    "x = [-180, -180, 180, 180, -180]\n",
+    "y = [-90, 90, 90, -90, -90]\n",
+    "figure[0].ax.fill(\n",
+    "    x, y, transform=ccrs.PlateCarree(), hatch=\"///////\", fill=False, zorder=0\n",
+    ")\n",
+    "\n",
+    "figure.show()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "ek",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.18"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/docs/tutorials/ensemble.ipynb b/docs/tutorials/ensemble.ipynb
new file mode 100644
index 0000000..d0fe44e
--- /dev/null
+++ b/docs/tutorials/ensemble.ipynb
@@ -0,0 +1,1723 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "0d4f523e-65bd-478e-9915-695217710092",
+   "metadata": {},
+   "source": [
+    "## Ensemble explorer"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e5e0ff79-a198-4456-948a-c3606502675d",
+   "metadata": {},
+   "source": [
+    "In this notebook you will see how to:\n",
+    "\n",
+    "- compute and plot ensemble mean and spread maps\n",
+    "- create a stamp plot\n",
+    "- create a spaghetti plot\n",
+    "- compute and plot ensemble probability and percentile maps\n",
+    "- generate a CDF (Cumulative Distribution Function) plot for a given location\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-plots.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-plots-light.svg\" alt=\"earthkit-plots\" width=\"200\">\n",
+    "  </a> \n",
+    "  <a href=\"https://earthkit-transforms.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-transforms-light.svg\" alt=\"earthkit-transforms\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-geo.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-geo-light.svg\" alt=\"earthkit-geo\" width=\"200\">\n",
+    "  </a>\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3c94c999-3864-49fc-8279-16b31c227885",
+   "metadata": {},
+   "source": [
+    "### 1. The input data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b829ba90-3764-46ca-aeb2-11198929820f",
+   "metadata": {},
+   "source": [
+    "The data to work with is related to the St Jude wind storm from 2013 October. The windgust and the 850 hPa geopotential forecast were retrieved from MARS in GRIB format for a few steps on a low resolution grid to provide input for the exercises. For convenience, this data is available as an earthkit-data \"sample\".\n",
+    "\n",
+    "The data is loaded into 2 GRIB fieldlists."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "ad7d8c69-4f4e-41cd-9f12-01b157d52ae3",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "ce9cc23b67c84550b7dc69464674e8a5",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "fc_storm_st_jude.grib:   0%|          | 0.00/18.1k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "a6c1b140b5354bacb460eed4ca3c2125",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "ens_storm_st_jude.grib:   0%|          | 0.00/938k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "\n",
+    "ds_fc = ekd.from_source(\"sample\", \"fc_storm_st_jude.grib\")  # hi-res forecast\n",
+    "ds_en = ekd.from_source(\"sample\", \"ens_storm_st_jude.grib\")  # ensemble forecast"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bebf846d-09c9-40fd-8b5a-5291fb4933a9",
+   "metadata": {},
+   "source": [
+    "Let's start with a FieldList representation to look at the data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "1a07a03c-48bc-444f-958a-88dea7b00728",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "fl_fc = ds_fc.to_fieldlist()\n",
+    "fl_en = ds_en.to_fieldlist()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9d9e7b65-6116-4875-abe6-d1c6424f500f",
+   "metadata": {},
+   "source": [
+    "You can get an overview of what the fieldlists contain using `ls()`. Notice the `dataType` for the ensemble data: \"cf\" means control forecast, \"pf\" means perturbed member forecast."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "e44b3833-d0b3-4e66-b4f5-1103cb6c0235",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "      <th>metadata.marsType</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>10fg3</td>\n",
+       "      <td>2013-10-28 00:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 00:00:00</td>\n",
+       "      <td>0</td>\n",
+       "      <td>surface</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>fc</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>10fg3</td>\n",
+       "      <td>2013-10-28 06:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 06:00:00</td>\n",
+       "      <td>0</td>\n",
+       "      <td>surface</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>fc</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>10fg3</td>\n",
+       "      <td>2013-10-28 12:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 12:00:00</td>\n",
+       "      <td>0</td>\n",
+       "      <td>surface</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>fc</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>z</td>\n",
+       "      <td>2013-10-28 00:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 00:00:00</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>fc</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>z</td>\n",
+       "      <td>2013-10-28 06:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 06:00:00</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>fc</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5</th>\n",
+       "      <td>z</td>\n",
+       "      <td>2013-10-28 12:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 12:00:00</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>fc</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  parameter.variable time.valid_datetime time.base_datetime       time.step  \\\n",
+       "0              10fg3 2013-10-28 00:00:00         2013-10-25 3 days 00:00:00   \n",
+       "1              10fg3 2013-10-28 06:00:00         2013-10-25 3 days 06:00:00   \n",
+       "2              10fg3 2013-10-28 12:00:00         2013-10-25 3 days 12:00:00   \n",
+       "3                  z 2013-10-28 00:00:00         2013-10-25 3 days 00:00:00   \n",
+       "4                  z 2013-10-28 06:00:00         2013-10-25 3 days 06:00:00   \n",
+       "5                  z 2013-10-28 12:00:00         2013-10-25 3 days 12:00:00   \n",
+       "\n",
+       "   vertical.level vertical.level_type ensemble.member geography.grid_type  \\\n",
+       "0               0             surface               0          regular_ll   \n",
+       "1               0             surface               0          regular_ll   \n",
+       "2               0             surface               0          regular_ll   \n",
+       "3             850            pressure               0          regular_ll   \n",
+       "4             850            pressure               0          regular_ll   \n",
+       "5             850            pressure               0          regular_ll   \n",
+       "\n",
+       "  metadata.marsType  \n",
+       "0                fc  \n",
+       "1                fc  \n",
+       "2                fc  \n",
+       "3                fc  \n",
+       "4                fc  \n",
+       "5                fc  "
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "fl_fc.ls(extra_keys=[\"metadata.marsType\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "baf07721-b2a8-4670-ac87-bbbe6e26b3ae",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "      <th>metadata.marsType</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>10fg3</td>\n",
+       "      <td>2013-10-28 00:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 00:00:00</td>\n",
+       "      <td>0</td>\n",
+       "      <td>surface</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>cf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>10fg3</td>\n",
+       "      <td>2013-10-28 06:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 06:00:00</td>\n",
+       "      <td>0</td>\n",
+       "      <td>surface</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>cf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>10fg3</td>\n",
+       "      <td>2013-10-28 12:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 12:00:00</td>\n",
+       "      <td>0</td>\n",
+       "      <td>surface</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>cf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>10fg3</td>\n",
+       "      <td>2013-10-28 00:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 00:00:00</td>\n",
+       "      <td>0</td>\n",
+       "      <td>surface</td>\n",
+       "      <td>1</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>pf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>10fg3</td>\n",
+       "      <td>2013-10-28 00:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 00:00:00</td>\n",
+       "      <td>0</td>\n",
+       "      <td>surface</td>\n",
+       "      <td>2</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>pf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>301</th>\n",
+       "      <td>z</td>\n",
+       "      <td>2013-10-28 12:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 12:00:00</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>46</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>pf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>302</th>\n",
+       "      <td>z</td>\n",
+       "      <td>2013-10-28 12:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 12:00:00</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>47</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>pf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>303</th>\n",
+       "      <td>z</td>\n",
+       "      <td>2013-10-28 12:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 12:00:00</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>48</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>pf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>304</th>\n",
+       "      <td>z</td>\n",
+       "      <td>2013-10-28 12:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 12:00:00</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>49</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>pf</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>305</th>\n",
+       "      <td>z</td>\n",
+       "      <td>2013-10-28 12:00:00</td>\n",
+       "      <td>2013-10-25</td>\n",
+       "      <td>3 days 12:00:00</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>50</td>\n",
+       "      <td>regular_ll</td>\n",
+       "      <td>pf</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>306 rows × 9 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "    parameter.variable time.valid_datetime time.base_datetime       time.step  \\\n",
+       "0                10fg3 2013-10-28 00:00:00         2013-10-25 3 days 00:00:00   \n",
+       "1                10fg3 2013-10-28 06:00:00         2013-10-25 3 days 06:00:00   \n",
+       "2                10fg3 2013-10-28 12:00:00         2013-10-25 3 days 12:00:00   \n",
+       "3                10fg3 2013-10-28 00:00:00         2013-10-25 3 days 00:00:00   \n",
+       "4                10fg3 2013-10-28 00:00:00         2013-10-25 3 days 00:00:00   \n",
+       "..                 ...                 ...                ...             ...   \n",
+       "301                  z 2013-10-28 12:00:00         2013-10-25 3 days 12:00:00   \n",
+       "302                  z 2013-10-28 12:00:00         2013-10-25 3 days 12:00:00   \n",
+       "303                  z 2013-10-28 12:00:00         2013-10-25 3 days 12:00:00   \n",
+       "304                  z 2013-10-28 12:00:00         2013-10-25 3 days 12:00:00   \n",
+       "305                  z 2013-10-28 12:00:00         2013-10-25 3 days 12:00:00   \n",
+       "\n",
+       "     vertical.level vertical.level_type ensemble.member geography.grid_type  \\\n",
+       "0                 0             surface               0          regular_ll   \n",
+       "1                 0             surface               0          regular_ll   \n",
+       "2                 0             surface               0          regular_ll   \n",
+       "3                 0             surface               1          regular_ll   \n",
+       "4                 0             surface               2          regular_ll   \n",
+       "..              ...                 ...             ...                 ...   \n",
+       "301             850            pressure              46          regular_ll   \n",
+       "302             850            pressure              47          regular_ll   \n",
+       "303             850            pressure              48          regular_ll   \n",
+       "304             850            pressure              49          regular_ll   \n",
+       "305             850            pressure              50          regular_ll   \n",
+       "\n",
+       "    metadata.marsType  \n",
+       "0                  cf  \n",
+       "1                  cf  \n",
+       "2                  cf  \n",
+       "3                  pf  \n",
+       "4                  pf  \n",
+       "..                ...  \n",
+       "301                pf  \n",
+       "302                pf  \n",
+       "303                pf  \n",
+       "304                pf  \n",
+       "305                pf  \n",
+       "\n",
+       "[306 rows x 9 columns]"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "fl_en.ls(extra_keys=[\"metadata.marsType\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7858ba36-6146-4e06-aea7-babdfe545629",
+   "metadata": {},
+   "source": [
+    "### 2. Compute the ensemble mean and spread"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "dbc880c6-b4a6-4569-9d5c-6f876e5f1b7a",
+   "metadata": {},
+   "source": [
+    "Some of the exercises will require the ensemble mean and spread of the windgust. We can carry out these computations in Xarray using [earthkit-transforms](https://earthkit-transforms.readthedocs.io/en/latest/). Since the ensemble fieldlist forms a full hypercube you can convert it to Xarray using the default options."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "fc977783-5cbc-4d73-81ad-5ce6398a0b2a",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
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+       ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
+       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
+       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
+       "  color: var(--xr-font-color0);\n",
+       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
+       "  stroke-width: 0.8px;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 2MB\n",
+       "Dimensions:                  (member: 51, forecast_reference_time: 1, step: 3,\n",
+       "                              latitude: 31, longitude: 48)\n",
+       "Coordinates:\n",
+       "  * member                   (member) &lt;U2 408B &#x27;0&#x27; &#x27;1&#x27; &#x27;10&#x27; &#x27;11&#x27; ... &#x27;7&#x27; &#x27;8&#x27; &#x27;9&#x27;\n",
+       "  * forecast_reference_time  (forecast_reference_time) datetime64[ns] 8B 2013...\n",
+       "  * step                     (step) timedelta64[ns] 24B 3 days 00:00:00 ... 3...\n",
+       "  * latitude                 (latitude) float64 248B 66.0 65.25 ... 44.25 43.5\n",
+       "  * longitude                (longitude) float64 384B -19.5 -18.75 ... 15.75\n",
+       "Data variables:\n",
+       "    10fg3                    (member, forecast_reference_time, step, latitude, longitude) float64 2MB ...\n",
+       "Attributes:\n",
+       "    Conventions:  CF-1.8\n",
+       "    institution:  ECMWF</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-4b786a5d-8a99-41f8-9f44-84221687e361' class='xr-section-summary-in' type='checkbox' disabled /><label for='section-4b786a5d-8a99-41f8-9f44-84221687e361' class='xr-section-summary'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>member</span>: 51</li><li><span class='xr-has-index'>forecast_reference_time</span>: 1</li><li><span class='xr-has-index'>step</span>: 3</li><li><span class='xr-has-index'>latitude</span>: 31</li><li><span class='xr-has-index'>longitude</span>: 48</li></ul></div></li><li class='xr-section-item'><input id='section-e99e2a52-b625-42bb-b8ba-4cd1c78f8d97' class='xr-section-summary-in' type='checkbox' checked /><label for='section-e99e2a52-b625-42bb-b8ba-4cd1c78f8d97' class='xr-section-summary' title='Expand/collapse section'>Coordinates: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>member</span></div><div class='xr-var-dims'>(member)</div><div class='xr-var-dtype'>&lt;U2</div><div class='xr-var-preview xr-preview'>&#x27;0&#x27; &#x27;1&#x27; &#x27;10&#x27; &#x27;11&#x27; ... &#x27;7&#x27; &#x27;8&#x27; &#x27;9&#x27;</div><input id='attrs-1e046963-f45e-4ddd-9427-b62b2d4604d3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1e046963-f45e-4ddd-9427-b62b2d4604d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c3cf031d-93e1-44a5-a136-18e86dc3fe54' class='xr-var-data-in' type='checkbox'><label for='data-c3cf031d-93e1-44a5-a136-18e86dc3fe54' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;0&#x27;, &#x27;1&#x27;, &#x27;10&#x27;, &#x27;11&#x27;, &#x27;12&#x27;, &#x27;13&#x27;, &#x27;14&#x27;, &#x27;15&#x27;, &#x27;16&#x27;, &#x27;17&#x27;, &#x27;18&#x27;, &#x27;19&#x27;,\n",
+       "       &#x27;2&#x27;, &#x27;20&#x27;, &#x27;21&#x27;, &#x27;22&#x27;, &#x27;23&#x27;, &#x27;24&#x27;, &#x27;25&#x27;, &#x27;26&#x27;, &#x27;27&#x27;, &#x27;28&#x27;, &#x27;29&#x27;, &#x27;3&#x27;,\n",
+       "       &#x27;30&#x27;, &#x27;31&#x27;, &#x27;32&#x27;, &#x27;33&#x27;, &#x27;34&#x27;, &#x27;35&#x27;, &#x27;36&#x27;, &#x27;37&#x27;, &#x27;38&#x27;, &#x27;39&#x27;, &#x27;4&#x27;, &#x27;40&#x27;,\n",
+       "       &#x27;41&#x27;, &#x27;42&#x27;, &#x27;43&#x27;, &#x27;44&#x27;, &#x27;45&#x27;, &#x27;46&#x27;, &#x27;47&#x27;, &#x27;48&#x27;, &#x27;49&#x27;, &#x27;5&#x27;, &#x27;50&#x27;, &#x27;6&#x27;,\n",
+       "       &#x27;7&#x27;, &#x27;8&#x27;, &#x27;9&#x27;], dtype=&#x27;&lt;U2&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>forecast_reference_time</span></div><div class='xr-var-dims'>(forecast_reference_time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2013-10-25</div><input id='attrs-5e9a6838-a43b-4546-a2e2-948d37a81d23' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5e9a6838-a43b-4546-a2e2-948d37a81d23' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a404045c-2157-4c5f-b512-df96adb1eb74' class='xr-var-data-in' type='checkbox'><label for='data-a404045c-2157-4c5f-b512-df96adb1eb74' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2013-10-25T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>step</span></div><div class='xr-var-dims'>(step)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>3 days 00:00:00 ... 3 days 12:00:00</div><input id='attrs-67aa56c6-66a5-4e00-ad53-4b5de0d1bb74' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-67aa56c6-66a5-4e00-ad53-4b5de0d1bb74' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6b46a7fd-2536-4b87-954d-057b8af532ab' class='xr-var-data-in' type='checkbox'><label for='data-6b46a7fd-2536-4b87-954d-057b8af532ab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>forecast_period</dd><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array([259200000000000, 280800000000000, 302400000000000],\n",
+       "      dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>66.0 65.25 64.5 ... 45.0 44.25 43.5</div><input id='attrs-7eefd467-9ba8-48bd-a8e2-6043d7f73c96' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7eefd467-9ba8-48bd-a8e2-6043d7f73c96' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d1d94da2-5eeb-408a-a034-3cc2b33442eb' class='xr-var-data-in' type='checkbox'><label for='data-d1d94da2-5eeb-408a-a034-3cc2b33442eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([66.  , 65.25, 64.5 , 63.75, 63.  , 62.25, 61.5 , 60.75, 60.  , 59.25,\n",
+       "       58.5 , 57.75, 57.  , 56.25, 55.5 , 54.75, 54.  , 53.25, 52.5 , 51.75,\n",
+       "       51.  , 50.25, 49.5 , 48.75, 48.  , 47.25, 46.5 , 45.75, 45.  , 44.25,\n",
+       "       43.5 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-19.5 -18.75 -18.0 ... 15.0 15.75</div><input id='attrs-74bbdf3e-ae50-40cb-9a41-fa0a80f311ab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-74bbdf3e-ae50-40cb-9a41-fa0a80f311ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a7f2a03-c59a-4e0f-882a-2b2f71334325' class='xr-var-data-in' type='checkbox'><label for='data-7a7f2a03-c59a-4e0f-882a-2b2f71334325' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-19.5 , -18.75, -18.  , -17.25, -16.5 , -15.75, -15.  , -14.25, -13.5 ,\n",
+       "       -12.75, -12.  , -11.25, -10.5 ,  -9.75,  -9.  ,  -8.25,  -7.5 ,  -6.75,\n",
+       "        -6.  ,  -5.25,  -4.5 ,  -3.75,  -3.  ,  -2.25,  -1.5 ,  -0.75,   0.  ,\n",
+       "         0.75,   1.5 ,   2.25,   3.  ,   3.75,   4.5 ,   5.25,   6.  ,   6.75,\n",
+       "         7.5 ,   8.25,   9.  ,   9.75,  10.5 ,  11.25,  12.  ,  12.75,  13.5 ,\n",
+       "        14.25,  15.  ,  15.75])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-18572e66-4e46-4756-a758-9314ecf407dd' class='xr-section-summary-in' type='checkbox' checked /><label for='section-18572e66-4e46-4756-a758-9314ecf407dd' class='xr-section-summary' title='Expand/collapse section'>Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>10fg3</span></div><div class='xr-var-dims'>(member, forecast_reference_time, step, latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0a7902d4-291a-439d-a28f-d1eb048c9577' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0a7902d4-291a-439d-a28f-d1eb048c9577' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca9276e8-b3c7-4d5d-9d0b-e3d39fe0e644' class='xr-var-data-in' type='checkbox'><label for='data-ca9276e8-b3c7-4d5d-9d0b-e3d39fe0e644' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>long_name :</span></dt><dd>Maximum 10 metre wind gust in the last 3 hours</dd><dt><span>units :</span></dt><dd>meter / second</dd><dt><span>level_type :</span></dt><dd>surface</dd><dt><span>_earthkit :</span></dt><dd>{&#x27;message&#x27;: b&#x27;GRIB\\x00\\x00\\xa2\\x01\\x00\\x00j\\xe4b\\x8f\\xff\\x80\\x1c\\x01\\x00\\x00\\r\\n\\x19\\x00\\x00\\x01EH\\x02\\x00\\x00\\x00\\x15\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x1e\\x01\\n\\x04\\x0b0001\\x003\\x00\\x00\\x00\\x00\\x013,\\xd1\\x00\\x00\\x01\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x00 \\x00\\xff\\x00\\x000\\x00\\x1f\\x01\\x01\\xd0\\x80L,\\x80\\x00\\xa9\\xec\\x00=\\x86\\x02\\xee\\x02\\xee\\x00\\x00\\x00\\x00\\x00\\x00\\x00\\x0c\\x00\\x80\\x02D\\xb9}n\\x00\\x007777&#x27;, &#x27;bitsPerValue&#x27;: 16, &#x27;grid_spec&#x27;: &#x27;{&quot;area&quot;: [66, -19.5, 43.5, 15.75], &quot;grid&quot;: [0.75, 0.75]}&#x27;}</dd><dt><span>ek_grid_spec :</span></dt><dd>{&quot;area&quot;: [66, -19.5, 43.5, 15.75], &quot;grid&quot;: [0.75, 0.75]}</dd></dl></div><div class='xr-var-data'><pre>[227664 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-41033d8f-7a09-4aa9-bc0d-1d19a5cbcb78' class='xr-section-summary-in' type='checkbox' checked /><label for='section-41033d8f-7a09-4aa9-bc0d-1d19a5cbcb78' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.8</dd><dt><span>institution :</span></dt><dd>ECMWF</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 2MB\n",
+       "Dimensions:                  (member: 51, forecast_reference_time: 1, step: 3,\n",
+       "                              latitude: 31, longitude: 48)\n",
+       "Coordinates:\n",
+       "  * member                   (member) <U2 408B '0' '1' '10' '11' ... '7' '8' '9'\n",
+       "  * forecast_reference_time  (forecast_reference_time) datetime64[ns] 8B 2013...\n",
+       "  * step                     (step) timedelta64[ns] 24B 3 days 00:00:00 ... 3...\n",
+       "  * latitude                 (latitude) float64 248B 66.0 65.25 ... 44.25 43.5\n",
+       "  * longitude                (longitude) float64 384B -19.5 -18.75 ... 15.75\n",
+       "Data variables:\n",
+       "    10fg3                    (member, forecast_reference_time, step, latitude, longitude) float64 2MB ...\n",
+       "Attributes:\n",
+       "    Conventions:  CF-1.8\n",
+       "    institution:  ECMWF"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# select windgust fields and convert them to Xarray\n",
+    "fl_fg = fl_en.sel({\"parameter.variable\": \"10fg3\"})\n",
+    "fg = fl_fg.to_xarray(ensure_dims=\"forecast_reference_time\")\n",
+    "\n",
+    "fg"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "747fa667-6be4-4cb3-ac38-07ee725158e1",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import earthkit.transforms as ekt\n",
+    "\n",
+    "# compute ensemble mean and spread\n",
+    "fg_mean = ekt.ensemble.mean(fg)\n",
+    "fg_spread = ekt.ensemble.std(fg)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "22657606-235b-4cca-b763-6929bc29563a",
+   "metadata": {},
+   "source": [
+    "### 3. Create an ensemble plot"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2862c786-6127-4f84-aa07-9c9d9f791a90",
+   "metadata": {},
+   "source": [
+    "This example creates a 2x2 plot for a given timestep (=78h) of the windgust forecast. The maps in the plot show the following fields:\n",
+    "\n",
+    "- deterministic forecast\n",
+    "- control forecast\n",
+    "- ensemble mean\n",
+    "- ensemble spread"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "7b6916ac-51e8-4d17-89c7-6e2ef64c72ac",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import earthkit.plots as ekp"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "acbec92e-4463-4d86-8aba-c95a1683be12",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/var/folders/93/w0p869rx17q98wxk83gn9ys40000gn/T/ipykernel_53965/411038823.py:8: DeprecationWarning: The 'size' argument is deprecated and will be removed in a future release. Use 'figsize' instead.\n",
+      "  figure = ekp.Figure(crs=ccrs.PlateCarree(),\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x600 with 8 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import cartopy.crs as ccrs\n",
+    "import datetime\n",
+    "\n",
+    "# define step\n",
+    "step_hours = 78\n",
+    "step = datetime.timedelta(hours=step_hours)\n",
+    "\n",
+    "figure = ekp.Figure(\n",
+    "    crs=ccrs.PlateCarree(), domain=[-15, 15, 65, 45], size=(7, 6), rows=2, columns=2\n",
+    ")\n",
+    "\n",
+    "gust_style = ekp.styles.Style(\n",
+    "    colors=[\"#85AAEE\", \"#208EFC\", \"#6CA632\", \"#FFB000\", \"#FF0000\", \"#7A11B1\"],\n",
+    "    levels=[12, 15, 20, 25, 30, 35, 50],\n",
+    "    units=\"m s-1\",\n",
+    ")\n",
+    "\n",
+    "spread_style = ekp.styles.Style(colors=\"plasma\")\n",
+    "\n",
+    "# the hres forecast, GRIB\n",
+    "subplot = figure.add_map(0, 0)\n",
+    "subplot.contourf(\n",
+    "    fl_fc.sel({\"parameter.variable\": \"10fg3\", \"time.step\": step}), style=gust_style\n",
+    ")\n",
+    "subplot.title(\"HRES {base_time:%Y-%m-%d %H} UTC (+{lead_time}h)\")\n",
+    "subplot.legend(label=\"\")\n",
+    "\n",
+    "# the control forecast, GRIB\n",
+    "subplot = figure.add_map(0, 1)\n",
+    "subplot.contourf(\n",
+    "    fl_fg.sel({\"metadata.marsType\": \"cf\", \"time.step\": step}), style=gust_style\n",
+    ")\n",
+    "subplot.title(\"CF {base_time:%Y-%m-%d %H} UTC (+{lead_time}h)\")\n",
+    "subplot.legend(label=\"\")\n",
+    "\n",
+    "# the ensemble mean, Xarray\n",
+    "subplot = figure.add_map(1, 0)\n",
+    "subplot.contourf(fg_mean.sel(step=step), style=gust_style)\n",
+    "subplot.title(\"MEAN\")\n",
+    "subplot.legend(label=\"\")\n",
+    "\n",
+    "# the ensemble spread, Xarray\n",
+    "subplot = figure.add_map(1, 1)\n",
+    "subplot.contourf(fg_spread.sel(step=step), style=spread_style)\n",
+    "subplot.title(\"SPREAD\")\n",
+    "subplot.legend(label=\"\")\n",
+    "\n",
+    "figure.land()\n",
+    "figure.coastlines()\n",
+    "figure.borders()\n",
+    "\n",
+    "figure.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "72243a4e-9a37-4522-95d4-9e27d37bba14",
+   "metadata": {},
+   "source": [
+    "### 4. Creating a stamp plot"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7ad3ec72-71bb-44a0-9a10-c1d8afcace0f",
+   "metadata": {},
+   "source": [
+    "In a stamp plot all the ensemble members are plotted into a different map within the same plot. It provides us with a quick overview on how the forecast members differ from each other. \n",
+    "\n",
+    "A stamp plot is about managing the layout. The code below creates an 8x8 grid and plots the ensmeble mean, the HRES forecast and the control forecast into the first row, and the perturbed members into the rest of the cells."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "3ba766c9-1d68-40ee-a622-fbdbc863259b",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/cgr/git/earthkit-plots/src/earthkit/plots/metadata/formatters.py:582: UserWarning: No key \"lead_time\" found in layer metadata.\n",
+      "  warnings.warn(f'No key \"{key}\" found in layer metadata.')\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x700 with 54 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "import cartopy.crs as ccrs\n",
+    "\n",
+    "# define step\n",
+    "step_hours = 78\n",
+    "step = datetime.timedelta(hours=step_hours)\n",
+    "\n",
+    "figure = ekp.Figure(\n",
+    "    crs=ccrs.PlateCarree(), domain=[-15, 15, 65, 45], figsize=(7, 7), rows=8, columns=8\n",
+    ")\n",
+    "\n",
+    "gust_style = ekp.styles.Style(\n",
+    "    colors=[\"#85AAEE\", \"#208EFC\", \"#6CA632\", \"#FFB000\", \"#FF0000\", \"#7A11B1\"],\n",
+    "    levels=[12, 15, 20, 25, 30, 35, 50],\n",
+    "    units=\"m s-1\",\n",
+    ")\n",
+    "\n",
+    "# ensemble mean, Xarray\n",
+    "subplot = figure.add_map(0, 5)\n",
+    "subplot.contourf(fg_mean.sel(step=step), style=gust_style)\n",
+    "subplot.title(\"MEAN\")\n",
+    "\n",
+    "# HRES forecast, GRIB\n",
+    "subplot = figure.add_map(0, 6)\n",
+    "subplot.contourf(\n",
+    "    fl_fc.sel({\"parameter.variable\": \"10fg3\", \"time.step\": step}), style=gust_style\n",
+    ")\n",
+    "subplot.title(\"HRES\")\n",
+    "\n",
+    "# control forecast, GRIB\n",
+    "subplot = figure.add_map(0, 7)\n",
+    "subplot.contourf(\n",
+    "    fl_fg.sel({\"metadata.marsType\": \"cf\", \"time.step\": step}), style=gust_style\n",
+    ")\n",
+    "subplot.title(\"CF\")\n",
+    "\n",
+    "# perturbed members, GRIB\n",
+    "for i, f in enumerate(fl_fg.sel({\"metadata.marsType\": \"pf\", \"time.step\": step})):\n",
+    "    subplot = figure.add_map(1 + i // 8, i % 8)\n",
+    "    subplot.contourf(f, style=gust_style)\n",
+    "    subplot.title(\"PF {number}\")\n",
+    "\n",
+    "figure.land(resolution=\"low\")\n",
+    "figure.coastlines(resolution=\"low\")\n",
+    "figure.borders(resolution=\"low\")\n",
+    "\n",
+    "ax = plt.axes((0.05, 0.9, 0.5, 0.01))\n",
+    "legends = figure.legend(ax=ax, label=\"\")\n",
+    "legends[0].ax.tick_params(labelsize=8)\n",
+    "\n",
+    "figure.title(\n",
+    "    # \"ECMWF Run: {base_time!1:%Y-%m-%d %H} UTC (+{lead_time!1}h)\\n{variable_name!1}\",\n",
+    "    \"ECMWF Run: {base_time:%Y-%m-%d %H} UTC (+{lead_time}h)\\n{variable_name}\",\n",
+    "    fontsize=9,\n",
+    "    horizontalalignment=\"left\",\n",
+    "    x=0,\n",
+    "    y=0.96,\n",
+    ")\n",
+    "\n",
+    "figure.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3c12bbdf-fa83-4a13-aaa1-72e5e8c0c1e5",
+   "metadata": {},
+   "source": [
+    "### 5. Creating a spaghetti plot"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6e210004-0657-4384-9315-a8e27666df8e",
+   "metadata": {},
+   "source": [
+    "In a spaghetti plot we pick an isoline value and plot that isoline into the same map from all the ensemble members. It is a useful tool e.g. to investigate the uncertainty of the location of a trough associated with a storm.\n",
+    "\n",
+    "This exercise shows you how to generate a spaghetti plot for the 850 hPa geopotential forecast using the 12500 m2/s2 isoline.\n",
+    "\n",
+    "First, the geopotential  data is extracted for the selected timestep."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "5bb9e4c9-9f89-413d-97a2-0da0ff345b3d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "z_fc = fl_fc.sel({\"parameter.variable\": \"z\", \"vertical.level\": 850, \"time.step\": step})\n",
+    "z_en = fl_en.sel({\"parameter.variable\": \"z\", \"vertical.level\": 850, \"time.step\": step})"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d8133ba4-cdf1-430f-946d-2090d2caede3",
+   "metadata": {},
+   "source": [
+    "Next, the perturbed members, the control forecast and the hi-res forecast are plotted into the same map."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "7c218dd9-19fa-4218-b300-1d83d876f6b7",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "chart = ekp.Map(crs=ccrs.PlateCarree(), domain=[-15, 15, 65, 45], size=(7, 7))\n",
+    "\n",
+    "# the isoline value\n",
+    "cont_level = [12500]\n",
+    "\n",
+    "# perturbed members\n",
+    "for f in z_en.sel({\"metadata.marsType\": \"pf\"}):\n",
+    "    chart.contour(\n",
+    "        f, levels=cont_level, linewidths=[0.2, 0.2], colors=\"blue\", labels=False\n",
+    "    )\n",
+    "\n",
+    "# control forecast\n",
+    "chart.contour(\n",
+    "    z_en.sel({\"metadata.marsType\": \"cf\"}),\n",
+    "    levels=cont_level,\n",
+    "    linewidths=[3, 3],\n",
+    "    colors=\"red\",\n",
+    "    labels=False,\n",
+    ")\n",
+    "\n",
+    "# hres forecasts\n",
+    "chart.contour(z_fc, levels=cont_level, linewidths=[3, 3], colors=\"orange\", labels=False)\n",
+    "\n",
+    "chart.land()\n",
+    "chart.coastlines()\n",
+    "chart.borders()\n",
+    "chart.gridlines()\n",
+    "\n",
+    "chart.title(\n",
+    "    \"ECMWF Run: {base_time:%Y-%m-%d %H} UTC (+{lead_time}h) {variable_name} {level} hPa\",\n",
+    "    fontsize=9,\n",
+    ")\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b9ad1acc-0b15-4f5a-a8fa-7a8f5c93ab69",
+   "metadata": {},
+   "source": [
+    "### 6. Generating a probability map"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "dde27549-a311-4c5c-a1e1-5e22b2162924",
+   "metadata": {},
+   "source": [
+    "This exercise shows you compute the probability of having a wind gust exceeding a given threshold for a given timestep. "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "38533579-3907-4563-b8c2-86b36603c92b",
+   "metadata": {},
+   "source": [
+    "The computations are carried out in Xarray."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "811f6d5f-07b5-493c-b4e4-f610d629b667",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "threshold = 28\n",
+    "prob = fl_fg.to_xarray(ensure_dims=\"forecast_reference_time\") > threshold\n",
+    "prob = prob.mean(dim=\"member\") * 100"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "2c9eaaea-0058-4306-82a6-a91cc31b86ec",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x700 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# define step\n",
+    "step = 78\n",
+    "\n",
+    "chart = ekp.Map(crs=ccrs.PlateCarree(), domain=[-15, 15, 65, 45], size=(7, 7))\n",
+    "\n",
+    "prob_style = ekp.styles.Style(\n",
+    "    levels=[10, 20, 30, 40, 50, 60, 72],\n",
+    ")\n",
+    "\n",
+    "chart.contourf(prob.sel(step=datetime.timedelta(hours=step)), style=prob_style)\n",
+    "chart.land()\n",
+    "chart.coastlines()\n",
+    "chart.borders()\n",
+    "chart.gridlines()\n",
+    "chart.legend()\n",
+    "chart.title(\n",
+    "    \"{variable_name} (+\" + str(step) + \" h) probability (> \" + str(threshold) + \" m/s)\",\n",
+    "    fontsize=9,\n",
+    ")\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b6f458c4-780e-42ab-9dd5-84f5f462c8b4",
+   "metadata": {},
+   "source": [
+    "### 7. Generating a percentile map"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d1a39ad7-334f-4003-9b7f-4c183db73367",
+   "metadata": {},
+   "source": [
+    "Another way of looking at the probabilities is to use a percentile map, which gives you a more detailed view about the actual distribution of the ENS forecast values. \n",
+    "\n",
+    "This example shows how to generate the percentile map for 80%. The value in each gridpoint will be the windgust value below which 80% of the ENS members fall."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "0a8d1d12-f087-45b8-9200-b08d44060180",
+   "metadata": {},
+   "source": [
+    "The computations are carried out in Xarray."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "fa979659-fc93-4fed-b577-9d96a3c97894",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "perc = 0.8  # 80%\n",
+    "perc_xr = fl_fg.to_xarray(ensure_dims=\"forecast_reference_time\").quantile(\n",
+    "    perc, dim=\"member\"\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "d68269b3-5bc6-4972-9bcf-76911931aa95",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x700 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# define step\n",
+    "step = 78\n",
+    "\n",
+    "chart = ekp.Map(crs=ccrs.PlateCarree(), domain=[-15, 15, 65, 45], size=(7, 7))\n",
+    "\n",
+    "chart.contourf(perc_xr.sel(step=datetime.timedelta(hours=step)), style=gust_style)\n",
+    "chart.land()\n",
+    "chart.coastlines()\n",
+    "chart.borders()\n",
+    "chart.gridlines()\n",
+    "chart.legend()\n",
+    "chart.title(\n",
+    "    \"{variable_name} (+\" + str(step) + \" h) percentile \" + str(perc * 100) + \" %\",\n",
+    "    fontsize=9,\n",
+    ")\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e621cacb-61c1-463a-a390-fd9a0084e080",
+   "metadata": {},
+   "source": [
+    "### 8. Creating a CDF plot"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ce7776cd-6897-4f0b-977d-a8dcde29ee04",
+   "metadata": {},
+   "source": [
+    "CDF (Cumulative Distribution Function) curves can be used to study the forecast probabilities at a given location in detail. The CDF curve constructed form ENS data tells us the probability that the forecast will be less than or equal to a given value.\n",
+    "\n",
+    "In this example the CDF plot is built for the location of Reading for 3 consecutive time steps (72, 78 and 84 h). The index of the grid point to extract from each field is determined by using  [earthkit.geo.distance.nearest_point_haversine()](https://earthkit-geo.readthedocs.io/en/latest/autoapi/earthkit/geo/distance/nearest_point_haversine.html#earthkit.geo.distance.nearest_point_haversine)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "8c43767a-c7cb-464b-809e-c0771e258c4e",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import earthkit.geo as ekg"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "32a8b359-4f2c-4d31-93fa-46078076e30a",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "import numpy as np\n",
+    "\n",
+    "step_hours = 78\n",
+    "step = datetime.timedelta(hours=step_hours)\n",
+    "\n",
+    "p_ref = (51.45, -0.97)\n",
+    "f = fl_fg[0]\n",
+    "latlon = fl_fg[0].geography.latlons()\n",
+    "\n",
+    "lat = latlon[0]\n",
+    "lon = latlon[1]\n",
+    "\n",
+    "idx, dist = ekg.distance.nearest_point_haversine(p_ref, (lat, lon))\n",
+    "idx\n",
+    "\n",
+    "colours = {72: \"blue\", 78: \"orange\", 84: \"gold\"}\n",
+    "lines = []\n",
+    "for step in [72, 78, 84]:\n",
+    "    x = fl_fg.sel({\"time.step\": step}).to_numpy(index=idx, flatten=True)\n",
+    "\n",
+    "    # form cdf\n",
+    "    y = np.arange(0, 101)\n",
+    "    x = np.percentile(x, y)\n",
+    "\n",
+    "    # make line plot object\n",
+    "    (line,) = plt.plot(x, y, label=f\"step={step}h\", c=colours[step])\n",
+    "    lines.append(line)\n",
+    "\n",
+    "plt.legend(handles=lines, loc=\"lower right\")\n",
+    "plt.xlabel(\"Wind gust (m/s)\")\n",
+    "plt.ylabel(\"Percentage (%)\")\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "b5bb899a-d7c5-48bb-933b-b1a88b233ede",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
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diff --git a/docs/tutorials/gpu_hydro.ipynb b/docs/tutorials/gpu_hydro.ipynb
new file mode 100644
index 0000000..d161adf
--- /dev/null
+++ b/docs/tutorials/gpu_hydro.ipynb
@@ -0,0 +1,1381 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "89ee9901",
+   "metadata": {},
+   "source": [
+    "## GPU-accelerated computations"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "0a48a044",
+   "metadata": {},
+   "source": [
+    "In this notebook you will see how to:\n",
+    "\n",
+    "- compute an upstream accumulation of precipitation along a river network\n",
+    "- change the array backend to use gpu-accelerated array computations\n",
+    "- change the array backend for xarray computations also\n",
+    "- plot easily the results\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-hydro.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-hydro-light.svg\" alt=\"earthkit-hydro\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-plots.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-plots-light.svg\" alt=\"earthkit-plots\" width=\"200\">\n",
+    "  </a> \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "acc3e7a2",
+   "metadata": {},
+   "source": [
+    "> Note: some of the examples in this notebook requires an optional dependency - the Python package **cupy**. Prior to running the notebook, install it following the relevant instructions [here](https://docs.cupy.dev/en/stable/install.html)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "35e78634",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "import earthkit.hydro as ekh\n",
+    "import earthkit.plots as ekp"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8ad40dee",
+   "metadata": {},
+   "source": [
+    "### 1. Load a large dataset\n",
+    "\n",
+    "First, we load a precipitation dataset on the EFAS domain, and convert it directly to an xarray representation."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "9f60067f",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                            "
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+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
+       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
+       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
+       "  color: var(--xr-font-color0);\n",
+       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
+       "  stroke-width: 0.8px;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 2GB\n",
+       "Dimensions:  (time: 40, lat: 2970, lon: 4530)\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float64 24kB 72.24 72.22 72.21 72.19 ... 22.79 22.77 22.76\n",
+       "  * lon      (lon) float64 36kB -25.24 -25.23 -25.21 ... 50.21 50.22 50.24\n",
+       "  * time     (time) datetime64[ns] 320B 2024-11-14T06:00:00 ... 2024-11-24\n",
+       "Data variables:\n",
+       "    R06a     (time, lat, lon) float32 2GB ...\n",
+       "Attributes:\n",
+       "    history:  Wed Mar  8 12:00:44 2023: ncks -O --mk_rec_dmn time area.templa...\n",
+       "    NCO:      netCDF Operators version 4.9.7 (Homepage = http://nco.sf.net, C...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-a64d6ea6-c8f4-47d7-b008-f6b1e2b3bc14' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a64d6ea6-c8f4-47d7-b008-f6b1e2b3bc14' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 40</li><li><span class='xr-has-index'>lat</span>: 2970</li><li><span class='xr-has-index'>lon</span>: 4530</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-74ec63f1-3551-434c-908a-831e5576a193' class='xr-section-summary-in' type='checkbox'  checked><label for='section-74ec63f1-3551-434c-908a-831e5576a193' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>72.24 72.22 72.21 ... 22.77 22.76</div><input id='attrs-a315c1f9-c318-4c8f-8566-4795f41ee74f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a315c1f9-c318-4c8f-8566-4795f41ee74f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a473c5a-8555-40f7-b807-1b0d385e0b75' class='xr-var-data-in' type='checkbox'><label for='data-8a473c5a-8555-40f7-b807-1b0d385e0b75' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([72.241667, 72.225   , 72.208333, ..., 22.791667, 22.775   , 22.758333],\n",
+       "      shape=(2970,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-25.24 -25.23 ... 50.22 50.24</div><input id='attrs-dcb92dad-efba-4dae-ae22-cb8dc795542a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dcb92dad-efba-4dae-ae22-cb8dc795542a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-18b71d55-ac0f-4da9-812b-8442a887faa8' class='xr-var-data-in' type='checkbox'><label for='data-18b71d55-ac0f-4da9-812b-8442a887faa8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([-25.241667, -25.225   , -25.208333, ...,  50.208333,  50.225   ,\n",
+       "        50.241667], shape=(4530,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-11-14T06:00:00 ... 2024-11-24</div><input id='attrs-e947f2b9-7efe-46ec-a32c-f3f7a629eb13' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e947f2b9-7efe-46ec-a32c-f3f7a629eb13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ab82e35-5da7-43a9-959f-c5f775f10913' class='xr-var-data-in' type='checkbox'><label for='data-2ab82e35-5da7-43a9-959f-c5f775f10913' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-11-14T06:00:00.000000000&#x27;, &#x27;2024-11-14T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-14T18:00:00.000000000&#x27;, &#x27;2024-11-15T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-15T06:00:00.000000000&#x27;, &#x27;2024-11-15T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-15T18:00:00.000000000&#x27;, &#x27;2024-11-16T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-16T06:00:00.000000000&#x27;, &#x27;2024-11-16T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-16T18:00:00.000000000&#x27;, &#x27;2024-11-17T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-17T06:00:00.000000000&#x27;, &#x27;2024-11-17T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-17T18:00:00.000000000&#x27;, &#x27;2024-11-18T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-18T06:00:00.000000000&#x27;, &#x27;2024-11-18T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-18T18:00:00.000000000&#x27;, &#x27;2024-11-19T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-19T06:00:00.000000000&#x27;, &#x27;2024-11-19T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-19T18:00:00.000000000&#x27;, &#x27;2024-11-20T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-20T06:00:00.000000000&#x27;, &#x27;2024-11-20T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-20T18:00:00.000000000&#x27;, &#x27;2024-11-21T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-21T06:00:00.000000000&#x27;, &#x27;2024-11-21T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-21T18:00:00.000000000&#x27;, &#x27;2024-11-22T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-22T06:00:00.000000000&#x27;, &#x27;2024-11-22T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-22T18:00:00.000000000&#x27;, &#x27;2024-11-23T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-23T06:00:00.000000000&#x27;, &#x27;2024-11-23T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-23T18:00:00.000000000&#x27;, &#x27;2024-11-24T00:00:00.000000000&#x27;],\n",
+       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8b97bf3e-2a0b-4388-a56b-89c2e3122819' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8b97bf3e-2a0b-4388-a56b-89c2e3122819' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>R06a</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-69164a67-9fda-4f3c-9080-eeb8942efc12' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69164a67-9fda-4f3c-9080-eeb8942efc12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37d19287-f539-49c4-9dcd-e14926f71325' class='xr-var-data-in' type='checkbox'><label for='data-37d19287-f539-49c4-9dcd-e14926f71325' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>mm</dd><dt><span>standard_name :</span></dt><dd>precipitation</dd><dt><span>long_name :</span></dt><dd>precipitation</dd></dl></div><div class='xr-var-data'><pre>[538164000 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-62c8170f-2e8e-4637-a986-ecd248ac1cb9' class='xr-section-summary-in' type='checkbox'  ><label for='section-62c8170f-2e8e-4637-a986-ecd248ac1cb9' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-d2b4b907-44e2-4f22-9870-67b8648b9c57' class='xr-index-data-in' type='checkbox'/><label for='index-d2b4b907-44e2-4f22-9870-67b8648b9c57' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 72.24166666666667,             72.225,  72.20833333333334,\n",
+       "        72.19166666666666,             72.175,  72.15833333333333,\n",
+       "        72.14166666666667,             72.125,  72.10833333333333,\n",
+       "        72.09166666666667,\n",
+       "       ...\n",
+       "       22.908333333333335, 22.891666666666666,             22.875,\n",
+       "       22.858333333333334, 22.841666666666665,             22.825,\n",
+       "       22.808333333333334, 22.791666666666668,             22.775,\n",
+       "       22.758333333333333],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=2970))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-aac7d24c-2755-42ff-a5f0-008236826548' class='xr-index-data-in' type='checkbox'/><label for='index-aac7d24c-2755-42ff-a5f0-008236826548' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-25.241666666666667,             -25.225, -25.208333333333332,\n",
+       "       -25.191666666666666,             -25.175, -25.158333333333335,\n",
+       "       -25.141666666666666,             -25.125, -25.108333333333334,\n",
+       "       -25.091666666666665,\n",
+       "       ...\n",
+       "         50.09166666666667,  50.108333333333334,              50.125,\n",
+       "        50.141666666666666,   50.15833333333333,              50.175,\n",
+       "         50.19166666666666,   50.20833333333333,  50.224999999999994,\n",
+       "         50.24166666666666],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=4530))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-1a6253ba-c7eb-4412-b5ff-f93faae1a71d' class='xr-index-data-in' type='checkbox'/><label for='index-1a6253ba-c7eb-4412-b5ff-f93faae1a71d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2024-11-14 06:00:00&#x27;, &#x27;2024-11-14 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-14 18:00:00&#x27;, &#x27;2024-11-15 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-15 06:00:00&#x27;, &#x27;2024-11-15 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-15 18:00:00&#x27;, &#x27;2024-11-16 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-16 06:00:00&#x27;, &#x27;2024-11-16 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-16 18:00:00&#x27;, &#x27;2024-11-17 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-17 06:00:00&#x27;, &#x27;2024-11-17 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-17 18:00:00&#x27;, &#x27;2024-11-18 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-18 06:00:00&#x27;, &#x27;2024-11-18 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-18 18:00:00&#x27;, &#x27;2024-11-19 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-19 06:00:00&#x27;, &#x27;2024-11-19 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-19 18:00:00&#x27;, &#x27;2024-11-20 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-20 06:00:00&#x27;, &#x27;2024-11-20 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-20 18:00:00&#x27;, &#x27;2024-11-21 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-21 06:00:00&#x27;, &#x27;2024-11-21 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-21 18:00:00&#x27;, &#x27;2024-11-22 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-22 06:00:00&#x27;, &#x27;2024-11-22 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-22 18:00:00&#x27;, &#x27;2024-11-23 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-23 06:00:00&#x27;, &#x27;2024-11-23 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-23 18:00:00&#x27;, &#x27;2024-11-24 00:00:00&#x27;],\n",
+       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d3721213-df6e-4a9f-9793-bab1a2d5c797' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d3721213-df6e-4a9f-9793-bab1a2d5c797' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>history :</span></dt><dd>Wed Mar  8 12:00:44 2023: ncks -O --mk_rec_dmn time area.template.nc area2.template.nc</dd><dt><span>NCO :</span></dt><dd>netCDF Operators version 4.9.7 (Homepage = http://nco.sf.net, Code = http://github.com/nco/nco)</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 2GB\n",
+       "Dimensions:  (time: 40, lat: 2970, lon: 4530)\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float64 24kB 72.24 72.22 72.21 72.19 ... 22.79 22.77 22.76\n",
+       "  * lon      (lon) float64 36kB -25.24 -25.23 -25.21 ... 50.21 50.22 50.24\n",
+       "  * time     (time) datetime64[ns] 320B 2024-11-14T06:00:00 ... 2024-11-24\n",
+       "Data variables:\n",
+       "    R06a     (time, lat, lon) float32 2GB ...\n",
+       "Attributes:\n",
+       "    history:  Wed Mar  8 12:00:44 2023: ncks -O --mk_rec_dmn time area.templa...\n",
+       "    NCO:      netCDF Operators version 4.9.7 (Homepage = http://nco.sf.net, C..."
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ds = ekd.from_source(\"sample\", \"R06a.nc\").to_xarray()\n",
+    "ds"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "06ec296b",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+       "<defs>\n",
+       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
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+       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
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+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(\n",
+       "    --jp-content-font-color0,\n",
+       "    var(--pst-color-text-base rgba(0, 0, 0, 1))\n",
+       "  );\n",
+       "  --xr-font-color2: var(\n",
+       "    --jp-content-font-color2,\n",
+       "    var(--pst-color-text-base, rgba(0, 0, 0, 0.54))\n",
+       "  );\n",
+       "  --xr-font-color3: var(\n",
+       "    --jp-content-font-color3,\n",
+       "    var(--pst-color-text-base, rgba(0, 0, 0, 0.38))\n",
+       "  );\n",
+       "  --xr-border-color: var(\n",
+       "    --jp-border-color2,\n",
+       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 10))\n",
+       "  );\n",
+       "  --xr-disabled-color: var(\n",
+       "    --jp-layout-color3,\n",
+       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 40))\n",
+       "  );\n",
+       "  --xr-background-color: var(\n",
+       "    --jp-layout-color0,\n",
+       "    var(--pst-color-on-background, white)\n",
+       "  );\n",
+       "  --xr-background-color-row-even: var(\n",
+       "    --jp-layout-color1,\n",
+       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 5))\n",
+       "  );\n",
+       "  --xr-background-color-row-odd: var(\n",
+       "    --jp-layout-color2,\n",
+       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n",
+       "  );\n",
+       "}\n",
+       "\n",
+       "html[theme=\"dark\"],\n",
+       "html[data-theme=\"dark\"],\n",
+       "body[data-theme=\"dark\"],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: var(\n",
+       "    --jp-content-font-color0,\n",
+       "    var(--pst-color-text-base, rgba(255, 255, 255, 1))\n",
+       "  );\n",
+       "  --xr-font-color2: var(\n",
+       "    --jp-content-font-color2,\n",
+       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n",
+       "  );\n",
+       "  --xr-font-color3: var(\n",
+       "    --jp-content-font-color3,\n",
+       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n",
+       "  );\n",
+       "  --xr-border-color: var(\n",
+       "    --jp-border-color2,\n",
+       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n",
+       "  );\n",
+       "  --xr-disabled-color: var(\n",
+       "    --jp-layout-color3,\n",
+       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n",
+       "  );\n",
+       "  --xr-background-color: var(\n",
+       "    --jp-layout-color0,\n",
+       "    var(--pst-color-on-background, #111111)\n",
+       "  );\n",
+       "  --xr-background-color-row-even: var(\n",
+       "    --jp-layout-color1,\n",
+       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n",
+       "  );\n",
+       "  --xr-background-color-row-odd: var(\n",
+       "    --jp-layout-color2,\n",
+       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n",
+       "  );\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block !important;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: inline-block;\n",
+       "  opacity: 0;\n",
+       "  height: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "  border: 2px solid transparent !important;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:focus + label {\n",
+       "  border: 2px solid var(--xr-font-color0) !important;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: \"►\";\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: \"▼\";\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: \"(\";\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: \")\";\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: \",\";\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  border-color: var(--xr-background-color-row-odd);\n",
+       "  margin-bottom: 0;\n",
+       "  padding-top: 2px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "  border-color: var(--xr-background-color-row-even);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  overflow: hidden;\n",
+       "  text-overflow: ellipsis;\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name:hover,\n",
+       ".xr-var-dims:hover,\n",
+       ".xr-var-dtype:hover,\n",
+       ".xr-attrs dt:hover {\n",
+       "  overflow: visible;\n",
+       "  width: auto;\n",
+       "  z-index: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  display: none;\n",
+       "  border-top: 2px dotted var(--xr-background-color);\n",
+       "  padding-bottom: 20px !important;\n",
+       "  padding-top: 10px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in + label,\n",
+       ".xr-var-data-in + label,\n",
+       ".xr-index-data-in + label {\n",
+       "  padding: 0 1px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > pre,\n",
+       ".xr-index-data > pre,\n",
+       ".xr-var-data > table > tbody > tr {\n",
+       "  background-color: transparent !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
+       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
+       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
+       "  color: var(--xr-font-color0);\n",
+       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
+       "  stroke-width: 0.8px;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;R06a&#x27; (time: 10, lat: 2970, lon: 4530)&gt; Size: 538MB\n",
+       "[134541000 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float64 24kB 72.24 72.22 72.21 72.19 ... 22.79 22.77 22.76\n",
+       "  * lon      (lon) float64 36kB -25.24 -25.23 -25.21 ... 50.21 50.22 50.24\n",
+       "  * time     (time) datetime64[ns] 80B 2024-11-14T06:00:00 ... 2024-11-16T12:...\n",
+       "Attributes:\n",
+       "    units:          mm\n",
+       "    standard_name:  precipitation\n",
+       "    long_name:      precipitation</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'R06a'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 10</li><li><span class='xr-has-index'>lat</span>: 2970</li><li><span class='xr-has-index'>lon</span>: 4530</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-956c3738-794f-4754-b003-9beee868ffea' class='xr-array-in' type='checkbox' checked><label for='section-956c3738-794f-4754-b003-9beee868ffea' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[134541000 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-50061abc-b594-4c16-98b0-7d39e77af8d3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-50061abc-b594-4c16-98b0-7d39e77af8d3' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>72.24 72.22 72.21 ... 22.77 22.76</div><input id='attrs-4ad61b5c-79e1-4907-8699-fc2204feb956' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4ad61b5c-79e1-4907-8699-fc2204feb956' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba993a78-c087-47ee-adcd-ef6294342589' class='xr-var-data-in' type='checkbox'><label for='data-ba993a78-c087-47ee-adcd-ef6294342589' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([72.241667, 72.225   , 72.208333, ..., 22.791667, 22.775   , 22.758333],\n",
+       "      shape=(2970,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-25.24 -25.23 ... 50.22 50.24</div><input id='attrs-0bcf4029-f257-40f7-8ac0-134711801622' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0bcf4029-f257-40f7-8ac0-134711801622' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e85e3529-ed31-4fc8-b41f-6495bb2482f0' class='xr-var-data-in' type='checkbox'><label for='data-e85e3529-ed31-4fc8-b41f-6495bb2482f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([-25.241667, -25.225   , -25.208333, ...,  50.208333,  50.225   ,\n",
+       "        50.241667], shape=(4530,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-11-14T06:00:00 ... 2024-11-...</div><input id='attrs-723d8058-805c-4881-a92c-b741bb4cf45a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-723d8058-805c-4881-a92c-b741bb4cf45a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b1b5a1b-7c0c-4493-9958-6d0840fc4dcf' class='xr-var-data-in' type='checkbox'><label for='data-2b1b5a1b-7c0c-4493-9958-6d0840fc4dcf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-11-14T06:00:00.000000000&#x27;, &#x27;2024-11-14T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-14T18:00:00.000000000&#x27;, &#x27;2024-11-15T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-15T06:00:00.000000000&#x27;, &#x27;2024-11-15T12:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-15T18:00:00.000000000&#x27;, &#x27;2024-11-16T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-11-16T06:00:00.000000000&#x27;, &#x27;2024-11-16T12:00:00.000000000&#x27;],\n",
+       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e86b82ea-8d4b-452c-a36b-90df177d1312' class='xr-section-summary-in' type='checkbox'  ><label for='section-e86b82ea-8d4b-452c-a36b-90df177d1312' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-b4ad31a0-cd2a-4bf3-836a-434e0769b062' class='xr-index-data-in' type='checkbox'/><label for='index-b4ad31a0-cd2a-4bf3-836a-434e0769b062' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 72.24166666666667,             72.225,  72.20833333333334,\n",
+       "        72.19166666666666,             72.175,  72.15833333333333,\n",
+       "        72.14166666666667,             72.125,  72.10833333333333,\n",
+       "        72.09166666666667,\n",
+       "       ...\n",
+       "       22.908333333333335, 22.891666666666666,             22.875,\n",
+       "       22.858333333333334, 22.841666666666665,             22.825,\n",
+       "       22.808333333333334, 22.791666666666668,             22.775,\n",
+       "       22.758333333333333],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=2970))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-9bef7052-c55a-41a8-a361-78eb3522a256' class='xr-index-data-in' type='checkbox'/><label for='index-9bef7052-c55a-41a8-a361-78eb3522a256' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-25.241666666666667,             -25.225, -25.208333333333332,\n",
+       "       -25.191666666666666,             -25.175, -25.158333333333335,\n",
+       "       -25.141666666666666,             -25.125, -25.108333333333334,\n",
+       "       -25.091666666666665,\n",
+       "       ...\n",
+       "         50.09166666666667,  50.108333333333334,              50.125,\n",
+       "        50.141666666666666,   50.15833333333333,              50.175,\n",
+       "         50.19166666666666,   50.20833333333333,  50.224999999999994,\n",
+       "         50.24166666666666],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=4530))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-5282a2e8-7c1b-4b07-9b7f-063be4daaa3a' class='xr-index-data-in' type='checkbox'/><label for='index-5282a2e8-7c1b-4b07-9b7f-063be4daaa3a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2024-11-14 06:00:00&#x27;, &#x27;2024-11-14 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-14 18:00:00&#x27;, &#x27;2024-11-15 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-15 06:00:00&#x27;, &#x27;2024-11-15 12:00:00&#x27;,\n",
+       "               &#x27;2024-11-15 18:00:00&#x27;, &#x27;2024-11-16 00:00:00&#x27;,\n",
+       "               &#x27;2024-11-16 06:00:00&#x27;, &#x27;2024-11-16 12:00:00&#x27;],\n",
+       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-83c9a72a-1d2e-419d-bc94-1ed3d249457c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-83c9a72a-1d2e-419d-bc94-1ed3d249457c' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>mm</dd><dt><span>standard_name :</span></dt><dd>precipitation</dd><dt><span>long_name :</span></dt><dd>precipitation</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray 'R06a' (time: 10, lat: 2970, lon: 4530)> Size: 538MB\n",
+       "[134541000 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float64 24kB 72.24 72.22 72.21 72.19 ... 22.79 22.77 22.76\n",
+       "  * lon      (lon) float64 36kB -25.24 -25.23 -25.21 ... 50.21 50.22 50.24\n",
+       "  * time     (time) datetime64[ns] 80B 2024-11-14T06:00:00 ... 2024-11-16T12:...\n",
+       "Attributes:\n",
+       "    units:          mm\n",
+       "    standard_name:  precipitation\n",
+       "    long_name:      precipitation"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# create a smaller dataarray for illustration purposes\n",
+    "da = ds[\"R06a\"].isel(time=slice(0, 10))\n",
+    "da"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9afb2ed2",
+   "metadata": {},
+   "source": [
+    "### 2. Load a river network\n",
+    "\n",
+    "Computations with earthkit-hydro require a river network. We load a precomputed network directly - the EFAS version 5 river network."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "8d66f4f4",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "River network not found in cache (/dev/shm/_tmpdir_.ecm7348.39938383/tmplzbi5hz3_earthkit_hydro/1.3_0dc8123bbf944ff1cb86f41bc7506e891baaa990666d836fc0cf2edd503916db.joblib).\n",
+      "River network loaded, saving to cache (/dev/shm/_tmpdir_.ecm7348.39938383/tmplzbi5hz3_earthkit_hydro/1.3_0dc8123bbf944ff1cb86f41bc7506e891baaa990666d836fc0cf2edd503916db.joblib).\n"
+     ]
+    }
+   ],
+   "source": [
+    "net = ekh.river_network.load(\"efas\", \"5\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "25f9e868",
+   "metadata": {},
+   "source": [
+    "### 3. Conduct array-level computation using numpy\n",
+    "\n",
+    "To compute an upstream accumulation in earthkit-hydro, we simply use `ekh.upstream` module. To begin, we specifically use `ekh.upstream.array.sum`, which is the array-based upstream summation.\n",
+    "\n",
+    "By default, this will use **numpy**, which is CPU-only. This is our **baseline**, and we show the timings below."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "ed0c6002",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "3.41 s ± 40.8 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
+     ]
+    }
+   ],
+   "source": [
+    "array_np = da.values  # convert to array (numpy)\n",
+    "\n",
+    "%timeit ekh.upstream.array.sum(net, array_np)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "856e6687",
+   "metadata": {},
+   "source": [
+    "### 4. Conduct same operation with cupy\n",
+    "\n",
+    "We can also easily leverage GPU to speed up computations. Instead of numpy, a straighforward replacement is to use the **cupy** library (note - different array backends like torch or jax are also supported). The library is analagous to numpy, but GPU-accelerated."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "ee6c11cf",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Loading river network from cache (/dev/shm/_tmpdir_.ecm7348.39938383/tmp_3rj4bfp_earthkit_hydro/1.3_0dc8123bbf944ff1cb86f41bc7506e891baaa990666d836fc0cf2edd503916db.joblib).\n",
+      "173 ms ± 12.4 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
+     ]
+    }
+   ],
+   "source": [
+    "import cupy as cp\n",
+    "\n",
+    "net_gpu = ekh.river_network.load(\"efas\", \"5\").to_device(device=\"cuda\")\n",
+    "array_cp = cp.array(da.values)\n",
+    "\n",
+    "%timeit ekh.upstream.array.sum(net_gpu, array_cp)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bec46134",
+   "metadata": {},
+   "source": [
+    "That's over a 10x speedup!"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f931f1d6",
+   "metadata": {},
+   "source": [
+    "### 5. Xarray computation backed by numpy\n",
+    "\n",
+    "Instead of lower level computations on numpy arrays, we can also compute on higher level data representations such as xarray. The analagous xarray version of the previous example is as follows:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "aaf9248e",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1.8 s ± 38.9 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
+     ]
+    }
+   ],
+   "source": [
+    "small_da = da.isel(time=slice(0, 5))\n",
+    "%timeit ekh.upstream.sum(net, small_da)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f4c4efb1",
+   "metadata": {},
+   "source": [
+    "### 6. Xarray computation backed by cupy\n",
+    "\n",
+    "Under the hood, xarray uses numpy by default. However, we can change that easily and use cupy instead to achieve a speedup."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "7b125877",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "172 ms ± 4.68 ms per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
+     ]
+    }
+   ],
+   "source": [
+    "small_da_gpu = small_da.copy(data=cp.asarray(small_da.data))\n",
+    "%timeit ekh.upstream.sum(net_gpu, small_da_gpu)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "eb902940",
+   "metadata": {},
+   "source": [
+    "### 7. Plotting\n",
+    "\n",
+    "To finish, we take a look at what we've been computing using earthkit-plots!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "f62cef64",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "step0 = small_da.isel(time=0)\n",
+    "\n",
+    "upstream_sum = ekh.upstream.sum(net, step0)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "f62cef64",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x800 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "style = ekp.styles.Style(\n",
+    "    colors=\"Blues\",\n",
+    "    levels=[0, 0.5, 1, 2, 5, 10, 50, 100, 500, 1000, 2000, 3000, 4000],\n",
+    "    extend=\"max\",\n",
+    ")\n",
+    "\n",
+    "chart = ekp.Map()\n",
+    "chart.quickplot(upstream_sum, style=style)\n",
+    "chart.legend(label=\"{variable_name}\")\n",
+    "chart.title(\"Upstream precipitation at {time:%H:%M on %-d %B %Y}\")\n",
+    "chart.coastlines()\n",
+    "chart.gridlines()\n",
+    "chart.show()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "ekh (gpu)",
+   "language": "python",
+   "name": "ekh"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.12.10"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/docs/tutorials/grid_solutions.ipynb b/docs/tutorials/grid_solutions.ipynb
new file mode 100644
index 0000000..594fcd7
--- /dev/null
+++ b/docs/tutorials/grid_solutions.ipynb
@@ -0,0 +1,693 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "070454b3-b5dc-42c5-822a-b0ccf45e1962",
+   "metadata": {},
+   "source": [
+    "## Grid explorer"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c37e1a22-7ee6-4df0-b0c9-d98816595b51",
+   "metadata": {},
+   "source": [
+    "In this notebook you will see how to:\n",
+    "\n",
+    "- inspect the grid properties of GRIB data\n",
+    "- access the latitudes/longitudes of a field\n",
+    "- plot the gridpoints of a field\n",
+    "- interpolate GRIB data from one grid to another (regridding)\n",
+    "- extract the nearest gridpoint from a field\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-plots.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-plots-light.svg\" alt=\"earthkit-plots\" width=\"200\">\n",
+    "  </a> \n",
+    "  <a href=\"https://earthkit-geo.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-geo-light.svg\" alt=\"earthkit-geo\" width=\"200\">\n",
+    "  </a>\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6768bc1e-ac3f-4c65-b09d-7a52355d1625",
+   "metadata": {},
+   "source": [
+    "### 1. Getting the data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "70f61e01-f34c-419e-a969-88499db76cd0",
+   "metadata": {},
+   "source": [
+    "The input data is a GRIB file containing 1000 hPa temperature fields on 3 different global grids. \n",
+    "\n",
+    "First, fetch the file and list its contents."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "ab1c6960-2e25-4ca4-a1ac-b200d6d2e817",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "ea129b3d3b1545d58c49343d2daf5c27",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "grids_3.grib:   0%|          | 0.00/33.0k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>t</td>\n",
+       "      <td>2015-04-22 12:00:00</td>\n",
+       "      <td>2015-04-22 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>None</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>t</td>\n",
+       "      <td>2015-04-22 12:00:00</td>\n",
+       "      <td>2015-04-22 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>None</td>\n",
+       "      <td>reduced_gg</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>t</td>\n",
+       "      <td>2015-04-22 12:00:00</td>\n",
+       "      <td>2015-04-22 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>None</td>\n",
+       "      <td>healpix</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  parameter.variable time.valid_datetime  time.base_datetime time.step  \\\n",
+       "0                  t 2015-04-22 12:00:00 2015-04-22 12:00:00    0 days   \n",
+       "1                  t 2015-04-22 12:00:00 2015-04-22 12:00:00    0 days   \n",
+       "2                  t 2015-04-22 12:00:00 2015-04-22 12:00:00    0 days   \n",
+       "\n",
+       "   vertical.level vertical.level_type ensemble.member geography.grid_type  \n",
+       "0            1000            pressure            None          regular_ll  \n",
+       "1            1000            pressure            None          reduced_gg  \n",
+       "2            1000            pressure            None             healpix  "
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "\n",
+    "ds = ekd.from_source(\"sample\", \"grids_3.grib\").to_fieldlist()\n",
+    "ds.ls()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "cddbcc7b-5232-4a91-8fcc-c77cc5f1bc00",
+   "metadata": {},
+   "source": [
+    "Next, select the field you will inspect in the rest of the notebook.\n",
+    "\n",
+    "To try another grid type change the `gridType` in the `sel()` call below and rerun the notebook."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "cae23903-dcdf-4f0a-8d3f-9b8adf691daf",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>t</td>\n",
+       "      <td>2015-04-22 12:00:00</td>\n",
+       "      <td>2015-04-22 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>None</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  parameter.variable time.valid_datetime  time.base_datetime time.step  \\\n",
+       "0                  t 2015-04-22 12:00:00 2015-04-22 12:00:00    0 days   \n",
+       "\n",
+       "   vertical.level vertical.level_type ensemble.member geography.grid_type  \n",
+       "0            1000            pressure            None          regular_ll  "
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# choose one from: regular_ll, reduced_gg, healpix\n",
+    "f = ds.sel({\"geography.grid_type\": \"regular_ll\"})[0]\n",
+    "f.ls()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "27bd00c8-ea7a-4349-8b92-943ff7a6282e",
+   "metadata": {},
+   "source": [
+    "### 2. Inspecting the grid"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "96701d5e-fd70-4468-baf0-2908e4d4f1d3",
+   "metadata": {},
+   "source": [
+    "With `.get()` you can inspect the relevant metadata."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "1736fb73-2868-43f0-b0e1-abfd4eddba41",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "('t', 'regular_ll')"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "f.get(\"parameter.variable\"), f.get(\"geography.grid_type\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "97e48622-1c7b-4d26-860e-8042c4551e48",
+   "metadata": {},
+   "source": [
+    "The field's shape is related to the geography. For grids with  regular 2D structure, like regular latitude-longitude grids, the geography's shape is always 2D. Otherwise, like for reduced Gaussian grids, it is 1D."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "86ab890d-200a-411a-bebe-8fce1555efc1",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(37, 72)"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "f.geography.shape()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8de208e5-5c93-4d1a-b54d-ff4e906d2f6c",
+   "metadata": {},
+   "source": [
+    "When you access the latitudes and longitudes via `.geography.latlons()` you get numpy arrays with the field's shape."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "8e46eaba-d818-4928-ab2d-ca69c1e27f42",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "((37, 72), (37, 72))"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "lat, lon = f.geography.latlons()\n",
+    "lat.shape, lon.shape"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3b6c751e-1566-4a48-be7b-af49c0cfa854",
+   "metadata": {},
+   "source": [
+    "You can access the field values either with `to_numpy()` or via the `values` property. By default, `to_numpy()` respects the field's shape unless you use the `flatten=True` option."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "35b72b89-eecb-4e30-b636-8d0f4dbda037",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "((37, 72), (2664,))"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "f.to_numpy().shape, f.to_numpy(flatten=True).shape"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2abe4a1d-1a3d-4c6d-b137-82e6f92c9b9c",
+   "metadata": {},
+   "source": [
+    "When using the `values` property always a 1D array is returned."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "d671eb16-8ac8-4fc3-b5a7-ef615accf8c6",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(2664,)"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "f.values.shape"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ea3fa585-daab-4087-9e69-30fb8ee81a69",
+   "metadata": {},
+   "source": [
+    "### 3. Plotting the gridpoints"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3a861224-dc88-41b0-8a21-1b558ce0e504",
+   "metadata": {},
+   "source": [
+    "This example shows you how to plot the original gridpoint positions of the field."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "30451b60-93ca-4162-9833-f1690f3e6aa4",
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x700 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import earthkit.plots as ekp\n",
+    "\n",
+    "chart = ekp.Map(size=(7, 7))\n",
+    "chart.contourf(f, units=\"celsius\", auto_style=True)\n",
+    "\n",
+    "# plot the original grid points\n",
+    "chart.grid_points(f, c=\"black\")  # marker=\"+\"\n",
+    "\n",
+    "chart.title(f\"gridType={f.get('geography.grid_type')}\")\n",
+    "chart.coastlines()\n",
+    "chart.gridlines()\n",
+    "chart.legend()\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "faab904c-e612-4024-9e35-16a01e8889dc",
+   "metadata": {},
+   "source": [
+    "The next plot shows a smaller area and displays the grid values at each grid point."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "20d37262-e22f-4900-b957-9b59457e9be3",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x800 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import cartopy.crs as ccrs\n",
+    "\n",
+    "chart = ekp.Map(domain=\"Europe\")\n",
+    "chart.contourf(f, units=\"celsius\", auto_style=True)\n",
+    "# plot the original grid points\n",
+    "chart.grid_points(f, c=\"black\")  # marker=\"+\"\n",
+    "\n",
+    "# generate grid values\n",
+    "lat, lon, vals = f.data(flatten=True)\n",
+    "labels = [f\"{x:.1f}\" for x in vals]\n",
+    "for i, lbs in enumerate(labels):\n",
+    "    chart.ax.annotate(\n",
+    "        lbs,\n",
+    "        (lon[i], lat[i]),\n",
+    "        transform=ccrs.Geodetic(),\n",
+    "        xytext=(0, 5),\n",
+    "        textcoords=\"offset pixels\",\n",
+    "        annotation_clip=True,\n",
+    "        fontsize=6,\n",
+    "        horizontalalignment=\"center\",\n",
+    "    )\n",
+    "\n",
+    "chart.title(f\"gridType={f.metadata('gridType')}\")\n",
+    "chart.coastlines()\n",
+    "chart.gridlines()\n",
+    "chart.legend()\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5be96e5b-63ea-4963-b6ca-71b450d5b920",
+   "metadata": {},
+   "source": [
+    "### 4. Regridding"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8af58eff-b364-499a-bc60-2ad4c9718b13",
+   "metadata": {},
+   "source": [
+    "You can regrid data with `earthkit.geo.regrid.regrid()`."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "6c00e247-eac9-45ea-9fe8-0328fcbde357",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Field(t, 2015-04-22 12:00:00, 2015-04-22 12:00:00, 0:00:00, 1000, pressure, None, regular_ll)\n"
+     ]
+    }
+   ],
+   "source": [
+    "import earthkit.geo as ekg\n",
+    "\n",
+    "# the target grid is a global 10x10 degree regular latitude-longitude grid\n",
+    "grid = {\"grid\": [10, 10]}\n",
+    "\n",
+    "# perform interpolation for the field f\n",
+    "print(f)\n",
+    "ds_res = ekg.regrid(f, grid=grid, interpolation=\"linear\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "177af6ba-7ef4-430e-9cf2-0ff443964310",
+   "metadata": {},
+   "source": [
+    "The next cell plots the original and interpolated fields over a subarea."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "c1ff3127-c808-4ca3-ae70-25131c3153bb",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x700 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "figure = ekp.Figure(domain=\"North Atlantic\", rows=2, columns=1)\n",
+    "\n",
+    "# the original field\n",
+    "subplot = figure.add_map(0, 0)\n",
+    "subplot.contourf(f, units=\"celsius\", auto_style=True)\n",
+    "subplot.grid_points(f, c=\"black\")\n",
+    "subplot.title(\"Original field\")\n",
+    "\n",
+    "# the interpolated field\n",
+    "subplot = figure.add_map(1, 0)\n",
+    "subplot.contourf(ds_res, units=\"celsius\", auto_style=True)\n",
+    "subplot.grid_points(ds_res, c=\"black\")\n",
+    "subplot.title(\"Interpolated field\")\n",
+    "\n",
+    "figure.coastlines()\n",
+    "figure.gridlines()\n",
+    "\n",
+    "figure.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "74856632-c2e7-4d49-aa9c-2b5200709c71",
+   "metadata": {},
+   "source": [
+    "### 5. Getting the nearest gridpoint"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "84722900-7cfe-40d9-b52f-1b278b3beed2",
+   "metadata": {},
+   "source": [
+    "In this example you can see how to extract the nearest gridpoint value of a field using [earthkit.geo.distance.nearest_point_haversine()](https://earthkit-geo.readthedocs.io/en/latest/autoapi/earthkit/geo/distance/nearest_point_haversine.html#earthkit.geo.distance.nearest_point_haversine)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "93205b0d-aaa7-42f7-a39c-90cbc0e14d8c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([576])"
+      ]
+     },
+     "execution_count": 12,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# ref location (lat, lon)\n",
+    "p_ref = (51.45, -0.97)\n",
+    "\n",
+    "# get latlon\n",
+    "lat, lon = f.geography.latlons()\n",
+    "\n",
+    "# get nearest point index\n",
+    "idx, dist = ekg.distance.nearest_point_haversine(p_ref, (lat, lon))\n",
+    "idx"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "34d9a5f3-0866-4bcf-8756-0a05ea26bc6c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([283.45458984])"
+      ]
+     },
+     "execution_count": 13,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# extract field value at given index\n",
+    "f.values[idx]"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "dev",
+   "language": "python",
+   "name": "dev"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.13.1"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/docs/tutorials/index.rst b/docs/tutorials/index.rst
new file mode 100644
index 0000000..051e95a
--- /dev/null
+++ b/docs/tutorials/index.rst
@@ -0,0 +1,19 @@
+.. _tutorials:
+
+Tutorials
+================
+
+Here is a list of small tutorial notebooks to illustrate how to use earthkit.
+
+
+.. toctree::
+    :maxdepth: 1
+
+    ensemble.ipynb
+    comparing-models-solutions
+    grid_solutions
+    meteo_solutions
+    time-series-solutions
+    gpu_hydro
+    polytope_polygon.ipynb
+    polytope_timeseries.ipynb
diff --git a/docs/tutorials/meteo_solutions.ipynb b/docs/tutorials/meteo_solutions.ipynb
new file mode 100644
index 0000000..b44e54a
--- /dev/null
+++ b/docs/tutorials/meteo_solutions.ipynb
@@ -0,0 +1,858 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "2a2f7aca-da88-4ad7-bbb9-55ff9e7a465a",
+   "metadata": {},
+   "source": [
+    "## Meteorological computations"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2e52ca37-92b8-4810-92ad-c5c9eb6008ab",
+   "metadata": {},
+   "source": [
+    "In this notebook you will see:\n",
+    "- how to compute the potential temperature from GRIB data\n",
+    "- how to compute the wind speed from GRIB data\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-meteo.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-meteo-light.svg\" alt=\"earthkit-meteo\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-plots.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-plots-light.svg\" alt=\"earthkit-plots\" width=\"200\">\n",
+    "  </a>\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "634fa5fd-9926-4f62-a8b2-e82859b95599",
+   "metadata": {},
+   "source": [
+    "### 1. Getting the data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "23637ddd-b355-4277-b063-54ecbffa0f26",
+   "metadata": {},
+   "source": [
+    "Get the input data containing temperature, specific humidity and wind analysis on pressure levels."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "4a963ac0-beba-4f69-9e6d-aaffc1155db0",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>t</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>q</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>u</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>v</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>t</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5</th>\n",
+       "      <td>q</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  parameter.variable time.valid_datetime  time.base_datetime time.step  \\\n",
+       "0                  t 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "1                  q 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "2                  u 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "3                  v 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "4                  t 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "5                  q 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "\n",
+       "   vertical.level vertical.level_type ensemble.member geography.grid_type  \n",
+       "0            1000            pressure               0          regular_ll  \n",
+       "1            1000            pressure               0          regular_ll  \n",
+       "2            1000            pressure               0          regular_ll  \n",
+       "3            1000            pressure               0          regular_ll  \n",
+       "4             850            pressure               0          regular_ll  \n",
+       "5             850            pressure               0          regular_ll  "
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "\n",
+    "ds = ekd.from_source(\"sample\", \"tquv_pl_2x2.grib\").to_fieldlist()\n",
+    "ds.head(6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ea1d99dc-955a-4c15-90bb-847e187bce5c",
+   "metadata": {},
+   "source": [
+    "### 2. Computing potential temperature"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6ec8d0ce-0984-40e2-a99a-a6cae48ebb54",
+   "metadata": {},
+   "source": [
+    "This example shows how to compute the potential temperature with [earthkit.meteo.thermo.fieldlist.potential_temperature](https://earthkit-meteo.readthedocs.io/en/latest/autoapi/earthkit/meteo/thermo/fieldlist/potential_temperature.html#earthkit.meteo.thermo.fieldlist.potential_temperature)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "5a8195f4-4032-44ce-9a62-da0c2d9de787",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from earthkit.meteo.thermo.fieldlist import potential_temperature\n",
+    "\n",
+    "# select temperature fields\n",
+    "t = ds.sel({\"parameter.variable\": \"t\"})\n",
+    "\n",
+    "ds_pt = potential_temperature(t)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c80808d1-3209-4763-8e4c-055993da6685",
+   "metadata": {},
+   "source": [
+    "Check the results."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "607040e4",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>pt</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>pt</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>pt</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>700</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>pt</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>500</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>pt</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>400</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5</th>\n",
+       "      <td>pt</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>300</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  parameter.variable time.valid_datetime  time.base_datetime time.step  \\\n",
+       "0                 pt 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "1                 pt 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "2                 pt 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "3                 pt 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "4                 pt 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "5                 pt 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "\n",
+       "   vertical.level vertical.level_type ensemble.member geography.grid_type  \n",
+       "0            1000            pressure               0          regular_ll  \n",
+       "1             850            pressure               0          regular_ll  \n",
+       "2             700            pressure               0          regular_ll  \n",
+       "3             500            pressure               0          regular_ll  \n",
+       "4             400            pressure               0          regular_ll  \n",
+       "5             300            pressure               0          regular_ll  "
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ds_pt.ls()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e4a3a0aa-c9a3-42f4-9318-c09a62b3535c",
+   "metadata": {},
+   "source": [
+    "The resulting fieldlist was created in memory. You can save it into a file with `to_target()`."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "ec6f517e-cfb8-443a-9d3a-63d9de85ea47",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>pt</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>pt</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  parameter.variable time.valid_datetime  time.base_datetime time.step  \\\n",
+       "0                 pt 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "1                 pt 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "\n",
+       "   vertical.level vertical.level_type ensemble.member geography.grid_type  \n",
+       "0            1000            pressure               0          regular_ll  \n",
+       "1             850            pressure               0          regular_ll  "
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ds_pt.to_target(\"file\", \"_pt_res.grib\")\n",
+    "\n",
+    "# read back saved data and check first 2 fields\n",
+    "ds_pt = ekd.from_source(\"file\", \"_pt_res.grib\").to_fieldlist()\n",
+    "ds_pt.head(2)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "45a85263-2f36-463b-bc40-52e313d562bf",
+   "metadata": {},
+   "source": [
+    "The next cell plots the input temperature and the computed potential temperature fields on the same level."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "a89e2201-0455-4555-b0aa-b12f1080f2d8",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x700 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import earthkit.plots as ekp\n",
+    "\n",
+    "figure = ekp.Figure(rows=1, columns=2)\n",
+    "\n",
+    "level = 850\n",
+    "t_style = ekp.styles.Style(units=\"K\", levels=list(range(220, 340, 10)))\n",
+    "\n",
+    "subplot = figure.add_map(0, 0)\n",
+    "subplot.contourf(t.sel({\"vertical.level\": level}), style=t_style)\n",
+    "subplot.title(\"{shortName} {level} hPa\")\n",
+    "subplot.legend()\n",
+    "\n",
+    "subplot = figure.add_map(0, 1)\n",
+    "subplot.contourf(ds_pt.sel({\"vertical.level\": level}), style=t_style)\n",
+    "subplot.title(\"{shortName} {level} hPa\")\n",
+    "subplot.legend()\n",
+    "\n",
+    "figure.coastlines()\n",
+    "figure.gridlines()\n",
+    "\n",
+    "figure.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d24afc3a-988d-4611-83ec-3ceefe8f2769",
+   "metadata": {},
+   "source": [
+    "### 3. Computing the wind speed"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7d8322b3-f869-4698-9ca5-4e44af27a223",
+   "metadata": {},
+   "source": [
+    "This example computes the wind speed with  [earthkit.meteo.wind.speed](https://earthkit-meteo.readthedocs.io/en/latest/autoapi/earthkit/meteo/wind/array/speed.html#earthkit.meteo.wind.array.speed)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "1d22e9a9",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ds = ekd.from_source(\"sample\", \"tquv_pl_2x2.grib\").to_fieldlist()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "93825dbc-637d-49dd-b5f6-171022ad3fd4",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from earthkit.meteo.wind.fieldlist import speed\n",
+    "\n",
+    "# select the u and v fields. We assume here they\n",
+    "# are valid for the same set of levels\n",
+    "u = ds.sel({\"parameter.variable\": \"u\"})\n",
+    "v = ds.sel({\"parameter.variable\": \"v\"})\n",
+    "\n",
+    "ds_ws = speed(u, v)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9a38385e-b454-4d11-a367-26a7c50956bb",
+   "metadata": {},
+   "source": [
+    "Check the results."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "f4e43ca4-d736-4315-a359-47a4d90dcd9b",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>ws</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>ws</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>ws</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>700</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>ws</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>500</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>ws</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>400</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5</th>\n",
+       "      <td>ws</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>300</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  parameter.variable time.valid_datetime  time.base_datetime time.step  \\\n",
+       "0                 ws 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "1                 ws 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "2                 ws 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "3                 ws 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "4                 ws 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "5                 ws 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "\n",
+       "   vertical.level vertical.level_type ensemble.member geography.grid_type  \n",
+       "0            1000            pressure               0          regular_ll  \n",
+       "1             850            pressure               0          regular_ll  \n",
+       "2             700            pressure               0          regular_ll  \n",
+       "3             500            pressure               0          regular_ll  \n",
+       "4             400            pressure               0          regular_ll  \n",
+       "5             300            pressure               0          regular_ll  "
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ds_ws.ls()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "dd850733",
+   "metadata": {},
+   "source": [
+    "Write out the results and read back in."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "3660e9c4",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>parameter.variable</th>\n",
+       "      <th>time.valid_datetime</th>\n",
+       "      <th>time.base_datetime</th>\n",
+       "      <th>time.step</th>\n",
+       "      <th>vertical.level</th>\n",
+       "      <th>vertical.level_type</th>\n",
+       "      <th>ensemble.member</th>\n",
+       "      <th>geography.grid_type</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>ws</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>1000</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>ws</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>2018-08-01 12:00:00</td>\n",
+       "      <td>0 days</td>\n",
+       "      <td>850</td>\n",
+       "      <td>pressure</td>\n",
+       "      <td>0</td>\n",
+       "      <td>regular_ll</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  parameter.variable time.valid_datetime  time.base_datetime time.step  \\\n",
+       "0                 ws 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "1                 ws 2018-08-01 12:00:00 2018-08-01 12:00:00    0 days   \n",
+       "\n",
+       "   vertical.level vertical.level_type ensemble.member geography.grid_type  \n",
+       "0            1000            pressure               0          regular_ll  \n",
+       "1             850            pressure               0          regular_ll  "
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ds_ws.to_target(\"file\", \"_ws_res.grib\")\n",
+    "\n",
+    "# read back saved data and check first 2 fields\n",
+    "ds_ws = ekd.from_source(\"file\", \"_ws_res.grib\").to_fieldlist()\n",
+    "ds_ws.head(2)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7c5df0e4-7791-46c5-82a2-985e0e47be74",
+   "metadata": {},
+   "source": [
+    "The next cell plots the wind arrows and the computed speed over a subarea for a given level."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "351b4019-c95f-4179-bc29-9ae88c956d62",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 3 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "level = 850\n",
+    "\n",
+    "chart = ekp.Map(domain=\"Europe\", size=(6, 6))\n",
+    "chart.contourf(\n",
+    "    ds_ws.sel({\"vertical.level\": level}),\n",
+    "    units=\"m s-1\",\n",
+    "    colors=\"Greens\",\n",
+    "    levels=list(range(4, 22, 2)),\n",
+    "    alpha=1,\n",
+    ")\n",
+    "chart.quiver(u=u.sel({\"vertical.level\": level}), v=v.sel({\"vertical.level\": level}))\n",
+    "chart.coastlines()\n",
+    "chart.gridlines()\n",
+    "chart.legend()\n",
+    "chart.title((\"{time:%Y-%m-%d %H} UTC (+{lead_time}h) {level} hPa\"))\n",
+    "\n",
+    "chart.show()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "ek",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.18"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/docs/tutorials/polytope_polygon.ipynb b/docs/tutorials/polytope_polygon.ipynb
new file mode 100644
index 0000000..f859918
--- /dev/null
+++ b/docs/tutorials/polytope_polygon.ipynb
@@ -0,0 +1,693 @@
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+  {
+   "cell_type": "markdown",
+   "id": "66a48622-e440-4057-ac31-82d73dfa6a1f",
+   "metadata": {},
+   "source": [
+    "## Polygon coverage explorer"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5639fb87",
+   "metadata": {},
+   "source": [
+    "In this notebook you will see how to:\n",
+    "\n",
+    "- use Polytope to retrieve a country cut-out of Portugal\n",
+    "- create a point cloud plot of the retrieved fields\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-geo.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-geo-light.svg\" alt=\"earthkit-geo\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-plots.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-plots-light.svg\" alt=\"earthkit-plots\" width=\"200\">\n",
+    "  </a> \n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d0ea6d7b-1489-4b17-8c4c-82f98a1bf627",
+   "metadata": {},
+   "source": [
+    "### 1. Data extraction\n",
+    "\n",
+    "We generate the country polygon for Portugal using earthkit-geo, then retrieve data within that polygon with Polytope and convert to xarray."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "7b9c2b9a-a873-4b8e-abf1-042c8b012a2a",
+   "metadata": {},
+   "outputs": [
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+       "  * steps      (steps) int64 8B 0\n",
+       "  * points     (points) int64 9kB 0 1 2 3 4 5 ... 1112 1113 1114 1115 1116 1117\n",
+       "    latitude   (points) float64 9kB 36.87 36.87 36.94 ... 42.14 42.21 42.21\n",
+       "    longitude  (points) float64 9kB 352.1 352.2 351.2 ... 351.7 351.6 351.7\n",
+       "    levelist   (points) float64 9kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
+       "Data variables:\n",
+       "    2t         (datetimes, number, steps, points) float64 9kB 288.4 ... 284.7\n",
+       "    ssrd       (datetimes, number, steps, points) float64 9kB 0.0 0.0 ... 0.0\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2026-04-14T12:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0001\n",
+       "    levtype:        sfc\n",
+       "    number:         1\n",
+       "    step:           0\n",
+       "    stream:         enfo\n",
+       "    type:           pf\n",
+       "    date:           2026-04-14T12:00:00Z</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-bca6ea37-902d-4648-88cf-273c51aae68f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-bca6ea37-902d-4648-88cf-273c51aae68f' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>datetimes</span>: 1</li><li><span class='xr-has-index'>number</span>: 1</li><li><span class='xr-has-index'>steps</span>: 1</li><li><span class='xr-has-index'>points</span>: 1118</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-88b46431-8d75-4b04-925f-405fe03ad675' class='xr-section-summary-in' type='checkbox'  checked><label for='section-88b46431-8d75-4b04-925f-405fe03ad675' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>datetimes</span></div><div class='xr-var-dims'>(datetimes)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2026-04-14T12:00:00Z&#x27;</div><input id='attrs-5f4aa996-721d-4edb-b80a-910e8d882cb5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5f4aa996-721d-4edb-b80a-910e8d882cb5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d44e4f9-aaad-4fbf-bf76-0529921762c4' class='xr-var-data-in' type='checkbox'><label for='data-7d44e4f9-aaad-4fbf-bf76-0529921762c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2026-04-14T12:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-d8d94ac4-130c-4764-a5dd-19c473c47730' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d8d94ac4-130c-4764-a5dd-19c473c47730' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-95e221a1-68cb-4a98-b711-0ebc317a5240' class='xr-var-data-in' type='checkbox'><label for='data-95e221a1-68cb-4a98-b711-0ebc317a5240' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>steps</span></div><div class='xr-var-dims'>(steps)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-906948e9-b79b-4c75-9d5b-d9cb2397fc4e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-906948e9-b79b-4c75-9d5b-d9cb2397fc4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e52ab59c-fc16-4b60-b58c-3352fdda8204' class='xr-var-data-in' type='checkbox'><label for='data-e52ab59c-fc16-4b60-b58c-3352fdda8204' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>points</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 1114 1115 1116 1117</div><input id='attrs-78a0fefa-46c2-4646-8772-b394084a6ed4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-78a0fefa-46c2-4646-8772-b394084a6ed4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a129ce7c-34ba-484b-95fb-6e3c720dc191' class='xr-var-data-in' type='checkbox'><label for='data-a129ce7c-34ba-484b-95fb-6e3c720dc191' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([   0,    1,    2, ..., 1115, 1116, 1117], shape=(1118,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>36.87 36.87 36.94 ... 42.21 42.21</div><input id='attrs-bce81ad5-fa46-4f20-9e81-cecb401c9984' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bce81ad5-fa46-4f20-9e81-cecb401c9984' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-749708be-7f15-4a7e-aad8-c260a7405bf6' class='xr-var-data-in' type='checkbox'><label for='data-749708be-7f15-4a7e-aad8-c260a7405bf6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([36.87170393, 36.87170393, 36.94200269, ..., 42.14411149,\n",
+       "       42.21441026, 42.21441026], shape=(1118,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>352.1 352.2 351.2 ... 351.6 351.7</div><input id='attrs-44ce48b0-cd36-42f9-970b-bbe96a0a106c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-44ce48b0-cd36-42f9-970b-bbe96a0a106c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a95337c-3d74-4f87-802b-e5b79fa3df62' class='xr-var-data-in' type='checkbox'><label for='data-6a95337c-3d74-4f87-802b-e5b79fa3df62' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([352.06578947, 352.18421053, 351.22529644, ..., 351.72262774,\n",
+       "       351.57894737, 351.71052632], shape=(1118,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>levelist</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-2e7102c5-f9ad-4edd-abba-093a0d27b003' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2e7102c5-f9ad-4edd-abba-093a0d27b003' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37fb66ed-66a3-4a13-b74b-800da165938f' class='xr-var-data-in' type='checkbox'><label for='data-37fb66ed-66a3-4a13-b74b-800da165938f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0., 0., 0., ..., 0., 0., 0.], shape=(1118,))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-aa5039f4-8e55-470f-b4e6-8e023d06bbd1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-aa5039f4-8e55-470f-b4e6-8e023d06bbd1' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>2t</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>288.4 288.2 289.6 ... 285.7 284.7</div><input id='attrs-53cfecc8-4e9b-448a-8580-8e038852c913' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-53cfecc8-4e9b-448a-8580-8e038852c913' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-90efdaba-48bf-4116-a988-059b7b369f2b' class='xr-var-data-in' type='checkbox'><label for='data-90efdaba-48bf-4116-a988-059b7b369f2b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2t</dd></dl></div><div class='xr-var-data'><pre>array([[[[288.35171509, 288.15054321, 289.61734009, ..., 284.48257446,\n",
+       "          285.71694946, 284.69351196]]]], shape=(1, 1, 1, 1118))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssrd</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-24f07516-e8a4-4423-b7bd-84bf6f5177b9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-24f07516-e8a4-4423-b7bd-84bf6f5177b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3695c2d-d8b7-414a-b12c-e8a1196ca3c4' class='xr-var-data-in' type='checkbox'><label for='data-d3695c2d-d8b7-414a-b12c-e8a1196ca3c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>J m**-2</dd><dt><span>long_name :</span></dt><dd>ssrd</dd></dl></div><div class='xr-var-data'><pre>array([[[[0., 0., 0., ..., 0., 0., 0.]]]], shape=(1, 1, 1, 1118))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d6e47f8a-231c-4add-8638-2f7904d41c7a' class='xr-section-summary-in' type='checkbox'  ><label for='section-d6e47f8a-231c-4add-8638-2f7904d41c7a' class='xr-section-summary' >Indexes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>datetimes</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-835f3087-f97a-4abc-a510-271a575656d9' class='xr-index-data-in' type='checkbox'/><label for='index-835f3087-f97a-4abc-a510-271a575656d9' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2026-04-14T12:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetimes&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-1e85e679-b15c-447f-baac-45ad7d740c66' class='xr-index-data-in' type='checkbox'/><label for='index-1e85e679-b15c-447f-baac-45ad7d740c66' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1], dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>steps</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-566a614b-74f2-42da-bed6-017b87e99969' class='xr-index-data-in' type='checkbox'/><label for='index-566a614b-74f2-42da-bed6-017b87e99969' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;steps&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>points</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-e2cd3cae-2a35-48b3-8cf3-337f81ebe5c9' class='xr-index-data-in' type='checkbox'/><label for='index-e2cd3cae-2a35-48b3-8cf3-337f81ebe5c9' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0,    1,    2,    3,    4,    5,    6,    7,    8,    9,\n",
+       "       ...\n",
+       "       1108, 1109, 1110, 1111, 1112, 1113, 1114, 1115, 1116, 1117],\n",
+       "      dtype=&#x27;int64&#x27;, name=&#x27;points&#x27;, length=1118))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-120eed32-7ce1-42ed-b9d9-4722114ebeef' class='xr-section-summary-in' type='checkbox'  ><label for='section-120eed32-7ce1-42ed-b9d9-4722114ebeef' class='xr-section-summary' >Attributes: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>class :</span></dt><dd>od</dd><dt><span>Forecast date :</span></dt><dd>2026-04-14T12:00:00Z</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>step :</span></dt><dd>0</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd><dt><span>date :</span></dt><dd>2026-04-14T12:00:00Z</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 54kB\n",
+       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 1118)\n",
+       "Coordinates:\n",
+       "  * datetimes  (datetimes) <U20 80B '2026-04-14T12:00:00Z'\n",
+       "  * number     (number) int64 8B 1\n",
+       "  * steps      (steps) int64 8B 0\n",
+       "  * points     (points) int64 9kB 0 1 2 3 4 5 ... 1112 1113 1114 1115 1116 1117\n",
+       "    latitude   (points) float64 9kB 36.87 36.87 36.94 ... 42.14 42.21 42.21\n",
+       "    longitude  (points) float64 9kB 352.1 352.2 351.2 ... 351.7 351.6 351.7\n",
+       "    levelist   (points) float64 9kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
+       "Data variables:\n",
+       "    2t         (datetimes, number, steps, points) float64 9kB 288.4 ... 284.7\n",
+       "    ssrd       (datetimes, number, steps, points) float64 9kB 0.0 0.0 ... 0.0\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2026-04-14T12:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0001\n",
+       "    levtype:        sfc\n",
+       "    number:         1\n",
+       "    step:           0\n",
+       "    stream:         enfo\n",
+       "    type:           pf\n",
+       "    date:           2026-04-14T12:00:00Z"
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "from earthkit.geo.cartography import country_polygons\n",
+    "\n",
+    "coords = country_polygons(\"Portugal\")\n",
+    "\n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\": \"enfo\",\n",
+    "    \"type\": \"pf\",\n",
+    "    \"date\": -1,\n",
+    "    \"time\": \"1200\",\n",
+    "    \"levtype\": \"sfc\",\n",
+    "    \"expver\": 1,\n",
+    "    \"domain\": \"g\",\n",
+    "    \"param\": \"167/169\",\n",
+    "    \"number\": \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\"type\": \"polygon\", \"shape\": coords},\n",
+    "}\n",
+    "\n",
+    "ds = ekd.from_source(\n",
+    "    \"polytope\", \"ecmwf-mars\", request, stream=False, address=\"polytope.ecmwf.int\"\n",
+    ").to_xarray()\n",
+    "ds"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2ca1b55f",
+   "metadata": {},
+   "source": [
+    "### 2. Plot the extracted data \n",
+    "\n",
+    "The data can then be easily plotted as a point cloud using earthkit-plots."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "1b89848f",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:earthkit.data.readers.xarray.flavour:Coordinate points not supported\n",
+      "axis='', name='points', long_name='', standard_name='', units\n",
+      "\n",
+      "<xarray.DataArray 'points' (points: 1118)> Size: 9kB\n",
+      "array([   0,    1,    2, ..., 1115, 1116, 1117], shape=(1118,))\n",
+      "Coordinates:\n",
+      "    datetimes  <U20 80B '2026-04-14T12:00:00Z'\n",
+      "    number     int64 8B 1\n",
+      "    steps      int64 8B 0\n",
+      "  * points     (points) int64 9kB 0 1 2 3 4 5 ... 1112 1113 1114 1115 1116 1117\n",
+      "    latitude   (points) float64 9kB 36.87 36.87 36.94 ... 42.14 42.21 42.21\n",
+      "    longitude  (points) float64 9kB 352.1 352.2 351.2 ... 351.7 351.6 351.7\n",
+      "    levelist   (points) float64 9kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
+      "\n",
+      "<class 'numpy.ndarray'> (1118,)\n",
+      "WARNING:earthkit.data.readers.xarray.flavour:Coordinate points not supported\n",
+      "axis='', name='points', long_name='', standard_name='', units\n",
+      "\n",
+      "<xarray.DataArray 'points' (points: 1118)> Size: 9kB\n",
+      "array([   0,    1,    2, ..., 1115, 1116, 1117], shape=(1118,))\n",
+      "Coordinates:\n",
+      "    datetimes  <U20 80B '2026-04-14T12:00:00Z'\n",
+      "    number     int64 8B 1\n",
+      "    steps      int64 8B 0\n",
+      "  * points     (points) int64 9kB 0 1 2 3 4 5 ... 1112 1113 1114 1115 1116 1117\n",
+      "    latitude   (points) float64 9kB 36.87 36.87 36.94 ... 42.14 42.21 42.21\n",
+      "    longitude  (points) float64 9kB 352.1 352.2 351.2 ... 351.7 351.6 351.7\n",
+      "    levelist   (points) float64 9kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
+      "\n",
+      "<class 'numpy.ndarray'> (1118,)\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x800 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import earthkit.plots as ekp\n",
+    "\n",
+    "chart = ekp.Map(domain=\"Portugal\")\n",
+    "chart.point_cloud(ds[\"2t\"])\n",
+    "\n",
+    "chart.coastlines()\n",
+    "chart.borders()\n",
+    "chart.gridlines()\n",
+    "\n",
+    "chart.title(\"{variable_name} (number={number})\")\n",
+    "\n",
+    "chart.legend()\n",
+    "\n",
+    "chart.show()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "ek",
+   "language": "python",
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diff --git a/docs/tutorials/polytope_timeseries.ipynb b/docs/tutorials/polytope_timeseries.ipynb
new file mode 100644
index 0000000..c5afebe
--- /dev/null
+++ b/docs/tutorials/polytope_timeseries.ipynb
@@ -0,0 +1,825 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Polytope time series"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this notebook you will see how to:\n",
+    "\n",
+    "- use Polytope to retrieve a timeseries at a specific location of interest\n",
+    "- aggregate the data over the ensemble and create a simple timeseries plot\n",
+    "- create a meteogram\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-transforms.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-transforms-light.svg\" alt=\"earthkit-transforms\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-plots.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-plots-light.svg\" alt=\"earthkit-plots\" width=\"200\">\n",
+    "  </a>\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 1. Data retrieval\n",
+    "\n",
+    "First, retrieve ENS time series data using Polytope."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [
+    {
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+       "  * latitude   (latitude) float64 8B 38.77\n",
+       "  * longitude  (longitude) float64 8B 350.9\n",
+       "  * levelist   (levelist) int64 8B 0\n",
+       "  * number     (number) int64 400B 1 2 3 4 5 6 7 8 9 ... 43 44 45 46 47 48 49 50\n",
+       "  * datetime   (datetime) &lt;U20 80B &#x27;2026-04-14T00:00:00Z&#x27;\n",
+       "  * t          (t) datetime64[ns] 1kB 2026-04-14 ... 2026-04-29\n",
+       "Data variables:\n",
+       "    tcc        (latitude, longitude, levelist, number, datetime, t) float64 58kB ...\n",
+       "    2t         (latitude, longitude, levelist, number, datetime, t) float64 58kB ...\n",
+       "    ssrd       (latitude, longitude, levelist, number, datetime, t) float64 58kB ...\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2026-04-14T00:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0001\n",
+       "    levtype:        sfc\n",
+       "    number:         1\n",
+       "    stream:         enfo\n",
+       "    type:           pf\n",
+       "    levelist:       0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-0db7f281-9382-4e1c-9495-8dce97d52d9f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0db7f281-9382-4e1c-9495-8dce97d52d9f' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 1</li><li><span class='xr-has-index'>longitude</span>: 1</li><li><span class='xr-has-index'>levelist</span>: 1</li><li><span class='xr-has-index'>number</span>: 50</li><li><span class='xr-has-index'>datetime</span>: 1</li><li><span class='xr-has-index'>t</span>: 145</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-b10c40c1-91c4-416b-a343-c82623c73dbd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b10c40c1-91c4-416b-a343-c82623c73dbd' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>38.77</div><input id='attrs-3ad6efe3-7a46-456b-9007-db8fb9f5e968' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3ad6efe3-7a46-456b-9007-db8fb9f5e968' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6336b516-3d4e-4c76-951f-fe2260b4f95c' class='xr-var-data-in' type='checkbox'><label for='data-6336b516-3d4e-4c76-951f-fe2260b4f95c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([38.769771])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>350.9</div><input id='attrs-bfb27bd5-f4f2-46c4-b17a-e2bb9e0557bd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bfb27bd5-f4f2-46c4-b17a-e2bb9e0557bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cd9686b7-d75b-4c8d-ac8f-8a453a36a6d8' class='xr-var-data-in' type='checkbox'><label for='data-cd9686b7-d75b-4c8d-ac8f-8a453a36a6d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([350.914052])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>levelist</span></div><div class='xr-var-dims'>(levelist)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-35bc671f-7898-40ff-bbd7-e5e3e4cb397d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-35bc671f-7898-40ff-bbd7-e5e3e4cb397d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc4c1cec-561b-45ff-9fc0-583871ae786e' class='xr-var-data-in' type='checkbox'><label for='data-dc4c1cec-561b-45ff-9fc0-583871ae786e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-7b0dcbbe-210b-4396-9a42-c3229d004575' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7b0dcbbe-210b-4396-9a42-c3229d004575' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a94ecc02-50ae-4636-a24e-32e06f5cf132' class='xr-var-data-in' type='checkbox'><label for='data-a94ecc02-50ae-4636-a24e-32e06f5cf132' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
+       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
+       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>datetime</span></div><div class='xr-var-dims'>(datetime)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2026-04-14T00:00:00Z&#x27;</div><input id='attrs-bee3cad7-2e59-4410-af38-39d7d8179a05' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bee3cad7-2e59-4410-af38-39d7d8179a05' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-407ea5fe-ba45-4c89-9f48-f5bacd36aa1e' class='xr-var-data-in' type='checkbox'><label for='data-407ea5fe-ba45-4c89-9f48-f5bacd36aa1e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2026-04-14T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>t</span></div><div class='xr-var-dims'>(t)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2026-04-14 ... 2026-04-29</div><input id='attrs-344d5c9b-28fd-4e3f-b055-f68dc2745cc6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-344d5c9b-28fd-4e3f-b055-f68dc2745cc6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6169d0d3-0e66-402a-804e-8cd5da81ed1b' class='xr-var-data-in' type='checkbox'><label for='data-6169d0d3-0e66-402a-804e-8cd5da81ed1b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2026-04-14T00:00:00.000000000&#x27;, &#x27;2026-04-14T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T02:00:00.000000000&#x27;, &#x27;2026-04-14T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T04:00:00.000000000&#x27;, &#x27;2026-04-14T05:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T06:00:00.000000000&#x27;, &#x27;2026-04-14T07:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T08:00:00.000000000&#x27;, &#x27;2026-04-14T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T10:00:00.000000000&#x27;, &#x27;2026-04-14T11:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T12:00:00.000000000&#x27;, &#x27;2026-04-14T13:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T14:00:00.000000000&#x27;, &#x27;2026-04-14T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T16:00:00.000000000&#x27;, &#x27;2026-04-14T17:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T18:00:00.000000000&#x27;, &#x27;2026-04-14T19:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T20:00:00.000000000&#x27;, &#x27;2026-04-14T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-14T22:00:00.000000000&#x27;, &#x27;2026-04-14T23:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T00:00:00.000000000&#x27;, &#x27;2026-04-15T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T02:00:00.000000000&#x27;, &#x27;2026-04-15T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T04:00:00.000000000&#x27;, &#x27;2026-04-15T05:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T06:00:00.000000000&#x27;, &#x27;2026-04-15T07:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T08:00:00.000000000&#x27;, &#x27;2026-04-15T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T10:00:00.000000000&#x27;, &#x27;2026-04-15T11:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T12:00:00.000000000&#x27;, &#x27;2026-04-15T13:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T14:00:00.000000000&#x27;, &#x27;2026-04-15T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T16:00:00.000000000&#x27;, &#x27;2026-04-15T17:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T18:00:00.000000000&#x27;, &#x27;2026-04-15T19:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T20:00:00.000000000&#x27;, &#x27;2026-04-15T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-15T22:00:00.000000000&#x27;, &#x27;2026-04-15T23:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T00:00:00.000000000&#x27;, &#x27;2026-04-16T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T02:00:00.000000000&#x27;, &#x27;2026-04-16T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T04:00:00.000000000&#x27;, &#x27;2026-04-16T05:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T06:00:00.000000000&#x27;, &#x27;2026-04-16T07:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T08:00:00.000000000&#x27;, &#x27;2026-04-16T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T10:00:00.000000000&#x27;, &#x27;2026-04-16T11:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T12:00:00.000000000&#x27;, &#x27;2026-04-16T13:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T14:00:00.000000000&#x27;, &#x27;2026-04-16T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T16:00:00.000000000&#x27;, &#x27;2026-04-16T17:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T18:00:00.000000000&#x27;, &#x27;2026-04-16T19:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T20:00:00.000000000&#x27;, &#x27;2026-04-16T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-16T22:00:00.000000000&#x27;, &#x27;2026-04-16T23:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T00:00:00.000000000&#x27;, &#x27;2026-04-17T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T02:00:00.000000000&#x27;, &#x27;2026-04-17T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T04:00:00.000000000&#x27;, &#x27;2026-04-17T05:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T06:00:00.000000000&#x27;, &#x27;2026-04-17T07:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T08:00:00.000000000&#x27;, &#x27;2026-04-17T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T10:00:00.000000000&#x27;, &#x27;2026-04-17T11:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T12:00:00.000000000&#x27;, &#x27;2026-04-17T13:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T14:00:00.000000000&#x27;, &#x27;2026-04-17T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T16:00:00.000000000&#x27;, &#x27;2026-04-17T17:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-17T18:00:00.000000000&#x27;, &#x27;2026-04-17T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-18T00:00:00.000000000&#x27;, &#x27;2026-04-18T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-18T06:00:00.000000000&#x27;, &#x27;2026-04-18T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-18T12:00:00.000000000&#x27;, &#x27;2026-04-18T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-18T18:00:00.000000000&#x27;, &#x27;2026-04-18T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-19T00:00:00.000000000&#x27;, &#x27;2026-04-19T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-19T06:00:00.000000000&#x27;, &#x27;2026-04-19T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-19T12:00:00.000000000&#x27;, &#x27;2026-04-19T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-19T18:00:00.000000000&#x27;, &#x27;2026-04-19T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-20T00:00:00.000000000&#x27;, &#x27;2026-04-20T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-20T12:00:00.000000000&#x27;, &#x27;2026-04-20T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-21T00:00:00.000000000&#x27;, &#x27;2026-04-21T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-21T12:00:00.000000000&#x27;, &#x27;2026-04-21T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-22T00:00:00.000000000&#x27;, &#x27;2026-04-22T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-22T12:00:00.000000000&#x27;, &#x27;2026-04-22T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-23T00:00:00.000000000&#x27;, &#x27;2026-04-23T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-23T12:00:00.000000000&#x27;, &#x27;2026-04-23T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-24T00:00:00.000000000&#x27;, &#x27;2026-04-24T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-24T12:00:00.000000000&#x27;, &#x27;2026-04-24T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-25T00:00:00.000000000&#x27;, &#x27;2026-04-25T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-25T12:00:00.000000000&#x27;, &#x27;2026-04-25T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-26T00:00:00.000000000&#x27;, &#x27;2026-04-26T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-26T12:00:00.000000000&#x27;, &#x27;2026-04-26T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-27T00:00:00.000000000&#x27;, &#x27;2026-04-27T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-27T12:00:00.000000000&#x27;, &#x27;2026-04-27T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-28T00:00:00.000000000&#x27;, &#x27;2026-04-28T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-28T12:00:00.000000000&#x27;, &#x27;2026-04-28T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2026-04-29T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bbeaa257-7f84-4aea-9d75-d12905593675' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bbeaa257-7f84-4aea-9d75-d12905593675' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>tcc</span></div><div class='xr-var-dims'>(latitude, longitude, levelist, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.9995 1.0 1.0 ... 0.1583 0.9552</div><input id='attrs-05e154a2-d7c9-4aed-a84f-3004536aa6f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-05e154a2-d7c9-4aed-a84f-3004536aa6f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3966602c-a851-4878-9699-66c3daae5e60' class='xr-var-data-in' type='checkbox'><label for='data-3966602c-a851-4878-9699-66c3daae5e60' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>(0 - 1)</dd><dt><span>long_name :</span></dt><dd>tcc</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[0.99949688, 1.        , 1.        , ..., 1.        ,\n",
+       "            0.99874878, 0.94119263]],\n",
+       "\n",
+       "          [[0.99933481, 0.61883545, 0.93487549, ..., 0.76324463,\n",
+       "            1.        , 0.84240723]],\n",
+       "\n",
+       "          [[0.98944092, 1.        , 0.82940674, ..., 0.8135376 ,\n",
+       "            0.96618652, 0.65231323]],\n",
+       "\n",
+       "          ...,\n",
+       "\n",
+       "          [[0.99700928, 1.        , 1.        , ..., 0.15386963,\n",
+       "            0.09405518, 0.06384277]],\n",
+       "\n",
+       "          [[0.99758911, 1.        , 1.        , ..., 0.99993896,\n",
+       "            1.        , 0.99795532]],\n",
+       "\n",
+       "          [[1.        , 1.        , 0.8616333 , ..., 1.        ,\n",
+       "            0.15829468, 0.95523071]]]]]], shape=(1, 1, 1, 50, 1, 145))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>2t</span></div><div class='xr-var-dims'>(latitude, longitude, levelist, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>287.0 287.2 287.2 ... 290.1 287.1</div><input id='attrs-e9b9cae6-b961-45d0-9bce-a32f959a5978' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e9b9cae6-b961-45d0-9bce-a32f959a5978' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-48f02a1e-8ef4-456b-a7b8-90b515bf5a02' class='xr-var-data-in' type='checkbox'><label for='data-48f02a1e-8ef4-456b-a7b8-90b515bf5a02' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2t</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[286.98724365, 287.16419983, 287.24305725, ...,\n",
+       "            290.52085876, 289.57478333, 287.43574524]],\n",
+       "\n",
+       "          [[286.88790894, 286.83111572, 286.91938782, ...,\n",
+       "            296.60644531, 298.07391357, 294.94744873]],\n",
+       "\n",
+       "          [[286.90301514, 287.10031128, 287.26800537, ...,\n",
+       "            289.80882263, 289.08102417, 287.66481018]],\n",
+       "\n",
+       "          ...,\n",
+       "\n",
+       "          [[287.06488037, 286.9152832 , 287.15814209, ...,\n",
+       "            291.02694702, 290.41360474, 287.58624268]],\n",
+       "\n",
+       "          [[287.11911011, 287.4079895 , 287.70353699, ...,\n",
+       "            292.92132568, 289.65385437, 287.64802551]],\n",
+       "\n",
+       "          [[287.32649231, 287.58540344, 287.57795715, ...,\n",
+       "            291.70518494, 290.10554504, 287.08174133]]]]]],\n",
+       "      shape=(1, 1, 1, 50, 1, 145))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssrd</span></div><div class='xr-var-dims'>(latitude, longitude, levelist, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 ... 3.315e+08 3.319e+08</div><input id='attrs-9dc759ff-aa7b-47e2-8e0b-37e4f1cdbfb3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9dc759ff-aa7b-47e2-8e0b-37e4f1cdbfb3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ca6e8d4-61e0-4cab-833b-7a0e361489cd' class='xr-var-data-in' type='checkbox'><label for='data-5ca6e8d4-61e0-4cab-833b-7a0e361489cd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>J m**-2</dd><dt><span>long_name :</span></dt><dd>ssrd</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.15367424e+08, 3.28384512e+08, 3.28736768e+08]],\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.43375872e+08, 3.57179392e+08, 3.57539840e+08]],\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.43408640e+08, 3.56507648e+08, 3.56802560e+08]],\n",
+       "\n",
+       "          ...,\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.19406080e+08, 3.33586432e+08, 3.33979648e+08]],\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.47209728e+08, 3.59956480e+08, 3.60210432e+08]],\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.17407232e+08, 3.31497472e+08, 3.31907072e+08]]]]]],\n",
+       "      shape=(1, 1, 1, 50, 1, 145))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-78ca7c1f-2741-48fd-89e0-4392dbd6b365' class='xr-section-summary-in' type='checkbox'  ><label for='section-78ca7c1f-2741-48fd-89e0-4392dbd6b365' class='xr-section-summary' >Indexes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-e9c7efd8-e998-4f3b-83f3-fe29e33f7b60' class='xr-index-data-in' type='checkbox'/><label for='index-e9c7efd8-e998-4f3b-83f3-fe29e33f7b60' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([38.769770651632], dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-027df5d9-ff47-4f36-95f0-20bc1bb5e68d' class='xr-index-data-in' type='checkbox'/><label for='index-027df5d9-ff47-4f36-95f0-20bc1bb5e68d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([350.914051841746], dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>levelist</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-c55a01ff-5231-4e30-a326-a1bcd2112f07' class='xr-index-data-in' type='checkbox'/><label for='index-c55a01ff-5231-4e30-a326-a1bcd2112f07' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;levelist&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-753545bf-4e10-414c-a42f-8fc9e356228e' class='xr-index-data-in' type='checkbox'/><label for='index-753545bf-4e10-414c-a42f-8fc9e356228e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
+       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
+       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50],\n",
+       "      dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>datetime</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-9b12d2ea-dc83-4ca7-97a9-7b068a2a0a1e' class='xr-index-data-in' type='checkbox'/><label for='index-9b12d2ea-dc83-4ca7-97a9-7b068a2a0a1e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2026-04-14T00:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetime&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>t</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-be5fd4ea-850a-464f-b9d9-c7e1513449b4' class='xr-index-data-in' type='checkbox'/><label for='index-be5fd4ea-850a-464f-b9d9-c7e1513449b4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2026-04-14 00:00:00&#x27;, &#x27;2026-04-14 01:00:00&#x27;,\n",
+       "               &#x27;2026-04-14 02:00:00&#x27;, &#x27;2026-04-14 03:00:00&#x27;,\n",
+       "               &#x27;2026-04-14 04:00:00&#x27;, &#x27;2026-04-14 05:00:00&#x27;,\n",
+       "               &#x27;2026-04-14 06:00:00&#x27;, &#x27;2026-04-14 07:00:00&#x27;,\n",
+       "               &#x27;2026-04-14 08:00:00&#x27;, &#x27;2026-04-14 09:00:00&#x27;,\n",
+       "               ...\n",
+       "               &#x27;2026-04-26 18:00:00&#x27;, &#x27;2026-04-27 00:00:00&#x27;,\n",
+       "               &#x27;2026-04-27 06:00:00&#x27;, &#x27;2026-04-27 12:00:00&#x27;,\n",
+       "               &#x27;2026-04-27 18:00:00&#x27;, &#x27;2026-04-28 00:00:00&#x27;,\n",
+       "               &#x27;2026-04-28 06:00:00&#x27;, &#x27;2026-04-28 12:00:00&#x27;,\n",
+       "               &#x27;2026-04-28 18:00:00&#x27;, &#x27;2026-04-29 00:00:00&#x27;],\n",
+       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;t&#x27;, length=145, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8435d629-166f-4262-a5f7-43e5eddd1492' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8435d629-166f-4262-a5f7-43e5eddd1492' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>class :</span></dt><dd>od</dd><dt><span>Forecast date :</span></dt><dd>2026-04-14T00:00:00Z</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd><dt><span>levelist :</span></dt><dd>0</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 176kB\n",
+       "Dimensions:    (latitude: 1, longitude: 1, levelist: 1, number: 50,\n",
+       "                datetime: 1, t: 145)\n",
+       "Coordinates:\n",
+       "  * latitude   (latitude) float64 8B 38.77\n",
+       "  * longitude  (longitude) float64 8B 350.9\n",
+       "  * levelist   (levelist) int64 8B 0\n",
+       "  * number     (number) int64 400B 1 2 3 4 5 6 7 8 9 ... 43 44 45 46 47 48 49 50\n",
+       "  * datetime   (datetime) <U20 80B '2026-04-14T00:00:00Z'\n",
+       "  * t          (t) datetime64[ns] 1kB 2026-04-14 ... 2026-04-29\n",
+       "Data variables:\n",
+       "    tcc        (latitude, longitude, levelist, number, datetime, t) float64 58kB ...\n",
+       "    2t         (latitude, longitude, levelist, number, datetime, t) float64 58kB ...\n",
+       "    ssrd       (latitude, longitude, levelist, number, datetime, t) float64 58kB ...\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2026-04-14T00:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0001\n",
+       "    levtype:        sfc\n",
+       "    number:         1\n",
+       "    stream:         enfo\n",
+       "    type:           pf\n",
+       "    levelist:       0"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "\n",
+    "# lat, lon\n",
+    "location = [38.78655345978706, -9.109280931080349]\n",
+    "\n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\": \"enfo\",\n",
+    "    \"type\": \"pf\",\n",
+    "    \"date\": -1,\n",
+    "    \"time\": \"0000\",\n",
+    "    \"levtype\": \"sfc\",\n",
+    "    \"expver\": 1,\n",
+    "    \"domain\": \"g\",\n",
+    "    \"param\": \"164/167/169\",\n",
+    "    \"number\": \"1/to/50\",\n",
+    "    \"step\": \"0/to/360\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"timeseries\",\n",
+    "        \"points\": [location],\n",
+    "        \"axes\": \"step\",\n",
+    "    },\n",
+    "}\n",
+    "\n",
+    "ds = ekd.from_source(\n",
+    "    \"polytope\", \"ecmwf-mars\", request, stream=False, address=\"polytope.ecmwf.int\"\n",
+    ").to_xarray()\n",
+    "ds"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 2. Aggregate and plot a simple timeseries\n",
+    "\n",
+    "We can compute simple aggregations easily using earthkit-transforms."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import earthkit.transforms as ekt\n",
+    "import earthkit.plots as ekp\n",
+    "\n",
+    "mean_ds = ekt.ensemble.mean(ds)\n",
+    "\n",
+    "ekp.timeseries.line(\n",
+    "    mean_ds[\"2t\"],\n",
+    "    x=\"t\",\n",
+    "    x_units=\"celsius\",\n",
+    "    title=\"ERA5 hourly {variable_name} at {latitude:%Lt} {longitude:%Ln}\",\n",
+    ").show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 3. Plot a meteogram directly\n",
+    "\n",
+    "More powerful plots are quickly available with earthkit-plots. We can directly plot the retrieved data as an ENS meteogram."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x1200 with 3 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "TIME_FREQUENCY = \"6h\"\n",
+    "QUANTILES = [0, 0.1, 0.25, 0.5, 0.75, 0.9, 1]\n",
+    "\n",
+    "ekp.timeseries.multiboxplot(ds, resample=TIME_FREQUENCY, quantiles=QUANTILES).line(\n",
+    "    ds.mean(dim=\"number\")\n",
+    ")"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "ek",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.18"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/docs/tutorials/polytope_vertical_profile.ipynb b/docs/tutorials/polytope_vertical_profile.ipynb
new file mode 100644
index 0000000..7a04e37
--- /dev/null
+++ b/docs/tutorials/polytope_vertical_profile.ipynb
@@ -0,0 +1,644 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Vertical profile explorer"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this notebook you will see how to:\n",
+    "\n",
+    "- extract a vertical profile using Polytope\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The following example first retrieves vertical profiles on pressure levels using polytope, then converts the resulting CoverageJSON data to Xarray."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2026-04-15 18:01:53 - INFO - Key read from /Users/ecm7348/.polytopeapirc\n",
+      "2026-04-15 18:01:53 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            'date: -1\\n'\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 1\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  points:\\n'\n",
+      "            '  - - 38.9\\n'\n",
+      "            '    - -9.1\\n'\n",
+      "            '  type: verticalprofile\\n'\n",
+      "            'levelist: 1/to/1000\\n'\n",
+      "            'levtype: pl\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            'param: 203/133\\n'\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '0000'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2026-04-15 18:01:53 - INFO - Polytope user key found in session cache for user ecm7348\n",
+      "2026-04-15 18:01:53 - INFO - Request accepted. Please poll ./d555328e-0df0-4a51-8b33-2d2f6d3e2400 for status\n",
+      "2026-04-15 18:01:53 - INFO - Polytope user key found in session cache for user ecm7348\n",
+      "2026-04-15 18:01:53 - INFO - Checking request status (d555328e-0df0-4a51-8b33-2d2f6d3e2400)...\n",
+      "2026-04-15 18:01:53 - INFO - The current status of the request is 'queued'\n",
+      "2026-04-15 18:01:53 - INFO - The current status of the request is 'processing'\n",
+      "2026-04-15 18:01:59 - INFO - The current status of the request is 'processed'\n",
+      "                                                                                                  \r"
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+       "                levelist: 22)\n",
+       "Coordinates:\n",
+       "  * latitude   (latitude) float64 8B 38.91\n",
+       "  * longitude  (longitude) float64 8B 350.9\n",
+       "  * number     (number) int64 8B 1\n",
+       "  * datetime   (datetime) &lt;U20 80B &#x27;2026-04-14T00:00:00Z&#x27;\n",
+       "  * time       (time) int64 8B 0\n",
+       "  * levelist   (levelist) int64 176B 1 2 3 5 7 10 ... 500 600 700 850 925 1000\n",
+       "Data variables:\n",
+       "    q          (latitude, longitude, number, datetime, time, levelist) float64 176B ...\n",
+       "    o3         (latitude, longitude, number, datetime, time, levelist) float64 176B ...\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2026-04-14T00:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0001\n",
+       "    levelist:       1\n",
+       "    levtype:        pl\n",
+       "    number:         1\n",
+       "    stream:         enfo\n",
+       "    type:           pf</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-e62a1878-379e-4198-bd48-450a304143f3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e62a1878-379e-4198-bd48-450a304143f3' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 1</li><li><span class='xr-has-index'>longitude</span>: 1</li><li><span class='xr-has-index'>number</span>: 1</li><li><span class='xr-has-index'>datetime</span>: 1</li><li><span class='xr-has-index'>time</span>: 1</li><li><span class='xr-has-index'>levelist</span>: 22</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2313964d-4bb2-4cf5-ada5-ebf7717388f0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2313964d-4bb2-4cf5-ada5-ebf7717388f0' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>38.91</div><input id='attrs-a933e990-7f1b-4285-bf5c-7d255d0caa57' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a933e990-7f1b-4285-bf5c-7d255d0caa57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c945b8f7-ea51-43f4-b5db-5dc8508a8367' class='xr-var-data-in' type='checkbox'><label for='data-c945b8f7-ea51-43f4-b5db-5dc8508a8367' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([38.910368])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>350.9</div><input id='attrs-0da85dc4-7e88-439c-a9a1-79bebac096fa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0da85dc4-7e88-439c-a9a1-79bebac096fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d7e0daf-1a3d-4644-9787-5affb35431bd' class='xr-var-data-in' type='checkbox'><label for='data-9d7e0daf-1a3d-4644-9787-5affb35431bd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([350.889193])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-22846180-37cf-4789-87ee-9295cb5a59eb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-22846180-37cf-4789-87ee-9295cb5a59eb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e26c99ac-e1ff-4cc7-8f53-8e07765ad2c8' class='xr-var-data-in' type='checkbox'><label for='data-e26c99ac-e1ff-4cc7-8f53-8e07765ad2c8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>datetime</span></div><div class='xr-var-dims'>(datetime)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2026-04-14T00:00:00Z&#x27;</div><input id='attrs-67407ae5-ee0c-4bd2-adfb-26756df52072' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-67407ae5-ee0c-4bd2-adfb-26756df52072' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aacf882b-6702-4d85-b929-eae58001ae9a' class='xr-var-data-in' type='checkbox'><label for='data-aacf882b-6702-4d85-b929-eae58001ae9a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2026-04-14T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-9ffe7be0-f2ca-4d7d-b7ef-22b7584f1aff' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9ffe7be0-f2ca-4d7d-b7ef-22b7584f1aff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ac3f303-ded1-4209-ac39-33bc815b6613' class='xr-var-data-in' type='checkbox'><label for='data-5ac3f303-ded1-4209-ac39-33bc815b6613' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>levelist</span></div><div class='xr-var-dims'>(levelist)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 5 7 ... 600 700 850 925 1000</div><input id='attrs-e761f79d-5fe3-40f9-9237-7aab238e8850' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e761f79d-5fe3-40f9-9237-7aab238e8850' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9211f203-0461-4222-ab0c-59dfdc679747' class='xr-var-data-in' type='checkbox'><label for='data-9211f203-0461-4222-ab0c-59dfdc679747' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([   1,    2,    3,    5,    7,   10,   20,   30,   50,   70,  100,  150,\n",
+       "        200,  250,  300,  400,  500,  600,  700,  850,  925, 1000])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5de5eaae-c8c9-44ec-88da-8fbf07959572' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5de5eaae-c8c9-44ec-88da-8fbf07959572' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>q</span></div><div class='xr-var-dims'>(latitude, longitude, number, datetime, time, levelist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.256e-06 4.275e-06 ... 0.008375</div><input id='attrs-8b351797-a34d-49cf-910e-f45f6ae5b791' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8b351797-a34d-49cf-910e-f45f6ae5b791' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b8e7222d-4ea2-4fed-9c36-d2817f1ae40b' class='xr-var-data-in' type='checkbox'><label for='data-b8e7222d-4ea2-4fed-9c36-d2817f1ae40b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>kg kg**-1</dd><dt><span>long_name :</span></dt><dd>q</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[4.25557937e-06, 4.27456052e-06, 4.24840346e-06,\n",
+       "            4.16542571e-06, 4.06775598e-06, 3.94149265e-06,\n",
+       "            3.61969160e-06, 3.35538152e-06, 2.85387341e-06,\n",
+       "            2.59282933e-06, 2.50865776e-06, 6.02751970e-06,\n",
+       "            2.57492065e-05, 9.72151756e-05, 1.90854073e-04,\n",
+       "            4.64677811e-04, 1.72591209e-03, 1.65462494e-03,\n",
+       "            2.82287598e-03, 6.64472580e-03, 7.59792328e-03,\n",
+       "            8.37516785e-03]]]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>o3</span></div><div class='xr-var-dims'>(latitude, longitude, number, datetime, time, levelist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.518e-06 7.2e-06 ... 6.266e-08</div><input id='attrs-9499ee38-b217-43a0-bd97-45c6e1200794' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9499ee38-b217-43a0-bd97-45c6e1200794' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8990b663-2476-402b-81dd-52f09cbd4761' class='xr-var-data-in' type='checkbox'><label for='data-8990b663-2476-402b-81dd-52f09cbd4761' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>kg kg**-1</dd><dt><span>long_name :</span></dt><dd>o3</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[4.51812502e-06, 7.20010939e-06, 1.01505912e-05,\n",
+       "            1.35652317e-05, 1.41670389e-05, 1.37410971e-05,\n",
+       "            1.01150108e-05, 8.28000611e-06, 4.86125737e-06,\n",
+       "            2.62261642e-06, 1.21211633e-06, 6.98666554e-07,\n",
+       "            1.53871952e-07, 8.65547918e-08, 8.41537258e-08,\n",
+       "            8.59581633e-08, 8.75515980e-08, 1.06174664e-07,\n",
+       "            9.15279088e-08, 8.38182608e-08, 8.34778504e-08,\n",
+       "            6.26586711e-08]]]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-385a640f-8bd3-4904-a05e-fa684090fba5' class='xr-section-summary-in' type='checkbox'  ><label for='section-385a640f-8bd3-4904-a05e-fa684090fba5' class='xr-section-summary' >Indexes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-f1505133-7d82-4d2e-8bb2-f78c9d44061c' class='xr-index-data-in' type='checkbox'/><label for='index-f1505133-7d82-4d2e-8bb2-f78c9d44061c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([38.910368186756], dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-c1f96368-a33c-4c6f-8a2b-71a645a55bb1' class='xr-index-data-in' type='checkbox'/><label for='index-c1f96368-a33c-4c6f-8a2b-71a645a55bb1' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([350.889192886457], dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-33208851-d37a-40b6-899f-5983fb71b71e' class='xr-index-data-in' type='checkbox'/><label for='index-33208851-d37a-40b6-899f-5983fb71b71e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1], dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>datetime</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-f0a8434b-e945-4f1d-98d6-bd43f8ba6ede' class='xr-index-data-in' type='checkbox'/><label for='index-f0a8434b-e945-4f1d-98d6-bd43f8ba6ede' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2026-04-14T00:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetime&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-ac2ca1bc-fdf3-401d-bbb1-88a4e1cc1b52' class='xr-index-data-in' type='checkbox'/><label for='index-ac2ca1bc-fdf3-401d-bbb1-88a4e1cc1b52' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;time&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>levelist</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-d22f139e-e53a-4c5f-ac10-22da65ffbe87' class='xr-index-data-in' type='checkbox'/><label for='index-d22f139e-e53a-4c5f-ac10-22da65ffbe87' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   1,    2,    3,    5,    7,   10,   20,   30,   50,   70,  100,  150,\n",
+       "        200,  250,  300,  400,  500,  600,  700,  850,  925, 1000],\n",
+       "      dtype=&#x27;int64&#x27;, name=&#x27;levelist&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3c8148fe-ce89-409f-aa76-b2c8a1362e54' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3c8148fe-ce89-409f-aa76-b2c8a1362e54' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>class :</span></dt><dd>od</dd><dt><span>Forecast date :</span></dt><dd>2026-04-14T00:00:00Z</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>levelist :</span></dt><dd>1</dd><dt><span>levtype :</span></dt><dd>pl</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 640B\n",
+       "Dimensions:    (latitude: 1, longitude: 1, number: 1, datetime: 1, time: 1,\n",
+       "                levelist: 22)\n",
+       "Coordinates:\n",
+       "  * latitude   (latitude) float64 8B 38.91\n",
+       "  * longitude  (longitude) float64 8B 350.9\n",
+       "  * number     (number) int64 8B 1\n",
+       "  * datetime   (datetime) <U20 80B '2026-04-14T00:00:00Z'\n",
+       "  * time       (time) int64 8B 0\n",
+       "  * levelist   (levelist) int64 176B 1 2 3 5 7 10 ... 500 600 700 850 925 1000\n",
+       "Data variables:\n",
+       "    q          (latitude, longitude, number, datetime, time, levelist) float64 176B ...\n",
+       "    o3         (latitude, longitude, number, datetime, time, levelist) float64 176B ...\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2026-04-14T00:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0001\n",
+       "    levelist:       1\n",
+       "    levtype:        pl\n",
+       "    number:         1\n",
+       "    stream:         enfo\n",
+       "    type:           pf"
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "\n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\": \"enfo\",\n",
+    "    \"type\": \"pf\",\n",
+    "    \"date\": -1,\n",
+    "    \"time\": \"0000\",\n",
+    "    \"levtype\": \"pl\",\n",
+    "    \"expver\": 1,\n",
+    "    \"domain\": \"g\",\n",
+    "    \"param\": \"203/133\",\n",
+    "    \"number\": \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"levelist\": \"1/to/1000\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"verticalprofile\",\n",
+    "        \"points\": [[38.9, -9.1]],\n",
+    "    },\n",
+    "}\n",
+    "\n",
+    "ds = ekd.from_source(\n",
+    "    \"polytope\", \"ecmwf-mars\", request, stream=False, address=\"polytope.ecmwf.int\"\n",
+    ").to_xarray()\n",
+    "ds"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "ek",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.18"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/docs/tutorials/time-series-solutions.ipynb b/docs/tutorials/time-series-solutions.ipynb
new file mode 100644
index 0000000..1f487d7
--- /dev/null
+++ b/docs/tutorials/time-series-solutions.ipynb
@@ -0,0 +1,1154 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "33a9e7c4",
+   "metadata": {},
+   "source": [
+    "## ERA5 time series\n",
+    "\n",
+    "In this notebook, we will explore how to:\n",
+    "- Extract ERA5 reanalysis time series data for a single point from the C3S **Climate Data Store (CDS)**\n",
+    "- Calculate temporal statistics (e.g. daily minima, maxima and means)\n",
+    "- Visualise your results with **earthkit-plots**\n",
+    "\n",
+    "### Components of earthkit\n",
+    "\n",
+    "This tutorial uses the following earthkit components - click any logo to open the package documentation:\n",
+    "\n",
+    "<div align=\"center\">\n",
+    "  <br>\n",
+    "  <a href=\"https://earthkit-data.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-data-light.svg\" alt=\"earthkit-data\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-transforms.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-transforms-light.svg\" alt=\"earthkit-transforms\" width=\"200\">\n",
+    "  </a>\n",
+    "  <a href=\"https://earthkit-plots.readthedocs.io/en/latest/\" target=\"_blank\" style=\"display:inline-block; margin: 0 15px;\">\n",
+    "    <img src=\"https://raw.githubusercontent.com/ecmwf/logos/refs/heads/main/logos/earthkit/earthkit-plots-light.svg\" alt=\"earthkit-plots\" width=\"200\">\n",
+    "  </a>\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1b819cdb",
+   "metadata": {},
+   "source": [
+    "> Note: some of the examples in this notebook require an optional dependency - the Python package **reverse-geocode**. This lets you easily look up the nearest location to a latitude-longitude point. To install it, uncomment the cell below and run it."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "f4036b7b",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#!pip install reverse-geocode"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "066cf770",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import earthkit.data as ekd\n",
+    "import earthkit.plots as ekp\n",
+    "import earthkit.transforms as ekt"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1d4cd8c2",
+   "metadata": {},
+   "source": [
+    "### 1. Retrieving ERA5 time series data\n",
+    "\n",
+    "In this example, we’ll examine Northern Hemisphere Summer 2025 for a single point location. By default, we’ll use Reading, UK — one of ECMWF’s sites - but feel free to choose your own location by changing the latitude and longitude values in the CDS request.\n",
+    "\n",
+    ">In order to access ERA5 renalysis data, you will need an account on the Copernicus Climate Data Store (CDS). If you do not have an account, please visit [the CDS website](https://cds.climate.copernicus.eu/#!/home) and register for an account. Then, [follow these instructions](https://cds.climate.copernicus.eu/how-to-api) (step 1 only) to set up your API key.\n",
+    "\n",
+    "If you do not wish to set up a CDS account right now, you can still follow along with this notebook by accessing the Reading data sample from an open URL. To do this, simply uncomment the cell below and run it."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "f25830a0",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# ds = ekd.from_source(\"sample\", \"era5-timeseries-nh-summer-2025.nc\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b1c1a194",
+   "metadata": {},
+   "source": [
+    "If you **do** have a CDS account, you can access the [ERA5 hourly time-series data on single levels from 1940 to present](https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels-timeseries?tab=overview) dataset, which provides super-fast access to point-based time series from ERA5 reanalysis from 1940 to present.\n",
+    "\n",
+    "The following request will get you data for the grid point containing **Reading, UK** for summer 2025:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "85bbabcf",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2026-04-15 17:56:17,336 INFO [2026-02-16T00:00:00] - To generate this ERA5 hourly time series dataset, **homogenisation conventions have been applied to the ERA5 source GRIB data** to ensure consistency, usability, and alignment across chosen variables and time steps. The processed data were then written to an **ARCO Zarr archive**, enabling efficient cloud-optimised access and scalable data retrieval. Please refer to the [user guide](https://confluence.ecmwf.int/x/R6cfHg) for details.\n",
+      "\n",
+      "- The dataset presented here is a subset of selected parameters from the full [CDS ERA5 hourly data on single levels (1940–present)](https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels?tab=overview). **Requirements for additional parameters may be considered**. Please raise your request with ECMWF Support [here](https://jira.ecmwf.int/plugins/servlet/desk/portal/1/create/202).\n",
+      "2026-04-15 17:56:17,337 INFO Request ID is 0f020656-c4ef-4d3c-b4b5-e625bca50719\n",
+      "2026-04-15 17:56:17,620 INFO status has been updated to accepted\n",
+      "2026-04-15 17:56:26,442 INFO status has been updated to running\n",
+      "2026-04-15 17:56:31,574 INFO status has been updated to successful\n",
+      "                                                                                         \r"
+     ]
+    }
+   ],
+   "source": [
+    "dataset = \"reanalysis-era5-single-levels-timeseries\"\n",
+    "request = {\n",
+    "    \"variable\": [\"2m_temperature\"],\n",
+    "    \"location\": {\"longitude\": -1, \"latitude\": 51.5},\n",
+    "    \"date\": [\"2025-06-01/2025-09-30\"],\n",
+    "    \"data_format\": \"netcdf\",\n",
+    "}\n",
+    "\n",
+    "ds = ekd.from_source(\"cds\", dataset, request)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f58deb22",
+   "metadata": {},
+   "source": [
+    "Since this is netCDF data, converting it to xarray gives us a good view of our data."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "52411d75",
+   "metadata": {},
+   "outputs": [
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+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > pre,\n",
+       ".xr-index-data > pre,\n",
+       ".xr-var-data > table > tbody > tr {\n",
+       "  background-color: transparent !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
+       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
+       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
+       "  color: var(--xr-font-color0);\n",
+       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
+       "  stroke-width: 0.8px;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 35kB\n",
+       "Dimensions:     (valid_time: 2928)\n",
+       "Coordinates:\n",
+       "    latitude    float64 8B ...\n",
+       "    longitude   float64 8B ...\n",
+       "  * valid_time  (valid_time) datetime64[ns] 23kB 2025-06-01 ... 2025-09-30T23...\n",
+       "Data variables:\n",
+       "    t2m         (valid_time) float32 12kB ...\n",
+       "Attributes:\n",
+       "    Conventions:             CF-1.7\n",
+       "    GRIB_centre:             ecmf\n",
+       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
+       "    GRIB_edition:            1\n",
+       "    GRIB_subCentre:          0\n",
+       "    history:                 2024-09-02T04:48 GRIB to CDM+CF via cfgrib-0.9.1...\n",
+       "    institution:             European Centre for Medium-Range Weather Forecasts</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-52f3f176-bb1b-457f-9969-ffecbbcaad14' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-52f3f176-bb1b-457f-9969-ffecbbcaad14' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>valid_time</span>: 2928</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-63610d00-1545-4767-a756-54ed7d921e70' class='xr-section-summary-in' type='checkbox'  checked><label for='section-63610d00-1545-4767-a756-54ed7d921e70' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7a928576-1008-4f34-af0c-69088a9d0b45' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7a928576-1008-4f34-af0c-69088a9d0b45' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-24b01685-9d8c-4ffe-b860-9cf763b4e8e6' class='xr-var-data-in' type='checkbox'><label for='data-24b01685-9d8c-4ffe-b860-9cf763b4e8e6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-476202b6-7818-4b65-9935-afdedac27e30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-476202b6-7818-4b65-9935-afdedac27e30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ad59bfa-2146-480d-a9fe-e4de30890f6f' class='xr-var-data-in' type='checkbox'><label for='data-7ad59bfa-2146-480d-a9fe-e4de30890f6f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>valid_time</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2025-06-01 ... 2025-09-30T23:00:00</div><input id='attrs-92686e73-1fe9-4361-b191-53c1f00c7ce6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-92686e73-1fe9-4361-b191-53c1f00c7ce6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2888b0f7-6616-4c3f-b66b-4a5b02ed026a' class='xr-var-data-in' type='checkbox'><label for='data-2888b0f7-6616-4c3f-b66b-4a5b02ed026a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2025-06-01T00:00:00.000000000&#x27;, &#x27;2025-06-01T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2025-06-01T02:00:00.000000000&#x27;, ..., &#x27;2025-09-30T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2025-09-30T22:00:00.000000000&#x27;, &#x27;2025-09-30T23:00:00.000000000&#x27;],\n",
+       "      shape=(2928,), dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0c19659a-fb70-48c5-82d1-c667a913319f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0c19659a-fb70-48c5-82d1-c667a913319f' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1d7069cb-e176-41d3-a371-3661b0c9d645' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d7069cb-e176-41d3-a371-3661b0c9d645' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b437b5c-63fb-44fd-b7d0-eb720744d789' class='xr-var-data-in' type='checkbox'><label for='data-9b437b5c-63fb-44fd-b7d0-eb720744d789' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_totalNumber :</span></dt><dd>0</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>surface</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>units :</span></dt><dd>K</dd></dl></div><div class='xr-var-data'><pre>[2928 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-07d46a0a-11b5-481b-b523-27f67eba5a22' class='xr-section-summary-in' type='checkbox'  ><label for='section-07d46a0a-11b5-481b-b523-27f67eba5a22' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>valid_time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-d675c3d2-fbff-4050-9980-7fb56d498f7b' class='xr-index-data-in' type='checkbox'/><label for='index-d675c3d2-fbff-4050-9980-7fb56d498f7b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2025-06-01 00:00:00&#x27;, &#x27;2025-06-01 01:00:00&#x27;,\n",
+       "               &#x27;2025-06-01 02:00:00&#x27;, &#x27;2025-06-01 03:00:00&#x27;,\n",
+       "               &#x27;2025-06-01 04:00:00&#x27;, &#x27;2025-06-01 05:00:00&#x27;,\n",
+       "               &#x27;2025-06-01 06:00:00&#x27;, &#x27;2025-06-01 07:00:00&#x27;,\n",
+       "               &#x27;2025-06-01 08:00:00&#x27;, &#x27;2025-06-01 09:00:00&#x27;,\n",
+       "               ...\n",
+       "               &#x27;2025-09-30 14:00:00&#x27;, &#x27;2025-09-30 15:00:00&#x27;,\n",
+       "               &#x27;2025-09-30 16:00:00&#x27;, &#x27;2025-09-30 17:00:00&#x27;,\n",
+       "               &#x27;2025-09-30 18:00:00&#x27;, &#x27;2025-09-30 19:00:00&#x27;,\n",
+       "               &#x27;2025-09-30 20:00:00&#x27;, &#x27;2025-09-30 21:00:00&#x27;,\n",
+       "               &#x27;2025-09-30 22:00:00&#x27;, &#x27;2025-09-30 23:00:00&#x27;],\n",
+       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;valid_time&#x27;, length=2928, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ac2b1678-f683-41f6-8058-501d2776cf90' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ac2b1678-f683-41f6-8058-501d2776cf90' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>GRIB_centre :</span></dt><dd>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_edition :</span></dt><dd>1</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>history :</span></dt><dd>2024-09-02T04:48 GRIB to CDM+CF via cfgrib-0.9.10.4/ecCodes-2.26.0 with {&quot;source&quot;: &quot;../../../../../admp-scratch/data/arco-job-76964210-9c34-4488-a458-d3511cc8a37a-inputs/pre-reanalysis_era5_single_levels-sfc:1-sst-20150131-000000.grib&quot;, &quot;filter_by_keys&quot;: {}, &quot;encode_cf&quot;: [&quot;parameter&quot;, &quot;time&quot;, &quot;geography&quot;, &quot;vertical&quot;]}</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 35kB\n",
+       "Dimensions:     (valid_time: 2928)\n",
+       "Coordinates:\n",
+       "    latitude    float64 8B ...\n",
+       "    longitude   float64 8B ...\n",
+       "  * valid_time  (valid_time) datetime64[ns] 23kB 2025-06-01 ... 2025-09-30T23...\n",
+       "Data variables:\n",
+       "    t2m         (valid_time) float32 12kB ...\n",
+       "Attributes:\n",
+       "    Conventions:             CF-1.7\n",
+       "    GRIB_centre:             ecmf\n",
+       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
+       "    GRIB_edition:            1\n",
+       "    GRIB_subCentre:          0\n",
+       "    history:                 2024-09-02T04:48 GRIB to CDM+CF via cfgrib-0.9.1...\n",
+       "    institution:             European Centre for Medium-Range Weather Forecasts"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data = ds.to_xarray()\n",
+    "data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "774e336b",
+   "metadata": {},
+   "source": [
+    "### 2. Plotting a time series\n",
+    "\n",
+    "As well as geographical plots, earthkit-plots also has support for statistical plots. To get started, we can instantiate a `TimeSeries()` object just like we would a `Map()`."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "63a8a3d0",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "chart = ekp.TimeSeries()\n",
+    "\n",
+    "# Plot our hourly data as a line\n",
+    "chart.line(data)\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2268dbbd",
+   "metadata": {},
+   "source": [
+    "Notice that earthkit-plots identified the time dimension of the data and put it on the x-axis by default, reducing the padding on the left and right edges to contain the data.\n",
+    "\n",
+    "### 3. Customising the plot\n",
+    "\n",
+    "Now let's:\n",
+    "- convert the units to celsius\n",
+    "- change the line colour\n",
+    "- add a title and a label for the y-axis"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "eeedfca2",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "chart = ekp.TimeSeries()\n",
+    "\n",
+    "chart.line(\n",
+    "    data,\n",
+    "    units=\"celsius\",\n",
+    "    color=\"red\",\n",
+    ")\n",
+    "\n",
+    "# The label string is automatic, based on the data and the units\n",
+    "chart.ylabel()\n",
+    "\n",
+    "# You can use metadata templating in titles just like with map plots\n",
+    "chart.title(\"ERA5 hourly {variable_name}\")\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bff2489d",
+   "metadata": {},
+   "source": [
+    "### 4. Changing the plot orientation\n",
+    "\n",
+    "In some cases, you may wish to flip your axes. With **earthkit-plots**, this is as straightforward as choosing which variable/coordinate/dimension you would like on each axis.\n",
+    "\n",
+    "> Note that you only need to specify one axis, like below where we specify `y=\"valid_time\"`. Try experimenting with `x=\"t2m\"` - it works just the same."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "98fc214b",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/ecm7348/Documents/Coding/earthkit-plots/src/earthkit/plots/sources/__init__.py:280: UserWarning: Unit conversion failed for y: K -> celsius. Error: ufunc 'multiply' cannot use operands with types dtype('<M8[ns]') and dtype('int64'). Returning original values.\n",
+      "  warnings.warn(\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 400x800 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "chart = ekp.TimeSeries(size=(4, 8))\n",
+    "\n",
+    "chart.line(\n",
+    "    data,\n",
+    "    y=\"valid_time\",  # put valid_time on the y-axis\n",
+    "    units=\"celsius\",\n",
+    "    color=\"red\",\n",
+    ")\n",
+    "\n",
+    "chart.xlabel()\n",
+    "\n",
+    "chart.title(\"ERA5 hourly {variable_name}\")\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2805032b",
+   "metadata": {},
+   "source": [
+    "### 5. Enhancing ticks and formatting\n",
+    "\n",
+    "Now let's add a nicer title and format the time ticks better for clarity.\n",
+    "\n",
+    "Here we are adding more metadata keys ot the title, including:\n",
+    "- latitude and longitude, with magic formatters (`%Lt` and `%Ln`) to easily add cardinal directions\n",
+    "- location (requires the `reverse-geocode` library to have been installed at the top of this notebook!), which can be formatted to show the closest city (`%c`) or country (`%C`) to the latitude and longitude point\n",
+    "\n",
+    "We are also formatting the x (time) axis with:\n",
+    "- `frequency=\"M\"`: show one tick every month\n",
+    "- `format=\"%B\"`: show the full month name\n",
+    "- `period=True`: place the labels in the center of each period"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "a927b444",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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4B3MIyqLjNxYTlZwrNtlkk2T8RrvBHBfRXkSyEpELmJw+97nPZZ7Hq3kAVqdgsIKMKKAoYLLkAFwYBFhVwiTEAwMGDwayjD366KPJoJtGVrBaaCdwXYHFih1WobAix8AEisEHg2lespK1yghjEYMxJlK4c8GgBLnRgTcNmESxKo+6xAp5FqyPtrrN8L1U6YK6BbICYwUTyZw5cyaMDbwzGApwEXHFE/meH2oaVp50ctfrwTjCxIT3wO84DSgXyoqy6HUQqI1nhDqlZAXPoEQFAAkAtthii4ljmGQxYVt3QxAdO7ni/aCd4Z5oK3gWNgrhpoOJWwmWrQMAigcIO9yw0K5R1wpMdmxQFIW9J4wYqHiYcLW8ULfgion68vVtTNZoYyCGIGtczjzAfWBUMmDog1xC4UNdFAX655VXXtl0DG0BRjZUWbgApiFvDBEMSBB9qJxQBbuBsuKe0F9goCFuBQtC6Fe6Og/jECoT1EiQGfQlEFQf0H98f8e75/eP8uN+qEsAK9hZ/Qn3R9/BYgrmCSzUqFumtkd1j4PLHiNE7cF4yGMhCDAAhQrjP8Y7KA58jlW0ygbPV+i/eF8ut+g0ZI3heP9Q6IrUmaoqILFQOaDK4/2AHOV5NjsXw+DHc9oy2frG+7bvxDf22VgxEBcshELdhRrrmiN1vgBBsXOkfQ86buN4JCvtRyQrEbkAQzAksw188hHMCYCkwECzcRxYLcfkg1UPNfZwDsgQVn8/8IEPpN4DgxYIBSbXPJlHVLZVtwmssFlg4so7SYQAPsQwirHSiAEXK9aQn7OAesKqFIxJrC7l8fHPWycwBK0xCEANyAPUHyZIEEr8s8hjAKNcMFZcql7ecimy5HudKDGxa4wNVnpZhQspAwxdqB4gesjaBFKAY+pv3g6AaKDNwE3KwkeOEEsFgx/KClwtYMzBXcj1vEUAQoHVyLQU5kWBlWWMAbqajnHKFWeC1VUmsyHAKiz6qMY4qFFbNkLKrD9tzBeM0pAFDwCGJuJNQBigZKgrH0ggjE6sTMOgg4GblqgB9/SRKLR1KLsAiAZUNRiiqqro2JvWn1AWtEc8K9yG0Hbgmser6OoWV+Y74bGwXe+6SHlCkTWGt1pnaD9wh4OHAFQxjGNFFx/sXJxVJpQ96xxcCwTGqo+qAhad1+170P7GbsgR7UMkKxFtAaRZJTVIswsXG/giswqCVQ5OhcrACikkaww4GKCwWgJDn1Mkt+orqqsqOngzYBirtF5mNicMcPDNxkAP4worOSGZhuAyBJUCE4Ou/rQDWM3EqpNL3s+b4QXXAuBa5cqIlCezDa4Fdx34dFuErgjmhbYLrAAqmcbKMFyDLDCBauC3BYg3Vt6gDuoKZN5g1rxAfWFl1bWPg74X14op2joMESXDeQPLFViZBxm1MS1l+Hdj5RhGa5qLEoimVZBwbxgqRYw0kD6od+h/7dqvI6TM2tahSmsKaCWnoc+FcQ3uchhj8R11bUN7gZsY3Hywgp0Vi4CxGHElvrFVx3+sUkNlgYuVJrbQNpjWnzDmg0yB6MAlygU2QG08ZKvA9VpdsEI7dS3K6OJG2YtOIWO4jmVFnw3KJcoNLwG4ccHFFX0R3g5F4VMvXO876xwsBmJx1GZF1PG5LHVMy1GGMh6RjRhgH9F2wBiHeoIgQLgy8d4qmPhxnP/Bxx2TrwYWwsCD3KybmymgqsAILJrPHa4qWD22K1BYWYTrj67iqxHAm8axi0xeQI6GooIgRxjxWWQIPshQoeDjbfeoKRuYdLDCDrcpGBv6D5OEGkohkr8O4rgOVtL5WlDcoGb53pvr+igX/NAxEdlylZUm0xoVIJQwukAO4TqBzyAZfH8YYmiDaav1mDQxufNz2axDAP5ujXkXCQppe+hzMCRBNri8qHcfSdR00/wsvnJmAcQa7o6sOKFPYTU/1PXPB7jmYUWX3YcQYwGFVa8NV0MExvOGijCs8B12Rc0DqE14j+3alC+kzOg7MMA0EB5AmwHB0Li/LCjJw2IRlGwef2DkQnWBsZcVOwUXrZDNadGm4BYMAotYAiCkP+n7ZXJt41CgAqL8aBOMVsZnBcoDBZRjnPJeF+8LypKNJ9Lyhr4zH7Qv8riRNYZjzsPnMuoMfQKKFxRjEOhWyArKZBMj2DKhvpAYgevTngPShL/De4EBwqyEvAxAwUH9t3PxMKKBqKxE5AIkTxgiFpjE04JPEVgLYoLAagTJI/UjJiR8toGgGOBhEGAyhc89VkKwmoNAOxhfWGHHQItBC1lcigKTHFb2kPEH/0AcYFBhJQ9l0AxdmBCxioj7I74FAaOt+K5jwIXBCMMtaw8GqFEgK8h6AncIW/dl7zuDgGXcC4QRQfwwFOBDjqw5KAsIiA7OeIcgn2nJAaCqwQUKcRBYicPgjgBrPDuyz7gCil3XR9ApAnQRq4N3AIIC4wcrtVACXKuzeQEVAm0CJBaZimC0wcjSMqINI2McngHtEm0RGWzQjtN2ooZLDOIdUE6sEMMA0gw2HOsCIwJplnFvtBEQCxBmkGn8jnrB39Dus3ykoULCaEG9o75AckE8kM4TSSA08NSWE/tgQL1CamvUr7rvcTlRDvQ/tAv0eVeAOq6PusG7h9sOjAeswGKcQLvKA/i14566Co3kBWgbeDYotTCs8VwwnnWTSGRjw/1wfyi36DtI8gEjuegKMMYhuKZqQHirgKGPZ9JFgJAyw8BH3eK9YNUeBimMMFyL92JKA9oZ+g9iRqxrLsgK2inafJYhjXERfSTEtQ5xeTCYEd+AtonrZ/UnjG2aMANtWJOLcHtE3SANLhZyMFaArIIQhfSRLCCeBm0X7wNtFmQY7YyRtSkjxlOMpRhH0FbxPHCxQ1p51EOr45aOlZgvUV8gtSFjONzqkOkKcy/GV5DAIm6paL8I3EdKaRAWtNfQxSwGCDjqGi7gcBtHmbDIZbPw4blwL8zbeDa0A/tOMGZC0cU4hjaD8RwLn7AnkH0OhKUMYIEERM2nVEeUi0hWInK7xtjdinXSSEt9iEkExj/SwYJ4YPDEBOXKWINJGEGfMOiwegEjAT7jmGRhTEHhwEQEoytvALwFXLLgmgVFB6tEmExwDAO9Gqk4BjcsTIgoByZ6JAVAJrGiwMo3njNrlVmDVH1xH2XvXKwpaeGygWwqmHgQ9AojQ+VuPD8mDATjImAzjazAGILxg0kdhBB1DYMdxM+3MZzr+pgQMJniWvgH1QATBTK5lEFUABgTML7w7JjQMHly5h8QJpQDRBXvBcoQDHy4K6YB7R2rjngetGmUFwYv3ifcXLQNwMhAneMfJm2QFRhKeFa0PXXvgLGqWXTSJn9kzMF7Q3lh0MNtCEaTZgezgEEM8o/kByBIIOwgWSDvrCqiXqCMwjiGeuIiK+jXeOd4V7gGDFG0Izx3HjcMGOEwrHBPLGwAMD5goMAwQnmxqox4Cxgi6keOPotnRz2ijaCtod1hzGhlQ0LUHeoGxnCrQAwMVpTxbvOUGeMU2ifGQqiBWPjA+JRn4QLnsnqsAPmBmgfil+WihPEbbQwEO4QAop+gjcPdEG04qz+BxGGMRcIVHf9BcGB0smIHIxkGLgxbLDaABODarD4VAYg46hXtDPGCmOPQDnEMY7cu3qXVk+6FgjEVsTnoy1g4QDwPJ5YpCrgmYi5FfwDZBVkJGcNh6KPtYM7G4hG+hzIVSc2M/ogYVXg/tBK/ArdDLARiUQptBGXCAqcScwDPhneN+QNtAkH7uB+n3wdAxFAnIL8Y+9BHODtYGYCaqZnbItqPgfGYJDoioqPABAcyBp9iGOUR3QVWmEEoYEjzxnERERHpgHIKAxgKST/CZuuDsgmyiJTmMJxBvkCQOb1uRDFAGQOx4kQRICZwgUa9VwmIp8LiCBagohtYZxCVlYiIDgGranBRwOAL14lWVaGIiIiIbgLuOFhwgUtMq/EXVQPiJ+DiBEUPaghcV6EcQN0EUYFaitgQu3FhRDFACYLrKRQWqK9Irw2VRfckqwoQgwi1GcpYJCqdQyQrEREdAlwXsBMu3Jzg6hGziERERPQy4MKIFWa4SSHepuyMXN0E3Nzg9gyDGXtywT0OLsLq5oSAcLivtSOj11QESAnaENzVEDQPV0TEiGFvpioBag/iqlxZTCPah+gGFhEREREREVEYSIWMhA7tzlYYEVEFBQhqG2+jENF+RLISEREREREREREREVFJxH1WIiIiIiIiIiIiIiIqiUhWIiIiIiIiIiIiIiIqielTLTUecssjnzv2IYiIiIiIiIiIiIiI6E52NWy4in2U0pJVTCmyAqJy4403drsYERERERERERERERFS25QYm3f6MKXIChQVALsCP/nJT+52cSIiSgFyZAwNDSW7QWMH54iIfkds8xFTCbG9R/Tzlg4QEdQ+92FKkRV1/XrSk56UbDoUEdEvExnyviOVYpzIIqYCYpuPmEqI7T2i35EVmhED7CMiIiIiIiIiIiIiKolIViIiIiIiIiIiIiIiKolIViIiIiIiIvoBY2Mit98Ov6FulyQiIiKiNESyEhERERER0Q845RSRrbcWOe20bpckIiIiojREshIREREREdEP+PjHaz9PPLHbJYmIiIgoDZGsRERERERERERERERUEpGsRERERERERERERERUEpGsRERERERERERERERUEpGsRERERERERERERERUEpGsRERERERE9DpiuuKIiIg+RSQrERERERERvY5lyxqfZ87sZkkiIiIiSkUkKxEREREREb2OFSuaN4eMiIiI6BNEshIREREREdHrWLWq8Xn1apGRkW6WJiIiIqI0RLISERERERHR6xgeTv89IiIiokcRyUpEREREREQ/KStAVFYiIiL6BJGsRERE9D6uvVbkqqu6XYqIiO7BKilwBYuIiIjoA0zvdgEiIiIiWsJ994nsumvt86JFIk9+crdLFBHReURlJSIiok8RlZWIiIjexj/+0fj88MPdLElERHWUlUhWIiIi+gSRrERERPQ2lixpfP7vf7tZkoiI7iEqKxEREX2KSFYiIiJ6G0uXNj5HshIxVRFjViIiIvoUkaxERET0NiJZiYiIykpERETfIpKViIhexTXXiPzrX5N3sT7jjOY4jqlEVv7zn26WJCKie4gxKxEREX2KypGVRx99VI477jh5+ctfLvvss4+cf/75E3+7/fbb5ZBDDpGddtpJ9t13X7nsssu6WtaIiK7h5ptFXvEKkS22aD5++ukiJ5wgst12MiXJymOPdbMkERHVUVaiG1hERESfoFJkZWxsLCEqg4ODCUn53//9X7ngggvkl7/8pYyMjMixxx4rW2+9tVx00UXy1re+VU499VS58847u13siIjO4/rrG58XL258vuEGmdIB9nHX7oipiqisRERE9Ckqtc/KAw88ILfddpt8/vOfl3XWWUc23nhj2X333eX666+XNddcU5YsWSIf+MAHZNasWcnffvWrX8mVV14pW265ZbeLHhHRWQwNNT4/+KDIRhvVPg8MyJQDKytxNTliqiLGrERERPQpKkVWNtxwQ7nuuutk7ty5E8emT58uK1askHvvvVc22GCDhKgotthiC7kPG8JFREw1IDbFZaxHstLNkkREdA9RWYmIiOhTVIqswP2LiQpiVOACduKJJ8q//vUvmT9/ftP5T3rSk+Tuu+/OfZ/x8fHkX0REz2LFClFaMl53g9I2PXF8qrTxpUsbzwwDbao89xSGtu0p08ZDMDw80Q+AcSgtsX76ArG9R/QrQtt0pciK4uqrr5aPfvSjMjw8nATSI9j+jjvu8Ma55AWUmmXLlpVQ0oiI7mDW0qUys/55uJ6ud/ny5TJndHSiU0+VNj532TKZVv+8euVKWTlFnjui1uYjapi5dKk0/A5EVixfLqOxL/QVYnuP6DcMsUt7r5EVZPv63ve+l6gpn/70p+WSSy5JVBcXA4ObWF7MmTNnkkoTEdFTGB2d+DhreFjg/DRv3jwZmDFj4viUaePk7jJ9Kj33FAbmAhhuSZufiq6PAZiDsSD2hb5AbO8R/Qokz+pZsgJXMATQ49+DDz4oP/7xj+XVr351EmDPwO9FDBN09tjhI/rFP32gvnqatGsiKwNwA6EYrylRF4hZiX17yiCO5f4A+wEs7sW66SvE9h7Rbwhtz5VKXfznP/9ZDj744CYFBYrKzJkzZdNNN5UFCxY0ubbcddddstlmm3WptBERXcTKlY3PTOKf9KTG5wLxXD1fFzHAPmKqwmYDI/U1IiIiopdRKbKC7F7/+c9/5LOf/WxCTEBefvjDH8orX/lK2XHHHZP0xWeeeWaSAQxqy8033yx77LFHt4sdEVEdssLH67EsUyoLUsyAFDFVYeM3I1mJiIjoE1TKDezJT36ynH322ck+K29+85uTbF+vfe1r5aCDDpJp06YlJOZTn/pU8vvTnvY0Ofnkk2WTTTbpdrEjIrqbuthHVvicfkZUViIiJpOTSFYiIiL6BJUiKwB2qD/nnHO8f/vOd77T8TJFRFTaQOeMP0xQpgpZYWWFyQpUlre9TeS5zxU57riuFC0iomOIykpERESfolJuYBEREQXICrs+8fHAlIA9haOPFtl8c5Ennqj9jvg2H1k5/3yRiy4SOf74zpczIqLbZKVAWv+IiIiIKiKSlYjeAibgfjTC20FW+k1ZAUE5++xa4oArr3QHFTNZufnmzpYvIqKbiMpKREREnyKSlYjewuteJ7L++lMneDxvnEY/u4Fde23js2YM5HqwdcFEJq4yR/Q7IlmJiIjoU0SyEtE7QCD5pZeKLF7cbLimAavr220n8tOfSl9hqior9jO7gNm6YLIS1biIfkckKxEREX2KSFYiegd33JF/In7DG0T+8Q+R/faTvgITEZ+yYg35XgcTDiUracoKP//y5e0uXUREdxHJSkRERJ8ikpWI3sF99zU+/+c/Yd958EHpS4QoK/225wgTDn1OS8jYYIMC5/puREQ/IgbYR0RE9CkiWYnoTTcgTtebhn5zhXK5OPmUlX4jK6ys6PNbZYUNtEWL+r8dREQoorISERHRp4hkJaJ3EHcq9+8nokHn/aysuMiKVVbYQGOy0m91ETG1ccMNIm9+c7NyHMlKREREn6Jym0JGRHgRyYqbrOjntGDzfgC7cuVVVvqtLiKmNl784trPtdaqpfMGIlmJiIjoU0RlJaJ3EMlKwwjR1L1cF9Zw72dlRZ8tTVlZurTx2e7HEhHRD3jsMT85aZWs3HRT7V9ERERElxGVlYjeARumU9n4ZFWFf7dxGf1MVvT923bAq8suV7mIiF4HL1TMn9+eAPsHHhB57nNF5s0TeeSR5vtEREREdBhRWYnoHURlxU1WfMqKPa8fyYquHs+c2fy7bSNTub1E9O84OGfOZHIybVrrysqf/9xwvcReVRERERFdRCQrEf1BVu66S+SCC5pXHfsVU1VZccWsWLKiBhvaQVRWIvp1c1zFrFmNz9r2XcQ9LzjbIpSViIiIiC4iuoFF9AdZ2WGHmjE7MCDylrdMTnU8FZWVfjPQ05SVGTOaDTbrAjOV3QYj+pesMCHRNo++gIWLssgK3y8iIiKiC4jKSkR/kBVddf/pTxvHrr5apgRZUaOk35WVPG5gPkIXEdGv4yCTFSCSlYiIiD5BJCsRvT9J8+fpJBbee2/js07g/UxW+l1ZYTKmZMUaaPq7ffZ+q4uIqQtuy6wYatvXMTCSlYiIiD5BJCsRvU9WeDJdY43G59tvbz6/X+JZpipZYcNMn1l/WgMtKisR/QruB2nKSivjHceHRbISERHRZUSyEtH7qYt5YuXVRCYr/ZQda6q6gblWkX0B9raOYsxKRL+A23KastJK6mJe+Oi3cSQiIqLnEMlKRO8rK+yywOfccUfz96s86WIV9LrrwlYxp6qyws9jlRXrpx/dwCL6FT4X2DLJCo+jrW4uGREREdEiIlmJ6F+ysnhx7xis3/62yMteJnLQQdnn2udQY8KqB/2iJJWhrFTl3f/udyJvfrPIo492uyQR/eoGVkbMSiQrERERFUJMXRzR+2SF3cDSJtkquwKdckrt5+WXF1dW9DhUBtRPVQz0TpAVG2BfVTewl7609vPxx0V++ctulyaiHwPsbV8oKz4sIiIiokuIykpEfyorcKuyAaZVNt7zGARMSvi7elx3ta7y8+YF3qVrFdmlrNgNIatYF1de2e0SRPSbsmKTTUQ3sIiIiD5BJCsR/UlWXBNs1QxWxvz5/r9dfLHIRRc1fldDvL579YA10PuRrOB9Mvn0KSsuYtNvdRExtRGaujiSlYiIiD5BJCsR/ZUNTM9xxWv0CllhoxwbIe6/v8jBB4vcdJOTrEwYJvp8/UhWrBuXGlDW9UX/lqas3HefyJZbipx1VtuKGxHR9ZiVSFYiIiL6BJGsRPS/sqIuQlUOOGeywlm9Hnyw8fkf//CTFTbQ+5Gs2GdJU1bwt7SYlbPPFrnrLpH3v79txY2I6BuyUuVxMyIiYkogkpWI/iIrOrEyWVGjvsorhLNnNz4/8UTj87//3fiMoOypSlasspJGVnAszQ1s7bXdbSciohcQ3cAiIiKmGCJZieivbGB63KWsVHnS5dVLJitwA1M89lgYWVHi008rollkRd+x/i3NDezJT258vvnm8ssaEVGFHexjNrCIiIg+QSQrEb1PVhYtClNWqmy8c9l4fxjXc05FZcW3t4xPWUkjK+xmd/fd0jXYbHURESGIm0JGRERMMUSyEtEbgGHnW1FU9yg+zhOsTfFbRfDzsKHNn/WcqUhWWlVW+PtsiCHYvluocnuMqC64Lae5gcVNISMiIvoEkaxE9Kaxyr+re5RLWZk2rfaP/1ZFuEiJ77P+JLKSpC+eymTFBtinxaywsrJ0qXRNSanKRpUR/aWslOEGFslKREREhRDJSkRvgCfPNDcwqz4wWek3ZQVGycDA1FZWiqQu5rbUyQB7+z4iWYlop7ISyUpERESfIJKViN4kK2yM8oTtUlZ08q6ysuIjK67MP0xWmIjZAHu7kWI/x6ygHpS4ZbmBsbLCyRm6qQ5GRFQpdXEMsI+IiKgQIlmJqCYQZH7FFQ1j25IVnohdk7dOsJi4e0FZ8akpacqKfTZLVlo1WHrJDWxwsLku0tzAuqWsRLIS0U43MB7zgLjPSkRERJ8gkpWIamLbbUVe/WqRyy93kxUmHqHKSpXJSlacSh6ywoH3/WJoZJEV1AMIi/4tzQ3Ml/a6m66MERFVcQOz/afK42ZERMSUQCQrEdUDJkrdDPGaa/wTpqouLkO0lwPsiyor+sysrPSLoaHPrlm/XGTFRdzs9wH+G+9j025EZSWiDNjxTsfBsshK2sJQP+OznxVZZx2Rf/yj2yWJiIgwiGQlonp45JHJG/jphKlxCXzM+ldj8u5lZcVHVmzMCpMVXg3tZ2WF43HyKCs+H3xrmLUTkaxElAHbbrStl0VW7PWrPG6WieOOq6XBP/zwbpckIiLCIJKViOrh4Ycnu+n4Nv/zTd69pqyEBNinKCsDrKzY/Vf6kaxkKStaV0puffXbScKQliQiIiIUvnisssiKL5nFVEEn1daIiIggRLISUT1w0POSJemb/7kMTky2nLq4F5QVH0FJcwOzBrqLrPSLQazPnkZWXMqKK40z10k3lZV+eTcR1SQrRcc72y6rPG6WBc6ayAtiERERlUAkKxHVXtlS4pKmrLgm7ymmrDTFaeC4Gu79Ymiooa9EzO6z4iMrc+dWR1mJZCWiDNg+re2qrE0hp6Ky4sqqFhERURlEshJRbbKiE7FPWWFFwR7vt9TF1ijxKSu9QtDKjFnxpS5WsuLKGAdEZSWi12DHMaus5CUrv/mNyN/+NrWVlRUrptbzRkT0GOp6cURERcmKze5llRVX+ldruPfappC+z1l7izBBwz9WmHodWg/q1tWKG1i3AuxjzEpEJ5SVPDErd98t8spX+rMruu7Xj+CNYmO/jIioHKKyEuEHJqmbbur8fhChZAWTscuNh5UVqz70srLiyoDlcgObCspKaOrirJiV6AYW0W/KSh6ycvPNk4/ZdjkV2imTlU7uvRQRERGESFYi/Dj5ZJHnPlfkve/tPlmxLg6+/TT0eC+lLsazsWHhi1lJISsDlqBV/ZnLilnJUlayYlaiG1jEVCYrixdPvu5UdwNj4hIREVEJRLIS4cfnP1/7ec45nb0vG5CuTR59+2mwgd5L8RtWufIpKzaoPM0NrOrP3Go2sCyVybqNVUFZiW5gEd1yA7v2WpH/+R+RRYuav7t06eT2OdXdwDrtSRAREZGJGLMS4QcMw25I4mxA+siKKgnqZ63GKgxAJjG9oDKk7bYeqKxMcgOr+jNn4WMfq7moXHhhjXBom1DygfduN/90kVhVYrgeLAHE37Qe24morEQUAdqotu00ZYUXK/R7il13bYzpX/qSO2UvyAqUyKmorDBZiZu1RkRUDlFZifBj3rzu3DeLrLh2bbfpequqrMAg+PGPRRYuzK+sZJGVqj5zEZxyishPfyryjW+43cDU0MpKXWyVGPvZ9Xu70GtkBQsVCMCO6B4wVqy1lsj55zeOWfeuPDvY33OP+7tssE9FZcXnehsREVEJRLIS4UfRPP2dUFb0WNYGiZoZi6/RTXz0oyIHHCDy6leHBbS6soGFuIH1Qga0EP9x9am3AfZZiRSs25iPAOr5nUCvuYHttJPI5pvXkmxEdAcYK9AHzjgjf8yKq11bBZEVBf08FZUVn5odERFRCUSyEuGHa1W/SsqK3QiRFZeqqgzf+lbt5x//WL6y4iNuvYbHH298VrJhyYclaCBuRdzA7N/aiV5TVm65pfbz+9/vdkkibr/d317zKCvsTmbJipJpHlNd9+tHRGUlIqLSqFzMysMPPyyf+cxn5KabbpJZs2bJ7rvvLu9973tl5syZ8tOf/lQ+8YlPNJ2/0047ydlnn9218vY17H4UmlmpKsqK3fxR/a99LlFVmHRdBqqdHIvErPiygVXdIHbhiScan7X8eZWVPGSlU3XUa2Sl18o5VZBFVtI2hdRxIU1Z4YWBZcuqMW62GzzOaixcJ+LYIiIieo+srF69Wo4++mjZfPPN5bzzzpPHH39cTjzxRJk3b5685z3vSX5/yUteIieddNLEd0BiItoEm+K1KmTFp6xwOtuqGu6uVbs049mlrDjcwAbKdn3DPV71KpENNxQ591zpKDipg9aX/uSYFUtW0mJWcAxGyMBAVFZCkEbuIroLlxuYJpzIUlbS3MCssoK+NlXIim3j6KuazCMiIqLrqBRZufnmm2XBggXyne98R+bMmSObbrqpvOlNb5Krr746ISsLFy6UddddV9ZZZ51uF3VqgI2rbm2eZ/2xfe4+mIRhiOrxXlZWsmJWOrEpJNxOrrqq9vmLX+zsxO3aZ0efgxcnQmJWLLnBOZ0IsH/44VoZQPZ6MWZlyZLGZ97bKKKaygpn9cpDVrhNWmVF+06V22lZcKnbkaxERFQGlYpZWX/99RMXMBAVVk6m1wdfkJW11167iyWcQsDkx0ZjtzbP04kyRFnxBd5XyffaNfHnVVZCsoG1+sxsoN5/v3QtwN4qa0xW7DOnKSuAHmu3soL7r7++yEYb1Vame1FZ4f032BCOqCZZYWJSlrLiyqTXr0hLHx8REdF1VEpZWW+99ZJ/irGxMbn88stlzz33TH6HG9gDDzwgl112mQwODibxLIcddtgEmQnF+Ph48i8iBStXygDV0Tgmsk7V2apVUtdIZFz3Ulm9Ojk2XjdKk891UpJ8rsesTDrO56u7RBcxQJPiRBuk5xVbzpGRyXUxOlp7HihJ06bV/k6Ge/LM9eOFn5nfwb33ijzrWdIxLFvWuDcMfH7m6dOb60OP1xW35DPqWN//zJmN83EcZKf+N0Xp7QJ9R6+9YIHIVlvVfhkebu992/UOOtn3A6F9p+/H8YGBiXE4ae9o5/U2L9xH6Jj2kXF1fcRl9G/4PtcZt1UsEuBv9TFnfNasxnja7/Vsx2AddyqCKdPeI6YcxgPbdKXIisW5554ry5YtkwMPPDD5fbvttpPR0VF5zWtek5CWT33qU4kK8853vjPXdVesWJFcNyIFjz8ua9CvQ088IWMdqrM5Q0MTDRMG5vJly2T68uUCvW10fDwhqphYhpYulYGVK2WuMVZxfNrQkGBdcHW9M2A9fmTlShnu8nvnOtU2OLh4sfCONqtXrpSV9b/NGR5udNKxseQ7s4eHBbrH8OioTB8fr/19dDQxfpPnHx6W2QMDgjXUFcuXy2iBZx5ctGiiTMN33CEjO+8sncK8Y4+dMBxGhoaSdzbxzGNjyXsFli9dKrNHRpLnXzkykrzj5JmHhmTGihW18wcGJs5fhhSwY2Myjwhgcp0lS2S8aLsYGpKB//5XxqGiKBYunHjPaIvab2YtX56UUTE8NCQjFR2HBv/zn4n3r++giljejU1rO4j5dXICLHvssSRuUNvv+OzZyfiHsWL1kiUTbW7FyEhtTKyPnTC616C4UB1bgNnLliX9BFi5eLGsxli7dGky1o7NnJn0J8TDLa3o+y8LOr8oli9aJOPz50vV0O/tPWLqYYg9eHqRrFxzzTVJ7AoIy+y6HI3ge8WWW24pjzzyiFx88cW5yQoIzvwKDkSVzcgkInOxWt+pOiP3hYGxsdq7qrslTYMfdd2VYS7aRX0iH8Df69+bi3Pqatt0fK63nxkDAzKjQu99og2aJBHT+W/syjE6Wjted3eaBXdJ9SsfG0vqCpi7xhoT15yDeijyzKRWzlq8WGZ1sN4G/v3vic9468k7q8cjzaKNSueRu+hsHK+3kTlUn7Oe9KSJz/NxPq5l3FrmoX0UeT7U94teJHLHHSK33Vbbk8TEe8zFu3K9S5RtcLCj9ZoLVNYZ4+OV6jdSX4CA4YbkKwMaq9aPoGdLiAveg65Eou+vXCmz0Vcp+ckc9P+6mpKMF6TmTp8xo3nuo78loyT+Vu/7g3TN+fhs0x73E8yzzcMYUqE2P2Xae8SUw0igy2Ulycqdd94pH/vYx5JMYNtss433PATgP/roo7mvj84eO3wG2JdZ3Zc6VWfk259kucJ968bTAMVpJMa5khVMsPWJN3Gb4PPrk29yfjueAcHom2zSHMwdgIk2aPylB9B5HX9LrQuK00mIW6vPzPdFW+hSf5lod/yeYVgoOdPjtl1oXVDMykRdGLJSuI4eeUTkn/+sff7Tn0S22GJS3xnAqpFe2wzKE++ziqAV3AG4gVW0nH09ltfdXyf1Q23z9fEm6SO8wFMn7RPti9p7MjZyfVEs4sR71r5D41nSR/o5la8dE3gMrhD6ur1HTEkMBLbnyi2VIC7lAx/4gBx00EHyKqROrWPRokWy2267yX//+9+JY8gc9tSnPrVLJe1zWLbbrU0hXUHlvn1WsoLN2xHQfOmlIltvLbLvvsWvERpgn5UNrMyNMPkdcMB7J8DxMTbAntI1B6UuZgKp55a1zwoT+nvucR9n95leygaWlhggojOw9a79UNuxEvGsAPu0lcuQAHu+pw+413HHifTqnmdpe11FRJSBm24SeeMbRe6+u9sl6UlUSllZtWqVHHfccbLhhhvKAQccII/BR7eOJz/5ybLFFlskcSpHHXVUQmq+/e1vy+te97qulrlv0a2N80LISt5sYO1MXayTs6b5zQJWEdSNQ1c5QzeFzErXW2Y2sG6SFU6ba1NX+8iqL3UxVpnrSkzp2cCYfCAexlVfUF9snYJA4buRrESkwZJbS1Y4tTCTFbspZChZ0c9pRN+HX/9a5LOfrX1+97tzq8xdR8wGFtFuvPzltbkNavwtt3S7ND2HSpGVW265JfkH7LXXXk1/+9rXviannnqqnHnmmXLooYcmcSfIEvaOd7yjS6Xtc1RNWXFshDiJrGTt5t6OZ8jrx42yaN3CGMHqZZrx7PpbnrooQ1kxLoEdTZvr2hTUR1ZcygoMN/yNzy2LrHC9cJmvvLLx+YorRA49tPk+eOeRrERkwfY7DUS1ZAV9JE1Z4XZmM+/wPewGrK603z5wevO77kI2HOkpRGUlolOLcLfe2u2S9CQqRVZ23HFH+fOf/5x6zhlnnNGx8kxpVI2sZBmlfLxsl6g05PXjxvlatzBwYRCk1XW3lBW+b6eVFdemoK7379tnxUXccB1K/VyKwsEr32zcI36FpX8FkxUoMZGsRLSirBRxA7NtzkVWiigr3EZYZewVRGUlIqLSqFzMSkRF0O6N8xSQRHlVOq8bWFbMCo6Xoax885u1/TL+9a/m43mDHXkS1OdO28He9R5cdeEjMb0WswIyEUpW8MzsHsZ1od+z7YKNOjXGynAD4za82WaNz5xq1BqBkaxE5FFWfG5gVlnhfmDbmR1r+B56nt3Bnu9ZRbfRMmDrJbb5iIj+UFaQNvgnP/mJ3HDDDXLXXXfJ4sWLk93m1113Xdl+++2T4PhXvOIVMXNFryLNgC4LWHV+7nNFnv98kRtvdE8UMF55NdynrKS5genxVlbLND020mdffrl7p3dM0pROdxJ0dd8X0BqirIS6gfVqzIrPHSOEoLmUFcqM1nS8DLLChh7H2fA92Oh3xRpUFUy+7Ap/RGdg693nBsbKSn2/Ka+ykkZWrLLCKdXzkJVOu42WgaisRET0F1lBNq4TTjhBvvvd78rznve85N/zn/98WWONNWTlypVJUPztt98ub33rW5Oc4Keffrrsv//+7Sl9RG+7gV18ccNtBvdTw9+uavnUhLQA+3bFrNgNjHhCX7QonaxYo1+fM4+y4iFiSZrSMpWVNNeRdsK++zwxK0xifPE7ZZIVNib/85/GZ74HlBVNpNBLZAVtWRFXmauprLjcwFxkJa+yYok+fo9kJSIiolfIyl//+teEeBx88MFy//33y3rrrZd6/i9/+Us55ZRT5De/+Y18+ctfbrWsEf3mBkYb/GHXb1l33TCy4otZ6USAvQ2o50kNG2k+/enFyQqMA6u+uEijh7jpppClZwPrpFFtV5NDY1askeYiK1ZZYWOvCNgoe/jhyWUGQFTw3rGpXi+RFd4UNpKV7sD2BesS63IDy6OsoG3yPWyAvfadqUBWYoB9RET/xKxgV/lLLrlEPvnJT2YSFc3odf3118s666wjDzzwQCvljOhHZYVSU6eu5KYpK76YFSYxZe6zYgPqfelrXbCTuDUOVJUJjVlhNzCus7KzgfWassKpi9PISpnKCox7vY7tOxq3YveviGQlIs94YfdZynIDc7VH/uzb98dm0uNr9WvMSpaygsU0m0ktIiKimmTl2GOPlf/3//6f3HbbbXLSSSclGzVmYdq0afLxj3882TsloofQiZgVntS0LdkA61BlJcQNrIxnsMqKKxg8r7JijdisbGCuoHI+r4xnTvNz7zZZybMppDW4uG7V7bCMmBV+v7a+NG4lKisRZZIVlxuY7Qf6dwW3Td/iSZE9qvpZWbn2WpG11xZ517s6XqyIiIgWsoGddtppcuutt8qaa6456W+IW0HMSkSPoxNuYLyyp2RF08vae5exz0o7yIrLjaKoG5hrxT0wG9gAl6OMjTB7wQ0sJMDeJhsoMwmBLwDa1levk5UYYN8d2HpHe8fYqGOhzw3MZgPzxZ9ZUqF/cy2G9DtZsX2Rn+fkk2s/v/GNzpYpIiKiNbLyhz/8QY5GViQHZs+eLe9617uSneYjehidcAPjyVgNedcqbt6YlXbus5KmrGRd36caWDcw9k13EbcQN7BWCVovuIExiQ1NXVzmxpmhyoq6gfUKWUGb67aycuGFtRXtqQyXsuJKvc0xJXkC7H3Kimt8yTO29aIbWJ4kJxEREb1BVh588EHZfPPNvX8/7LDD5Oc//3kr5YqYCmTFlTYzhKz4YlZcbmBlGO787GnKStb1fat3VlnR+7mul9cNrOh7q0o2MP29FWXFlQ3MkpgylRWfG1iv7LMCcsVl6zRZuf56kTe/WWTXXdvngoh3ZfdM6gT+8AeR73ynuLLCbTU0G5jPpTNLWbEqdtnKys9+Vttnq+qeBFXtpxG9C150iGgfWVlrrbXkYc5+Y/CCF7xA/tWNiSCiPNgBuh0DNk/GOtnxpKd79OQ1SsvOBsYrhWkB9ll1ZO9vyYoNsGfDQusirxsYlwnf4xS7acgTi1OVmJWs1MU28UKrZMWnrGS5gVU9wJ73hukGWfnudxuf2+VS/MIXimyxRfP+Tp3ATjuJvO1tItddV0xZ4bYamg0sr7LSCTcwkLbXvU5k222l8otzVe2nEb2Ldiz+9jkKkZVddtlFzj//fP9FBweT2JWIHkan3cAsWcH+JVluXWlGaZkxK7wLeStGvS/jTIiywpmr0tzAQGpw3EXQ9tmnlh46xEDrlhtYyKaQIcqKL0ucS3HTY3B/evvbRbAvVEjmn1BlpdfcwNLipDoBJtTtcim69dbaz+99T7oC7C3VqrLS6qaQPmWFx5fQhZ68bmA339z4XIUsW1FZiegkYpvqDFk57rjj5Nxzz5VzzjnH+Xfsar/pppsWuXREv5KVr35V5JJLmo/xZJmHrLiUlbTjrZIV3gjSrjKXqazYFXd+B2qYZLmB6e8uZeWKK2o/Q/Y86pYbWBZZsalZXcSNjTprcKXFrNx2m8i3v13brDREgbLGnraFXs8G5ipXJ8vqGhfahU6qhnyvJUua/3bccSLvf3+ze0iWspLlBgYSgH9FlZV2uoHx5rlIC9xJXHmlCGJu0zIeRrIS0U7ENtX+HeyBHXfcUb7yla/I4YcfLj/60Y/kyCOPlOc+97kyf/78ZF+VD33oQ94A/IgpmA0Mq2hHHDF5FS1LWeFUnXmUlbKzgTFZsRNxHgUilKxYZcUa3GluYFoHvboppN4XdYG61vbiS83qU1x8rixpMSu8F1TI6rBr5du69eE6dp+VqpMVrQ+odFr/nVRW+pWsWILCmRA/+9na51e/WmT33d3PntcNDMD78xnlto13MhsY3xv7bSE1cCcA9/W99mq4AiI2CojKSkQnEdtUZ5QVABm/rr32Wlm8eLG8/vWvl0022USe+tSnyn777SfPfvaz5f1YJYroXZS5zwrHL/FE1qobWIi7TxnZwNLISp7UxT43MD3ui1nxPZvLDUxJSpmbQnZj9ZmVJCDr/fuyhNmMRmlkhd9tCFmxdWvJylOe0tvKipaz02QlT59qFZ2Mx2Gyws/I7e5vf/OXDcQjjxuYzYxnr2nHMs5CqNdqF1nhDXSzNtNtl/sdx2bxuGCftwpuahH9FVBf1bG/35QVxc477yw33nhjsq/KX//6VxkaGpLttttOXvSiF5VXwojedwPjyQiriOutF+YGpn+3xmfWppBlKytprhPtcAOzygpvbBjqBpamrIRMvt2OWQkhKzhXn8WSmKx9eVztgt8lE9RWyMpDD/VegL2W0/bBflRWOvlcTIDZUOZnfOQR93GXsoL3k0VWuM3nzQbWTmWFzwnYXLo0cF0wedRnxljLqaCBSFYiemHfuj5HS2RFsdVWWyX/InoAGJRt+t08KkAR8J4NTFbSlBXfzuM+t540xcUa7lD9rrlG5P/+T2TevOzyp22klseoD01d7FJWXHEaaW5grSornYhZQVv80pfgVyrykpdMdgPTcwB+Zt15nuuelRUubx43sLKVFd00NyorIo8+WnP10b7YTbJi20enwM/CZMWnsqSRFbR17Qe+TSH1O6EB9mnKSp59VkLaNT9zJ5UVbsePP+4mK+j7kaxE9Fp21T5HITcwZPo6/fTT5YQTTkhNYRxRMRx7rMjTntbsm++DJSet7GJtyYrrmjrZhWT38ikrodnAzjpL5O9/F/nmN8PKzxMXT/C8ohlC6LKUFbspZNazsTHBxKZsZaVdrjg33CByzDGQaCdvqJimrKiRFpKu2SorPrfBdigr8+c3X7dXyIqWU+uZjxXBVVeJbLCByHveU3z/pTKRloq8G2TFl0nLRVZY9eBxLc0NzLdnjtazJfmtBtiHtBU+f+lS6Ri4LnxkBYhkJaJMRLLSHbLyzne+U+666y5Ze+21Zbfddmu9FBGdwec+VxugQVqyYI2EVlY4maz44j/s5n8hMSjW+MzrBgYXnRDw99KMibzKSlrqYg6MDXED07IUVVbshGyNj3ZM2P/9b3OQbV6ywu2HSSy33bRsYJbQsdFUhKzodfT+qtrZ2KSqkxWXa2UrZAVBzKiD0MWBdisrTEpDVOayEEJKQpWVULKC87k/8Pih99J2qtdu1Q0spF0X2USyDPBzcBYyS1b4GeIGfhGtwvafqo79FUahkfqaa66RD3zgA3L88ccnpOU/oRvNRVQDd9+dfY7tTK0oKyzzsxHoivfIcusKVVZCUhfzyloa+HtcZlsnrcascDpPXzxO0WxgaSuFb3qTyHOe0/xuOrHPDu9foyvNedzALFmxKpM9npa6+MEHa+lj87R3n7Kix9UItES8V2JWmNC1UlZerKiCssLX7KTvuE+t5LaWpay4yAqu5Truilnhe2s9qwJY1j4rIXXqc32rurISVZaIIojKSndiVl72spfJF77wBdlyyy1lww03lKfBtSiidxDiI1ymGxhPwD6yYo3qUGUlhNz4VIZQQ8UXs+Lbbb3VAHs91xVgb93A1JjQuvRlA/MZaJh8f/CD2ucf/ai2u7br2XCdkHiDomRFVY2iygqvKPvcwDgbmG0vX/96c9lCjOQsN7C5c91kpVeUlTwr62kAadNgZrRTjoXphrLiy47VbvjUhzxuYK5+YJUVdm3D31wqOd5BlrJS1A2sV5QVJtH6zJq0wEdWUJd6TkREKCJZ6Y6y8o1vfEM23nhjefTRR+Xqq69uvRQRnYUv3z/DGlxlkRXezZs7bBFlxa6UtysbmFVWdPLKq6yEuoHpua7UxdYNzMZvhCgrbCgwYWCFNC8RK0tZaYcbWEiA/ZOe1Fy2ECM2i6z4lBUXWUEA+tlndzYzkg9pSQiKgN1osuoVfWsqkJWQdMKcbCSPGxj2x2Hi7ttoNUtZKeoGljdmpVvKCs9LocpKJ9tLL9kT73ufyB/+0O2SVBfRDaw7ZGXu3LnykY98RM4880zZaKONWi9FRPXIinVlKVtZsdcroqzw5B0SYG8HjFBJ3/ovu1Ld2vPyKCv6vTRlxecGVp9cB3TC9ykrPoOR/bZh5LRjn508ykq73cB8WeJ0T5RWlJVWYlb226+2q/Y73iFdR5axCjfSAw4Q+fOfW3OjdIHTUdvv9itZyXIDY+LuCrC32cAAV5yWvXc3lZVuuYHxc7DKH8lKcXz84yJf+ILITjt1uyTVRUxd3Fmy8pvf/EYWsnETiN/97neFvhfRJoQMuL6MRmUpK7YMNgNW2r4ZWcqKzygtQ1nhusirPmSlLuaYFZ+yYt3A1CVB69gqK1lkhYPcW0ke0CpZUYPFKiswFHgzvBA3sNAAeyZ0qiC2S1nR5+Bn4+8jMxrw059K5ZUV7LL+4x+L7Lln9rXwzK6sfz7YcaYdwc1VIytZx5m48zjocwOz/d+XLMWnrLQaYN8rykooWfG57EXUcPvtjc8xftmN6AbWWbJy//33JxtB/h/2pwjA0qVL5bjjjpNjjz1WZvOqcUT10S6yYtUEhXVBCFVWXOQmxF0iD2xZdXJtVVlJcwPzGdYev/UBrgf+meUGdtdd7sm7E2SF07fauvDt8ZHm+uZSVtI2hXSRYVuesmJW+Bl6JcDeZ6zeeWftZ8gCFLtN6u9psIYrv5df/Urkwx9uvd58+45UQVnhc7LIis8NDHDFaYUqK7wY0s8xK6FkJQ/ZnorgFOd77NHNklQXkay0jFwRs+94xzvkGc94hrz97W+X9dZbT/bee295wQtekATYr7HGGrJ48eIkjuXee++Vyy67TK699lp561vfmvycw6vGEdVHu9zArEtMqLISErMSss8KGwlF3MB4cm01dbFVVqCSwBUL5cK5+ncc13PYsGbDXWH3WXEpK1wHyIKlSMsG1u6YFbspKBM369ZllRVLVvi9+ALsUT+qSuH6RVJ1u8iKvjvrBsbGT68E2JcRs8LvOKRefRsVsiG0+eYihx4qXVdW8L4RZ4T0/dtuW06AfR5lJdQNzNeXdUxXUm3HitBNIe1eLiHtOm1zynbCuiSifvCMaWTFRSAjGuCEA9i/LCJ8oTIiGLnT++yxxx5y2223yU9+8hP54Q9/KGeddVZCUAYGBmR8fFxmzJgh2223ney1117y2c9+VjbHxBLRe3Dt/VGmsmKvV0bMiovE2FSePNkUJSs6yZedulizfuE6OFevD+OWYzdcbmAKnxsY35uNA/7caWWFDdk0ZSUvWdHz7SqzbUdad3jWVsgK6lpXt7me2A2Mj7vIyhprdHZzvDQUCbAOzTyYl6y4lNAFC6QllEVW4LKHwOLQscSn6LTbDcy3SGJj5WzMSlq8n++5ss51ndPq2PKPf9SyGCJ24jWvCb+vjnnoe3o8S1mJRuZk2AWziMmIMSsto1Au0unTp8sb3/jG5B+wfPnyRFWZNWuWrLnmmjKNUydGVBOYkNI2RLNxFK1MKGk71RfJBpaV3cm6SnF7LLKK5ytr0dTFKA+veDJZUcMXf2dlRT/70pcqfNnA2OjzZVtiY7kXyYo+s2+DzDSy4nOVSYN+B9fRd8bf87mBucjKk5+cj6yg7uArvuOOUmllxWY3y1JorWuZi6y0mkK7LLLC/vl4zjXX7I4bWJqykpYNjNtvK25gRcaKvEpMGt76VpGbbhLZe+9s0ugjbj5lBce7FePUK4ipnIu7DEcEo5Tte+fNmyfrr79+sqN9JCo9gqwdun2rbu0iK3mUFdemkGnkho2bMslK0dTFSgB9yoqey8oKq0Z53MDYfcxVTn4GpM/tVjawtD1nbAyKJSvWQNNruVxi2qGscLYmvg4rKyFkJQ9OOknkec8TOeMMqbSyYslKVr0+8IC7LGWu5JZlfHIbffjh8gPsXWm8i8Ss+MiK1q2NocqbDcyXLKVTykqe5D22bDr++ciKfbZIViZDxzlFNMQnw+dJEtFZshLRA7ArTlkrx9ZoLEtZyROzkrFruzcbmC/A3pKV0EG1LLKiZfKRFZtOl5WVrGxgipBsYL5V3Yce6uw+K65YJpuu1dZrHmWlFTewvMpKGlmxMSuulXKe8EP62uc/X/t5wglSOrhPtZpJL6+yYrMJufpomWSllXbNYwmTFYy1rqxIIWQlS1nRcRyxbSFuYDxG2utasm0XjELJahFlpUyykrXJqO++IcqKba9TnaxggenGG5vtiSJp36caohtYy4hkZaogb4BXWTErvtSlWWQlza3LRUp8SgwbXNbAuOCCMF/zIm5gMPzPOqt51c+nrOjxNGXFFeia5gamx13Kio+scFm1bK0aq2lwGWxlxKyU4QaWR1lxkRUYk9p37PWZYDLxdD1vN9BNZcW3Ss/9tJ1uYFAXL7kkbCHDR/Q/9CGRddcV+cxnwgLsfTER7XYD07q1Sl8nlJUy3cB8ZOUXv6ipj7fc4r+XVVasS1wkK814/etFXvhCkYsvbhwrokpPNUSy0n2ycsEFF8iee+4p22yzjSxYsECGh4fl+OOPT2JYIiqEvD751rAuOqHge65NtXwEwGco+SbQkGxgbAhaN7Arrgh7hjzKCu79jGeIvP/9IvW4rqZn0zr1xay4lBXXHiJlZANzpRDl+raZgsqEa6W5iBtYqLKicSWdUFZQRr6+T+nTa3AbzTPZt8NfvJ0xK1nX8fl2c19rVVnhMtm6xt4xMMi++MXs63CZWFk599zaz+OPL1dZwTjqC7C3pDctwN6q21ZZaZWsdFpZ8fUBxLD85S8ihx/uvm+IG1gkK8246qraz298o7OZI3sdMWalu2TltNNOk5NOOinJEHbffffJyMhIEnyPz8ccc0zrpYsoD3kHFLvCHWqs/OxnzXt3+Hx+8ygrPvIR6gaGVW6dvC1Z4TiNVpUVPc4bLf7615P/zoHXoTErrj1E2ODmY3qtvMqKumXx3y2xKhMudxyXGxhn92L3F7vPir5jPd6pbGC8GusiK+wG5iMreK4891bYzSyB884T+eEPpZLKSpZhat+DTursMtiqssIuWrauNfVqCFnhseSxx7LjAUNjVnRxJ1RZYZJs1USXsmIzMlplJe/7L7JqXCZZSUsUY9tg3gD7GLPSAC86rrVW43Oso2zEmJXukpXzzjsvUVaw6aMG1uPnqaeeKj+D0RrRu8pKkZiVV7xC5HWvE9lyy8YxuzLlMp75d99E6TqeFmDPx/knGz2hK9O+ydj3bNZAs98LCbD3xazYPUSysoHliVnReuN7tFNZyesGZp8tNBuYbwf7VsmKKwCa36W+mxBlhftDnsne7l/1m9+IvOtdNUWv6N5I7VRW8pIVl9GIZ2wFvJjgq2smHz743Ld8ZCokG5jrmbNSF4e2+XYpK/ZvnVZWmKyoQc2GtW5sbO8boqzkdZ/uZzA59y1+AZGsTEZ0A+suWVm4cKE89alPnXR80aJFyZ4rEX1AVtQYCulc11wz+ZidiPV3n1qRV1nJilnxGbiKEHfFvMqKLzuNzb6T5gbGpKGIG5hVVnxkxZI3/M7Plef954XL5YXjd2x5rWqUFbOSR1mxbo9lu4G5gtb5GkUzVLEhxm4adsPPbikrtn1lXcenrHCdfP/7IsuWhd0fKofN1MUpon3vOWT+8qUADyErTDx8K9NWZfQpKy41sUjMigbwu4h1GqGwLi2djllhsqL1wO/Yl6wjRFnxBeRPRfBcmbb3zFQmdD5EstJdsrL//vsn8SkgLQA2hrzzzjvlyCOPlH322af10kWUh7QBBRPUl74kcv31kztXq9nAfKuGvs5bVFlJcwPTv7vK88QTrcesWAP33nsb5260UTE3MJ+yEuoGlrYpJF/jn/+cbIAxOdDrt1tZsau6TEpDyUoZ2cA43XBZZAX9i1e+4fJlEyZw/Wbdm92M7N4ejzzS+Pzvf0vXlZWi6b0V2h7s+MWupmnYfnuR9ddvDoBP2/w0D0KUFTbkfYsbPoXWKh9pyorPJTLNDcxePys+UNvypz/dTIr1b+rKmFdZadW4ZRdKTYfOBJX/3qqyMpXJCqukrsQxiqlcRz5EN7DukpWzzz47iVFZd911ZWhoSHbccUfZeuutZb311kv+FtEjysrll4scdZTILruUnw0sL1lpJWYlRFmxK70+l608ZEXJh94TG5S5nt/lBobJ35e62EViQt3A0pQVTnpgV51ZWbEB/2XDrjTzffBsoWTFt8+Ky38/i6zouyyirPhiVrjd+chkHmWFDQUbs8Iryll7KQFf/7rI0Uc3KwllKit5yUqIG1horBm++69/1T5ffbW7XnisyKus+DZz5D7J440ve6BLWeH+yrEpocoKt/lQNzA9lkZW4N6NbGdIRKB1ZBUaTgTQCTcwbjNKVpi08zvIygYWyYofrGaym2Rer42piBhg3zJailScO3euXHLJJXL33XfL3/72t+QYyAoyg0VUDGkDyv/93+TzfWQFxv3BB9cm/J//XORJT3JP7vgdK1qhZCUruDNvzAq7h/EkZMlKK8qKTlwwGB9/vHFPnz+6y9WIBy0bYM+Gb6vZwFx+5fiufTbUj94LxnanUhdbshKirPhWk1txA7OqVxpcK9+umBUfWUH5iygrTLDtpMdkxQaAn3OOyCGHiDzzmY3jhx1W+7nvviK77ZatrOR17/X1/7xuYEX84pnQsEFuSRyurc9Z1A3MZqzje/nUOh9ZcY0LLrKiKh2nh3fFrIS6gemxNLJ6222Nc++/X2TjjRt/Q3/ijIJpge9luoHxmK71wIsw/HffCnckK/naOy+YxDrKRnQD656yMjY2Jh/84AdlyZIlstlmmyUuYfgXiUpFkTbZf+pTkwd2nxsY4lKQ7ve3v22OUbHX10mj3coKk5I0NzAfWQlRVnwBpNYNzDXBcT27lBWuN6tkuJQVaxSFZgOzRq1mHXIRMf0Ou5+1Y2XI5QaWh6z4YlY4e1jaDvYcAG+VlawJl+uuKFkBipAVl1rnWv3k8/7nf0T+939FXv3q7AxZacYqk6F2uoGp605WXEcaHnjA7W9vyYrrWq0oK/yMrr2LFNpWXOlx+b36lBX+W5obmB3L09zAspQVbl9avy7Sk/Wey1RWXMrJkiVuI9s370Sykg2uR1WwgOgGlo1IVrpHVgYHB+Wiiy6Sh9gXOKL3lBV2WQKgEKQpKzzpsyphyYoObL4Nw/LGrLgmUBuzkuYGppOQNVTKCLC3GbN4IHIpK2wQW7LC5CAtG5gaK6HZwOzgiPvyc7ErU5YbGFYtsende98rpbuB5YlZ8WVAUlgSkydmJcuVgckax6xwggB21VGDSsveihuYiwDrSvcNN7jbHlRQgDfI813TlQxAjzGpCcmkl3cPDt+4U0RZCSUrrnfdSoA9f2Z1x1cXRZUV/ltIgL11cfQpK2lkhcmqJnBgZYWv0w2y4nIbTFNW9N4xG1i+9g7Sat0AFVO5jnyIMSvddQPbd9995Ygjjkj2WtHUxYxdOAYioppk5bnPbT6uk5HNBqbf55U1Jit2wtWBza4a6qRQVjYw1/nWPUz/7lJWbHawIjErauC6JjhdqUSZrbLCxMAVYJ/mBuYz0EOygWm5+LlQJnWH4lgMlxvYBRfU3Iq+/OVaYoYiwPOxQVgkZkXhq4t2uoG5iJ5VVvRvOFcNZJ+bXh5lxUdWEEvA4L6H+6UZEa5rupQVDtoPMTJ5xZ/7a0g6aPTVVpQVX4riEGUlBFk7z2eRlbSYlVaVFVfMik0EYmOu9Bi/f9tOmayoalREWWmXG5iLAKbFrERlpVh7R33hdywqRGUlGzFmpbtk5atf/Wry89prr530N2QGG43ssXvQmBGFNVRY7meovGtdB1wra0XIip0E1Oc6S1kJiVlxuYf5XIcUlrwUIStpbmB6Hs7R47w7O8vp1jhIcwPT3wcGZHzGDBnwkRg1cFwrO9wmUD6sPoe4ga2xRuMzyKtNnxsCXyB1HjcwhTXQfMfLDLDn+uBN9SxZsYqej6yUoaz40oTr84aSlbSYFY1r4VS3PM5YMKGHa07WnGAN6FZiVpiUcF202w2MP3Ogd6gbWJnKCvdzn7KiiyE6TriC+F3jv7rQ6vlVUFbs2Jy2PwifH8lKNuzcibnLRVaisjIZ0Q2su9nAELfi+xeJShdx3XUi660n8oUvpHcW16CiE7l1x3ApK2xo+4I4s2JW7IZkIcoKH8/rBlaGsmJdDWw2MN8EZ1fvuQ5RPk5p64tZsW5g/Gyu59X7uvZC4Ofi98zuZ1nZwLgN5IGd9IsE2LeirPg2hfQFQyM+6847G79z3bnc+lhZAYoqK1gQOOusZqPXlZiAn1fBfc/Wmf1uqLKSd9K1GfOKuoEVUVZ8mbjsGIC/IXB8q63c1wHJwt9e//psNzBuY0WVFRz3KStKovLErPjaNi/0uAg9kxW9Bo//SlaY9Cj4PaPc1t22TLLiItr2fWu9RWWlXLICxDrKRnQD6y5ZiagosMcNfMsRUJsmQ7rICgYgXsGzRgNPVj6f7SJkxcZWpCkrIZtCcuyDi6zoNcpQVtJiVvg86wbGRqwrliHEDYy/y9+3Gw9mKSu8nwrHrLiUFQ5eLbqK5sv6lBazEhqno3CtMrOB5iIr1u0RuP12kVe8QuRZzypOVrSd5SUrxx8v8v73i+y1l/vv/F7TyAqrXy7DLVRZ2Xrr5ntkGZpFyQonLeDjrvL64NtPxaWs7L+/yB13uJWViy6q/e2SS/yZ/vS4LWdRN7AsZUXVrKzMeGluYDx2ch/hPmjdSXnMt2TFl+r6bW+r7QfEmcTKIitcXr6udVmyz5xFVnxj+VQ2xH1kJSor2YjKSnfdwA499NDUv3/zm99s5fIRRaHGZJry4VNW8B0by8Df50nA5wbBv1ufdRuz0oqy4tsUkstvYzjUUIErE1b7yiQraW5g9pnV/U3fkZYzS1lxkRV2v3AZ7tatRK+vBg/O5RVFl7LiIytFDY0sZSVPzIolJUUC7H0Gnd2AEN/Hd/V81KF+B++5DDcwuwcS8Pe/Z5MV6wbH/RMpxjWdK9ocyAu/O1ciCJfxaXeOz3r/WlYb1+UDuyACrcSsuFLa+sgKCCmDyQqfD4Vrgw38izW2XGkbULpcllzKCo93vpgVuwjDiww+NzDfWOvaeFLP5WfWe9oYF6vafve7tZ+f/3wtfTZfj8tTBL5sc7auUVa0qSw3ME40wj+nGlnB/kQf+5jIiSc2Fih8bqYxZiUbMWalu8rK+Pj4pH8jIyPywx/+UBaHZFmK6C6zdw0qMGR48uAVUd6JO22fAf5dz7dxHb6YmLzKisuwsr76LmVF4y5aCbAPdQOzygobyj5lpWw3sDRlhbN+2ZgVlxtYO5SVtPdvs36FxqwU2cHepaw8+cmNz5oNi9udEm4XWWlVWdF9jLJSPgM2doT7AQc/a8Y/3z19aqUrdXGosqJkJTTwuoxsYC6iwFnw9L1qGm8GLwBYspKmrLiM5FaUFSbtLrKi7VXLaBcreIy0ySNcfc0XYO9arLJqhU9ZsefrfVyf8yKUAOo4H93AwoAtKC68sLZZtMLWHe+pMxXrKA+istJdZeVb3/qW8/gPfvAD+a6upkRUA6ExKzadrhoZAI6HKivWLQKTKlZls9zAylBWuCxZZKUTAfYuH3EYQ/i+JSuuFVF2A7OGO39X68GSGZ+yose4rtvhBgZDEFnD4Pe/++7u77liVnwuLmVnAwP0PbiUFX6fyIL29Kc3q08u0qNlsWTF5abDCSb0OgpfH81LVvg6eIaNNsqvrKCcVllpV8yKdQOz44s1RkMD7PkYXJOwqOYyrrhtuILKbRl8ykqaq6w+GwfHq8uSS2FMIyv6XvKkLuax0+UG5lJWXM/sIjcuEs7jI5PDVshKHmWFy6DKdt4Ae+5HX/lKTTX6xS9EnvIU6Svoc7Kim+UxoN4TU90NDAmnFiwQeetbG8dizEo1Y1Ze9KIXyfXXX9+OS0cUhcs4dA0qvPJoyQomAJ+ykkVWfO5ePtndGkppsQzW4ObjPrKiPvx4Bp4477675qPumkytm5lVVkJjVtjtigPs9W9luIFhMmZDw0VWfMpKlhsYq6YhExM2JDz6aJE99mjUq89wcxlKdvPHULKSlQ3MtWmjS1lhg0jPY/UpRFlJcwNLc6NwGXI+smLfsY+suJQVV8Yku2DgKmteZSXUDSyLrIQYuK7xSd8D2peOAS6ywm3JFVTuu34eZUXrwqXQupQV9B1LVvQ7WkZXm7fKiiUrVllxZQNzKStpCo0e400xXW66rt/boazYzY7tvFNEWTnyyNq+RqefLn0LXgCxdWHVKt7seCpj111FDjlE5ItfbByLykp3lZUHeNOtOpYvXy5nn322rItN4wrg4Ycfls985jNy0003yaxZs2T33XeX9773vTJz5ky5/fbb5bTTTpO77rpLnvrUp8q73/1u2XvvvVt5hKmDUGUFx/Q4BipOs4tByKes+NzArIJiY1asu0eWssIbldl9JKzbkMuQ1UmL3Ws0Xzyw+eaNZ3/TmyY/A76fZ58VPs+1qm/JiktZ4RTCNticv8vf12fW9+la2eEJ2uU2YldciyorHLsGowqqVogbWKtkJUtZcZEVV+piF1lh9SmNrITErKS5OGUpK0xQbB/PQ1Zc6V+t8elSM9rlBmYXN2w9hBi4rrFK3wPes/ZB/A3GxXe+465XH1nJ6wbmM1iYrOBellTnUVbSsoFp23YtnnA/d/WRULJiFzeg4im0jK6+n5UC24csAuhzWUL7wrOU4QZmY6D6CbxolzWvafud6sqK4phjaot0QCQr3SUrG2+8cbKfCgNxKxtuuKHXRSwNq1evlqOPPlo233xzOe+88+Txxx+XE088UebNm5cE8x977LGy8847yymnnCJ/+tOf5NRTT5Utt9wy+RfhgU4CRciKruire0IryoovNiUtG5hv3xSdEPn+fH4eNzA9xqRMU9VasoJzXGQlZJ8Vvg6nzfW5gWXFrGS5gelxLW9a6mK7U7nPl72MmBWoMqj7kNTFecmKL2YlyxDLcgNzBWczkXS5gZWlrFh3NJTb56IWSlbUaOTzORmHy4hlxU2fz6qwFuymWdQNzGd85iUrVllhsoJ7cjpxvm/a3lIhyoorrg91yv3M5SoXGrOi39Eypu2zokqSy30nS1lJcwNj1dsqK5wNTYme693hfLvY0IobWJaywvMO5kg1yi1ZCQket1n4+gmuTGuKqKyE789k6y4G2HeWrNx7773Jfiq8e/0aa6yRkAsoJHlx8803y4IFC+Q73/mOzJkzRzbddFN505veJFdffbVsv/32smTJEvnABz6QKC4gSr/61a/kyiuvjGSF4ZrU1bCwncc1qLABwgYXBqY0ZaWoG1hINjDe1NBlxBZxAwPxUBKGY9bn2LVibfecCQ2wd61AZrmB+WJWQt3A+Fo+ZcVHVtj4cCkred3AGPjuM5+ZL2alLDcwS1bUEMS9LVnxBZ/reS5l5corRXbeuX1kBfUAhcLnBsYEXM8PJSu8OpylrKDO8MxZZIXLafuID774ilaVFW1fPrJiy8XX9+0twt/Jo6xgHOH4Pdc4Eqqs+NzAuO/rfZms8J4tvsUKdsUMCbB3kRt2B9e6c40ZOL8IWfGRWF/2OLtIxgpzUWWl38iKz+C2BrZVqyJZ8cfSRWWlZbTUy0AmQE422mijiX9rrbVW4q4FcpEX66+/fuICBqKigPvX9OnTE2K0wQYbJERFscUWW8h9993XyiP0H2y2HhvcnUdZsWl/05QVnytLFikJyQamq19pyorLDQyKkt2PQI0H/K7tTK/Dm/65YlZsWYumLmZlxecGlqWshLiBZcWsMCl1xXW4jI+01MWo29/9bnJbWHvtyUTHR1bKjFnJcgPja7liVrQNpLmB4T2uv/7kuslDVtLcwNKIkj6Tgsthy52HrPhiVvR6vixxeHds2PP987qBWRWg1ZgVS1bwnl2pq7OUFTW4rVESoqy4xkI2losoK3YMs23etdcOzuXns4sSrn1W0pSVNCWW3cBsvFcZcSuhAfau9PH6e6tkpYj7WpXBbTbNDcynrLQSg9TrsNlF0+yviPYrK7vuumvi/gWXr/322y8hFIy77747ITJ5sd566yX/FGNjY3L55ZfLnnvumcTCzOeNzZKwgycl98oLTbPcl1i8WHjoHMcgjUlwZKT5eF1ZscPseJ2Q4Pg4Bm7U08yZtd9xreHhie8kv5NBN2CvU091nHx39uzaT13Rq5dnfNas2k/1W169uvZ7fUUx+UzlHK8b0MnxFSuajw8MNJ0/jgmYVg/5O8n158yRgeXLZRwGDM775z8b12PXAC2TPoOmOq0/8ziug59q4I6OTn4HdDwpq9bp8uXNZdVy1knjxN9MXTQ9GxnvyXPZZ64bY01lqhvJE9fi+7reAad3XbKkUU/6noEPflAGvvQlGT/ssFqmHMWzniUDv/997XzdTdq2F33/XEczZtQ+r1zZKA/OmTat+bs4F8frZfUdT56Zn03ru96uhd7lRB2hbur3T47BGOd2jbHvJS9p/P3f/25+P9q+A97zpPYyNiYDtDI/0U653/73vzKO2EHs/aHv8xnPkIF//7u5f9I9xkGozHVQvkntnd8/6kLbOww9Lr9+71WvEvnzn0XwrqF2c73ZvuODPsO8eRPvftIz18uYXDftWjxWafvS94AxUdsX6snVP/Tay5Y1rgOyguM09jT1A9uuze7pTWMe7sF1NHduo460H+Ad6LhWV5gn+geuW3+Gifvp8XofaRojtU7N8yb3oLFioF7ecRjheh0tExnrE8/M7UWvo/XH70DrQt8x2ladKDSNI3lg69uMzd4xmN8Bjdfon675aNL1wVH0mGYWayO0nXfEbnnsscaz1W5a+8XWhX3/Wqfcx//9b5EvfEHkiCMQNyB9j6Gh5jrCWIvFurTxZYpjPLAeCpGVl7/85cnP3/72t7LTTjs1kQiQmP33318OOOAAaRXnnnuuLFu2TA488ED59re/7TwHhCYvVqxYkVy3HzH4yCNC+btk+RNPJKRjxrJlwlEZw0NDMrZkiRhPbVk1NCSrlyxJroGBe/myZTKvPiEOLVoks1eulGk0+eDvwPQlS4T2ZZeVS5fK6mXLZNbQkIDKjk6bljQ2dFJ8Z+bQkGBta/XgoMDUHhgdlaVLl8qcVauS81aOjMjg6Ghyzkj9GsCyFStk2urVSblhvOmkt2z5cpk2MlJ7HlqJ1/c8a2Cgdo36yirW9qbXB9ehhQtlbNmypmdY/dhjsrL+3bmrViXPPDZzZvJzZMUKGV62TObXJ+4VAwO1+46OJvebf+ONTXWqdaHXWbFqlcyaNq12rSVLknKNDQ7KEN7R2FhSH6tWrJAZdQNtaGREpo+NJXUxNjRUK0v9fGDO4OBERx4eHZWR+vF59Yl3aMkSGRwaano/+O7AypVJucew8FAfDNAuYIihraweHU0GEpRv1cqVsgrXXbVK1qDVoxVLlsho/X7z6wRl4Gtfk6Wf/vTEOXPxbvT8xYuT86eZtjc6MiIr0Nbqg/rQ8HDyzlAm1B3qBGtROAcGEy9brB4fT94VSAcf1/O1XYytWpUYLUn7Wr06ue58o9KAGmi5liE+Yc4cmbFkyUTfGV6yJKnfaYsX1645bZoMLV8u8575TBl88EEZvf/+5PpoX2gjs+vte3zp0uS5YGKjrHgXSTmWL5fRRYuayj2yfHnyXRhc7Ng19NhjMrbWWjJz+fKkLSiGf/ADGTnssIm+poRrdGgoef7k3dBq9sgTTyTXH1y4cGKsQPvX9jR7eDgp8/Dq1TI4Njbx/lc/8URtXABBqxvQaFv4LrDGVVclP1d97nMy/JnPyMDixclzwYhdNT5e68vDw7Vn82Be3chcNWtWrb2vWJGUyz7z6jqJwyKWD3MxVmhbWLUqqYvpjz+e1P3orFnJuJE859KlMm3lytrn971PZp111kRfTspE5Hx04cJaGzTvDAb4Mlxn6dLa2ARyhn6ic83oqKyhBmd9oWIF3v3ChRPveBReBPU+OLp0aa2uBwZkeNWqWplHRpLnTvrm2FjSjmYNDk6MjUndj40l/XSm1jc+1/+2cvr05Dpjy5cnY7nedxnGgcHB2thUb9d2rB1buTIZJ7k9gkhiLJ8xNJSUaXR8XAbr7WLF0qVJP5+9fHlSrzxfTNQdlOr6eLx88eLa4lhOaD9UrMT8hbGW3n1yfPHipjF4bMaM5Gcyri1ZMvFcGGuTPrF6dfLeuO8LtUdAvzMyOprapstEWnsvC4MLFjRsiGXLGnPoypVNbQ39ZoTG7NEZM5L2i7lrlc5NBx4o02+4QUZ/+UsZqi9Y9TMGHnusaVxY/vDDCYmbtWJFU91ljYNTCUOBCSoKkZWPYWdTETn//PPlhBNOkLXZzaMkXHPNNUnsCgjL7NmzZXBw0MnA4CKWF3AzsypN38DIiyAaifxvgo9nsZ8yYSaM+vqkMTBzZq2e6pL5XM0uVUdiNGo9muvPxu/4W10in1Y/DytpyXfq7grT6T3Mx2pn/R3PxvG6rDyD3vt8bORW981PVsSTi0yvXVM3eSOyMlG++rV0ZXAGfq8fm4symjqajglVv1snxIN1N40ZAwMyA3+r33+Otv/RUZmP1UIzoUzURf055qD8dZcyEJLk2rNn1+5XPz6TAqnn4rnqZRmsP9ugvpvkBo3pdNa8eTJLj9ff41z8NIbAXNrNGdfSa4BEabuYjmP1OkraBa7Lbh14Fpyr98Nz1d28mvoXuWrM0bowbW/awEDtO/U6mkt1NL2+ij5Nn9lI6iCdruPTZsyoHde6w3/19jgb7xLHTb3MWWutic/zcX9qw0n94B+Vf+K9oQ08+KBMq2famjF3bq2NaLuvG9fTzXtO2gZv2Fhv78l3jXvJRDs14+AskHo6f6Ce6Q6G5sR7oH6LNpdcn44NcnvX68J1S9sjjOJ6/xhAefU9oe3ge0RgZ8yeXbu+uoVMmyYzbd/xod4mZ9ZjyAZHRprKBYN2AOS9/jviI22SlwnQ8020r7qBMA3ZKuvPA4Nf624mj1N4fhyn/jxtfLx2Hc4KhvNxHM+r7UnrZOXK2vnUBwbqdTqH017TGJn0wfo5A9On19pq/RnQB4Dp2hc4tTzKP2tW7Rl07KT5YPZTn1qrU7QLcrVOxtT6dZP+qcfRjupj7SCez/SVAW1f9b4wDc+i19F2QW0V5I3nE5ybqKZjYzIPx4rMySZeZGKsNWMBFg24PIM8rlFyhWSsBXSeqreX8fXXl4GHHkoW0Gw/mTFzZnqbLgGwfUBUUtt7WSA1F30tee94P6au0W+ScafexqbV2+LEXIHvI7Uz/nbrrf1rczGMHTQP7c0xls/AQslUqI8AYCP5jgTYtwN33nlnQoiQCWwb7KSauPPOTQLsGfi9SAdAZ297h69IzAoGG1c2sER+dzQSTEB6LibK5Lv1CSi5FrkBJCuHWo/mWsl16L46QUNBSY7XB7jE8OEy6XEiU+x6kBzX8tQNpEnl1HvWXSgSGFfFAQqMnigrEzEYI/pd1zMAdQNkoD5IJ9dxrHxNXJ+fTctaPz8pD+2NknynXh6Qxomy1lchJp5ZV7r1Xph4TZxOci1j4HrrWt0ftP74OK5r25c+G8DvkvsXT354l6aum66vZSJ/+Yn3rO/Tvks9bo0pPc7PwM/s+g4ZfxPPxu1P+5O+G31vSobr9ZO8MxzX96bvWe/rKNOke9jjqEdX3WmdajvV9oj2qddhoxEGGI6TwT3w4IMi110n8rKXudsFjRdJn9V74bi9lsaK1Un+AMU+NbUXF/S6vCDB9Y32DUKsZUwby4lATbSv//639vvTnjbRlpP6Nn184tlQbloBtXXd9B4oUH+gTuyT5zXvWMc87oOJu522d4obSepOSSIFxSfHqX1NXNu2L+57akCamJXkvq6xllKs27F/4hi/Z4pZmahvvp62X61rXUSBmqbn54VvHNH74n2CENk+os/FiQb4uF6nvjgzgHiwhx5qXIfvyfMMgOvhe3VyWCY6YruYFf9kzkE9Gi+WSXO8tmvPu+xbm4thFzHM3K+bkU6MmxES2i5aIisAMnUhjfAqGpRWrlwpixcvli9/+cu5r4d0xcj4ddBBB8mr4ANdB2JgkCkscbOpD7rYb2XHHXds9RH6C4bQeQO8QjaFtEHCRbKB2YBGm/WJJ1vOjOTL7sWB1xwIzOVV+NL76nf4uewzuLL4cFAm1ycrMDbAzlUXaamLfWlw9d56vi8bGK2YTiguNqAWYAPK7mDvCrDXY7Z98bvxBVa6NsZrxw72vtTFIQH2Ctse+f78mQPs+Xs60dv3qSQ2T4C9rU9fgLItk+4hpMft+VpGM7HK+98v8te/uvsgB9i76og3/1NCy3XtCsh3wZdmV4+jfYOsFM0GpnvMrLNOo6+i3lzjkR5zJRLh8vB70XLZ1Oj83Jyow1dHrk1wXQH2hrhPSl3MySn0vry/iH5Hz7dp3znA3gaz6zXSsgfy9TRuhOcXnM/7E5W9KaQqXL5sYFkB9qoka/KKkAD7d7xDBG7rV18t8opXZD8D6gQLv5tsUg0DlsdrV4pqe1zrymbLTANiWVA/2B7AtuFeBhZ9GDZjHtqdaz6OaG82sNNPPz3ZlPGyyy5L9jxBMPxVV10lZ5xxhgz7UrilAITnuOOOS/ZpQczLY489NvEPpGTNNdeUM888M8kA9uMf/zhJdbwHdsWO8GcDs1lQfNnANP2z3WfFGtA2GxgF8LaUulj/5kqbaidQX4paO+i50viGkhVXKlee4Lh98waTtv5dAxYbAda45Q0GeVLXsupEws/Dbpi8X4R+xrOE7rPiM6D0XE5bzMcx8bDBmkVW2rHPSivZwBS8QaYrXasrs1saWbH7CLky7PlSF9s+5coGxmXSn1lkRduobatbb+3P7mSzgdmsT/zuldC6jFh+1vvvrxl2N9/cOKZlVYXLErHQ/Vr4u/xM2pZ82cDseGT9yu24xv2NSQ8r/rgnl9dmA3Nl0uIFAxdZ8SjGk/qCPi/aGy9e8DhLSkxT27I72Psyb6VlA3NlR+Nsk652UWY2MCWNdgPD0NTFIWTFpi7W+NrTTgt7hlNPFdlsM5GTT24+jrn1k58Uufxy6SpZsfOXPe6aH7Ow004ib3ubyHnnSV8BJCxt4Un7ayQrnSUrUE5+9KMfye9+97skDuTCCy9MPmOX+SK45ZZbkn833nij7LXXXk3/QEw++9nPJq5nUF0uuOACOfnkk2UTrEaUCQwQ55/fnMa2H1IXu/ZZ0WO77iryznf6Uxf7lJV6Zpem+/ju69upnjdj5EmaJzK+p93Mr0xlhevIRVZ45YjLxKuoXP/77tt8XTYQ9N66uq3GmV2J12PWKGHDfKON3MqKXhPXcikrLrLCK41ZqUj52fbcs/m4TWmssHXNhhj/5FgOrQs9t56lKFNZsce5faWRFbu3hCuVsFUfbfu2ZEWh9cyGY6iyYsmKVR9CyYpvJ3G7MmqVFb1vPRtYJllhg9u2IwBjDsbaF77Qn7pYjW1WMlx1E0pWeCGG91lxkRUcs+Op7ctMbpn0cJ/ljWTZ9TC0D6YpK7Z9WbLCixu8EGL7gY+scF/wKStpSqxr3xmuO5saOS/s9e171naUlko/jazU3QYnyIpLAfLts2I3GvahHgMsp5zSfPyKK0ROPFHkNa+RniAreZSVBQtqP+tJOfpeWbFkJW4KmRstuYEtXLhQnv3sZyefn/KUpyQKCNy13vjGN8rznve8ZBf6PIB68mekvkwBgu7biosuqq32Ab2YWs6uBGqncCkr7NfLk0aaG5hrVVc3jQxZdUkjK1ZZsWRFfeF9ZCXNoHcZpXndwHgw5v1O+BnUUEMK7jXXbK4LJmJ6bzXydFK1K/S2rK5nY99oJiusrFikGUppxkeWzK3AO9OdurntWbKC52U3Gb633Z3bkk9rcPEmj/o711VeZSXNDYzbqT6HvY7ruF5b3xPejU9Z8bmBMVmpZw1rKptdTfYpNPb62hZ9yhq7gWlZ9FwmK6q+pSl0wN/+5nezss9glZUstyFux4C2CXbf4/7vcwOzMWhWWdG+qe583KfwjnFtju2zBNDnBpalrGS5gek9spQV65boU7FdbmBlKishbmBw4cP8DNchuPEBvjLpT20vPmXF5wamsSzqNmiVFf6Oj6yw6qZAGl/ESx10UPbzfvjD0hVkkRUdY4u6gblUxn5XVlyKXkTnlJWXvvSlySaOiFEBOfn617+eZKy4+OKLkz1QehLvfnfjcy/uxBpKVjhmxRpoPjcwDPi+Tc98K5DWDcyWRwOR9Rgb9D43IJdLF5e3jJgV3NO6JvHqORtuHPSt9cCrz2nKCtLjusgK1yfHrLiejSdFn7JiV3Lwu8vlzqoP1vjwkRULrR878VnjU+vU5Qam5feRFZexwOcUcQPjdpfHDcyuouo1+H3w+Xoc9ZNXWfHFdYQqK7Zv1jNvTRCOrJgV3hRSz9UV6Cw3MJ6kXXOEdQPTvRys21WWQeRTAXhsc7niWWUlSzG2ix6WrLjUBCYfvr5WNGbF5wZmlRVLtl0qtk9Z0Xu7yEpRZSWErLz1rSJHHSVy8MHZMSt6f20vIcoKu8PZGETNEubqmz6yYvs+lJP3va+5/Glg98hOwrfwqHWqz1XUDYxj5YrGKlUVWUpsdAPrDlk566yzkngVuGghZuXKK69MSAqyeCG2pCdBm1I6V6R7laykuYH5yIpVLFw53nUCCyUrutmiS0HhVXg+nhWz4FNWWnEDY0M7zQ2M0nA2GWo4bidiFxHTa6tx5iIrWW5gTFY4lSkrK0XdwKxResklrZEVn3ugrmTyvbOUlazYJOsGVlRZcbmB2eQOPmWFXQT5fJcha+/hU0T03r64jiyyYg0urPT6lBWfG5glsR/6UH43sA03bHzGvTkzE8d8sKJblKzYcdBHMjS7m5bf3selrLhID96ztm1+x5YAhqibZQTYs7LCxFPP0zL5yAoTN213Vg0NUVaYnLsWBtIAtyjgV78KJyvaz0JiVrid6t98pIcXbaz7qcIuYKi7V9WRpaxo3eF4faPNXMqKLtABHdg3pqOw404aSY7onBvYVlttJffcc0+yMeO0adOS3eT/+c9/ygYbbCDrqEzba2DXL1dmp14jK9btKoSs+NzA2IBWKVjrSO+rrj8+f1bfJK0uFC6DPjQbVJnKiv6OiTnNDYyzQaEOWFnxkRVWVhQ+ZUWVpzSywit46npmlRW7ip0WYM+TNx/Hu7777sY9XapAKFmxygquz32PlRUmMHnIiktZsYqIKxtYHmUlyw3MR1bU+EkjK/a4TuyW4PqUFVzHlfXPkhjsOXLHHeHKiitmhWHJis8NjCdsuI4x0bb79OSNWfEpKy43MEo53DQehZKVLGXFul2FuIFxm1fy5CIrqoplxawwWUnLTsfqCSsNnLoYz4XxKURZsXMo14VrYSAvQt3AfIHOvDjjIit6vr5Lvc711zfO47GZFWyrrDBwnk+R6TZsnWpb12fTdoTj/LyhZIUzStqMhL2OUHf4GLOSG4V7CwjKBz/4wWTXcRAVYNasWbLDDjv0LlGxHdUaWr2srFiVKERZsWSFr21Xb9W41k317KSeRVb03mwE+tzA7IpViLKSNxuYlicrG1iIsmKvw/e29anX4+u4no2fh9NdqrtCWcoKr5Q+8kjj+3vvXfuZl6xYdxwevLmMHLOiaJWsWBc3ex39vn1v3O7tCm2WG1iWsoJ3k9cNzK5kWlLF9+SEGb7rg6wA8M/nlVJfNjAmK5ZkqiFsVTKXGxivsNpEA0xc2P00VFmxRkOosmLbvM+FztWXbcwKKyt8Xx9ZyZMNTI/ZBDNWTXS5gTFZ8bmB2f5hyYqWx75nq6zY/t+KspInwN6nPuZVVizp0XcGcm/vaccKS1Z4IakoOeN72syMZcFH0O24YzMZWjcwOy7ocX7X/UZWfMqK1l10A+s8WcGO8hdddJE89NBD0lfoV7KiZIKznfAqY4gbmF4bg7pOAjoZqiGlxrJvRUHLZFcy9dw0ZUUnaB9ZSVNWLFlxBdj75G+7uuYiK1YRyVJWbFk1/bCL9PBP1/PwhM1GXlrMChtKIQH2OP7oow33HQ3q9026PrJiJyx2A+MBnJUVPpZFVlyfQwPsNf7IxhqxUZCVujiUrCg5RUBmUWXF+o7z3hIhZIWVFf1+msuSb7ywrhx4l5xxyrajELLC/Yf/5lNWUG42jorGrPjctPIqK7hGiLISsmCg4x4TAz2mgd8hbmBMGrOUFdt3eF7gRQSfOqTPpffXBRVL3FxkBXuOIL6D24cPWUH/VhFxLTzlUVa0rP/5T+N3HlvZ+8DOOUws85IVbtuoQ1wb5IcXkMpCFlnhcYfHbKushCzCtItwdQvaHn1xPZGsNJCzDlrSIffdd1854ogj5JprrpHrrrtu0r9KA0bCV786WXHgwa8X3MBs+W3siA6kavyq2wAHWPvUDZ8bGH7nDcb0ey7Z3a6gl6Gs+Az3PGTFpay4DGuOr0lzA3MF2NuJmJ/NKiWqSFllxV7f9WzbbONWWdTYD1FWfOoDG/oaRA2ikrUimkVWXAH2ZZCVLDcwS1b4fK1jq6yw24KdcLPcwKz7nd5P0/UiI5bWoV7LF7Piy76jx9UA5RVc/M0SQzXQ9BkwJmi54AoWoqxwe7EbhWpZ0mIZ7Kqq3YvEBoSnKSsw2BBryIHLedzAOBuYbzyyRm8I6XHFJYW6gYUqK5YM+5QSS6rzKiv8/pms+BY39Jj2f513bF24xpFXv7oW3/E//yOZyFLDORsYq4ZFlRUtKxMpHrd4/vUtQtjnDQFf6ytfaXwO2YPl4YdFjj669i8kw2mossJKoktZsX3QtedbL8YFp8Gq21lZUacqbrihVkef+1xnYla+CmNfRK699tpJfxsYGJDRKr8Q5C7/+99Fbr0VG8a4CUrVlZUTTqi9bLz4HXdMj1nRQRTKB1aF0giDdQPTnzrBYZLXTqf15XNNyesG5jIaLFlRImONPJ1srIuO/ewjK5ac8qpblhtYHmXF5QamyordqT7EDWzjjWX51VfL3A03lKb9jzlA/fbbw2NWFNbI1LYFA7woWfG5gbHRoPcu2w0sRFnha6QpK1luYHotn7Ki5BTvmQ1xvCufsmINMbt6p8Y/u+GysgLyx/uWcD+HMQkyCrKSNxsYjy24Ps5jNc/lBoa/saHC6onGaWgcmCtmhdvdN79ZI0zf/34ttW3eAHs2uixB4/GLU2z7lBVuF9p+UResVuv1y8oGhrLpe7XKioL3A0J5QpUV7h/6vlhlsIsblpRquUCg0bb4XfpiVnSsuvjixjEel7hMLrLCChQvnrnG8iyyYtUEvZaPrDBxTyMrWcqKJRXc3m+8sfHZKmsu8DlImYwNGdNg7bZQNzCrrISSFTwrL7L1C1mBnRXiBqaJCuwc3894xStqY8Oxxza2CmmnsoK4Fd+/ShMVAEQF4L1gbDBq1cnKGWfUyosdcEPdwHTVNU2+t25g1nXApay4JGK9XqvKip1ArXHoWh0vQ1lJWzliwy0kGxhnOnIpK5as2HumuYHhNT//+bVdkBmqTPziF7XN9xj8Duz7962UatuCm1GrykqWGxi7GmaRFV/qYuu/n0VWXMrKTTeJsKtraIC9umL5yAo/m5IMPbcIWWEyiT7O74fJisKXucoXv4F603cJA5DbBR93bUTqcgOz7YLJit2jJktZ4TZojWSFJRlWWfERd5eqGhpgry6xILusVmt7DVm0scqKjiHc5lm9s21eUVRZ4XHGRVbS1CHei0PnHU6bnCdmRV1Q7fPaRSO7wMTKCo8vPjcw3ctLy6R/YzURz8QLGD5l5TOfKa6s+GKlgO22a3zOCtK3pCdEycijrPjqNI2s8LPwgkA/QMcdHf99bmDarvB+MHdvsUVvbpVRFAW8llpOR4Gd5LHD/DbbbCMLFiyQ4eFhOf7442Vxr/giutKS+n6vEnhAZiPETih6njYOTjvpIyvWDSxEWbGTulVWbMxKiLKS5tblIyshK+55lBXfyhGncQ1RVnhQdz1bFllJU1Z8cG1KpggxlLhd4BmYrFj1YfPNy3cD67SyonXMz3bIIc1lsETCF7Oi/SwrwB7QLFyWrFjDwuePj3Lyii6MZG7bPrLiix3gPsh1p+VhsmKVWFdSh5DAa9dGhUxWbLwE90tuN+qq6FNWtG6t+5brmbn/W7ISEmDvIiuhbmChyoqPrKQpK0ARZUW/E6qs8HiqZMWS0lCywqmC+VxLYm2cESsrroUnq6zws3Mb4jGbU2kDn/iE3w2b4SLVPljbg7/LMWJZ9WavEzJv+MiKKxuYnmvTXIcqK/3mCmbjBrNSF+PZsXD+wAMit90mUwYzjP3TbrJy2mmnyUknnSS777673HfffTIyMiLTp09PPh9zzDFSWfhIiC9lXxWxYEHjMxt1NsDLuj/w8SxlJY2shCorvJIZsqrvUlZcRilPmEWUFWus+AxrVwCh9d8PUVasIc7lxLn6DkPJil05dcEqE4zQ4F5+hjRlhTdWA7R+XASQv8eDd1FlxfeeXUHCIW5g/Gw2yDfUDUwnK/sMej5nO/ORFWv46D1dyoq+G7QTawSyisWrw7wowef7+iaTFZdBbxcAfCmwQ5UVHmPSlBWuJ72uvieOueCf3AfT1CSrAKqLUV5lxeUGZsmKK24sK2bFtrEsN7CiMSuAtjFu677FDRzzkRVudy43MBc4kJzbjpZX68CO2bzPCh/3pS521YU+m+s9W7jitxT8HR9p99ko7DGRZ1NFe/0iZMX2HZcKa+cQ1zNMBbKiz6LtPStmhYlnSEKJfkGnycp5552XKCvHHnvsRPpi/MQGkT/72c+ksoBrRz+RFS63a8U6yzjMcgNrJWbFt6JYprKS14gtU1nhfVbSlBW+DsrFG+JBVVEj35KSTikrPkNJ74/n1QkThoFdRbOr93bvD76vXs+2U+uOkaasuEhJ2cqKyyAJdQPTekAZODsXl0/PUbJiV+MsWbHKCvc1q/S5yIo1rLmfs5rkU1bU8IEB6FvccMVv2PGliBuYXWzhd+OKKbLB4KFkJcsNTI+HBNj73MBCxkGXsuJSAfgZ9Xy9HsOSat4XK42s4D52IYZjlqwKxO2IYw15XOB2F6qsMAngNuoisS6y4nPpTVNW2Ni284UdG/7yF3ef9cWp6PN+8Yvu57WGPp/3xz9Ovo4PlgiELHL53E9dC5KuGNO8ykq/bAzJY62SFRuzkkZWOMNcv2M8INFDmWRl4cKF8lRNYUpYtGiRjBcoTMfgM/R8G/pUEa69H/izDijWV5vVgVbcwHzKis8NLHSSdq3qKrods8Krca0oK7i3JkTgYGu+Xs6YldKUFdsuuI70mVH3vkxnanDbXdWzlBVW+ny7c4eQUv5sjQ++ryXiXBZ+Nt3dPcsNzKesWDcdF1nRFTVWVjB++siKS1mxhr6LlPjIChvctg9muYFZw91HVkLcwHxkBX9LU1a+9a3m6/BPPV8NUl/bDnUDy3rmsjaF9MX7WAXTp6zYPT58ykoWWeFrMVlxLW7YOmVyq/VnlZUiZEWvo/exRN+lhvviK/K4gbnc/WxWLhszakmWNUyRlVTBBNSOm5zEiGPo8iorIbHEocpKmgqbh6z0QtbVEDAx1Ox3WTErTFZ6JXSiDNi20W6ysv/++yfxKSAtmgHszjvvlCOPPFL22WcfqSy4AyOwqdfJChtQ2gl8bmAhZCXEDSxLWXGl+HRlwcmjrPBg3o6YFZcbGBsZbNBlZQNTdxyfssIZm1wGs8KXuridygpP3lnGrR6z7hihZMUVs+JSPfi4/VuW4sJ/1/KkuYFxe9xjj+Yy2PbuikHBAg5vzslxK3zcR1Y0XbZ1uwlRVmySgDRlxdW2W4lZadUNLCRmxSordv+gPMqKK7Wwzw2M+6VPTbIxK67yh7qBsVrB1w9VVmzft6Q61A2Mv8Njm8+1kt+/9hV8nxe3WlVW9Po225h9lzbldF43MLYHfEqcTa9vDXFfdrDDD5/crtLIiqY6twZulvucL2ZQcd99Is96VnM6ZEtofONOWsrv0AD7fiIr3Kd0bLeLWzYb2FQlK2Nm3G43WTn77LOTGJV1111XhoaGZMcdd5Stt95a1ltvveRvlYVvl9leJys8wGWRlZCYFbv6rMZK2j4rvmxguJYvC45Lds+KWQlRVvh4q25gdjD27bOigw/v8u2KWfERCZ+yYuuiDGXFNdH4lBWbctTGdagrU1E3sCwXLT5u/xbqBsbl0WPcjvSzzeIGHHBA8+Rv3cBYSeEMg2lkxcas8P4o6GtqHOoqXR5lhV2T8igrdrWUDWs2Pl3qA67BboNluoFZZUXPtdex7c6Ogy6ywskAfEpvWup1X+yLT03gRZssdZMDly0BTCMrZSor+hxqTHGsiS0rvzN9N/g+L24ViVmxKqO+f22TnArcpaBYIukijFbR1TrSuCHXe8YWCBxHYg19X1D9Lbc0l4/vr/dgaN3j/ecJsM/ah+2II0TuvFPkyCPd5QxVVlpxAyuwyl5J6HtBf+QFBpcLndYBv8vf/KZzZe1BBFg8fsydO1cuueQS+de//iV/r6cCBllBZrBKgxtI2iaQvUJWXIahnaSzjMO8bmA+ZcUXYB/iBubLvtKOmBVruAE6ueJcJW0+mdunrCh8MSsaj8F4+tPdz8XXVcPRGvRlKCshq7ppMQ6//33juvrMRdzAfCucrsm8KFmx9cf1bYkhE3d15UJ7t0amJStKLlxkhQmJjVnBPVBmNUiYrGBjtzzKCk+WLrKSlkLWp6xwsoyQmBX93KobWFo2sCyyYs/nNqZ/S9u00UVWXOqzPjNfx0VW7KKNbwzOo6y43MDaoayEuIHxO9O5wbqB6RzhUlZ8bkpWWfGRFd4Lx9eufeOd1p3d60rPdZEV7dt6rl0x9pEVRShZ0eu7XJUZ+Puhh4rAswWbpNrzcZxd9O+6KzxmJS0bWHQDa/Qp9EdrW9hxxHokAFdcIVMS4+OdSV0MIG5l8803l80220ye8YxnSOXBnYMHhSzJtErgFRKXsmIDucpwA2NjJTRmxbWi6CMrVnZvVVkJdQOzmat0ArJuaTzB5SUr1m0IuPDCmgTP+fitkcHX5c9lx6z4Vhp9rg/8bFzmrbd2kxXrypSWujivspK1z4qrrtKUFSZiWl6OO2GDSK/DdZ1GVlxuYEpW8H71WFnKSkiAPa9wWwPER3pcMStWZfDFXWgdZrmBhWQDsyvH2odtClFL9NLcwFzPZveJCnGt85GVEDewKiorIW5grKyxEucini53Umu4qiGT5QbGyoqv/fpUrCyyYj0M+D3ruKDt2aes4DgbZeom79snxRr6WhYbE2PJCty5sDnqm9/c/D0fXEQhj7KS5gYWmg2sX8iKql8Y430xnb6Y3m5htUlI0QnYdhHoEtYSWfnPf/4jb3jDG2SdddaRHXbYQZ773Ocmnw866CB57LHHpLJwBaT3mrLCmSP05bMBza4GGCSLkBVXEHLRHex5kva5P1hlxRqZIWQlT8wKT6yoI51wmKy4yulayeYVc0tW7ITOuwljt2Y18NXIYOWFjSSfi1uR9IAhZMUaHz4jQ9/bc57TmLx97ji+mJVOuYHZ72QpK3YF1RpEer80ssLGpEtZYeLGmyrajVx9ZIX3fbDKSpobmEtZ0b6gx7PIjVVis7KBpcWs+JQVVsLrzzygSpxPWbELD/pcPrKSFWDPiy1pMSt8HZ+BnrVowwY0L9rw+T6y4lNW9BpZyoqN6aI692YD87mNshuYj7jZrIL2fdpNjfO4gXHd+RI+pJEVW0chyoqPrFgDXe/F4wGP9bYe9PqWfFgbhTfPdF3HwrVzvHVxtWSF00G3Q1mpcnKmNGjsIcZ/n7Li8zwBVFXvFEZGahuMPvvZnU0fbbO/dYKsHHLIIXL77bfLVVddJUuXLpUnnnhCrrjiCrn11lvlbW97m1QWrlS/vUZW4BbiIyvoKJyb35UdJS1mxecGprDB4yFkBee7Ylb43mUoKz73MBdZ4QkU5dRB0kdW2G3EKivWQPW5gWW5b9mUva2QFddEFEJWstzAbPYo3nCUDTT9nivQ2eUG1m2y4lJWXGqii6wwmbFtgSdfl7LCv7vIilVWXC6XrSor1n0vK2Ypy3AvMxsYG6rcNzjoX2FJMr8Xa1izSqPt1OcGFvrMrSgrLrWC1U1+rixlxbqT6rVbUVaUrNi68LmB6fl4B3as1etwX9O/M/R4lhuY9pE0NzCfYZ1FVvQarvecpazYBQaFKiS++cBHVuyqtLVR7JjvIitcxjSyYnek1+/pGGXbdRkB9kcdJbLJJs17yVQVX/1qs1eEkhUQ0Cz7yKU+oR2qyt4pG/KOO2qbUf7hD527rx2zA5WdlmJWrrvuOrn22mvlBS94wcSx3XbbLdl/5RWveIX0nBtYryor1jDEIMNkhZ+jFTewNLLiWznI8gUvO2bFNXHr9RjWmOBBXV1HrOsAG5KWrHD64VA3MB9wHw7Uz3JxK4IibmBZygrK6iMrvGlbyD4rWq68ZIXrS49jQsY/Jg0hygq/fxxD20Jbsau3apBdfHGzEexaOeJ36CIr+l28fzVostzAUBZeqLDPkEdZ4X5glRV9Dl/MinWtTDNk8mQD85EVnJ8Vs8KxRDZuwRr0etz3bPinJIzLqu2qTDcwl7LCz+WLWdFr2PEhVFkJjVnxxdfo91AX6l2B7Hg8LrjanS9hAo7j/j6youeHuIH5YrGyyIo+q8ulrKiy4jrO87StB/09L1k5//zm3/W5lGRh53QLNqx5rNOf2qfQrtPcwIooK1/6Uu3nt78tUuWNxVFmJCcAXvlKkR12aBCNNGUlyw3snnuaM4W2E4sWdccVzyorgWSlJWUFcSrzHH7xc+bMSeJXKgt+Mb3qBsYv3OUGxioGP0eeTSFbUVbUuNGJwLo/uAY5rn/21c6jrLCvdlGywoY1T6zs/87+21luYHmUFWuQ2Z3ufc+TF2kuKC63DjaIrZGRRlZC3cBcygomXn7OELLC9eWLZeHfub1YZcWnrLmUFWC//UT23VcmwRLZspQV7gPafl2rwHmUFatu+twAub343MD4eCtuYL7sjTg/j7JiyYqNM9N68y2qtKKs5HUDK6qs6HH0He4jeZUVn1qtdeQbL7j/K1mB8eWri6yYFa0f9iQIVVasGxiPwSEB9j6ywoRLjf6sAPu8ZEWvp8+lZckiKxa//vXkY3ptn6t+qLKC37Ufh7iBWcM9LRtYq/Nb2bCuaY8/3vj82c/Wfj74YO3n+uuHL+ba94dU0p3CIiIrtl31m7ICVy/sqfLxj3882WMFGBsbk5NPPjnZZwXKi2KXXXaRyoBfjPoyo/ydIis/+lGtobzrXeWSFfZbZ2WFnzdPNjA9Zg29UDcwrr882cB8sTIh+6zwxM3Hs8gKB4O6YhZQdjYuOSjaruCWoazwdYq6gaXBxg35VnX5nuwWwc/m208B8AVGh8Ss6L1cRM+nMvmy6+AZeZIMVVZ4ZT2LrPjwjneI/OIXtSw9aWQF1w8hK3bi0/O57HmVFdeCgVVKdNXWxqyEXJ/bF8eH4TvahnxkRSdVHnf0Wr4AexuzomViw1QD/7ldWEPcR7i4P2s7s0qsT01wuej6XJPYsNZrafmz1GSt2zRlJY8bGF/X5wbG7UXfGxZyXHVh21Haxry6ESLaPM6xxp66V9q+6RuDXfFBvtTFlqy4FrZ0nPMpK9aW8JEVtUX0Hqg7uBfZfcvsdVzwxavoc7HBDaAeUAeWrOgzaT3xuKULCWUpKyHxlp3G0UeLXHKJyE03NVQPrjvYuXgPZ51V+32jjSYrK9Z1186D3UjjvGhRd+5bMGalJYsHG0ICu+6666S/gah86lOfSj6DyIx2OuNAGvjF6AZs6By+VZ0yce+9IgceWPv82tdO3iG7lfTLvgB7ndDZgM6jrOQhK7xywPVnJ+k0Q8m6JnRSWcH30yY41CHqWQcrvUYoWQlRVsokK8ce21j5Ydi4oSw3MB9ZQV3kcQPTa7PLIsAqnDW4ePUu6z37SIytd62/tJgVG7/FZCXP+8SGbgsWTD5u3cVYWUnLBuZSVqzbIK8ou7IyhSorPOlq//XFb1i3MVcfBzgwHs8Gl1YXWdHn04UB9DGq7wFe2VW4FD11AXT1Q9SHJSu+Z/OtxrcSs+Jb7ec+iPLjHri+i6zAzcql4rkWa7RMulJsx1p7XOuQ4csGZvdZcS1i8Ht2uYG5FgzhAqb1jTTvcJXR8/W4jr8oP6ccdu3VUzTAXsvKBJmTXOj1QmJWfOeffrrIhz/caNeq3LhiHLjeXG5g//2vOGEzePK1uD/4lBUet9LIii8bWFrMShXJiu4Z+LWviZx4Yu0zx5ZgbOeFZ+y98+c/u0lplhtYJ715ljm2v+hXNzCoKCH/KkVU0uRJ22m43H/6k8hWW4n87Get3fvWWxufrR9uHvCAmRVgzztPM4nxZeuxRoM1jJmspPlkWmXFp974lBVd/exEzApPrGkqkxqTlqzYVfJW3MB8ZKWIGxgCAK+/vvH7M5/pXh3OCrC3ZEVTlN9/f2NiZbJiU8j6lBW7M3jofio+suJTVnxuYKExK60oKz6kKSuYSLS+fcqKi6xYNzA8g7ZVGLJZqajZ+LduYKzc6nPbuJ4QssIkQ58tLWZFy4+6YddAl7LiWrhJWzSw5NYasj43LTZwXa5GPjcwX8yK7/rWUNZ+xW0b/vIKzizIfceqVQqrrHBdtOIGxsTKlw3M5Qbm2j6ADX3tg+oRYZOiAEryUR6shKPNoD4feaTxrC4VKyt1sbYVbnNcHq2Pom5gwEc+InL33ZMzU+r5WWSF7+8jK66tDtLGFxuzwqohJwrgMaGIsmIXDaoAXvXXAHqXwY0YGwDq+aabNo+DuiDuIiv2HXTSHWulJ3a7TODZbV3ZMTtQFGjZMXDx4sVy5513ygozyEBNeelLXyqVhCUl6ESYCNPICpgzMie87nWtpdb797/LaSBpbmA2wJ53Vs3KRANoPaS5gWXt0OpSVnxGoFVWuCz4TpZrQoiy4lpZ1++h7bKykkZWdJDWnOrdcgPLE2C/8861FMnI+IE2DMUzVFlR33eOD8AzbL557Ts4BsKS1w3MBthzWwqJTeH3zIabK8Defg7dwd6urBdVVnxIi1mBge7KTmeD9XF/lIU3bOVnYLICw823yafLGNYVfX2f7J7JaX/5Oi7lxpIV/M1FVnxuYOpbr31MXbfwL0tZwTVUleC0zKyscH3q9bW+fS5LviQU3KdYxdC+44vds+o2X1/Lxok9uM1DbcCCBO7HY4SLrFjiYcmQPe76TuimkD7FNa+ywgq/K2Be76HtgskKvrveerWYFx2nQpWVPGTFzoNcfq2nkOMANtn1xTj4CIaCk1EwWfnWt0Q+/vFaTIRd3LTXylJWUHcoF76v9+O+rypmXrLC774qZIXdvbjPuZQIjK9QXwBu1zxmZ8WsdFJZWemJ3S4T8L764hdri/3bb989N7ALLrhA3vOe98hKh4xXOdevVpUV3+ZN//xnLePGCSf4A2l9AVRFyQpPfr4JmgPs9VwYQiFkxQbrWoMMg/4227gHaR2wWFlRhSQrjaR1AytCVlhZcQWY8u9q/HDmGiYrllS5yIqWg1f2XK5y3VJWFNh8Ev8+9jE3EfO1C30WPIOuoqnBBRcFrDZpZjqUL4us6LVtzAqfm5esFAmw17+5lBWfalC2smIJLmcDYzcDV8IHfSaUK42soE6LKCvWQNP76/kaI4B+EBKzwm2X9+AIIStaF1oPacqKNXw4Bs26uPE9+DP3BZ8iEuIGxtdmd5kQNzBrQKcpK7ogYeEa/6xLl+94GllBG3URKxuzwvORT1mxrkMusuJTYtjIUQMaxrN6LOi10e5BVrQdpbn0aXlDY1assmINryw3MBdZQVmtq2eoGxh7a3AAPbaSOO20fMqKjVnh94yxCzEPqjagjnjeQt3ZZ8siKzYTYRWgalxWMibdN82V4ITtSPs+7fvrlrIy3Cayoi7ocG28/PKWAuxbcgM78cQT5UMf+pAMDQ1V3/UrS1lxHedn8KWTA1s880yR444Lu/e1106+b16gU7O6owMuu2m4YlYwsDKJCSUrduCA24GdNHSQ1sEbv+vz2aBf7sBpbmD8HS1nluHOk24WWQHBUKNLfUx9AfZ2wrKy7rrrNlyjtHxs9JahrLhSlOaFz+ByuUVYVxklaFrHWne6gmeNkjwB9vy3VshKWoA9H1ff7ixlhd+/3rOdbmA2TSzKyUGZPrXSkhVegdb+jPv5lBXfgoErYxbuqdnv0Cay3MDUKNVrusiKVTf53ryPj5ZX6yNEWUkjK0zG9HOWG5gvZsX2c647NnxD3MDsggHHiGXtoZSmrPhISR6ygvfgc1ljZU3rO4+y4nIDc7VTriN9D/oMNtZEy+9yWQqJWfEpKxyjk6WshCouHrIygPMw5xchK3BLYpU0S1mxC496nN+zLszqPXThROvcRVb0unacdykrndwcEcBeIxjTPvhBP1lxxQljAZAD8RWuhUrrBsabdXdDWVmxonMkiesuzc5uF1l5/PHHk4xgs1356qsMn7Jij7sYsYU2RDV204DGeeONk++bF1ZGA1h2tW5gOrhiMM+KWQlxA9trL39nZGXDt0prMw5ZsuKLNSlbWQGwgyvw859PJhlsHPqMNy0HJgNLVspOXew7ngc+BcXnBsb3UoKsz6zBn7prMgdwZ8Ws2AB7gJW4LLLC7g78bn2ucr7rZCkrvNrPqlG73MBcboZMnnhMSiMr3PZ4EcO3yaM16F3KigLHlKhidTUkwF6fRe+tY8MGGzTakCUrLiOZrjcQGrPiGnfSlBWfG5hrNZ7VBPvMTGS0vYa6gfkyVPmUFRfaqazkdQMLTV3s2k/FRxi5L6iyArAbGJffRxiLkhXb3vV6IQpKGlkBqbKEQa+dZdzyuMibeHL5W1VWUE+6yKALVagLzIGczdDWhVXVVVl2KS7tXuxGoqNzzmmMs1hsxmcsPGvmOetKxwHp2g+33bYROwXXaIVrTLD9DM9YlZiV4TYH2PP1fSS2nWRlv/32k5+1GnBeJbKinYg3W3MN2K6YFevS4QKux98t2jDtBG2znXCAPXcIzhLmM1ZD3MBsxiwfWWE/bf5p5d4iyorLyNSyhWTP0t+RuYMTH/h8063B5SqHLVPZMSt8vChZ8a2IZrmBMayy4nIDS1NWXAGHeWNWoGQpXvKSbGXFR2K4vWQF2PuyOxWFHTNQR1pONTR85Fmfw0dWeJXZRVZ8m0JaZQU/7So+zlWiinKGuIHps1iygqQleh2N57PKiiLNDcy6H2YpK5YE8GefG1jeAHsuF7uBubIi+tzAfMpKCFlxjaM2A51e33fcRWTS3MBcZMUXYG/JB2B38LZuYC5Cp/fWcnJd6/2t4hJCDEPIik00Yw2vtMxbruN2rxg7PmYpK7yQyfEkXH7f4qwvc5XLDUyVFV3k0/biIiu8VxdfX8c/HQs6SVYOP1zkPe9pqCFsl2lsk7W1XGTFpTwDrrnf9iVWDfsxZmV83D0WWbLSiZiV0047Tbbeemv51re+JWs54jV+85vfSE+5gbFrCg8YekyBv6UN7j6U5Z+oAxJkS82VzdlX2MCxrgw+FwSNK+G0oqFkhZ+rFbLii1nJ2meFB4xQZUXvoZuXal3whJgWs+K6tzV8+f4u1agbZMW1Iop6da00ZqlJarDynjNZZMWuDhaNWXn962v+sEibruWwZfUF3vM1XWqVixy0g6zw+9R4Mi2nru5ZsmJXk31kRVOiQ7HwkRXXCrdVQ0FUUAYeMzl+B+e73MCsu48+i/5N+wPGMLhjwrBSsqL17CMrrDSxOxncZ8qIWckaO31uYLyPi31mX8xKlhtYWcqKzw2siLJi3cBcMSuIk2J10Ke42EBjzriU5gZm+wK7gbG7F5efj6cpyT5lRevQpayop4I1sl2ZrlyKC7KAIREAjGe2PazynEVWuI3b2J2iyoorwF4XGRR6DyYrfB12/dbjeq6L0LWbrFx5Ze3nD39Yy+T17GeLXHHFZPuEP7vcwHweN+wayu/evs+qxKysasN9ub7SyIpLXSybrBx66KGy9tpryx577OHcyb6y8DUQm07VZhtRYGK1ZCWEEdtzirJZbQQ6yat64iIrdrD3BXfq39nXWK9hDbI0ZYXryWZTaZeywoZ7XmWFDV09HhKzkkdZ8RExH7gvqXpRlhtYHmXFtfrMz8ll0+OWrLjcwLi9uAK4Q8gqjn/gA5OfL2SzSG4L6EPwU0YGHg1SdhHxdriB8f4YSi60nP/6V+P6LvIEEsGr+pasIEMUAAPeRVbwftiwtn3TJi3g9ot7c7IBVzYwuxEiP5s1WNHeMY5xkgs+X5EWswLSg2dtxQ3MKivWDcxHJtgw0dVEn7KS1w2sFWUljxtY2uJbqBsYEwZNPqPf12twdkrUvV0otGSlXW5gLuPJtok8bmBaVmtka/tk8sFE3gatpykrKGcWWWGbwlf+0GxgacrKYYfVskoqrKKLvhaqrLjcwAIN2JahYwIb1uyKyLaKK8A+S1nhcdDuW+YiK51UVoaH26uscF/mftENZeX3v/+9XHPNNfKCF7xAegq8is6xHr5Oyn/jBsyVHNLIyvJP1Ptj0kBnweBp3cB8fteu3ZOZlHBa0bzKCowYXe3lwN6ylJUQNzA29H2GLj+zdcWxrgZZyoovdsZHVvK6gbFi2U5lxbdS6jJkdEKyRM+VDcz2KUtWsmJWfDFLPuRVVoAzzmj+3ff+OR6nDGWFyd7aa7vfKwb8NLdES1b0d/Upx+o2u4G60q9ym1eXPl8ckH5mZcVF6NL2TbFjld27KJCsNG0Kqc+b5gZm95Ap6gaWpqyoy1yaG5hvwcjXN9uprLQaYG/dwNZfv9auVVXRMZbfpSseK4SspLmBuZQV3zuwbs923LFkxbYVlxuYVdY0XbZVVjTlr7rDuogekxVqn0mMVh5lhTfHLFtZ2XDDmqp9zTW1Y2lZsCxZ0TJbZaVTbmDsnsSLLq64Hx9ZyVJWXMoz931rO+G4K4alnVi9unNkhevUttlOxKxsueWWsoZN2doL0Jdk0w7aDEU+sqLnc0MOWQkoKvlhoyH4WNrvWR9xn7LicwNzKSuADrh5Y1YsKclyA9PV4TRlxWes+siKGi18Pxd0YkojKyFuYFwOaxwXVVbYgCqbrGQpKy4fbqua+pQVlxuYnbDSlJU8bmA++FIXp6lsFp2KWQH237/Wn5CL3tW+cC+9B2cDsivuVlnxEQM1iHj1ENfX3x98sPn6tkw29oFXyn1kRb/DZM8qKyFkRe/pilkJISvaJjHuKKkIDbC3Y2crMSuuhAm+mBj7ni2JSQMTkLKVFd/iBur1Jz9pPh82Al+D3UZtzEoRNzCtiyw3MFeAvYus2PHOKhPsKulTVvQaLrLCz8bv2aVKWMXNxtX6dom3z8vl12v4yIp1QdPfbZvkuclmIeS+YK8Toqy0k6zwc1tiajOA+TJmZSkrrJKxC7jd1Favqe2lXcrK4sUiCxY0H+N7tYMkaYiCrV9rKwe+65Zm2oMPPliOOuqoJIXxoGPw3GWXXaSS4AEFL9FK0S43MH6xen7e1G9F3MCQjQIbOgGf+ERtBdblI+7bYTrNDSwreNzlBqYThktZ4UERRoTPDcyu+FhlJa8bGJebB9A0sqIIVVZsAKGrHLxigzJxYLKNBUjDJps0rq0pYtuZDczGrFhlxdaRTpR2oQK/22xgromPByvcQ2OlXHE9eckKt4Usg9sHV9+xhngZbmDqM417aPlckx+3GUvobTCw/s4KF48L2p54DwY821/+4r8ntzXXCr2ulOM7vDocqqxou1bCFJgNbJIbGLe7kHgcLhM/p2tBx7eqb5UVu8DjcgNzrT5bozTLFTOErHA/a0VZsaQnLTOaK80/xg+UF+8P7TRNWUkLsPeRFfsMITEr3Aa0LWqd2vhbX1/T+VTHL36feFYQLzsOcl3a9+9SVtRTQcciLSvaO87z7TPEz1vUDcynrGg98WKVi6xkuYGlKSuuxV/MrzbZB5RgjBuciSsL/NxaN1yPmmzHHs+jrPDcqEY720H6PlllwnO0S1nZdNNa34KrLGKjfDZtmfDZx90gK9hjxRdIX+VNIRP3Ae4sNtiN/WvTWKgvU0SZygp/B8QFZMWVfcf6gWuntspHmrJiJ0SXsqIDqiuALEtZsa4M2nn1+mW4gak7jdZJK2TFBtgCTB5sORi8mRvqKI+y8rKXiVx1lcgzn9k8qfoC7/PAZ2SkBdhb1zp9J/bZMXlxHnm+Fk98diVWYyLyvH8fQmJWsshKJ5UV3qvBllPB97B1FKKsaD/wkRVcH+47eciKtgPUkRqfWW5gTKBcyooiNGaFjTd1SbTBuhz07SIr/GyuAHvXQo/tOzwWWjcwvSbf26XE+NRN+57zkJXf/rbxWQ1Ln7KiLsL2vraf23fgWtzQ+CtruGGs5RVWS1ZgjOqqtrqShbiB+ciKbXehykoWWXEtwikBz6OssBKTRVaU/DNZgeFptzFwuYH5yIrLpQx1qotuvtTFrkWsPG5g+lMXKSyhs5+Bj35U5Otfr+2EDhc0BWLzUOZ3v7v29xCwXaDPwvXI6l5WzIpv/te2jTp1kRV1n7Uuce1QVoaGGosAN90k8qpXdcYNjK+ZRlYCY1ZacgOzG0H2zKaQCktWWlFWkHWH/fLKIit8Dx3ImaxoWUPdwHybQur3QslKmrIS6gZmlZuim0L6AuzV/z4NdrDxrd75yIqvHLb8ecgKDJ7ddxfZeuvm42W7gfH7Twuwt1mrfHUHg5GPcSC6yw3MthdX8HArygobTUXcwHwxKxw02aqyYmHr9KtfdZMVX8yKJSuscOBvarQqWdE4s49/vPm+efqaS1nh/TRClRVbByEB9ll7NjA5sMZbngB7n5tW2g72/CwKdh3ybY7r6oNFyApDEy74FBROmsDH7TO4XPGyyIq+N7swZOcpGN8wFHGdbbZpHM9SVkLdwFpVVnztiMmqj6y4AuZDyUr9Pk0xKzoPsZFtN430xdykKStsSHKcoe4lwtfj95nHDUz7jj5viBvYqafW5vNPf7r5uF4Le6aEgp9bv8/16MsG5lJW0hYNtX5cZMWOXzYkoUzcf396jGi77htKVjoRswJccMEFstdee8k222wjCxYskOHhYTn++ONlMQfYVRVWhswbs8LKCr57++3lk5WPfazxWevUt69BHjcwzvGfxw3MkhW7U7XePyQbmL1+HjcwVlD4PbFM7No808IaE9bFwdYRx8TYSQ/vCoMONpiy5c/jBuZDmW5gdrIPdQNLIyusrKRlhPGRlTKUFW7DKncXdQPzZQPj52pVWbHgpAUvfGEt606aG5h9FktWeAEFf9Pra3yIfh/KCqcjzVJWuD3quITztI6y3MB4sr/++uZn0DHGtb8HlSFRyHXM09V7q6wwWWnVDczXd3gstO3CNb64jFvrBmZVgyJuYAxdjbbuqa6xne9rn0Hfgasu9Jjtp3oP6zZqlRVdXALZ0THHLoa14gbG8xHXn1VWeG7JcgPj4xxgb1UDVzvKo6zo+dredR5iG4RjLVzl5HbKP31khUkGz7Fafn6fedzAbB3lyQaWtd9dCPi5tUxcj/w5K2YlbUN0nSt1fLRu751SVpYtyw5076ayEhLv3SpZwT4rJ510kuy+++5y3333ycjIiEyfPj35fMwxx8iUUlZc+7eUEbPyve9NbnQ+spKlrFg3sHYrKzZDUShZ4fvxZGr3WfnGN0QOOkhkzz2by33WWcj+IHLssZIJ1zOHuoHZgQr3xMogdsHl6/meLS90t2+gaKpw1+pwlqEUqqygbpgQs7LCbmA+90NX2ty8ZIX75MYbt+YGZslqO9zA0siK+mHzc/vcwBQ2ZoXHJM685SJb/D59xmooWcmTDcwqiDrGWMUlTVlRw8kah624gfmCu8tUVlxuYLxpaivKim54y8YtiIrvPYcoK2luYFllcikrPI9oO0If8M0vae5nNnWx7x1YUhXqBuYinvyTDXR9VquscHsMjVnh9pimrMDFh5HlBuZSVtjmcbnuapn4GbkO8pCVNGXFZ8DyPX0JArQPYZd6F6Hh59YycT36yEpeZcXnlugin+1UVpY7NgrV+08VN7DzzjsvUVaOPfZYmVZvwPh56qmn9sbO9r4AL5ey4nqxacFt7UhdbMmKdU1hA8BncLlWDe1gVpSstKqsuAzANGMVWdIuvHByuUGU77hDZKONJBMaM8H3cxE9vbcv4F3hq8MylBW4Rpx3Xi1zFO/R0S5lxZUxzRc3g3rUwFo2WDmVJ4DJw0duXWlZ+d4hZAVqBN7Ra1/b/K7yuIG5Vr58ZKVsNzBerdS6VletEGXFZt5icDYwe35WGm7X+dr+dQLE30IC7NlFDGXSBCKtkBV2A2O/+7KUFbuq7yIrIdkDbcyKyw1M/9aqsoJ6Pe20Roa3tCxh9ngrbmCA7oEEd9a8ZAUKresdow5ccT2hbmD2mfWndQNDO3ONF77rhLiBudwSiygrWhcuZcV6EmTtYO8y9tlw1PsyOdcyATwHle0G9uEPixM8/1gDmxWE00+vBZV/7WthZCVEWckTsxJKVjoVs+IiKyHksEyyomNyNwLsFy5cKE91GE2LFi2S8aISXSdRZuriIspKUbLCSonLDQyDA2f28JEVdQfwKSsug8iuJrkm6KIxK/a+9t5lG4YKvG+tO64jq0oBbADbzDUupKlGRfDOd7b2fZ+ykqa4hSgrICrcjjBxutzA0uIuXNnArNtdFjAewffdtuVWA+zZDYwVo3YqK2ys4z64Z6iyYp9fCaklAHmVFX6P9lpWWbGLGC7XNBx71rNqLmjqRstJPFA+fQfqnuNaaWY3MLsKnBazws+g5ctyA/MpK1yeEDcwXzYwfQ69PtdhHrKCvuAy+nzE3aesMInR50lzA9Md2fFO3/zmdLLCCWI0GxzIim8xLMQNzD5DlrJiyQrmRYzzds+hLLISEmBvyYeLrKBtcT/XmBVO+KB1qeM1zrP2iK2fLGWFy8PnWzcwrSd4EthziygrrgB7zv7F5eQ25CIrOj+j/QFHHNG87YP9nr6XELKie9OhPrNSF3N7sZuUuoi49fIpE0Oe52F7tB0x5i7lDm2/GzEr+++/fxKfAtKiGcDuvPNOOfLII2WfffaRSsOqEkXcwKyyYgeLrJeXV3rLcgPLilnRjC+hMSs6qK67buPYv//d/DdOOetTVrIUF2vwteIGVATWkGWD3qoAeTtZmcpKGfApKOyCUoSsaAAvH2eywnXsUwdchC4vWdH72xSXRVMXuwLs2+kGBoN8hx1qz/rqV08uU2jMisswdBEM/j7H3OVRVvhvbDBan3m9Du/xouXl6/J4w8c1cDvNDcySFXa7cvVBrieXauCLl3Dts+K6R5obGJNhH1kpK2aFwe+T31eIsmINLrvowe34Xe9qbiOumBUdTzAnsBuYS93MS1ay3MB8yood50IX89LIiiuGyucGZtUhl9uQyx3K2iO2nHmVFSbhLjewLbZoHLMJPvKQFc1CZo1Y7QO8uMHvxS4Oh2Rk5etymfiYz7gHtIxZqYurqqwM03PyvdqtrLiy7naSrJx99tlJjMq6664rQ0NDsuOOO8rWW28t6623XvK3SsP6DvNL5VWLtMwJeZUVe34Ii+YB1EVWfG5gPoOrSMwKl4FdPuxz+ZQVnxuYnTQU/Dt/bqeykuUGpsfgZqTYeefsa5cZs1IGfLEpXC7rw82BmzzQ8MShe8P43MC4bdm6SItZYf/xVuquSDYwn7LSTjcwkKw//EHk7rubXWh8Cp3ts2z8u/ZBcKkhCn7PITEr1jhkZcXlhpJGVjQZAtoU79PBY6ZRVpLsSHalGcdsatK0BQM2oJUY+9zAfGMn12FWgL2dd1zuPi6XSEtKLRnvFFmxqZl9yooLbGDr5ni8g7hmTWJlhdUqOzb73MDsM/gUEV/Mih3b8riBZQXYW7Lqa0cusuJSEl2Lp3az3qIxK+wG5otZ0XEfCyx53cB4LOLz7XPxeMHt3qUMhZB5S1ZsFjU27q1Np/cIUVa0PWoCEdd76EQ2sOXL3c/TSTewNLLSiZiVuXPnyiWXXCK33367/PCHP5Rzzz1XbrnlFvnFL34ha9oUr1WDNfS5U6iB5HMD0/PTcpyXRVZ40CyqrGTFrOixNBcRTRmoPqAuspKlrFjDPcQNrBtkJc0NDJME2gmC6K2vfS+QFZ+ykraqi13WOUW3K9uWj6y43MCylBWeaFhZKbq3TFFlhfszx6ywT3k7lDLUlY238ikr/A70uwqXTzm377REDUWVFVZvfWSF3SK0LF/4gshuu03e/Zyh13W5gbEhzMYGr2S73MD4ezpnucbONEPZlZkvLWbFl7qY68MS904oKz43MP5s0+EWJSualUzbHwxGdbvyBdjbea0sNzAXWbEumK26gfliUPg4727OYzCrTHbHc70vtxm4VWaVk38qbLt21TXXG3DJJbV/b3hD7Xe2qUKVFT3fGrFad0xWuBw+IsHPHEJWbD3wIptrL5pQZUXb8803N5fJtcDcKWVl5criygrq6le/aiigWfCFPVglpRPZwB544IEkNmWzzTZLXMLwDymMV61alWQEqzTspIHBUjuFGkhZyop9aVluYLZzhbiB8Tk6UbTiBuYyVvVcuyLDhgnS8T70UC37lv1b1k71rcSsdIKs5HUDA2FBfYTsmltVspKmrNjgXt3zwJIVdv1i1x0mKxq7FkJWXDErvOhhd8bOgyIxK9yfeRUYiwZ2z4F2w6esYONQBj8b15cv1oSNHjZyisascLYpn/uDjgv8TpARDBOhzeznAq80Wzcwvr7eO6+y4koEwAs91qiz/SfNUFZC53ID43trWcvaZ4Xxz3/mU1YYVml2KfShZMW2IcSa2QD7driB2Xknyw0s6zppbmD6HrnetJxop/YZXGOhq73beB+9HrDjjs3ltIRXz3cpKy6ywu8Y/ZvVje23F3nd6xrH8riB2T25QpQVXoX3rdznISs+u80qYj5lJY2s2HhuOybw+FJGzMpDD9XsknvuyU9WQlyxvvIVkT32aFb802Cvqc9mlZROKCubbLKJPMY7Iddx2223yfZoxFUG+6CjErnhuJQVV8yKytbtUlbwEvmcPNnAeLDngZJjVuxAyWRFV3oU+MzGaR5lxecGFhKz0mllxfqmtxqbYJ85y1BuN3xGBtetTZvK4IkD9YYVNazu68qaHrfKI7c9q6xpe3EROm6Ddv+DPGDDONQNjPsrjtld0kOuVRa0TizRe85zms/joNcQssKff/xj9/Gs1MX2b1lkRY+H7BXEip3CtRCDsmhb4XbHyoeLrIAkoVz4vrp1quGA67iygdkAe9ez2BTSIW5g/D2rrJRJVnhe8ykr9n677NKc5auIGxgTQ05moJ9hbFllxS62leEGFqKsFHUDs2TF7vuDe+o8i8VOH1lxBdizkoh7WqVE2wzqj/f60nrR+6rd4lJWXHGMrrr2IY8bGPdN3ntJoXXA/RkJZnxZpdhGS5tn7X1csT56zKoDVllJU/th3DNsO8I1yoxZede7RD772cnu6Vx/ruQC9rMPF11U+/mnP5VLVtqZDWzXXXdNgumhquy3334y0wzU99xzj2yKtHFVBqsSeIEcxKWdOousWGUli6zYv2eRFfv30GxgnKIUnc7nBsbpPS1ZyTKqVbLGtTulrLQyQedZdedB2mY0ygtL3KqirPgC7F3nAhdc0EgVzfjRj/z1yZOArtTpwgBf3xfLZI3VVtzAbHrqNNgVVz3Gmbrsue2Gzw1MjUjXal5essJkkA2/UDcwvYfd78L2f508Q97npz4l8v73i5x/fuMYGW+JAaf3xvXQtthVCeNUmrKCIGGsROJcXYxxkZUsQxn3t+Q2i6y4iLtPWSnTDYzhIyv23cLV5+9/F3n5y/1uYHn2WeF3D/UUiu2CBY36dwWVl5UNzM477XADS4tZyUtWfHWBOoRNYJUV3HuzzSY/iyaoUPckl4tTaIZIH/IoK6hvPIPOCT7PE2tIIxEIFhmsketTCjSrmL2uwm4WivLosVaUFdjARx2F4O7G9X3KbRkxK3/8Y7NCWbYbGHtPWOCee+1VI0zvfa/7mt0gKy+vD1i//e1vZaeddpL5NAiBxMAd7IADDpCeUlZ8G0+lpS5WsoIGzukGtYNAHkVHVYMur7Liy3bBBrSW0ZIVnnB9bmDWlYXJSogRpmnoylZWuh2zwu+/VWVFVxOxWWQr1ykLLoPL5caixxVveYvIgQeGrYa7lBW+R56YFbjaXXpp+kDZLjcwBsqKCQ8GEffjbruBqfHrGktcMSvWqOMVZN/+G0WVFetmWkRZeeMba/8Yej1LDlxkhe/rillxudLpfMZjp13osWTFl+jAlbSEn9sSdEtW2qGsMDgmzLefknob7Lpr4/ey3MB081aQlQceaLQrJhJMCtoRs1KmG5hrd3be5BPfUddWKBz2GVz93BVg71JWtN3j3lx+S1bUlZddzXSuc8Ux5lHP8pIV1CkWNVAWa+/4XLFQfpCVNGWFP+N+XG4fWdE6TSMrNhtY1oILxx663MDKjFnZckuRG25o2KZqz5XlBpbm2XDSSbXYHJAzJSs+ZcVua9JOsvKxj30s+Xn++efLCSecIGu34p5RFWXFlU+fGaBLWdGfaBQwRnnyRIrfn/+89hmdEUarno9Bm1dEfPBtesTkQ1+8dQPzuTLos3GDKaKs6Dl45lBlxRonVXQDy8oGVtQY+O9/W7tOu5UVl/Fjj4UYl1yfV1/dfF+fOmB9qe173ntvaRl53MBc7VFX5qCu2FiWTsBXd9pvtX0x2G3Tt2ruMmosXBsn+rKBuY7bfp5HWXHBR1bQ7jBJ25TJaW5gLmS5gbmMN64X3sTTZeC6XGh9bmDtVlZ4BT6kLSiKGLJMVvgzyKKuCmv7yeMGlhWz4jue1w3Ml7rY5Qam9acpebmO9NqwC3K4gU0iK+wCjo0/v/vdxvO6UnLr/K6uvGwo45itU1ewfB6yEuIGxvewZOWjHxW54orJhEHHujRlhRdvcDyErKAsqDuQyDQ3MNhOIQH2tn8hy2M7Y1a22KJBVh5/3E1WWkldbDPQcX9wBd2X7AbW0oh377339iZRcfkO+1yl0jqCHlP3EO5s/F2bBSFU8gshKz43ME4J6Xo2hktZCSUrgE9ZUaPBuoHY+9rjbEzw3zodYF+GG5iuoul1uu0GljbZp5HGPNBn5U0zedL1bQrZziQEedzA0tqjdQXrNFlx1ZGq2HZvlfXXd6+gsyHKCQx89VJUWbFlL6KsuKBuYDwJs/HmU1ZaIStWlU6LWcG5Sm5DyYo1iK3baJnKChIZQPXXPbMUvv2U8iTqSAOnIWcXRZs5FO3KlQ3M5wamdWHbY5ayYt09s9zAeAwLzQZmF0PZ7rDZwPQZ9Tt6vH5sgN3ArLJyxhnNZXcppqwYssGt51r3Rv0eZz8sQ1nRhVJLVqy988tfuvdfyQp+53u4zrN2F5MVfe82MQLfg7+fteDC8SN20/GyY1aGPDvV86KOz1sohKww6VdPkbTvh7qBdSLAvh1AwP4555wjh8I/nvDTn/5Unve85zX9OwqSU1Go24BrMHGRFVfqYpuJxiex2fSF+tLLcAPzkRWfG5hrknMpK3Y1ygWfe4Ue97mB2Pv6jJtuBdjz+29VWbETcVWVFf6bPTcvNNWxDXTW6/liVtpJVoqkLg4hK+2Ko8qjrCCNNnZs1nz+Ct37wD6zK10vYBNqtBqzYsuu39WV0aLp7W170XtYsuJy0wlpXzp2YrwN2RTSkhX+7MoGxnE0lpR0QllBimjEoDCZBVyr8XniurLqlV05eZHTZqFE+2E3MFfMisv9zEdWfKQ6r7LiI+6ubGB8T07hbmNQfGSFF7dcxM0qKwyfGxiniWYXJP27VYDYcG9nzIo+g13E0rrLS1Z8rlshbmC8yMvf5fbI406WsuLKYNmumJXly91kxbUJZtHUxXnISpYbGI+nAeiy5dSMT37yk3LppZfKGmusIbNNI3j88cflJS95iZwE37g6bGB/LtgVDp9vcoiyomSFGSw3aEtW2J+1FWWFy2rdwDiYtYiyktUJQwLp7Xk+suLzNeZz7PFOKytFSUba3jVVU1bKIit2wNdr+QzutJiVslAkG5jrdyYrnXyXacoK6vuTn5z8Hc4MBrcABTI1Xn55OmEoIxuYLbutV5vas6iyogTAp0r43E99YDcdnlhdyoqSOp+rXJrrEBs+NmbF9s12xawwuG1neUzYDH55yQrXiyUrrKxgnOL0zWnjl2+sZfcVvQ7/PYus8HOhbdssdy6lRMuKcrLBzcqaKxucy/vAtSDJi604xm3auoHpZ34mtG0dE3hDVZeygv5UJBuYPluIGxgH2B9/fC2xRhZZ8bmB2dhgqE56Pdff1QOAlRV9Zt4TBnVmyUoeG9SOjyhHu5SVZfU2agmQz6YNccXi87GBMOKGWlFWUHfc5npJWVlrrbWSOJijjz560t8WLlwo6667rqyzzjoT/57kys4TCqtK5HEDC1FWXMQlr7Ji/SJ1hSMkGxgPZKFkhV1FWlFWbAfOS1a6qaz4YlaKuoGlEbFuIC3Diy1bUYPIFWDPAZu+mJWquIGFKiudfJdpykoaXvay2s999nGTGLuppIJTInP/YCMzVFnx9f+i++b4Np217S5L0fXBpp0NMZR97SuLuPncwBTtjllhYA8FxIchPezzn59+ri1/SH9Au8A9gLe/PV1Z8akJaW5gvrEW32FDXesyLcDepzJZFZ6vZ8mHa3NcnxuY3fCUn6HeJgbsHM+xfvw99Ct+XnW/4zLddhvcWGrfUwXWlkfrkwlDqLLC3ipZAfZ6vo7/qHuOSwtVVrRubCri009v/t2qApoy25IVvr7WBY5xcD0r0D4cc0zt5+c/758f9b68EJIXq1a5lRUfWcnrBsY2sE2glUdZ0eezHjgZaHnEu+CCC2TPPfdMNoNcsGCBDA8Py/HHHy+LQ3e5JBx++OGy1VZbOf8GslJqfIxd4WCjVAcO7lzcgEJiVlzEpagbGPv6MhtPIyv6bOybyhOurQu7yhpiiPliVnzGQatkpRUlLQ18f+ub3qobWJqLWzeQ5ndflrKiz6yThl4fQaAAXFBc7aKdGy22oqz4yEq72mNeZSUN551Xy4//wQ82jnE/f+Urm8//+tdFDj5Y5H/+J3sVvFVlpehiU73em5QVLmdZZMV+pyw3MD7Hvk/bpjqprGCeQeY9tJlQozSPsgJcfHEtBTJnFnMpK0U2hcTffTGO3NZClBUm0pw+3UVWXNnAcC29BmKD2NhnIpaloNlAd1+APT8rFiCYbLmy/2n6YtS9LrbynMBuYHlS77sIWqgbGC/O8nXyuoFleazY/fE0diuErLCyEuJ9AmDvk3/8Q+SII5q/x4SCx5yi6srISLgbGOZaH3Hxgc9hpd7Gp9p7lURWWrKcTjvttCS+BLEjcM8aGRmR6dOnJ7vXH3PMMYlKUhbgBvbAAw/IZZddJoODg7L77rvLYYcdltyvCMbrZAW8eLyeunhAjw8O1j5ret/63ya+q+kI9Tvz59d+8o7dQ0MT3xmHMV9PX5icN3du7adex4eVK2vnPelJMlBn/8k9uKzTptU+r1ghA/WXPl4f1Pn+yTl1Vxy7FjCO1QGUY401Gt/JKhug9Vd/1uT6+E79eFNd47i598Tx2bObj+t1gPrzNZ1fFG9/uwycf76M77df83Xq70NsndazrzQ9W17MmuV/tpKA/Y74Zyr02dCG9HuYNFzvR4/nxcyZtXssX95UdxPXvvvu5roo674BZQpqR9TmkvM56x76oh7HJFx2OX2o1xH6/0TfD7k3stFoRho9H6nncewlL6m5YvF1kCcf//h86p8Yi1zHm+rJ159tvcIwKFJ/9fFloO7qMPEe6n1tfNmy5j7rG3d8gDExMDDRPyaeQeeFuqE8wGMn9fOm9uLr/9Qem9q8PV+vb59Bj3cLOvbX55bgMuGdP/vZzec9+cnNz1aPWZmoa7xrOzfzO+Axdc6cWiC6PY5+W99/YuL96FioYzyXn/s5sizp8XnzGsfNfJfYEVomvM9ttpGB++6TcagYOmfTHDzpfNfcieN6jBYkk2fQcRZzNY9vICvcHuExoeWHrfL44zL+2GO178JApzmhqTzc75csCZsHtQ/WyUryWcup9tTYWKO++Xwd2+r7xKF/J7aTtb+MPTVx/M47nfZa8jfaSHJANzfUvz34YPN963OXzv3aJifemZYTdRfSB1GX6jJFfX986dLG9dkGqb/PVFxySY1AYW8TBdUH3tdE2fg59B3QsabjabDf4fMfeqhxD65rPl/t47otgDbMfbytZOW8885LlJWXvvSlcvLJJyfHpk2bJqeeemqy/0qZ2G677WR0dFRe85rXJKTlU5/6lMyZM0feCcm6AEYHB2XV6KiAR48ND8vw0qXJZ3TSFcPDMq9eicsxIS5fLuz1Orp8uaxYtkzmDg8L1hlGZs8WNK2xZctkqD6BTn/iCdH1jBULF8rosmUya+XK5LzVM2bIjHqjTK7vwbRFi2rlmzNHBuuT5/InnpBZK1Yk3x8GQx0cFPD00UWLJl7msvogqGVGuVDOFaOjSdnno5HogD59uiyjMuh3MOGnlQ2YO21acl29Pq44vGyZzBwfF3ZmWDU2JquWLZPB0dGkXhVooitxDyprcv7oaHI+MGNsLHk+YOXoqKzOKFMqPv95mf7iF8voy16WPJ9i5vTpE+VFHWFASt7/yEgyoODZVk6bVujeeCesG+GdjbTyDClYzrKyBwMrV8p8o+otwyrSsmUyzxiTyfECkvTg2FjtPVNWJrQx4zk+8f5nDQwk/cL1/svC4OrVE21v1fh45vXnw6CoD6KYoLUvzJwzZ6KtYLDN6iNlYc7AQNKWxoaGkva4eny81neKAAbHTTfVPgdcY3DmzIm6Wzlr1kQ/wDo09+dlmIyGh5P64fe5fHg46W/TR0eb+sKqGTMKvWeMfbNptRdjGN7DnGnTkjoaWbIkuT/GchyfPjbWdN+QupsPo5r607LhYZk5NpY82+qVK2Va3RAbGh5Oxr85g4MT4+/Y9OkT84Ad85I6Ql8z5GPFyEgyR8weHEyeT7FyZCSpb9yPdSzMUTi/W9B3ObZ8edIegWUciJ0D02bObHq2ZaOjE+P+alxz+vSJ+Q5zMu47OjwsI8uX1z6PjyfzMTAPRmU9NS+PI3Pnz58op47BE30K7xPtZnQ0mb+Agac/vTZOojxQSOrH5zzlKRPveWR8vDbfDQwk7QLlmVEfM9AuZq65ZlLuVY8+moy7M+tzIYy55NnQl+uG9YpVq5L3ye1I6senDw4m303cwOrz9vKREZk1bVqtXkAkVq6stc1dd03mMPSNGaedlhCTVRtsMFH+uXPmJM+66pFHkvNhoKM/4PojK1bIyNKltbkPfQdzBeaE0VFZuXBhUtfap3zQMSFZwKyXdWW9/6k9Na9uxA6hTugZpqOv4jPmgzqJGXr8cZm2fPmEDZDU+9KlSb3j/KZ+fdddSb8eWLx44t1NtCm1y370o4nvJIvAS5bI2AMPJHUyOn16MqYn72zRouTfhA01e3bNhlqyJCEpyTPOmlVo/J8xMDDZZhsbm7jXMrippbiXDSxYIPPrSWyWQtGoL9irPQqsWriw0fZXrJg4PrpqVa2vDA01zccDY2OyFP0mRbGdXbc7k+tstdXEGAfMp9T5y6Dq4BmHh5vHsiVLkrFsDkQNIisjgUkFWiIrcM16qiNIctGiRWGrvDnAcSxbbrmlPPLII3LxxRcXJivTZs2SOXVpGIbMHA3axMBZl0XxApMNLw3zm6bH6wPzjLp72uDISGODTPrOHLxUHK83hOl6fT7/C1+o5Un/zncaLLzeYAfBoOsbnmGSUwY8C9+tS2nTSI6fDzmf5NrB+t/m4Hz80+DO5IvTmjb1VGCQcx1vQl3CHazLjDPmzJEZeg/CzHnzZCaOGbeP6bNn1+5h/LRnzp1bOx8gKXo26i2rTFlg9xaHW8wctOf6e8L7xySQ3BvvuMi9TQDzLBi7rT6DAfoaiMo8rPpl+dDWXS5UhQPm45i2C0JyvEisTt1tcWJlevp0Z1uaeP/GnWgmyH/JdcTxWE3tywcNqKyPCRPlJ1fUgVmzsvtIWai7IWhfnqi7TgDGTh2zESSt96V9XDDxzFd3EuMeMU/blwl0hjFX6D3XvzNQJxMT76d+fEZ98htAmRz3nT5nTnbdwS2jfn2sAM/H2FV/BzAedQyeq/elNjw4d27j+uzCi6KjHTrGvImx2bigzcZ1HWPnHD3eLejcSYZGMl4UceE0cVPzsXlhvR6m11digWTcrD/ztPFxmaZzH/dPqj8sLEy0L+r/s9ZYo3atejvF/A/MmDWrNn8B224r49dckyQFmGjXJknAxHxXf/dJaeqLO4kNUXcDmwnCVR+XUaaJZ8N/9WebeP+m7yTHOYaqXt/zMK/U74vFHr3vtB12aNTFCSfU7ul4bzN1bJs7V2bU7wkjWj8PqF2AOWHFCpldL+eAZyyfQL2eB1DWeplm65yjdlMdE30Hz0Apimfh/Hpfm8tZJLXeV6+u1buZm6arPeVIJzxxX3YBe9GLRK66SgYRLI66Q31q/YyOJvOQ9v/EBsP7oLjfgaJjcL0+puliy+BgMi7gPpgz56PO2S7ExsiveU3j++ee23gu2HFqY9DC4kyQZYctOg1jGdmuTXXEsWIZwDw08exYuGF7QrP5GVskqU18p34c47a2u7aTFexUj/iUb3/727WbDwzInXfeKUceeaTswwGdbcCmm24qj+pOrAWAiawpcK1e2eiME9lmcAwVaV5s0hFxvG7wD9QbeGLYasUT6xyATyQNKBggJu6r57///bWf55wjctZZtc9aJg2mg/xIPrxNz8D3w7nUAAbqMSXJ+TiOv+tEbxtVfYfugZe+NDt4TH3HXdfn+tLy2OPo9Hocn/V5eZ8CMgIGQgPa8oImuAFMMmrsoJNrPeGcIvc2hnjTs5UM9L9MsuJwm5x4D2agmtQ2QmFikCaeec89Ra68cvL1bbsoet80kMER9A7w3nRC5/KQf73tZ22Fjhn1WMC21JEPZHAPbLpp475ExJvKY9uRb1wo2qfUGNFVcH0POhbasa1I++IxQc/X/S4oZmWi75CBNIB60ev7+oKvTL7jxgCbuG+3oHVNi2SFy2TSZyfjvM4tqGs1lHE87R3Y+YL7OZG9ifai83x9sW1S+eEuaUGxLBPzkdYFBagn763+XKr0TBz32R1UpqbzKcGOLgAl9+brqLtc1phUb9dYjJxUpxSzMgCSoO0R962/54njPtTbe3K+PpuWU+0pfm9aHtgQeg9cw3GdiTrBs7rsMhj/dP2mvzmy9g28+MUJWVEX+6TuuDxap9Ym1PZSdxfNDX02WgxLFkjxHuBqpc933XUNu3B83BkvkrxHkHsTs5LYg1o2WlCYeAcO16vkb2nuZ3z9unqSAIka+Dqof8c9JuxmbcPa7jqRDezss89OYkaQpWtoaEh23HFH2XrrrWW99dZL/lYWoNTstttu8l+SmhDM71J1gmGzcvg2/9K/M0JSF3OAkwaz2QB7VyDYHXc0PnNwtyu7F6cv1PvV/Xqdufxd2brsShhWk6BW6W64RVIX+1JIpgW68qTOZeKVxqIZubJgN0PjXP7qCpK1SVqvBNi77u8L7ixqDPmCil//endZfEHFZYKTc4S0I9emcL5A3U5A258mLunkvVF3224r8qxn1X66jEybOSuk/2ft5eGDGj9ZAfZFUxf7xp3QTSG5Xnz931cmXzawTgTY54FNrpJlxKaBA+zV2OYgdNc+K64kB7ZNZQXY2/13QuqUbQ5tI5zkhsukz4XVfFfq4rR9VvgZlLixy5HdFDI0EYyWWQ1etE+e72zAv7ZHfc8hGd9sYLwvwB7vmfc04ixbaQH2dj8VfW++jRxdmcDgYWFTWvsC7O0743IWgbXZbNINbY8Iyk97BksUXBlr7Wd9ByHZuyxcewcC9ViwCei17fX0O5y6OOS+dRS2nMbGxpI4FQTRg0T8HRk+BB5MWyeZwcrEmmuuKVtssUUSp4JgfgTbQ815HXbhLQrOHJKVutiSlZDUxUxWdPLUl6QdEd+37nKaRg9w7XrLu55yNjDXrtDq7mUndT7HDm4vfGHtXwh86Td9ee2zyIrNXw+wzNouA40nS9yPN4SyedDzohOGeB6kpa7m+m3F+PCRFd+mbZ1Iy+rK4pMGLqtvn5VOZgPT8qgbQyfJCt7HX//anH7a1imvjtn6tdmXWiUrRtGdRFZ8m9T6yueCa1PA0GxgTFasQZOV9Sv0/G6TlTLTjfP4azeMw/jr22fFtVGhL82wJUR8D53PQ+qUs4RpG/GRD20HWGBQI74IWXF4T0zKBmY3YPZB52Y1cnGNkHYdSlZ4mwVLwF3ZwHR+h43EWbZcpEehxrxeD8+EOg4hK5q1CmqxHX98ZIVtxSLZwCz02VRxs3aZ2hycUXd4uFGP7MrGaZr5uV37AnKduQhCVqC775qWrNh74B2j7Vqy0qlsYMjIddFFFyU7zSPd8Obwq2sjELR/5plnJvdDYD3SJb/jHe8ofkEmAFlkxddZbOpin7KiZMW1u60lQsymfcpKKFnRxmBXXdKUlTzwKSvWjzOUrLiOd0JZgWuLAmXXAY3cwEojK91WVlzv27V620q7sAaXXteXorrThG7nnbPP8e1g3W2yougkWSm6+Vm7lBVbFv29rH1W7BhmyUqWssL7Vdm+4HGVyyQlVVdWyphHAFZRAHWJCSUrrjS9WcpKHrLCyoq2X98+K0qQYHQqybGbPIaQFY3R4vSwdtuC0H1QtB7U24OVFVed2j2NQpWVelaupmu4yAorK0wCmPRkKSuoH9Sx3XW+FbKCMYQ3hC5TWeF7hCp9S5e6yQqrJmxL+lQW+w5wT1uf+n0bL2SvX0/w1LTAzvfQ6+Ed8/vVBYlOpi7ed9995YgjjkjSFiMLmMUuu+xS6LqId7ExL9gE8gzsRFoWWEb17WCvLzRLWdEOx2yTXNYmkRUeUHlVBGClJURZ4R1g03ab5t/LJit2ozqrrGS5PqS5gbHR0C7jEO4t2LgJgwivNOG9aRvoF7IS6gbWijHkU1bSdvN2lads3HOPyAMPNDZBa9UNrJNkxba/TpOVVtpYu8lKO9zAXMqaXs+1ISG3bUo84O1Hed3AqqqsWLehVrHxxrWfbBzyPfO4gVn3Xjs+6bV03g55Bs5yqiQqhKzw/KxlQTsNISt1F9YBjdHVWJwiyoqLrHC7tnWa1w3MpTakkRVWVpRswBZgNzCfG75eD8+EuGCfssJqWBpZ4cB2GNc+NzB970WVFd9YbpUVtguXLm08h2vD8bzKir4DPJvGhenf8C7QznEfLJ7bcvE90D6ylBW7yW439ln56le/mvy89tprnQFNSDVcWeRxA/v5z5u/q+dasqJuXWjMOhgA2gldZAX3Zuar2U84QClEWVGsv37zM2YZh60Yzz4y5FNWQskKH2fi0y4DDXWtSQ0A+/77iax0U1nx1UWnyAo2d+MN3oq4gbGLTycJQ7eVlV4kK60oK64x0mUo8y7pCg14zfMMVdgUMg/KJk9YSPjIR0SOPHKyG5iClRWMzVluYDxm83ysbs5F6pQy40k9i9SkRTstE8esqMsPZ7Ssp+1vegbbNnG8bqTqPjHOGIdQZUXLpH3EuoFZEp5XWXGpDXpMbRufsqKbM2KMVXuAN8G2xrc+s9oIVlnRYG52UdV4D6ifLmVFx3eOM+J2xxt5FiUrLpKk9+Hn4/a0dGm2auJSVrif6O/8U117OW77V78SueWW2ucFCxr7dLkW7VFnHGftilnR5/W5gXUiwB5xK75/lSYqaTKqi6zw7s/80lzxDHqMM5VZZUWzP+i9eX+M+mZHwcqKNaJ5MPVN6mUrKwrt0Jas+FYNQ8jKM5/Z+Jy1M21ZsBMGr+j1esyKfQ4M6C7XlFbKabMX+chKVf3x05QVSl3atKrVyfJUnax0KMB+Atp+fMpKEbLC39Hz0wLseb5DlqEs9EuAfVnjGhYRsFmfumiyGxi73eSJWeHP7L6l85NtB6F1+rzn1X5qzKyN39Fr6Uo4vCzU2MwiK656VbKi9oA+VyvKiiI0wF6fLauOMPZbI57buu07WheXXto4B4QhTVmxbks2wZFdFGbFQZ8DdegiK+rCCVLjUlZse2ynssKKyFIiK3zcR1b0HLuHiUvdYmUNuPnm7AB+vvYNN6TfQ5/XR1YCN4VsacTD5oyu/VRWrVqV7GLfM2QFlacvHcf15VGO9yaobOYiK/oC08iK9Vu9/fbm62tZspQVHGdyYlf1fJN03mDjvMqKL8DeFzzq8xG3g6uNeWgXbJ0UVVWqqKzYwHmefMoiKz53RF9dlG34tJOs8HGOTWg3bBvspAtarygr2ubKCLB3xf6luSBxnwqJ3/S1+dAA+26mLe7EIgy73agRqvs3FHEDe+97Rd797iRV7aR75CUr119fW3Heais/WUF9qDsg5vP772+ZrEwiXkWUFTuOlB1gD+QhK665lfZZCXIDU3tD93bRuuBERva77PLF5WRlxRez0mqAvW/hKVRZWbUq3A0si6zgffL7tzExTFYsqdDysWrpuge/S0BtautK2k6ysskmm8hjJscycNttt8n2228vlYZ1oeKMVtwhfVkTfC5Cmr4wLWaFMnwkLxx+9FlkhZUVlifRsZkcpKVodZGJTigrIW5g/B1bJqy6nHmmyI47Skdg71/UqKoiWUkjJWXFrISSlSzXl27C5wYGvOUttb/XN13reHlcZeoWXJuicRvnvSts2y+6+JDlBmYNtyJ9MK+ykpdI5FUZixCudqLdCwzsduMjKy5lhccdNvLRTr/+dZHdd/c/Q+iYh3uw4m+TDWiZcJ7uUfTgg8XJitlYVG67rbiyYseRsgPs9ZoMJuA+ZYWB8nCAvTW4rRsYX4MD8l3KCidwsPWa5gZWZoC9b+HJKit53MDGxpqN/lCywhke9W+0L1CmsoL65ix1fB0lJXarjk7GrOy6665JTApUlf32209mmgH2nnvuSTZtrDRQZh4Y2M/ZkhVI1Pfe2zjGKW31Zah/JF4ggri44WQpK74A/pCYFdx3ww0bWcTSyIorAL5MsuKLWdH7qnuQDci3ZbID7t571/51Cvb+VinKgyoa4nhProwjZSorIW5gvuPddnFJU1aACy4Q+c53Oru6XVWy8vnPi7zrXbWV6zRD3x4vMw7MuoHZe/uy0JURs+JSVkIQ6gbmIzHdfv+dUlZQ10xW2FB1kRUmDOutl36Pom5gFlZ94DIhhpSzeDFZ4Xk/jaxMny7ja64pA7ribdtEHmXF9gVLVloNsHfdwyorasS6lJU3vKH5Gqys7LabyK9/7XcD03K6lBWNA2ZlxUVWVC3HddgmdCkrRcmKrR/9vRVlZbUnY5p1nXfFrOi71mvwvdLICq6tbRvtQrefsIQoK2alnWTl5fWdXX/729/KTjvtJPPJOAWJwc72BxxwgFQazJat64AlKy95SY2sIEMZVvk5e5heCw0XLwMN6cILm++VRVayVg585EbL7yMrvgmOO3dRKZOvp2C3CyYlfJ6PrPjcwLoBe3/U71RTVjrpBlZFQpdGVrrhhlPVbGDYQBZZHzUI09ZXGlkpOvZkKSu2HbVKVqwbmEtZaZWs9Jqy0kk3MDVy8B613n1uYOx+neUqWVYckM8NTMnKrbe6yQojLcAegLu3kpWvfGWysqLIq6zgGq5sYGUqKyExK4rvfa/5Ghxgb7Oucgww/uE4749i94FC2ZmswMUcZdDyoC5wTBee1TuGPVs4xtj1HkOgqhvHz3A9uVSR5cvTY1aswZ/HDUxRhKzo9/FubOyLj6x0MnXxxz72seQnNoQ84YQTZG02kHsFGpuCf6isNDcwreTnPKdGVqyyoi5lOA8v8Nhjm++V5QYWoqz4AuytMZ1XWWklDiRttQ/38JEVWx5bplZiRMqAHfA32mjqkZVOuIFluYd1E53Y36cflBVM7Ftu2XwshKzgc9E25ss259stvghZSXMDc2VN4nTFIfC1+V5RVjrlBmZXynludCkrhx1WC9THz9B7KIq2R60LG2DvygyHec4u5mUpKwC8OzRD0zOeUfvJBrTer1VlxZeSO8/mn3wPjA9cz5assL2CPqTPxAH2anBz1lUtL4DrY3xUtyR9Bh4P8B1LVnB/KCmPP958DIQF6abVUNf3BeCdqdtTUbICoLyWrKQpK6spw5Zrewtr8LuuwefxO7DKCrt1ad0ArkQHSmLxDLYsocqKKy7cgZYsErh7XX755bLXXnslu9YvWLBAhoeH5fjjj5fFvPtmFWGDmnhjQx60mKyoQY1jVsLlgcNCZdp2uIHlISsuN61WyEraah/vGMzHfWSFy9RKjEgZsJNYK2Tct1LWTfhISVlZ4nxuYL720ovKSqdRVbLigi81uiUrZVw/xA2M3ThsmYq4gbmyJiHl7pveVDOUQxDaF3xGaLfbZLtdN7V+2H8+JGYFKh9S/H75y9n38GVeK9MNjFOdsw1hDd2s+CrOZqbXYIO+aMwKfmdbJCvAPqSO7J5pdvWe78FxRbxfh8sNzKesqAuSltOlrOgxJisAu4Lp+eoKxspK2WSFF8O07FZZcQXPrzL2pY+stBKzwvYot+kssmKz6PoC7HmPF1fZPWhphDn99NOTDSF33333JPvXyMiITJ8+Pfl8DDbZqzLsqm6aG5hWsg3k0utg9SCNrNgNoNBAQtzAeAByKSv6sjmdaieVFftdvh+TlV5TVvD+ucx2wskDbhtVMDKq5AbWKzErrbhK9rsbmAu+bIP8nlt5x3ndwIqQTxexcrnL6HNgLARRAWFph7Ji3cy6PY60exHGtm/MJ74NDO29EasS0r6s4V6WGxing+e5A+/WF9fpe/9az2xUa4ZMl4Ge9R7sM8O9jK9TRoC97WusrvA+JWwoA5xAJ8QNjBdz9RlQTj2f7ZMQsqLvSn8yWWFiWJayYj9bZYUVjtVmb79QsmKP+/ZZ4Wtx/Iu+d9+985AVG2Cv9+1ENrBzzz1XLrjgAjn22GMndrDHz1NPPVV+9rOfSaVhMzCkuYGpG5cN5HIZXJZ46KDFWS3Q8NPcwPRl+5QVzlJhDRkOKmx3zIod+PpFWbFlaIWsAFUmK74A+064gfWKslIFstJLygobCb6FisDc+i0pK3xv3z5ORZQVHq9bNXCzjFXf9bv9/jGvlbm4kfV8u+462bCyLkt5URZZsb73XBec3pyTDvnIis+VkecgdS3T8sNgDFVW7AIjysTEoOwAe+veZskK8P3v157vW9+afI08bmBaTv07v1+rNGj/Yzc9rWN9Z+10A2MS4ItZcZGVVavKIStM9G2sCX/HpazwOMhkxSol6t5VUsxKSxbJwoUL5aksT9axaNEi5/4rlYJ1TeHMD7wygorURsMDD7uNAax8KNC59EXh+pxFIs0NLGtTSEtW+Ps+RUOvU6aykmZA8f4oPADzZx74qqSs2GfjOu03stIuZSUkG1ivkJVO7e/Tj2TF197tmJcHtr3o/XyGXqvKio1ZyUtWXONHq32hCuNImW6jFnYPIzX0+bn1PRS9d9nKioLLs8UWjc977NH4bA1dSw7stbhPuchKUWUFW0ywslJGgD3fI42sqI31xjfWNmF89rMb38sTYM9uYCgnExKrxGk96XPpXjnc5lzKStlkBfv0KPR+IcrKKo9bl4+sWNUixA0sS1nR98tkBfUfGmBvlZVOxKwg6xfiU0BaNBPYnXfeKUceeaTsg8xZveoGBmjFo2I1OwIPoD5lhbM2/OpXjQ6G6/NmQmluYK6VA7s7M9/7Na+pTYhI7cfuAjzh4rg+U7vIik9Z4Xv4lJWyUgWXBd9OyFWb1NulrJTpBmZVTHu/SFb6yw0shKwErqY5YduLtjWfC01omUKzgfF4HWLgamZMji30ZaIKVVb6nazYHcbVQOfn1vdQZbKCORmuVig3UnwXVVb23Tf5MY4gdD3WqrLyutfVntnlBtaKsuJaGEhTVlxw7WCf5gbmUlZwT1YBbFIkTpWM59QNttPICsqjNlgri6r8/jWTolVW2NZb3aIbmF47jayEuoExWdHFeXbRrGLMytlnn53EqKy77royNDQkO+64o2y99day3nrrJX+rNKyhZMkHV3wessKJBZ773OYBhV+sK2A+RFlxkRX4Xf773yK//GXYij4TCZtrvKzVXl8Qv4+svPCFte+/4AWTd+ztdWO1F5WVVt3A+P1bYy80qLibqBpZ0Uw1vRyzUhaw7wTXhY+scB2VoawUdQPDXjTY1Pbaa/3xO7rIFErcq0Doub7bUR520dE5i9+dzqdVcQNzXQdjxx//KPK3v4lsu23juG/jZB9Z2XRTWX7jjSJ//vPk8udRVlwKjUtZaWUHe5cbmMtNPq2+0wLs7WKuVVb077gnG+JshOtx2Bv33CPyhz80bCGXG5i+l7KUlcsum6waFlFWVmdkA/ORFSalVhHhetL3DvXDRVaYGPrISpYbWGDMSkszydy5c+WSSy6Ru+++W/6GziiSkBVkBqs8QpUVJitY8bepjn1kRQOreUBxKSuumBUXWVFwA+ZB0sXyfdl3mKDw/gh5kZYSlCfdELKC9MCQRqugqgBTnay0anxwume9rvYJ3kW4qsqKrrJVhRig7tAmtf9XoUw+5FUxikBTxXdCWbFzQl5lBUbNccdlXz9LWfnUp0Q+/OHu7PPjgs+ltyy87GUi993X7FbsIitF723H9XYoKwDUEJvamg1dvMsAZW0MLkuu2E4mK1ltm8um90oLsC+SMS3NDcyV3tkFdgOzsQ+6ySOrSfwMPL/ofTnGSb+jQFpohiorcE1rlxvYdttNnitDYlZGSlZW8H5ClBUmFEXJSos72Le8hIkUxRq7gn+PPfaYXHfddcm/SkNfnk1dbCemRx6pNX4MKDDy9e++mBXduEl3tXfFrGS5gYUqK1kDk48YtIussAHFAzhPamluYMhqVoXgeoAnlzLJylRxA/O5vLiMtKqTlYcekkqA+0YkK5PHlzJjVtIC7Hm8LtpWfWNCWkazrB3Z+42sPP/5YcpKld3AfPBtgmzrNI2UavntPnGh0Cyieh22RbQubB3lVVasGxjH9OZVVrjOWCkJdQNjIzztOWxCHesGVgZZgQ2GUIm9927MlayscBZafd5WAux5vgBZCI1Z0XbFJMlHVizpUZKp7xLX5yx+OWNWWppJkAnsPe95j6zkSq0D8SujrfglV0VZgfQKYOMzNE58Dx3Op6woWdEX6opZQcPP6wamg5aSFY5B8YGD3H3KyjOfKYWRtpLJCgkPSiExK1UAgv1++tNyskFNRWWFE2/0IllBm333u0XOOUfkoIOkEqjaRpVVIytlZgNzZTErqqxkXZ/be5pLZBX6BYPrux2um3vu2dhhfPPNJ9/HGtZVcQPLS1b4+3lcKLn86v0Rcm9cF7ZFPQ6myS28Hn88cZ0iZCVNWQklKxyzon2Cxz816LPcwHzKStpzWNd4dgNDHIsa1614gcB++/nPm4+xssKL0lr+ImRFiQGPK3ZjzhBlxUVWcB6rWFkxK/o+u6GsnHjiifKhD30oiVcZGxtr+ldpopKHrPzlL805wPXvWW5g+oLKcgOzykqIseJLH4yy/e//irz//Y1JoAjSdlXmvV866c9eFjg+qVVlxSc/dwu+/S7KjFkJIStV3mcF+OpXa64AiD2rAnpRWYEy3S2yUpayotctM3Wxb9EmTVmpgutXJ5UVzE3/+IfI3/8u8qxn1Y7xnh29rKywocvvnxcYs9opG4hKVkLa9r/+VYvR0OxbuI6SJ92xvNvKCruBqUHMZeEtHKyywga0S1lhtzsX7CbQrKwgvkXtm7KzlrKywi5gRdzAxutuctYNTM/NG7PC99X3G+oGZsmKkr1O7rPy+OOPy9ve9jaZXYV9CFpNXWzdurTiNSOEugX5yIo2Zh9ZwU68+lKKuIHZbGCtkBXgE58Q+dznWpsAfek3NR0hVJv99ms+p1eUlbIypgG33FKt1dFOKCucJMEXO2UnsrLuXRYwkLe6x85UJysPPtj8tx/8oFav3/tea/fgcaQdMStpykoZBq4rCDmLuD/jGVIptDvAHkCcxnOe03ysamTFumuFxjFluWhnPRe7matxG1IXiJFAQhuG3leDyn3KSsi441JWXFs75HUD4+vyFg4+ZcUXs5LV/22CH7a/FK0s8vrAyoqPrKzKUFbYFsd1fGTFFbPicgNTUshkRe/BZIXTRFuywokOXMpKJ8jKfvvtV/3NH32w6VS1EVhlRVcstKNkxaz4yIquWLjISh5lJU+AbdqeK2Ugze0CK0T33ivyk590djWuLHDKPsdeQoVRBWLfiZgVrjNe9XEpK+3eYK5f4NtssWpIK9uBB9YWXA4+uLV7cDtSw69TykoZBq5vHExTVl7+cpFTTpk8pnYL3RrLbexQt93AioxfIWQlZC+itCQ3RTwJspSVkOunbQoZSlZUtYAhqzaVTViUFWDPRjIb7lnvxyorKLvtl+2IH2NCVwZZWUWuckXdwGwcEM7lNNQhygruwaSx4A72LS1tn3baaUn2r29961uyliMF7m9+8xupLLI2qtOK10ajnUS/lzdmRX1BbcxKiBsYylJEWeGVuHaoGGnKiu+eveIGVmacyUkniZx6autBeb2UupjdGTidt69ecbzVTd76HTfc0BtkJUutLYOwu8iKL9tcWcqKHe/0nkXgGwfTlBXcC2PJVFJWXKiasgJwu2uFrLCiz7uH+1DETcsFm67XR1byKitWPQ/NBob60TrV94xrwJ4CUYEd5HMD4+RJLjewvGQF17BjFqfVLgucHtkXszIyUkxZ4feWxw0sTa3KCrD3EaJupC4+9NBDZe2115Y99thD5lVh1/FW3MAUPmVFJzufGxgHYAHaefSnkhWcj5dXNBuYkqeQCZdT8nVaWfGhV8jKIYeIXHppLWNHq+DB29ZZvyorbMTtsEO6sqL1ogN0VWJWqgbUkU4OgRlUuo5WFZQ8ZEXryKrkrSor+tn2XbTxomTF5wZm236Vx8huKyutkhW8T7w/7UutkhVFK2Qlb3tyZa4qQ1nRZ0jL+FkkwD40OQXqAaTh4Yeb6xh2JmwsVlbYDQxziNYhG9ZsoGfVEQgjvsdqgu377XAPdmUcy6uszKR2yBtwtqKsWFLCZCUtwF77FceZuZSVwPj2lkbC3//+93LNNdfIC7CxTq8hVFnxuYFZsqJkDXuFMDu3ZEUHeJcbGBorKy2umBVeZchCu/3ts5SVrAmuKmmKXUDZfvGLcq7FhmUVgmQ7EbMCfP/7tQQVb31rvv0lorLiBupIJzH48vcCnve89lyXxxFLVlzBxmx0hWTxcbmBpblolWnoawYsIJKV9rmBacxHGYskZbmBFelf9T3ugu/dihtYiN1RhhsYYMmKKiuAVVa0T6Pvs4t/EWVFiZImB3GRlXYsznMGtNAA+xGTohjPpkQrTVlJi1mx5IFjVmwcUKgbWBpZ6UTMypZbbilrVGUTv7LIig2w10ZjlRUbs6KNV0mMkhXrBmaDQZms6D30ntwZi6xw8HcsWy4DadnAQia4KuwMPhURkja1DHUDSRY+/Wn/PSJZKY4qkN40vOc9tQQbb397e67PYwcbfjy+cDtnoytkzuLzdQGqyAZ5RRRmvm6VyUqvu4HZ9+xy8wtF3rEzjazk6ds2dqJoe2Fjv8wAe2tn5SErrnvzvnVMPjQ+F4mMWg2wt2MEpy72la1TZGW1seNsUDzqggP1mcRofacpK7wHC987yw0sLcC+Cm5gBx98sBx11FFJCuNBR8PbZZddpLLQF+rbSEyfR8lHVsyKjUXIUlZY8tMVIkzAiHn54AdFjj/eHUBWlBiEBOvlhZ28Q3zR+TmqrKyUie23l0qhE25gPvjcwKq2cWZEa/ja12qTUrtIFY9nnEjEl23QJv/IwrbbNj7rajOux6pHK2TF5wamv4euAncTPN530nWzXWSlFRfdVtzA7FyOvylpyOs9UbQurH1RVoC91qlLWckb22aVFbaPtE8jPlK3TSgas+JyG7Vto51kJS1mZdSoHlYN4QB4uxcN/mHsSotZ4euri2QaWdFyouxWoclSVjpJVrDHii+QvvKbQtpsXT43MDu4ZLmB2fR3PrLC2Su0IWAvl8sua1wjTVkJGVh5MGgHWbErUSFkhcs9VcjKq14l8q1vify//yeVQKfcwFwIUVZizEp/oJ3qj28XeR9Z4fE5RFlBG8SGoKed1hzUjuvr2F+WsmLriZ+nymSlW8qK3ZyzlfdQlrJSphvYd78r8trXinzxi52LWfElG2hVWfGRlZCxwdoTsIF4k222j3TBAmTFlQ0sr7LC40WnyQoWsJnUuYLWfWRF3cBszIqSFVVbfG5grNygPBjr0siKuspB4bOB+qFuYJ3YFNJuBNlTm0Kq8e9L/dcqWfEpK9roXWTl8MMb38cLdWW7UOR1v2sHWbF1FDII8HemClnBwAx3mCqSlaooK9ENLBsvfelkJWGqwjd2cDvi9vXKVzbaX6hR+q531dKvs8pSFqnmecfOlWkB91WCz+Wu3egHZYXVPfv+sbM8PCze+97uKSutuIHxtTgzF7+zkHZtM/j5YlbYDQxkxecGlkdZsWTFPnc7bBf2ttFn0D622igrnDggjay4FJQ0NzBLVuxxH1nBPoR5Uxd3cp+Vnoa+iFBlRRuvL2aFdzx3xazY+/ImRroSwAMYb3rkUlbykpWqTHq84dJUIStVQ4iy0soqYxpizEpxnHsu5GyRG2/sdkm6jze9Kfkx/ra3hcWCYOXvjjtqu3e3grLISpqLbq+0/26TlTypgjsZsxJSHiYZDz00+e8wvkPUh7KUFZ8bGAdO6+9ZYJvHGqaaujik77iS8XDMissNDMd1Idm3z0pIHXG7QN3Yd9HuAHsbx7zaqBV5yYoqK3ouEwlWRHxkhTOjcZ1qAgQXWXFlA8N3Cu5gX+HovTbDKhyhyoovZsVuHKiBb9YgtySJlRUmIGiwZZKVdk2AKFue4P1XvKLmU4o85VXeK6KfEaKstIus8D0iWclP9E8/vdulqAbe+U5ZttNOMs9mRfO5gQFbbtn6fcsiK1w2m460V9q/T8XqlWxgZSorefeoYuN3002L37fdyorWkcbQ5CUrNntpHmWFyYpeM0tZ4RizVpQVdtNzEZN2ZMBlsqJl9SkrM2c2p2/OS1ZYcfEpK9offG5guL/uy8NuYG2KWanIcnsXkJVH3A5cWW5glqxsvnk6WWE3ML0W7qHlsmTFdpi8ZMVOiGUhb0Yv1Md999VWh6ue0WgqKyvt2g8mJMC+KipgRKUxvuGGk9tKuw3odiSCsIs9vUJWuq2sVDUbWGh5fvhDEbThM84oft92Kyu+7F5p4O+qkmKzgRVVVjhmhZUSXF/PVwPaBtjnUVY0SJ/vqdh9dxHHJuilBti3oqzMnBmurPhiVngvQB9ZUUUQ14AnUeimkHbvl8DF7rZYBSMjI3LddddJT8DnBmaDu7LIil0dUTKRh6zgmItda2dkgpKXrPDOsWWiyG7U+E4Zu1hHFEN0A4voV+Tdqb7dK+ghsG5gvbIdQLeVlTIypnUrZgU44ACR+++veRsUhXU/L1oXvgB7+7e8fUrtjlZjVrQM2jcQm8L2EaDqipIVX4B9SB0h7bqPrGy9tbQFLjewNGUFSFNWsEDtIyVZMSvs7uUjK088UfsJFzwbExOSuljfqU0m4MFgESLy8Y9/XJ7//OfLi1/8Yvnc5z4nw+ZmCxculF133VV6Aj43MJutRc+zO8nri8PPb36z9vnd7/Y3dOt+hrzg+lLTyIpVb0InNG1A7dpELpKO3kM33cB86WQjWYkoAzwutoOstEMBtKq3xjtWHd1WVsoYLzi4vSw3sE6OXzYNd1nKCl/Hxm/kARIFFCUrrBpBgQKe8YzG3keWrFpby+cGFlJHG2zQ+Gyv2673ywH2WtayYlYGiTCExKzkIStaPyFkhRdmtF3xptkpyD3annDCCfL1r39d9t9/fznwwAPle9/7nmy77bZy0003NZ03HliAnlBW8DK0c+mLAbO3g9Q73lHLjvDVr/qvb5UVzRKWl6zYfV18+NOfRA48UOTCC6UtANmK6C34VgH5eCfISkxdHFE27GZuVVZWNIZmhx16k6x0S1kpc3NOTlYRsv+OD93aJ8oa3mWRFV/WztBF0m22qf3ce+/iZIXjUDQzmpIWkBXr1mVtIp8bWMj7UVLkIit2I86yoLYfyqr1ZMnKaA5lxbq+uVSmVpQVJaJa7yFkhRdmciZYyt2yf/CDH8iFF14oL3/5y5PfjznmmERpeelLXyrnnXeevKmepQX7rFQV48cdl72iwAOiK9jK7sLp8nUMCbC3KztpZOX22/3l9gET4Q9+IG3Da15TI0JVScsbUdzg4kG5XcaHbzO0tMDoiIiqKCtlkpWvf13k978Xec972p9pqJ+UFUtWWiEH6jLkcqnKg6psaltUHUojK/y3ULJyww0i3/62yFve0lw/efYo4lX4F76w+R1hsdiSD9tvcM+iygo8UXA9fOfZz64du+ACkZ/9TOSoo6Tt/Uk9d1pVVlY7yIfdf8UVs2LPZ7Ki71IX2n1kxZUNjMlKTpUu92i+YsUKeTrSlNUBUnLyySfL9ttvL29729vk9ttvl8MOO0wqjTqhSs0j7spEYT/z+T5kKSt8HC81jayomgPA17UKwMZVIERvfnO3SxLRqssCt+12LTb4XM06oepE9D96iaxgwa++6NeEvK42U42sWNfjVsjBKaeIvO99IkccUb1YplC86EUif/hDbS+vogh1AwslK1Cp2KjnrRpC60hVFCYpen9kJ9N5Qsvq2iaiqLKC+/3977VyqzEO4qXkq1tkZTRAWVFYsuLa68QqKz4lhsmKllOvYbf1SAuwZwKK4znCCHKP5rvsskuipHzzm9+U2XSj/fbbTzbddFN57WtfKzeAVfcKQmJW0tLYZQ3SWOnAS9EX5yMr+ruLrGgDfPWrRS6/vBGcVwXAZYGVqoj+UFbasYko+7mmlSOmtI6YCmSl1+MA+8EN7OijaxuGthrT2U1l5bzzau5srRjSZbuB+a6vRnjIO3v960U+/3kRjn/W++M66rbncwPDPTkLWR5lBdhsM+koUC7UOwiDporOUlZWGxLDWb+YrLCCYsmKK2bFns9kxbYV9SZiZYXDQHxuYDieY2Emdy//whe+IH/7299kzTXXlCuuuKLpb1BX/vjHP8qSXopjCIlZaYWsYIXalXHEviS9R5qyggB+bAp39dUNWTQioh3ZwNqV6vrww2s/3/CG5uM8eUVlJaIXYlbaZZRGZaVzbmCYn7fbrnVi202ysu22tXjZVt6Bzw6y77koWeHNHEPJCp4Hqtf220++P4xhtTO1vq0bH8rN+9nlUVa6BW3bSlZazQY26lBK0gLvQ9zA7Pj0kpc0/qZl5b1T0shKO5WVDTfcUG6++eZEPdlkk00m/X3dddeV3/72t/IHyJK9gHYrKwA6jK4o6HU1H7a+PA0mSyMrYLBxU7iIThhc7cgjr4GX8BO3Ewu7nUVlJWIqZQOzIDfrSqNbykqZbmBloVvZwMqCJSv8DGx4Fk1CoHZWHrLiK6duRG13QgfptPfU54L7WV5lpRtA20ZZs2JWZqaQFSYZvoB5V8yKjevh/VrSNijfY4/mMnHK5Cw3MFyrXdnAauWdngTUP5NzURNmzpyZuIv1BNqtrNh7+FYpdBBgspJnE6OIiDJcWV71qlpbbGfcGVwH7X0jWYkoA/3gBgbXpH32ETn3XKk0ODtlJxPqlOkGVhaqEmBfFNau4b5TRnpn6wZWtL3ge3ZPO+2TdvEctpRrE8kqvx+1/1qJWZnhCLDn4yFuYHj/+q55k0qXsqLZ0VjRCXED4xjtAEQrOGQH+zSyElLZ/B0+f/31RR5/3K2sQLbshZWAiN5D2irgpZfWBqecaQVLLVOFMwlGVBy+cbuXyAr63s9/LpUH5i/FxhtPbWWlE4pbO4E6RN/RlLlcp0xWio7NOp+osdpKHWFTxjvvnNwnbcpvdgODotML9pS2bZ8b2FgJ2cBCUxeHkBWcp7arT1nxZQNTZUUzxGWgB3tVF9zA0rKBhaw0+JQVzuVtyYpmzeAyRUS02+DCYNdpogLENh5RBuDfjs3kXvay5mxCZaGbWZ+qBjw/0tN++MMi++7bmzErZaHX3cCsbcPPUDROJc3OapWsuOrebp/Ac9lUVVZGPTErrkxdNmaFN6lkssL2wTrrNAgsu42FuoFFZSUHUGEcO5LXDSyksl0B9pasWDcwbaxcpoiIsifWqrhcVaUcEb0NxEI9/HBnUm9PdbICHHJI5+9p59wqvIdedwNTO0f3zmCb4xOfEPnnP2suwlUgK3YvO+2TsKEefLBGZnRvFBdZqbI9pfah2qNlKSvTpuWPWdF7W2WF65/fK7uBhQTYY4zOkUykwm+tg0AlFyUr7VJWIlmJaBe4DRb1QS4bkaxE9ELq30hWuo8qKiv9QFZ8ygpik5EauV0B/Hlhg/y5T8KmevTRyXuvsBtYld+PHbuKKCszyR0rZJ+VvDErrLSxC1dIgH0ns4H1JTRDRbuUFf4Ov2hOUGDJiqtMERFlgFczqkJWYhuP6AX0g7tPr6OKZKUf2gXbKWWPx2n7uJRJVuy9ek1Z8ZGVsbHGP/vMOFZGzIrPDcySFQbHM4W4gbWgrMSlIQvXDvZlKiucQYXJCvys+XpRWYloF7htV2VPk27EyURETLVA6n5A1d3AqlCeMpWVqpEVXdjVuk6rb1fq4iqTSWtPclsfHZ2srOhxV9avkJiVNDcwxKoAZ57pJytMHEOygXHMSs5sYD3aq0rGQQc1PmulcudqlazwtZisYM8J7Wh77+12A8ML7dXBL6KaqKIbGDY1w+Zmxx3X7ZJERPgR3cC6jyoqK2w8VmUBKC/Yzil7gbRMNzDeAyzLfbjXlBXbttl2XE3uW/zcTGLY3avV1MU//WnjHpasfOMbtfjA889vnJMnG5iOnTn6Shxtgc03b3zWSlSloww3MGaTTFY22kjk978Xuf/+2mcXWalyx4roTbiC4roNuEfeemttFScioqqIZKX7qGLqYm4XvaoS94qyorYSwEaxC70Ws5JFVkY9yopvB/usTSFt6mImPR/5yGQbVs899NDaths771zMDawAWYmWMPD85zcqTrPI8A7bnP3ADkSWvLigcprr+y98YfPvkaxEdHKyD9w9NiIiIpKVSqDqm0JGsuLuN7gmx0oUBe+nwgvBLui7QCC4nttLZIXn6tUpygqTD441cZEVdg9L22cF6d+1vl1uYDbjoi8bGCsrep1+UFYee+wxOeecc+RQMDfC7bffLocccojstNNOsu+++8pll11W3k3hgvWzn4n8/e+NY6yscOewDf3pT8++vrq27Ldf9rmRrES0GzwAZq1MRURENBDJSvdRdTewHEHDU8YNzJK4Vt5ZnrTkfM9esKmKKitjFIOi3wFBY8XFl7rYlz2M0yjr8TRPDJcbmI6RVlmxe7MEoFJv7ZOf/KRceumlssYaa8hsMqhGRkbk2GOPlZ133llOOeUU+dOf/iSnnnqqbLnllsm/loGKs5tawS8SLx2qCAfCA7zrZsjAtMMOIg880Oxr6YNeb8mS6gzEEf0FHqy1nUVERGQjkpXuI7qBtQcbbND43A6DHraN7szeqXfG9lmn710GWWFFanWgssJkRUlBWupinxKjRCItGxjD5QbmIyt6PIcbeqVG27XWWkvOP/98Ofroo5uO/+Uvf5ElS5bIBz7wAdl4443lgAMOkO23316uvPLK9hUGDQSbi2GTJNuAPvnJ2s+3vz3fQBDiMqapjZ94ovqrABG9D0vEIyIi+ns/jV5HdANrD3jhl+NC2kEcWu07v/pV2Hm4j5LbxYurb1PZtu1LOTx9up+ssOtbSMyKi6yg3lhZ0a000tq2KxuYJSX9ErNy+OGHJz/vuuuupuP33nuvbLDBBjKLXuQWW2wh9913X3sLxCnyGO97n8iuu9ayeZUNTQWnqwBV7lgRvYubbhK59FKRd76z2yWJiOgdRGWl+6iistIPbmC77Say8ca1Z9lii+q6gWlZf/ELkc02C7svPGTUi6AqSWVClRXYgMPDk923VHFJU1ZY2fDFrPjcwLhNY9HetcdNlhuYKjta53gOPt6rZMWH5cuXy3z2p0zq7Ely9913F7re+Ph48q8lbL+9XkxKxRprCHtkjqPRxCDoiBRoW87VptF+29WGIyKq2ObLwPTpE+PzOAyL2Hc6j5kzm+dIGFzdfg/z5zfaxXbblV6ejrR3GPU339wwhMu+15w5jToq4/qvelX9YhnXmTtXBhYulPElS5L7l3LvTrXtOskYwOc6yUg+w9ifNk0GRkdlvB4YP3F89uzaZ5AV/VxPUTzpOnWyknyuu3sln+tkZeJ9PfZY7TjscF/dzZjhvj7O17+tXDnpeF+RlVHeJZMwVjA4eMWKFbKMN12sEAamTROmZehYyyta1ojqkfqIiKmETrf56aOjouvmq6dNk5VxbO44Blavbpojl69cKePdfg9bbSUzPvGJxLAcwWp/m8rTkfYOe6sN5Z8zc+aEwTk6Pi4rOvTO5tUN9rFFiwR6zqqxMVnV7fbiwcyBAWFtZfnwsMytk4yhJUtk5vCwwLwfXr1aZtXVqeX149AoVo2OCqxlaFhjy5fL+Ny5SZ2vXL06ifnAtUdAYlatqp2/erWMjI7W+tPwsKwaGkrOWT0+LitXrZI1Gpmvkh9D06fLmKfuBkdGZF6d9AwtXVq75uBgYmujzNBDx4aGkncwcTwHaewJsjI4OOhcUZhe0EVqzpw5k5SaymC99Zp+HZgxo7pljagE0Dcwic2bN08G8mRKiYjoUXStzZNr8PS5c+PY3A1wdk4Yo4jzrMJ7qO9L0Y5tdvtijNd4XHgxzZzZub5Tv+9g3bV+5ty5MrMK7SWjjoB5yEpbVx/m4mfdrWsWXL3qZAVkTD/PxOd6IqdBKCV1u3k2nrfuHjYD7afehnD+TN2mA4Snfv3ps2fLfBrrBuokeS628fDVXT2D7gBIi7qiDQ7W3nPdfSwpU3LSQO34/PlST1XVH2Rl7ty5SYA9A78Xbezo7JXt8CZOZgCErKpljagUKt2uIyL6oc1TPMIA3MBif+t6zMpUmiN7eoznvgPjulPPUY+VGagH2GMBuLLtxbZtlLVOVgYoNiVp83WCMoBjdVKS1Ks+L6UuTs7X68BtjM+vx8kMINZEzydi1OTGt+mm/rrT69DeNwO4Bs7Xv9X3HLTHQ9ATEYKbbrqpLFiwoMl1C0H4m4UEV/UaiDEniAH2EREREdUzJnJMtBF9HmAf0dlsYHmggf2atKjXAuw5k9YoBcZrHaYF2GdlA+OsX7iOKh8uuxN7CqaNeWn7rOj3dMsPPY4suS96Uf+QlR133FHWXHNNOfPMM5MMYP+/vfuAjqLe4jh+Q2IAE0AQH4ooRH0iigWxYK8gFkSRZ8WOvesTC4rteOz12Ltir089dsTe2zk2rM+uD1FEpEfIO79/mK3anPAAABZJSURBVOS/w/ZssjO73885e7JJdmdnk5nZ/517738efPBB+/DDD23IkCFWchRt+qlAghUAiAaCleKL4tTFaNvZwPJ93aiPqZIFK8mCgMqFkyCkm7p41qzEYCXTdVaC5wSPz3SSIMxffhBUBVmY4DUWZlaa9tnBg82uvtqyEYu9vLq62i655BI3hfEee+xh48ePtzPPPNPq6uqsJPnTw0V5xwKAcuJ/YOcw7SYKKPyZGOphQUQVK7MSvr5d3K6z4l9scX4OmRX9PAgOwlew95fjv2YwgUOyv1GmKbn942GQoQlnVsJTF+cgkv+1YcOGuZuvX79+dscdd1hZIFgBgOghsxI9BI3xUOwysDiMqTKVgS3IIrPi/5396/X511kJlqnHBz1f6mMJZ1YmTjTbcsvsMiv+fhjOoIT30TyyobHIrJQdysAAIHoIVqJFNe+IBz9oaMvSvTgFK+GAwM+szMuyZ8Vfhh+sJCsDCyY6CF4jnFnp3Tv7zIrfCxQOVgpQukmwEvXMCs2DABAN/kAgNM0oimCDDYq9BohbZiUuDfbhQKK+PrvMysILQ6YMVlSKlaoBPhys+OuTKbPiz/CWqgwskEcZGMFK1IMVUtwAEL2p5TOdaQRQ/Ab7OPWs+AFBkEXJNBvY36GG+WTHJj3WnyXMX066YMVfn0xBnh9YhYMVysBKlH/GLspnAQCgnCy88FnCBzKKJ4crYKPIopJZiXKwsvbai/4sVWalqip5ZiVZsKLH+sGKvxw/WAn3rPgZkfDfMZlgvBqUgYVnAwsQrJQIMisAED1++ULPnsVcEyBe/AF0ppKicg1Wkp2czvU6K6mCleDv4Acr4cxHkFkJlu3/n7IpuQyWk6lnpVRmAyt7BCsAEE3/+Y/Zyy+bjRxZ7DUBmZX48IOGcGlWW71u1IOVYGDvZ21zvc5KsvccLgPLtmfF/1v94x+WUaoysAJkViL+XytTfrBCGRgARMfw4Y03FN8KKxR7DZAt/yy9Bt5tJRwYRX1MpaDCD1b8a5TMb0FmJZ+eFV+/frmXgRWwZ4VgJeo9K2RWAABoNmGC2X33mZ12WrHXBNmaMqX5/q+/tt3rxi2zEu7nCdZ/5sz8e1a0jCBAVF9Ktj0r8uyzZv/7n1n//pnXncxKmaHBHgCA5LbaqvGG+Nh88+b7ahZvK3ELVsL9HLW1zcFKtrOBhd+zvg/e9x9/mE2fnjyY0LLCf6PBg7Nf92xnA2Pq4hLhb2hkVgAAQJz16ZN8Vr3WFvdgJShjmxnKrKQrAwsCHP9v0KNH402PnTQp8fHhcWa+f6NUs4HpdfxlMhtYifB3LjIrAAAg7u6/vzHDcu65bfeacbrOSrKBfLD+M2YkZlbSlYGFy+yCYCS4TlRwschUZVr5/o2C5agvJvxe/NcgWCkR/s5FZgUAAMTdv/5l9sILZsss03avGacr2Mvqq6cuA1uQJLPil4EFP/v008RlBBmOoJclKPcK96y0NFgJJlEIel9SBSuUgZUIysAAAADKqwzs1lvN9tzT7K23Fi0Dm59lZiVVQBZuvC90ZiVYfrJgxR/LklkpEZSBAQAAtEy4fyPqwUqvXmZ33WW23nqLloEtyJBZCYKAI45oXt6//506cCt0z0qQWQmmQC5gGVjE/2tlyt+gwpEwAAAAMtMYSid9gxnIoh6shGWaDWx+kszKiSc2BjuDBiUGa9lmVvIdd6bLrFAGVuLBStx2LAAAgCjQwLhr1/iOqVLNBlaVoQxs660XzSr997+J36fqWQlnYHINVoLMih+U0GBfgvwNpaGhmGsCAAAQX/5UyXErrU81G1hlmjKwVIJZugKpLiIZnkGtEGVg9KyUID8CDTZCAAAA5B+sxC2zkmo2sCovs+IHMemMGZP4ffD4YErjQmVWMpWBEayUCD91RrACAABQfsFKqtnAKvPIrNTVJX4fLCMcrLQ0s0LPShkiWAEAAMjPb7/FP1iZN89s7tzsrmCfaVmB4PF+MNdamRXKwEocwQoAAEB+3n+/+X4wyI8Lv0n+L+/K80HQlUtmJdXUxYUKVlpx6mKClahaddXGryNGFHtNAAAA4umWW5rvd+pksaKMRFVVc3alJZmVcKCWrGdFJVpB0NHSzEqq2cAoAyuxMwE//WTWt2+x1wQAACCe9t/f7M8/Gwf1eQyUi64mSflWuqmLU+nTJ3nw4mdWlFXJ92+U6jouQmalROkf27NnsdcCAAAg3jp3jmegIrWh66VkuoJ9KgpK9tknfWYl3xIwCWdk6FkBAAAASlxNmsxKLsGKrLbaotkOP7MydWr+65ltZoUyMAAAAKBEg5XKyubBv2YIyyVY8bM0QSbE7+MJpkcudGaFMjAAAACgBNWGysA02Peb2XMJVvzAxA8ull468WuhMyuUgQEAAABlkllZfGFvyezZLc+syKRJZhMnmn3/feEyKwWcDSxmV8cBAAAAyrhnpWPHRYOVbK4h42c//OBCfStbbNGy9WQ2MAAAAKDM1CaZDSxZsJJNELDYYs33872eSiqUgQEAAABlpibLzEo2QUAwi1g421EI2TbYf/VVzosmWAEAAADillmZlWODva43kyxwKYRsy8DUH5MjelYAAACAuGRWOnTIb+ritdYyO+QQs169Cr+e2WZW8kCwAgAAAMRlNrDqhT0g8+blFqxoJq7rrmuFlcwwG5jfs5IHysAAAACAuFxnpX2eF4VsTX7zfoEzKwQrAAAAQKlnVlqTMil+wOKvTx7XVvERrAAAAABx6VlpH8HMSropiv/+u/n+iBE5LzYC7wwAAABAVrOBtY9osJLq4o/19c33770358VG4J0BAAAAyJhZqaiIZhlYtpmVcG9LFiLwzgAAAACkDVYqKxu/RjWz4gcrfp9K//4tWixTFwMAAABRLwNr1y4xKFB51fz5ib+LYmZl4ECzxx83q6vLa7EEKwAAAEAUdemyaADg94bMmZP4uyj2rMgOO+S92Ai8MwAAAABpg5W5cxfNYATN61HOrLRQBN4ZAAAAgEUslqQhPdkV4QlWAAAAABRdZWVzs32UgpV0ZWAtEIF3BgAAACCvwCDqs4G1UATeGQAAAICkOnXKHKyEMy3FQBkYAAAAUGa6dcvctxK1zEoB1ydWUxf/8MMPtvPOOyf8rLq62l5//fWirRMAAABQ1MxKuwgEK/465XGl+pIIVn7//Xfr1KmTPfDAA00/qyhgTRwAAAAQKZ07xy+zUq7BytSpU61bt27WvXv3Yq8KAAAA0PrGjDHbaSezYcNSZ1aicPKeYKUxWFlyySWLvRoAAABA2xg+3Ozzz8369EmdWamKwJCeYKWxDOyXX36x3Xff3aZNm2YDBgywMWPGWNeuXXNaTkNDg7sBpSDYltmmUS7Y5lFO2N7h/POfjV+D7aB9e/NzKQ0KVoq9jVRXN61Tg4KVDOuT7TYdq2Cld+/etvrqq9uuu+5qCxYssIsvvtjGjh1r11xzTU7LmT17ts2YMaPV1hMohpkzZxZ7FYA2xTaPcsL2Dl/HysqEQfyMOXPM6uutmKrbtbOgOG1uQ4PVZxhrz5o1q/SClaFDh7pbYNy4cTZq1CibMmWKLbXUUlkvp2PHjlZbW9tKawm0LZ2Z0IdYTU0NE06gLLDNo5ywvSOpxRdvuttQUWG1XbpYlKZYbl9TY+0zjLXrswyuYhWshNXV1bmvkydPzilY0c7ODo9Sw3aNcsM2j3LC9o4EXoN9hUquorBteAFThfpXMqxTtttzBOY5y97o0aNtwoQJCdddkVwCFQAAACDWqquj1VwvfnanXBvsBw0a5PpTFJwoHXrRRRfZwIEDrUePHsVeNQAAACDWF2As2PVgwrOVlUuwst9++7lmnJNOOsnmzZvnAhXdBwAAAMpGdetME9wi/tTKBbxIZayClaqqKjv66KPdDQAAALByz6xURWQ4v8YazfcXtmoUQqx6VgAAAICyVx3BzIqyKcce21gONnJk4RZbsCUBAAAAaH21tdELVuSyy3QVd7OVVirYIglWAAAAgDjp2zd6ZWCttD4EKwAAAECcbLpp8/25c62UEawAAAAAcbLCCs33p02zUkawAgAAAMRVhw5WyghWAAAAgLhad10rZQQrAAAAQNyMH2+2445mN91kpSxi0wcAAAAAyGjUqMZbiSOzAgAAACCSCFYAAAAARBLBCgAAAIBIIlgBAAAAEEll1WA/f/5893X69OlWUVFR7NUBCqKhocFmzZpl9fX1bNcoC2zzKCds7yhVGo/74/NUyipYmTlzpvv6zjvvFHtVAAAAgLI3c+ZM6969e8rfVzQoZC8Tc+bMscmTJ1tNTY1VVlYWe3UAAACAsjR//nwXqPTo0cM6dOiQ8nFlFawAAAAAiA8a7AEAAABEEsEKAAAAgEgiWAEAAAAQSQQrAAAAACKJYAUAAABAJBGsIGdnnnmmuwHlvo2zLyCqPvroI1tnnXXsrbfeKvaqADnRVLYXXXSRbb/99rbxxhvbwQcfbB9//LFF3eOPP27Dhg0r9mqUJIIVAABKzLPPPmvt2rVzX6OAgRyyddZZZ9mXX35pF154od111102cOBAO/zww+3HH39s0XJ//vlnF8DrK+KFYAUAgBKyYMECmzBhgu222272wgsv2N9//13sVQKyMnv2bHvxxRft+OOPt9VWW8169+5thxxyiK200kou4C2niyWiGcEKCnqmTN8HBxSVx5xxxhl22mmnuVTu8OHD7bXXXmt6rD5Ar7zySttqq61s6NChdskll9i8efPa/H0A+W7j/gestvGnnnqq6WcPPvigbbPNNm7gCLSlDz74wGbMmGGHHXaYVVZW2htvvJHyzHK4lPHRRx91x+PBgwe7Y/Kee+7ZtL2rHOf6669veuy7777rlhf49NNPbf/993f7wogRI+yJJ55oep7Olv/yyy/u8XoekExFRYW7/fDDDwk/P+ecc2ynnXZKO27QtnnUUUe5bS34/cMPP9z0ux133NHd19dgO9ax++yzz7bNNtvMHdtvvvnmpmO29otTTz3VTj75ZNt8883d719++WW3P2y33XbuOWPHjrW5c+c2raeee+2117rX1jr4+4toDKSTCJtuuqkLwr799tuEfVPvZ+utt3afH2hGsIJWpcHbWmutZffee69tsMEG7oATuOKKK9yH1lVXXWWXXXaZu3/bbbcVdX2BfHTs2NEN0F566aWmn7366qu2xRZbuFIcoC2p9GvDDTe0xRdf3A2Ksi0F+/rrr+3cc8+1fffd12699Vbr1KmTffHFF1k9V4O04447zg247rvvPttrr73cIPCzzz5z/QcnnHCC9ejRw55++mlbc801W/gOUao6dOjgAl0FChojBIP5ZZdd1pZZZpmM44a3337b1lhjDbv99ttt1113tfPOO8+VlO29997uZ6Kv+l5OP/10++233+yWW25xr6ng5sknn0wILhSY3HnnnTZgwAA75ZRT3Ljm6quvdoGFTgT4J68mT57sgqebbrrJbfN33HFH0+fCpEmT3PMV0Ku8bZVVVnEZJD/zOWXKFLcuO+ywQxv8teODT1G0Kp2NGDlypPXq1cudTdBB4Y8//rBZs2a5g4LOWvTr18/dDjzwQPdBBsSRzkTrg0sfVDrTpg9RnVkD2rp8ZOLEiS5QFn3V2eA5c+ZkfK6yKmuvvbbtscce7pitjIgCjGxMnz7dfv/9d9too43cwHKXXXZxA8Hq6mrr0qWL1dbWusC9e/futthii7X4faJ0jRkzxmVInnvuOTd+GD16tMvaZTNuUKCy8847u+33gAMOcCdLH3vsMRe4d+3a1T1GX/W9sjevvPKKC6pXXHFF1xuz++67J2TIFezrpuUpiNex/eijj7a6ujoXmK+//vouGApo+z7mmGPc4xXkKMMSBDN33323y+roZ8stt5x7nPaZTz75pOn5RxxxhC2//PJWU1PTRn/teKgq9gqgtOmAEGjfvn1T2lXlANrpDzrooIQzc5TMIK40SGtoaLB33nnHlTHoDKEGfkBb0van2ZSU6RMNpoJM36qrrpr2uRq89e3bN+Fn2WYGl1hiCVcyduSRR7rX1k3lLNoPgFzo+KmgQZmR119/3WVCNFZQ+VemcYOe61Pfy/fff5/0dT7//HP3XL/UV8H+0ksv3fS9yij9DLp07tw5YVzjl4GFA3HtT4888kjT62mSAJ0UCOgkgsZDSy211CKvh2YEK0hLZzLCQYcGZIXaoZQq9ZcNxHUb16Bsk002cc2hOpusrCIfPGhrzzzzjNXX19uQIUOafqbvVQqWKVhRYNKSskWVtCijokzO/fff72r31QPgD/6AdH799Vf766+/XKZD26KCXpU0jho1ym688cacxw0KPnQ8T0UZjPHjxyf8rKqqcENjBUP+6++zzz5uSmZft27d7M8//yzYa5YiysCQlg4KJ510UsLPdBZAHz46WChLks8MFkpzaiCnFKjSocFtySWXLOj6A225jasUTAM11TlvueWWrbbOQDIKShQsn3jiia7kJLipHEvbZHDW2d+m/e1Zx2Wd/fX5v9fAzi8n83/31VdfucGkZm9SP4D6CBTAq5Qn2RlvIBmV0io75/dxKGjR8XjllVfOOG4IByYqH9Njkm2DKuXSRBTajoNlqS9GwUNL9kGf9qfg9fV633333SLrTslXZgQrSEu1mmpYU82n0pc6W6aLjakWXwcO1SkrpfnTTz+5WS90ViQbql9WXen5559vb775pis/uOCCC9zsYUBct3GdAdRgTmfJ1ltvvTZ9H0DQM6Xm3D59+jTdtt12W1eeolnCNOhTA7xmH1K2RVMbB1RP/95779k999zj9oXw9q6SFvXDqEZfjfP+TEcK7NUYrIZiLVvroh5FBS+ivpWpU6e6i/tpgAgko+OuMhuaRVQN6doOH3roIXdxU5UVZho3fPjhh67sSs/TJBH6XjORiiaMUMCiUkk1sit7o2O2ZvTS49TMr36Ya665Ju/11zZ/6aWXutdX74synZrFTBTEa//RPqLfP//88+532i+QHmVgSEvNaePGjXM7vQ4KOvOmmV20k4sazTQrhuhAEpxByMaxxx7rDhzB1H/rrrvuIme4gTht4yr/Uu+KBoaFLCUAsqEshnpUwiUy2h6DWcE0sNMMSRpEadsfNGhQ0+N05leDRM20pPItNQKrlj44I62eFJ0pVuOyGu+VPdQgT3r27GkXX3yxe67Kv3TGWI/T64qCd/UPHHrooW5GJzUzA8lOZCrbrWOumuw1NtB2qQBFzfM6gZRu3KDfa5vUdqhjsB4XHMu1bE0eoeO7tk3dNEOpvtdribZXNe3nS9eDEZWtKQukZekzQfr37+9m27vuuutcQKTPEk2LrEwOF6pMr6IhXTEfACAnGtBpQBYM0oA4UWZGQXdwX71Xamz2r6cCRJEyfcoM3nDDDcVeFRQYZWAAUAAqSdDZ6GnTprlrCgFxo+usqAH4/fffdzMo6Wy2zvrqjDAAFAt1CgBQACol+Oabb1xZAdeRQBypXEbXhlCpmIJuzR52+eWXM/0wgKKiDAwAAABAJFEGBgAAACCSCFYAAAAARBLBCgAAAIBIIlgBAAAAEEkEKwAAAAAiiWAFAAAAQCQRrAAAAACIJIIVAAAAABZF/wddCIq/ufrCxQAAAABJRU5ErkJggg==",
+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "chart = ekp.TimeSeries()\n",
+    "\n",
+    "chart.line(data, units=\"celsius\", color=\"red\")\n",
+    "\n",
+    "chart.title(\n",
+    "    \"ERA5 hourly {variable_name} at {latitude:%Lt} {longitude:%Ln} ({location:%c}, {location:%C})\"\n",
+    ")\n",
+    "\n",
+    "chart.ylabel()\n",
+    "\n",
+    "chart.xticks(\n",
+    "    frequency=\"M\",\n",
+    "    format=\"%B\",\n",
+    "    period=True,\n",
+    ")\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2543dfcc",
+   "metadata": {},
+   "source": [
+    "### 6. Adding daily statistics\n",
+    "\n",
+    "Finally, let's do something a bit more interesting by calculating daily minimum and maximum temperatures, and adding them to the plot. We can do this easily with earthkit-transforms:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "25f5ee3b",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "daily_max = ekt.temporal.daily_max(data).rename({\"t2m\": \"daily max\"})\n",
+    "daily_min = ekt.temporal.daily_min(data).rename({\"t2m\": \"daily min\"})\n",
+    "\n",
+    "chart = ekp.TimeSeries()\n",
+    "\n",
+    "chart.line(daily_max, units=\"celsius\", label=\"{name}\")\n",
+    "chart.line(data, units=\"celsius\", label=\"hourly\")\n",
+    "chart.line(daily_min, units=\"celsius\", label=\"{name}\")\n",
+    "\n",
+    "chart.title(\n",
+    "    \"ERA5 hourly {variable_name} at {latitude:%Lt} {longitude:%Ln} ({location:%c}, {location:%C})\"\n",
+    ")\n",
+    "\n",
+    "chart.ylabel()\n",
+    "\n",
+    "chart.xticks(\n",
+    "    frequency=\"M\",\n",
+    "    format=\"%B\",\n",
+    "    period=True,\n",
+    ")\n",
+    "\n",
+    "chart.legend()\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6deb7552",
+   "metadata": {},
+   "source": [
+    "### 7. Produce a time series plot for a different location for summer 2025.\n",
+    "\n",
+    "Let's do a time series plot for **Bologna, Italy** - home to ECMWF's computing facilities."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "c720c4af",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2026-04-15 17:56:34,221 INFO [2026-02-16T00:00:00] - To generate this ERA5 hourly time series dataset, **homogenisation conventions have been applied to the ERA5 source GRIB data** to ensure consistency, usability, and alignment across chosen variables and time steps. The processed data were then written to an **ARCO Zarr archive**, enabling efficient cloud-optimised access and scalable data retrieval. Please refer to the [user guide](https://confluence.ecmwf.int/x/R6cfHg) for details.\n",
+      "\n",
+      "- The dataset presented here is a subset of selected parameters from the full [CDS ERA5 hourly data on single levels (1940–present)](https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels?tab=overview). **Requirements for additional parameters may be considered**. Please raise your request with ECMWF Support [here](https://jira.ecmwf.int/plugins/servlet/desk/portal/1/create/202).\n",
+      "2026-04-15 17:56:34,222 INFO Request ID is c98831a4-a284-4f8b-9894-2ef4f6fac397\n",
+      "2026-04-15 17:56:34,274 INFO status has been updated to accepted\n",
+      "2026-04-15 17:56:47,769 INFO status has been updated to running\n",
+      "2026-04-15 17:56:55,417 INFO status has been updated to successful\n",
+      "                                                                                         \r"
+     ]
+    }
+   ],
+   "source": [
+    "dataset = \"reanalysis-era5-single-levels-timeseries\"\n",
+    "request = {\n",
+    "    \"variable\": [\"2m_temperature\"],\n",
+    "    \"location\": {\"longitude\": 11.25, \"latitude\": 44.5},\n",
+    "    \"date\": [\"2025-06-01/2025-09-30\"],\n",
+    "    \"data_format\": \"netcdf\",\n",
+    "}\n",
+    "\n",
+    "ds = ekd.from_source(\"cds\", dataset, request)\n",
+    "data = ds.to_xarray()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "8001a0fc",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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DgU0SAoXsbigLbRCQ8H4wznBPjBU8iyjkQHCAGyMnWHIfALB4gLBD8MK4Rl9zgKw0I6hUviesS7DiQWDi7YV1C0IB+ks3t0FeMcYgIIGsie3MAmjIMX9A9nQxOyB6EPxwP1HLbgPmJ+oXgbEAkgirLFyCTMgaQwShD8IYNN+wCs4mYC2G5hrtggAtCokicYAQj3EGKyp3b3KpW3ZjW79+vfJankhAt/7hM5B8EF0IvKr5jfVJFlThsgnCDdcsLtCKwLzGGAPRAGnlVlaXGCNZuMb8wByVyYr8TLY1EkoUWPbgjmWbo1g/xD0KaxMswFBuYL3HmoQ1EmQZ6xqsiFDugQDMxLw1AesJ9izsuVC48XXRdB8oFdBmWH5BVtA+KNxkUsvXXpULuMfcgScrHrMGWDBVmW1kwP98y5Yt7HeQFAhochwHtGnYxKAV5sIersEmCe0vzN8mwIwMgQiuPlmygnFXBu4Ow9OVyovsTCyc0JxhYYamCaQBmi+4RNiAfoKFCJsSNKMIiG0mxD6BICgLg0BWEz36Dxs4Njf8k5FlI0W7sMmptHf1ug7YMsJzARqCB4+xgRZbtMK5tAGCLqweIHrI4AThAmVy+tRmAgILxgy00zJ05AhaTQj80NBCoITwiBgX1fOagL7AHEbMBgQxCDS8/7jFFUIZt7yAwIsEEO8Ff0M4ciUW0P5iDeBZBbFOqeJMYFVxiYsRAQEbcxTWOQiNWBtmA+CmCJdDWIdVgrwMbkUEYXYhKxCSXQPs+fvTvS+QKZBkKKJUhAbzW7cOA7q1GEQGCgW4gUHwx7uCO68LeGwL2oy5jvuLhE8H2xqJ9UJsu6kevkeKwPcwT1AX2gRrFMgL1lDMGVgC4ZbGLUfNmreuxB3EEQo+WIyhHLLt0yCcUNBB2YN3BeWN7MLMFWj1uK15zB54suIx5wANHCc18G+Fiw18+0UrCM+/z1OhioCGFCZ1CDVY/KGFgqAvpkhu9Pghbnngm4sICMbc/N3MbE5YlGHOh2YKwhU0/y5aQLgMwUoBAXcmz1fB5gNNGDZDGVnPBkBdAFyrVBmRdFpaXV3YpBHsnNWaVS/4uIA1jpNpbNYqNwUIGDxOQAaINyx1sA5yYaje4Ncs/QXNrxyczz9TAe4cGOvQ2nIyXM/BfogXQN+BVIsuRwCsE/gHyxr3c5cJKNwv8U/ncoTvIZ6EuwOqAOFTtiBhvYDQWw/ZAOmD9Q7zj7sKnkhwN1i4XarS/8KdCeuE6LY2k8e18XUZAe8yQI7Qb4jjUpFnvhbLyVcAPqdUljfEfEDpA0uIeIaNbnzLcFG61bNG8rXCpuyC0kq0gogeB5iHfH/C+gaijH+w0CL2EIQMewmIQLPmrQ1QBCCWBgoX0e3VRv65gg57HsiKai/gfSUfgeAxt+DJisecBoRxaPXggwstKhZUfrYKNn5kqhKBTCeIcUEANNxYIODBfQF+usg0xQGrCoTAes9agTYSWihoyLDoc8BNAiZuLkRx4QZWDS6wqzYZV+Be8FNGECYWbhsZgqsMhBP4nDeasccGCIDQ1MG9QtyE8OycFLhoH7kGH/VAWBEFAwhNEGZ1701VP9oFawQ2PfFQP7RLpZGtB7KlB5srBAZODvE7SAYsBqJGGd8zbdiwcGDMi8+lOtAQn8sCpYoEuYw9zLn//M//ZEKLKNRDENIJ69ziIT6Lrp26bG4A5jjcNEXgvtDAIo4KFiYQVVXWJlwDbTOu05FZCDwYCyBF3O8diRxgYeVuhXA1hMIDwh0fL4hRwjOKrqhZAK011hxYV04koLiBRQHJHnRpkX/wgx+wcSmSRbQdyJJ9zBUgxiD1iD8Sgf6G+xfWDl3GQwDjBclPIAzDQsIBQRxrrmosYK5gHIrkBK5T0ODP5KGLtjUS6x6sp7JgLs9bPDPGEtzXeAY19Bf2I9wDhBzB7FBUgZwg9gRjGe8dChDsodhLXOdtVsjrEc+MKK7bWMdtpAykCkQfCQbwrKpz2riXA6wuHnMXnqx4zBrAJxgafhkQxkzBp8heAmKCwGr4riLdIRZX/C4HikNYwSIOywvICrRq8ENH0CGEL2jYsREgBSJSEdcLkARoykGC8A8bC0gKsrigDdyvFuZ1aHxwf5i/odFrxHcdghQ2X5jTdcIGB6xRICtwc8DGLPd9s8+dQcAyzziEIH4IAojJQFAk2oKNmAvveIcQDkzJAWBVgwsUBBUIsdgAIUjh2bF5qYKgVfWDpMLlBbE6eAcQRiDYQBiDRrEZQZmwQmBMgMTCxxppUxF7xduIMQyhAc+AcYmxiCBZjGOVBYMDwjmsCWgngvshaGMeAGKsC4gziDrujTECEgbCDOEFf6Nf8BnGvSk9LNdmQuBBv6O/QHIhwMBagWBdkZyL7QTBgfUKaVLRv9x9T2wn2oH5h3GBOS8HqCO2SM76x9N+471x4qrSbKMvQQrFzxDbhHtyrTGSF2Bs4NlgqYWLKZ4Lgg4/twNafLjOYOzBcou5AwUI4glkIuUKrEMgUzzBwvEA1hoIg5xwwb0HpAnPgDVKXg9ARLBWgVBj7ILUQFBE/2Ndw3rhejYThGGeeU0ExqJq3mKdlFNjw4KGmBqMQe6iJwuyeNdYG6DAwdhE3AjGDxQ0yDCmEm4BrEUY45iDmCuoC+syCNNMWVtd10hYe5DOGHsb1i88u+z2iVhNkDGsaSDnIAFYE9F+nk0RfYo1ENYM1InnwroEIsqVaS7zFusT7i8nwjFBXo8wdzDHoDSDiybaBQUkrGnyGT0ysN5g/caYVbksQtmA589ibfeYffBkxWPWAJoU0eTOgYVMTs0ob6IQ/qFNBfHA4g6BT5XRCholnB0BgQ4aFwgJ8BnH4olFGRsohDVsbFkD4GXAJQubHBZdCAHQ3KMMGxHfkFEG7Ray0qAdELiw0cBXvF5A843ntGk54Q4D6OI+smw+LuApaeFigixaEMyh6cQGxWMd8PwQhqDZRkCpiawgBglCOjZLEEL0NQR2ED/dAWuq+iEQYLNFXfiHDRKneEMYa1b2GAi+EATw7NAU45wHMWsWCBPaAYEI7wWbKwQFuCuagPEOywKeB2Ma7YXAi/cJ1xc+BiAEoc/xDzEfEMAgbONZMfa4+wk2fp7RTgcIE8g8hPeG9kKgh8ALAZZnB5MBARjkHwImCBIEC5AsCLmi0Ip+gSALgQq+6KZsWo0CghuENNwTig0Awg7ICcgH2gvtLwRwaJy57zvmLJ4d/YgxgrGGcYc1o5GD/dB36BsQxuMBzBuslSD4eP9Igw3BEPdXtYG7zuEf3j8UHViz0C+I8TOddyODZ7KSAdcrFRlAQDmIBc8sKFpzQBzFlPEcWMdBPNE+vC/MPYw3jHlYLrDGmtYXpPLFPRGfATKLuYF4CKyLM3WIo8saCRIDQoE9Ee8O1jwQEjEwHn2IPsF7QlwnCDXICd4Zt/7xDI34Hq4BQYBAj7nHs7+5zFsoGbPGOarWI7wPkDCQJygVkLUTBNVm7QUhxf112eIwTjB+XK32HrMTuWAmnU09PDyOK7BxgIzB51l0KfI4MYDWGYQCBEI8bNHDw8MdICmYR7AUmDI0ehx/gHiAEEJJdCKAGCqQZih55AxzyMqJFPSwkvMjDDzmJrxlxcNjHgDaQizacG9A1pNGrUIeHh4eswWwAkAohtUB7q31xhJ6NBew6iLGBpbI4w24v8EKDCsyXDNlogLAQgVvBk9U5j68XczDYx4AqSjhtgDXFpjVm3G+hoeHh8dsASwqcMNCmnUxHbXHiQMIAiwaJ+JAU8TnwZoDtzZVggW4roHQuKTv95j98G5gHh4eHh4eHnPCzRWxNoiPQuyUh4cOsMIhDbKckMNjbsKTFQ8PDw8PDw8PDw+PWQnvBubh4eHh4eHh4eHhMSvhyYqHh4eHh4eHh4eHx6zEgsoGhjziOJgPmUS8v6uHh4eHh4eHh4fHiUGlUmHnO+GsO9N5PQuKrICo8IOkPDw8PDw8PDw8PDxOLHAAKQ4l1WFBkRWemx2nDeOEVA+P+QDkyOAnO+dyuRPdHA+PGYcf8x4LCX68e8znYxdgRLCdnbSgyAp3/ert7aVFixad6OZ4eDRtI2tpaaHu7m6/kXksCPgx77GQ4Me7x3yHLTTDB9h7eHh4eHh4eHh4eMxKeLLi4eHh4eHh4eHh4TEr4cmKh4eHh4fHLHH3GZyaYD9DlJDH8gS3ysPDw+PEYkHFrHh4eHh4eMxW3Dl4kK7bv4OevHI9nbt0FRHdTERjRPRkIuo+0c3z8Jh1aW9LJRB6j9kKxFo146gQT1Y8PJqAsdI0Xbt/B53ev5RO7V1MRPuIaD8RPYqI9LnDPTw8PDjuHjzEfj547Aidu3QFEY1Gnxwgok0ntG0eHrMFsDweOHCAhoaGTnRTPBzQ399PK1eubCg5hCcrHh5NwA0HdtGDxwZpeHoyIit3EVE5+vRcmgtA27cND9LZS1ZQSx6akKMoJSLkPvcZaDw8ZhJw/xqYGme/Hxgfo1J1mlpqjtrVE9k0D49ZBU5Uli9f7tM5z4GU24cOhUqYVatgLa4Pnqx4eDSI/eOjtHV4gP0+ODXJJmgux4nK3PA3L1er9P0dW+no9CS1FQp01uIVkQsK0ElEy09wCz085je2DR+p/V6lgA6MD9HamucXX088PBY24PrFicqSJUtOdHM8LOjo6GA/QVjwzup1CfMB9h4eDQDE5Pr9O2p/l4MqHStNzjl9wG8O72VEBRiKfsYItb0eHh4zh23HBtnPNmbVJDo8eUz41Pvle3gAPEYFFhWPuQH+rhqJL/JkxcOjATwwfIT2T4xSMZennpZWVjY4xf3M58YUOzw5Rr89jBibECOlaemKxoPjPDw89DgKF7DJccpTji5YvoaVDUyOCFfw7GAeHh6Ad/1aWO9q9ktSHh6zFKVqlW46uIv9/rhlJ9GqjtBnY3h6fM4IGdUgoJ/tfYS5nXQUQivQKCMrFeEqT1Y8PGYSiBUD1nb30qbeRez34RKygHH4mBUPD4+Fi1lHVg4ePEhvfetb6SlPeQpdccUV9JWvfKX22Q9/+EM677zzEv/++q//+oS212Ph4vcD+5kVorvYytKMLmkPTZ1DUxPCVaLQP/vw+yP76eDEGHM9edpJJwtkpTyblwkPj3mFbcfCeJXNvUuor7WdelvaKJ9QRs5upYeHh0d2fP7zn6e/+Iu/cLr2Yx/7GPsHXHPNNUw+XkiYVQ711WqVERVkDABJQcaHd73rXSzl2eWXX05HjhyhJz7xifSe97yn9p3W1tD1xuP4ohJUmdvC4clxWt3ZS4vakJ4XQjo0hKvmvYCLVMW3Dexlvz9p5TqWPWtxWxhINlyaG2RlaGqSfn1wD/v9opXraWVkGRotT1MQjJO3snt4HB8XMKyjmG7cqrK2q5cmKmLMiicrHh4LGVdffTUtZMwqsrJr1y66//776dOf/jQtXbqUNmzYQJdccgnddNNNjKwMDg7SihUr2GcexxcT5TLtHx+hffg3MUqHxkdoOjpleXVnD71wI84TuTEKBJ0ioo00n3Hzod3MDWxlRxed3hdmJFkSkZWRRIB989w3bj20h6YqFbpo5TrK5UCI7o36GamSsycG+Pm+R1hCAAhGZy5axlzBgEoQ0HR1hNpq3l/eBcXDY6ZdwNZ191FHsYX9jjn5sBiy4smKh8eCRrE4q8T1445Zpf5et24d3XjjjQkyghc0MRFqqkFWfKq64w+4CX3hgd/RD3c9QLcN7KMlbQfpdVsO0+l907XzAULwTA9hTu35ikMTY3TP0cPs96es2lALHutvbWfa0WrCmtIcQf8orCCH9tDvjuxnAf1Ed+DNENEtddV379Bh2j12jCUGuOSkjewZCrk8dUXC0lQFhJPDC0oeHsfDBYxjTVcvFXLivPMKAw+PuY49e/bQq171KrrwwguZ+xf+FgHF/FVXXUVPeMIT6AUveAH96le/qn32/ve/n/2TgXr+4R/+ofb39u3bWYjEI488krhu3759rPzb3/42XXnllcxL6e1vfzvzYHrjG9/I/n7+859Pt9wSyxSHDx9m11x00UXMcPDJT36SpY4G8J03v/nNifa95CUvqX3ebMwqqpbP5xPp6LZu3Uo//elP6d3vfjf7G25gsL785Cc/Ydei8173utdlZpzQKuOfhxseOjbItO0QZDd099PTTrqflV+6uo22Dgc0USlTuVqhYkR9w64N5n2q4tN6l7Cg+iBAfEeBCrkcIyyFXKwSDcdZ432xLTrHBXhoeJBWdRytuWnxsew6phGTcsP+nez3xy9fQ32thdp3EX8zVi7RVCXOCBYE1Xn7Pj3mJrKO+dnsisldwE7p6a89DzILdgv7WrPWEY+5ifky3pvdF+Lv8BI4EYDCzzXbFWTZnp4eFuYAefa9730vrV+/nrV/586dLAzine98JyMV//u//8t+/+///m/2Hd1zP/3pT6cvfvGLjCRALgbhOfnkk9k/cbzw3++44w761Kc+Rfv372dE5EUvehH97d/+Lb3tbW+jr371q4x0QO4G/u7v/o76+vroa1/7Gg0MDNA73vEOVu/znvc81lZ897bbbqPu7m7WXrQDbZDHqart8mfWfqZZiF/+8pfsJU5NTdGzn/1sFmwPnHnmmeyFPPOZz2Sk5SMf+Qg7cObVr351pvphqRkdFdPLepiwe2SI/Tyndylt6YHLUUhWqDpJOWpjW+jh4WFaFbpbs3c0wbT/8w+7J0Zpz/gIIybn9CymqakHqa1tG01Pn0zT0+uot9BCJWHdCoIKjY013hdbjw4kDo+7SDgIdmxsLPHThusH9tJUtUJLW9tpSyesYf9HU1MbqVRaS+25kHGOT08QhV5tNDk5SeXy/HyfHnMbrmN+tuKe4dBCe1J7F1Ump2iUudCG6G8JrZxApVKat2uqx8IZ783A9PQ0i2/m/4BStUL/+sDvT0h7Xn/aY1nMqg0PPfQQ3XPPPfSjH/2IxWFD6Id8+4c//IE9R29vL33pS1+iLVu2sOtf9rKXsQD8hx9+mM4666xaPbiWC/j4/alPfSqzeNx1113suptvvpmV8b4RvwdAwb9mzRr274/+6I/Y2SeXXXYZ+wzkA4msYFGBFxOsJ7gObVu7di27/t5776XnPOc5tHr1anrpS19Kn/nMZ5iR4VnPehadccYZqfvye+MfTrMvl5MH3KJszpKVxz/+8fTNb36TvdyPf/zj9IMf/IAxOXQcx+bNm5n56vvf/35msgKCAybo4RZIfyhy8zp50VLqbo8kWNgSCi3UVWxlAdnUGm+shUJx3vbvodHQZeOM/mW0qh/E7VZm4Whr206trWfQirEe2j8Rn0SNzxrtCwTgHimBGBLlczk6xgLgw7qBrq4utonhp03DM12p0PbxMHD3aas3Ulfnbaye9vZHqK1tCy0a6aSdEyMUCA6i7e1IYjE/36fH3AQ2a9cxP5ux8+B29vP0RctT68TyQuxlUCjkM60jk5UyXb9/J63r7mVrVXiw69Yoxq2/iU/gcTwwX8Z7MwDlGbT3/B+QP4FWR7EdJsDlC1aKk046qVbGvYLw/UWLFjEyAzIBKwsPf+AWEw78zscAfkfYxDnnnMMsKqeeeiojP295y1tSbeJ/4578d8jC+Cf+DYDA8LpBRmCNGRoaYgYExI/z61/5ylcyiwqy+H7iE5/Q9gPvI5Ca9nYkY4rhelDkrCQreCAE1+MfXvB3v/tdRlZkbNy4kXVSVuBFL/QJ74qByQlmXkVq26XtnZTLxf6IuVyBultaGFkZq8QDLuza+dm/BybGakkFwjEUL5L4e3F7Bx0S4utzuWrDffHgsaO1AFyYnB8eOUoB5SgX3ZuPZZdxvX10iL3PvpY2Ook9Q6wRwne7o4Mty4H4PoN5+z495jbm8lo+ND1JhyIXsFP7Fqeeo78tznQZUJUpKlxx3f6dtHV4gP1b0tZJKzt/h9QfcKaGA29mhRUOq4zbV51t4a4LBnN5vDcLqv0Olo2/PuP8We0GxkmG6lqUIewBblavfe1rmYsV5GAu9+aE78m/A5deeilT8MP7CNl0TzvtNOU9dN9X/cQ/tAOE5X3vex/7+c///M+J78NKAgKDnyAdun4wySiu43lWrTi33347vfjFL074sOEFIz0xWB1882Ce4ti9ezctWwatkcdMYd9YGH8RCrZh+LgIWFaAsZIYkD0/gQMUEVwPrOyUtZzhhINgkAyMbVzj84AQgLupN8z8VU68Bvd7PDAc1nVa35LofSaXgBpZqYqmWu8n7eHRbMCdk2f+6owSW4hoL8Rzs5SYj/Z6QVL4zP3fPQ9FRAWIY9F0qFSrtHfsGMs++J3t99E/3/db+upDd7FyogdQIxK0O7fHw2Omgb0MhOVE/HMVtpFAanh4mA4dihMQicHokH+hgH/5y1/OyAZIhysuvvhiptj/1re+xX5vBtDWBx54gJ1leO6557LYmra2tsQ1n/vc52ruYXBFm0nMKrICExZeJB4aRAQvD5kLnva0p1F/fz/7HHEqyHaAzxAM9Md//McnutnzGnvHY7ISQpSSKzXhdgyuYLNzWDUNRybHmVWiNV+gRa3tSrKyuK1dOsytsaA/ZFrDeTbQbOIMho09i9idygn+4CbITFXKtGN0qEZWVESkJyKflUDM6OHJiodHs/FglLJ4c20uyojXDvjku57/9It9oWvZYxavYElRjk6LqdTVghUUhHcPHqLv7bif/uX+2+nHu+6hycqDdHhyiCVXwTp0cBKKmgej9SCKW/Tw8HDCKaecwmJKPvShD7FMXbfeeiuLDxHJDGRblO/YsYNZM3iMjg2Qj88//3y68847mbzcDCCoH/X++Mc/pr1797K2XnvttcySAsASBK8nZAR705vexDL5ipnEmo1ZJVXCn++zn/0sbdu2jaVAQ1YCBPIglRvwwQ9+kFpaWljqNwTgIygIPnMeMwNsYDhXBVjd1aMQXCtxqtvq5GwdVk13AVvRofcbhqalp6XYNEGfa1/he44zGDqKRaaJTRIiN5/Ph48dZYIHiBZc+kIkhaDullBz4smKh8fMuoBB+A8PglxsJSvItuh2dtJ2Fq+yrL2TnrJyPV22+hTpqoLSYgyCg3OXdo4OM4XMHy2boqesGqNXnjrB1htgz5g/pNLDoxF84AMfoJGRERaYjsxZIrFAemB4FuEg9Ne//vUsLvtRj3oUyxrmAgTVwxqDIPdmAF5NH/3oRxl5QruQRhnplBEzhLUGn8H9DG1EsD2C8z/2sY/VyEyzMetiVpAJ4Qtf+ILyM/jMoTM8jg+OlaZYGlv4Sq+ITjdPWgqQzjjUxE8LqW7n60Z2IMrGs1LZFzF76BWy+DRqWdmm0L5CuCnmHsl8D36eQ+wCln5X3FKWZ7E22er38PDIZlVZU3MBg6vWfiL6IyJqTc27KlUZCWkvFI1nJz0ycpRlKrx8zSlUyOdpQ08/s7AQRW5hAdxW4u+Uq1X6nz0PsfT0KL5g+Ro6tXcxLWm7jn3eUZxg1lycybQXLsHL5vca7+Exk0BmrS9/+cvaz9/whjewfxxwCeN4v3DGyhVXXMH+iYBVxuQChsB+eCSJkM9tka/h57KogPTLIpAAS0yC1WzMTxW4R1PANidkpWnvopZaloekENsVCeZT1akFQ1ZgWQkhajtjCaA7YVmpvz+OTE7QwNQ4I4ui9hXuYPxMG9f6IejsGB2WXMDSwHuGQFRIWG7m5/v08DgRgFbyvqHDwlwMokxdwxFhodRam88FLI5Eh+HpSZb9i5+dtKydr1FEF61cV/t9QvCRh1voD3ZuZUQFBOdZazez74aJVOI5vyayqnMre4iQbHl4eJxYHDlyhH7xi1/QNddckyIw8wmerHhoUXMBq8WrAMngcRwiCJSrpXmtiYfPOGJHABwEGULtmpF0A9P3x71HDzG3ixBwo3skUSe3hKzv6ktoVNNkyN7fEEjg7rGkrYOW1FzA1IB1pdlJAjw8PEIcmhyjI1MTjCCEFtMpjZtWPK+hO4B1Q0d+/m/vIzRdrdBJnd103tI4NSoQK5qwjlVp69AAjZdL9J3t97M68fnz1p/OMpKpAOKDa3A2k4eHx+zCNddcw0IkkPJ406ZNNF8x69zAPGZhcH0tXkVvWUlmq5l/wi1OmcZTwWWDu0rJfcHRKZw8HX9WSBFBCBgQQp6z/jTa2HMvPNlxvjwRnZWIV0kH4MrkJMiUBcz2XQTZe7Li4TEzuPdoaFWBtTRUQoTnKYSoZCYrdxw5wOJJkEL1stWbFCmOk/X8ct92Fv+GuJmOQpGev+F0wc03DdSHBCuxYsXDw2O24BWveAX7N9/hLSseWrchaP8AaOtiJIXYzkIL2wDnu3B7YDyOV0meN5B+5q6iHMQaaMkDPvnv3ciwE2bpItpdyzyG/oegcErvIiNZmRLOuFFholyiXQ4uYBwgY0k3s/lnKfPwOBFAjMjWaO4/ih3WCIjzV22hRkINKEwmotOfUc/2kSG6dt92uungLlb25FXraVEb1uxfS6mF43oK+RyzkICo9La00ks3LaEVHb8R1h81ktZ1Dm9p8fDwOD7wlhUPowtYf2t7LYheZU2A4I7PC7npeS3cxsH1sS+4jqwkBX212wa3mvS2tLFEBjFCIrTtWOgTvr476QKWvm/4rpblwpNnVXjw2CBr3fL2TlrUpr+Oo8e7gXl4zAgQAA9FELIo4pDXNEEpa8kKcPPBXewQ3j1jwzTNzj0JP9jY009nLVoO1Uf0DaQWviBVD9YSZh0utjKLbnfLz6JP7iaiJ2nn++ooI9h0JUethUBodzq7mIeHh0ez4cmKR4Z4FSAtxMIVDAGg6mvmV9riOBOYSrPIT3o3u2mhb5FlDee1vPiUM9nZBrUrAxDA2AXstF6VJSR5333jw7SsC4KKGtyKoz7PIdDErJivme/AuUEHJ8bo5O7+yJKG+QBSufREN81jDoMH1p/Rv0xw11ITlIRFJLr2rqOHqJgL6JWbj9LwdJHuH9pEJ/f0h+cvJdy/JjT1EP355nNYfcnrddn/8rV1D99JrvPzTynl4eExO+HdwDyMmcDiwyD1mxq0dM08CPF4YmgKWXR2CIdawg0rdKvggCYUbhPJTGBkICVmssKtJsjqBS3n89afVvsM8sPBidFaAO7GlAtYun4E7OoOjcNz8fMR9IfPJdsJywoEIl37FwKu3beDfrjzAXpo5GhUcgMR3RrFFHl4ZAcObITrFvCoRcsciEL8OwLcYY2BS+7TVi2mnpYqremapktWr2OxL+k4FdLWWcznFedEiaJAOssh7o+1rzBH13kPD4+5DW9Z8UihUq3W3J7iwyD1myk20enq3BRubxvYS/ccPUxTlQpdtgYpPv8QfQLBPiQmIA9AX2sbC0y1b9Z6siK6gHHy0N2SdKXglpb13f2acxXS9e+eGKVFvdytJHmeA+4OQQMufWaEliGQz9wCF0r2RzFKiPXBuRMxUK4PRvbw0OH+4QE2w5BNcHHCHVN3AGv8O5RBrz393OgvEB7EuQGw+KbnfRIua7P9GljZk+vC3FnnPTw85ja8ZcUjBWjqcdI5BGWcdm7e1ALqmsNuQwOTEzVXqelK6OoVIj5T4MC4ygXMRErk5w8SGdbgAtaWL7CUxGk3EPiFh39vZqlE0b77iGhce18IEDvGj2XMApZuG/99oacuxvkTiAuI3SHVh396eLgCSgqeBSxpVdFnANMTCPF6cc3SQWe50c1r9TVrukSrsun7Hh4eHs2FJyse2pTFoSZNnwYzPsVejlmpzhkBYjDKeFYOqrR7LBQm5GdIn1yfviaqUfoZQnTR4lYVuG7ghGkVWSnkQ7eLU3rgAvb76PyV27X3zVNAOydG6XcD++nI5H4Kgt8xcjNSmq69S3XsixpthSIV5yj5bAb4mABwts50RUwe4cmKRzPOVslKVnTXq2NTktDV6XJ9/PuqTk9WPDwaAU6El0+Rn0/3m0l4NzAPbXB9Ol5FbTWA29DAHHQbgoUDB6lx7B0bpFN6TWRF3qzdYlaGpydoaXsPO5QRmbliqwlHMt7k+es3UyHfxkgDEY+ZEC0nyfpBFkG2bjy4i85eMsAsLUNTg3TTwfXsc/i597S2RQdPthp0FLqMZguXrODJD08O0+quhdkXHjN1tgpltKboLCvid0WlR95QP08EklSSqO/F/85RO7Qo2nZ7eHh4zBw8WfFIWRv2jY0ayIrCspJyG6rOKaEUQe44i+RYKQyiFwUCWCdAarC1L3cmK0EqiH9pu+ACVijQupoLGKWEhtVdOGHelGI4SW6esPwk6ggCOlSeomJ+gJX1t00JxGhJ5Of+K0SvENH5ijYnf5+L77NZ4OcL1f6eHBHIij9bwqMZZ6s0yw1M5+JlW6dyGerhh9pmP4zWw8Pj+KNSqVChML/Sins3MI8EkPVqvFJi7grJzFd6rVvoBiaWVeYUWUHAK1J/FvJpAZ1bVZa0d1JLXp78bsIBJ0E1F7Ae0QVM1V82cpD8vKNYoLP6ltJzhaxi/IwWxMUgTSrRQ1HpQUO9YkDvwo1Z4WSFB0EPTo0uWOLm0byzVWCBjs9WoYwERYQLybCRD7keXZ1iOzxZ8fBoFHfeeSe96EUvogsvvJD+6q/+ioaG4gNZd+zYQa9//evpiU98Il1xxRX0ve99r/bZ5z//efqLv/gLrZsXPnvnO9/J6n7lK1+ZuO7HP/4xXXTRRTQ9Hbs0v/zlL6d/+qd/orkCT1Y8lC5gKzq6WYrLNNIbFiwTyQD7ypzYyLhQuqitnR69aLniGYgOCifXp+FmWRmengxdwIYHNcHu5YbIiq6vr9ywha48eUvkdiJajXTfjYWSJPmc/e+ymRiMki6cGQVCD5fG5hwR95g9uLd2tspSTYphlwB4naXT5bs6slJ1yEgmXhcoE4F4eJx4YGyWT9C/bPvjf//3f9O73/1u+tKXvkR79+6lb37zm6x8dHSU/vIv/5JWrVpF3/jGN+i1r30tfepTn6Jf/QoeEW6444476G1vext9+tOfTpQ/9alPpVKpRLfddhv7++jRo3TffffR0572NJor8G5gHgnwgGzEObgKytiA1f7Ms9sMeTQiK0vaOmhDTz/tHU/7eevjVeJrrGSlNMnOOoHFCsRhbXctMKYplpXk/VqkE7FV1+jKvQYVyRCGSzj8kej0vqX064N7osMgOTxZ8XDHaGmadkRnq5yRygI2k2TFZFlRzfPslpUjU2O0Ch6rHh4nHBi/Pz1B9748kyj9lre8hc4888waidi2bRv7/Wc/+xlLaATrSLFYpJNPPpkefvhh+upXv8qsMC549rOfTeeey1Ocx+jp6aELLriAbrjhBlbXzTffTCtWrKi1Yy7AW1Y8NCfXywI1GdPypslKZU65+4BwrU5ku6mw+B2cYp7dslJNHQZ3/9BAnAUsZwtUrdR9jos+W1W1AbKycFyfBqdCC1RHochSOMMVsjXhHqgigh4eamxNna2yDwnFDeTD5Aammp8u1hEXy4rpvqrrsX6K6dQ9PDxc0NERx6O2tbXRxEQohzz44IO0ZcsWRlQ4zj77bHrkEWQDdYMpTuXpT3863XjjjUyuAVkBUZpL8JYVjxoQZM6FtSyWFaAt6UM168kKztJAsLsYm7BSICvTlRKNlidpqlph8TtL2jvqJAA4ByWokZXTElnAdPXw7+vcLExkQhZAchksK7b2zH/wOCY+JpBkYqpySLjCkxUPd/AT67f0L43GDlKRAyuFwxxdLSKUIdbElAI5yEhu1EqMo56seMwaFCILx4m6d+NoaWlJkQ0Qi6kp0bJfP5785CfThz70IfrDH/5Av/nNb5iL2VyCJyseNeweC9PjLm5rj05qx+Z0V3SS+6lGwbU1Fd8yu7XxnJQhOUCYIhhZwfIJreHR6dAFbHl7l8Ia4r6pgy5UKTxkc20iC5j8PflvVSxL3kImggxkxUVzGy6YSlf7eQiuLebkdFVnN+1JnLs3u8jKdKXCYiIQE7Wuq5eWtrdTLreDiOBypLOOehwv4JwePo6SB7uW67SshKuJ+rtZSY8upbGLJSaMxStVq+xMKA+PE4vcnBdnN27cSNdee20ikxeIxaZNm9jvXV1dNDkZx56Wy9lixrq7u+kJT3gC/fM//zO1trbSYx7zGJpL8KuMR02j/It929nv67v7o1K4K+yJfnKoBeXWlGVlbmnQZeEA8SwHeHB9RitT2rIS/jy1d7FDgK34fV3gvY5kuP5uu2/y2kowu61kzcSRKLh+SVtnzbKSTOM8s30Bl8FvPnQ3/XDnVto1OkxB8CAR/YSI7klcB3Jy1+BB+o8H76Tr9u+gGw7spK8/fDfdevgmIrqfiG6kY9PN0ch51Iex8jRNREHo4TpTbiBdsfh3owH2ttg0NyUGLMY8ps/Dw6MxXH755Uwx+NGPfpRlBfvpT39K3/3ud+mqq65in5922mn0wAMPsID7Xbt20cc+9rHM94ArGLKRwQUsfeD37MbcpqIeTQHOEvnejvtZek346D9x+drok5C8JKHeyFqS6aNmveuQmqzEAkQ5KNN9keuWOl7FXQjgGoHwvJOp6KDH5cInrmSlEk3ZLJYV1e+6MrWwUg1mt5VsJsYFki4AyHTX1VI4buP6/uEBOjg5xpK3PTIyRG85MxyDRLCWnMk2M7gW3XRwVy3mqq+ljRa1ddDe8WO0vD0mKF/cdgdt7OmnZ687jfI5jLk7cdJHdNaOx0xjICK+/a3tUdpzF7JCDmPNJWYla4C9WO6WDSxPAe0dO0Zru7wFz8OjUbS3t7NUwh//+MfpxS9+MS1btoyuvvpquuyyy9jn559/PiMu733ve9m1z33uc9nPLED6Ylht5lIWMA5PVhY4QFC+v+N+RlgWtbbT89afTq01v0nVJlqdx2RFPGeEaqfbqzOBZbGsBCxgO9zUr4vcQc6A4Vd5/fGzrLjFsVRnuUtfMw/vwzlD8rjoa2k9buMa1hQASgNu5eG45dAe5qqJzHIdhSpzYTx/6Rp6zOIV7NyeSrVKpeDX0QGgoWMECA+CvM/o/100nn5LRM+a0WfwCHEkcgFbWot3Kx1HywoZ3Lp01/MMjq6WlTh7pIeHhx38TBQOpCcWAZevL3zhC9rv/83f/A37xyGeu6L6nnw/WGT6+vronHPOobkGT1YWMJCm9Yc7H2AaWgg+z99wOtMkm6EjKzSnNejys3Hu1ZYvMM1oI2QFp1Z3tayKXMC43/oBgay4aj4rdbpvqH7POVtWggViWTk6PcmeHO8c84Gjp6V4XMgKyNKesVD4u2z1KdRVbE2k4wRZAZa2VejPNg1RQIuokFtV+xyEpSB49j5xxVr61cHd9JtDe+mMfn8mxvHGYU5WIpfC5rmBZT153qUesdwtGxjWSGSPhEtiPleODp49SUgc4OHhMRtQKpVo69at9NnPfpae+cxnzsnT7eeYiOnRLGCD+e/dD7HNBsIZiEpfQih3zR4V/l1MuT/OXstKRdCgw30mRrwZd0STGS5goW/nb6PYgcNiTZo7JDf1MxYtEeKA7NfbUwi7CRN2K4vbOw4WiGVFtLaJ/rwiWYEb1kxh//gIlYPQYgIS3SGksATWd/WxgypftLGL8rmACrnwkNEk4nd19uKVLKkDSJjHiUvWsLS9M0Oa4WZbVlzryV4OazoC7Pez2D6kV32YiBAz5eHhMZswODhIr3vd65jb2Gte8xqai/CWlQUICFw/3/sIPTJylKXlfc76zbSsXXR10Wnd9C4FhTlEVrgGvTVfoO6EJSl+tiVtIXE7laUaxtUHo09+I7jR1GPh4BA7zFWYqGS83qaxdWt/MIvf5Uy47chpqsUzhErVMrXOkFJq51joArauq08Z/HjlyVui35ChT4d43sKd89wlq+jmQ7ub3lYP+xrLY4rUZMUlMD5rzIor+aCmKEOWMYtRhR46Nkiru3waYw+P2YoVK1aws1XmMrxlZQHi90cOsHSnEIeetfZUWtN1H85PjQK/KaOLQFCLyzjeLmyIs4nbgPyyQUYNerskFMabcW9rC/31GefToxchEJ7fB+h06KNqxunVLDcwXXvk33VCiepa/LmwLCs8ExiHOLZ5HNNMYGcUr7Ku2+ZGox6zqtTKZy9ZQW0pk//CIJ8nEsOlKWZ1gDIodiN1PddEdY34d9YUxVktK27uocs6wnkCshIEx8dV0sPDY2HCk5UFhpHSFP060rQ+ZdUGOqV3EXTK0QYjujiVm7TBNR+wCH152530xQd+T0fZeSm7osB1WD3qDa5PaziRwSckM2IKWNFVztYXeUMfmQRO16w88hkqJjcwlSDjRlaONxE9UTjiMC5gWZmpRBcHJ8YcyYoIxAmISLYPZwjBupLEwklFfaLPV8FYitOVu6QWNrlo2siKq4JJ9d3slpWlbe2MjIGYYfzq6/Xw8PBoDJ6sLDDceGAX0/jhhPqzF68wbHaiNUGEKykJZuTU+f/b8zBLCoDT53GH3cx1JtRIEw0Y2p2drMQQN2JdkKyqHpmsVDRTzzUAVrasFDKQFZeYFX05YpzmMypBtRbbkUy6wD5NWPRmMgsYxmRPIvuYCJmkAjula9KC4jlL5FTFPtj+eJGV2AWsGWRFdX0jKYqzWc/legr5HG2IYvGGE2f6+PHl4eHRXHiysoAAgeiB4SNM1Ll41cmR1UDcsMTfJxu0rDTfReZrD93F3NcA7loRaqOrmU4Y56fXu5MVXf22vpDJRLlBy4rNcmOqxyVmJfl5EORrWX9ADuczIGyBkOE07jRZqCbOnBmfgb7YFcWrrDdaVVRzrGS9vk2IuWGlC+iQzxOFWrxKwqXQJYuXi2Ul63kqjbqB6RN4bGKWeaLRsphm25MVDw+P5sKTlQUCZMC6dn94yCPOZVheOztER1amZ4Ub2HSlQr/ct50dWokYFZx58acnn0EXrlgrkBWx3SVr4KvesqIjKPVm35HJhI7o1JuVRz4PRxZCRxsiQ7lcRFZQU2lqwbiApYPb435CFi5k7ZqxeJUuE1mpOhBd1fXJa3aMqrKIecyMZUWdbTA515rlBuYas0JNWssD2tizKEy7EohrmycrHh4ezYUnKwsoqB4WBRxO+IRI0Ddr6bK6CMwMWblm1zb6w2CYieuxS5bSqzYP0Zqu+9mhecDA1DhVg7IzWQHhQXpY+JGnz0/RBcC6BsbqAuxVlhWdFUdVT72WlT9oynX3lcu5ZSUQkhnMTwxGBzCmXcCS/Qces4+lanUD0rp+6YE7aOvQQDSObo7eS9z3w9OTzLIDoS95Gnijc0pNVu45emBGUzAvdOC8nDCWTrasuJAS1VyWt2nXmJCslhVbzEp6zHQUW2hNVy+15G3xcR4eHh71w5OVBRJUf+vh8EC5i1auZ2cvZHN9amSjrB+ID+DpXJ+//nR6yqo2yuWgsTxMvS0t7DngulOq6k6GToNbVRa1tguBr/X4lMu/878DRyGjEcuKzs1Mvr5cJ8GUyQosK9ML4kyMtLUtOabQIzibyBV3DR5kAcjX7d9BpcqxKOMeElyEwfSiVWVVZw9LN6y6r1sWNzeyMlqapAePeevKTOHo9ARVKWDnV3UnXApVc95lPTUl0siiPJHLXeMNzevFpt7Fnqx4eNSBz3/+84lT6E342Mc+xv4B11xzDV1xxRUz3DqiN7/5zfT1r3+dZgP8OSsLADfs3xkF1ffQGf1LpU9nyrLSOHhsCaxBG3r6E6mVc7lpZl2BoFdJuCAEbmTFIpS6ETcx4FklGJjIhOr3fPS7q0bUZllZbqnH1bJCNFJeGG5gctpiuZ/Ab+F6iID8QuQmZ8LuMRAUoolKmR4YPkxn4tgeBozt7kRwfTpexTUjn/i5XSAu5AO65dAeOrV3MeVymDtb4YCGSDDr83jYMRBZ6RBcr0uN7u7qqSIrOoVJvfPcdn3VTFZ6FtF4xdQODw+PRnH11Vcf93t+/OMfp6J0OPGJgreszHNAmN92bJBtd09btUHhj+/i+pRdS9cMN5N0bIlISqbY6fKsRQk3sMBRKLWRFVsArPh73mJZsZEVV7cumxuY/M56FG2mOtzY5rdlpWqMY2JXJA4/hRvhYRaTgP5Cwgd138C965gQ67PtmJgafLo2T3ZFhCYdr6IjK67vU01WWnI5Ng9C175d0b9faer0qDdeRT5cVL122AgD1mt9DFW2umamvKe1jToSpwJ7y4qHR7NRLBaPO3FoaWlRHlB8IuDJyjwPqr+uFlS/snaIV2OuSeS0kU014TwKM1mpCkkC3MmKq1CazQ1MJA0qX3MV+VARI5tbl6zhdE1dXK81LF4exucxWTk2PUWVIGBnRvS1timuiPu1CDMTEe0dgyvY/uhsn1uV9e4aDUnIqo5uRo4riSxcYX8emhxnZ1S05gu0spOP5yxkpUfZzuTfyfKOKDtYOEfd42883IA4unS8im59zUJW6p3PWS0runGk/357gqx4y4qHhwp79uyhV73qVXThhRcy9y/8LeKmm26iq666ip7whCfQC17wAvrVr2Il0vvf/372Twbq+Yd/+Ifa39u3b6fzzjuPHnnkkcR1+/btY+Xf/va36corr6QnPvGJ9Pa3v50OHDhAb3zjG9nfz3/+8+mWW25J1A1XNQA//+qv/oo+8YlP0JOf/GR6xjOeQT/+8Y/peMGTlXmMPxw9yFypOgst9IQVq4noluifiyBeaWjjm2xCete0FSRJVla2h8JdPmcKVtefXp9GvQH2jVpWXMmK3vJhvr5eDWpc/1h5ekFkAkvHMSXfP6wS/GBSor1RaUhKZIRnAIXuXUhqkZDnojp3jg6xnwisT7uVubiBmRQM8rk8IVqjYTZd8RrwmcAR5RkrjVhWsn7neJeDxMelpcQBkR4eMw9YqCuV6gn5l8WL5N3vfjd1d3fTV7/6VfrzP/9zuu2222qf7dy5k9761rfSC1/4QvrOd75Dl112Gb3zne+kkRFzjOQll1zCSE61Gq7nIDgnn3wybdy4UXn9HXfcQZ/+9KfpU5/6FN166630ohe9iBGP//qv/6Jzzz1XSYg4fvOb31BPTw9985vfZIQHMTS29jULs8MZzWNGsHMkFJbOX3YStRcguPCgWgyu3jqDNfUblojJSuNkZTAV9JxMs4zgVRCxYuKEdf3CMVEusdiBZJ3i82a1rJDBsqLSiM60G1g2X3M78RQsK5VptijPFpNwM2G2tslCWfj8e8aOUSXISwRE+EYQ1OJV1nb30ZrOHto3JlptKol4FfWp9S5xY9XMlpXWfPhep9kBl14L3uyDa49FVsh0/JNrimKxHO/KlAhE9R3570aVGLZ1JMwYyHFocpRWy0ZCD48ZRLUa0I3XPnxC7n3RxadQQbcRCHjooYfonnvuoZ/85Ce0cuVKOuWUU+i5z30uIw9Af38//cd//AedccYZ7O9XvOIV9G//9m/MQvKYxzxGW+/TnvY0Zu24++672XU333wzK9PhDW94A61Zs4bWrVtHF1xwAU1PTzOyArz4xS+mH/zgB3TkyBFasmRJ6runn346vfa1r2W//9mf/Rlr365du+hRj3oUzTS8ZWUeI/SrR5YhxHaImnHxAK9mHTDWXDcwBDAPTU1JlpVk+yA4L+/opJbEKA6sQikO/WvJi1mX5LrT91LXLxIT/pnJfcMlwL4ey0e97iGuZCg8DJETvfmaCUwdx5TsJ3AVXIcemkhYm5J9DIsmDtKEaxncwDBWT++PF/+pSoklvdgbZRZbP6NkJdm2lohwIdueJyszY6XrKrZQR8q/vBluYKr31Sw3MGrAbVQgKxPHR9M6mzA0PVnbX0IPAKQq93PLIwaE+r6+PkZUOPKR4gjAZyAJr3nNa+jSSy+lpz71qay8VDIrfhcvXkyPfexj6YYbbqCxsTG688476eKLL9ZeL96zo6OD3ZejrS1UqE1FspcMXM/R3h56p0xMiPLkzMFbVuYpYEUYjYSp0Hc6dDdxP+/DJsiKGbDi8moQCnSNuoGBqCD9J04Uj9N/pjf7VR3IuKNqZ5aT6+W65Xps8Tt5DfEwJTMwkRXbfeslN7ZyfXtYRrDSNHUWW2g+u4GpUU0dhIfvjJenqbvWHUHifXMXsNWdvVSMNofl7bFl5eDEMAUE60xA3cVWlkrbfF9+j8ZTYIftqSosK8ln8GjkMEhzVjnzHJSVHqpyVb3NdgPNYsmJrxmYGmNnzfBxz/ejWw/vpcMTY/SsdZups4i1+G4i2ozeormeoOO/HrmXKR/+/LRzqL1wO1YVIoK2+eQT3bwFgXw+xywcJ+reLoDCyuSZsHXrVhZDAssF3ME6Ozvpec97nlPdl1xyCXPNOvPMM2nVqlW0eTPm1fyCt6zMc6sKAobDsxt0Z5G4WBBEyJtocoMLovIpJgg1xzUnnuDptq4UmL653VmC6+V6VBpu8fN8nZYVm6VEjmWZ6QB7PQnLzdNT7OGuNWhMW8yuSvx1Su+imsuP7ppahq/u+JDHnOAqMzQ1TncPHqpZVdSbWFbLilucWTG613QF17vHe3k0SlZMbmA6UtKIZSWrxaWR65NEjLs3IsnL7wb205e33Ul3HDlAe8ZHoniv30ZuyerkFHPNqgIrKsh/eAYTiArw0Alu2cIB1s9CIX9C/rm6RsPtanh4mA4dCtd9oMLW4BC33347izN5+ctfTqeddhojHa64+OKLWbD+t771LaNVZS7Dk5V5vmkuq22alYyWFXdBNvF5EJGVBmNW1MQiTVaWZSAr5rTFpuet1kFWRMtKvW5dMlmR26N5B6nrsrqByO5tsWUltNDBN3h+BGfjmaARzVOO+iMTeBJpQQwps3H2DyUSO8jxKqGwpjuRHmedIKW4Pl6lGW5ggdENLG1ZmR/v9ERiIFpj0pnAdP2bhayI16vqCI6TxcW8riF+BYeOPnRskL760F10w4GdTHnFk1ccZRbucH+aT3stsH9czK43/5Q7HvUDMSpnnXUWfehDH2JxKAhu/+EPf5ggM8jkhfIdO3bQ+973PlaOmBIbEO9y/vnnMxcwU7zKXIZ3A5vnlpVlUcYsvQbW9SBE24bFEbqYTAkag3qgJhZpi1BXseBMVo4aD4R0jVlR3UflBuaSxacafVcmK/L3dJaV/AwLK7na+8xRQMPT2Hzh4sCXjvU018HH2aK2ds0hj+k+gtAFV7A880tPX4e5h/GPdMQrorOA0imQ4+vXdSP9MNqhSvqgaousYODjyO098yQBajcwj3oBklq/G5j8/upxA2vUgmJrEwnlFQNZIbp36DD7h89O66vSxu71NFEp0PUHdgqxHfMDfA1JkxUPjyQ+8IEP0Hvf+1566UtfSlu2bGHE4uGHw8QAF110EQtwf9e73sViR5AVDNYSxLG4ADEuyCjGA/TnGzxZOYF4YHiAxWYgW1c+B2vHg/Byh/NWw3UfnhyTLCvVGXIDk8q5i0m11ORMYOq2iq41yfYlAe35cOTGdOIsK7YAaN31OncvV7IiQ9ceGUnLyoEJcSMeWXCZwGRXsKSrcnzdrsiqsqarR0qFHPd3T0tLTQPfVdweuYycSUQbMlpWeL06wVLvBoY54clK8zBeLrEzc3KZznFSWUlly4qqvJmWEl19fEypSIxIVuRsc2GbkVzi0pO6aMuinSy9946Rx7Pyo9Nh7OB8S1UNJNdID48kkIXry1/+sjFTF/5xwCWM4/1CSuErrriC/RMBq4zJBeykk05irmYi5DTF8jVf+MIXar/zLGAi5PpmEp6snCDAl/enex5mAbbQcD5pJXzcd+AEByJ6VsMBf1zbE2v4XIJys1hW1IJyLirHM9Wb6jaMI5hUEAvTZq96hrRVpb1QDF14Gg6wFz/POaYulttWyegGJtdjKtcLE+6WmPgZ8BoPToQEONnWuY20BQ/PDsWBKqlD3EeIMxlMeHnEfbk7OgxybepE+riupW0dtLqzh85Zgsww/BCuexsgK5TBspLXxKx4N7BmHAbZ39rOEoOkYSKGMllRWWjl7+msMc2yuOjWL3Mq5S39S6ga9NFZi5dTX+sDUWmlRuAQ4zFfLSuhtdLD4/jhyJEjLP3xNddcQ1/60pdovsKTlROEw1PjjKgAvx3YR+cunaLOYvO0xagbbih9LW11WlNsWnr1JsrJSkAB0zJ21JE96lhpispBNTpRvL3O1J/6wyDVBErciAPhX65Oy4rsa65qm86tizJaVkij+aw3ZoVSz9CWz9NwUJ13ZCVtwUOGIpwq/KToLCL1+ELq6/boJHixHCm394xHwfWJeBUg7r/WQo5euFHOTa8js+RooavHDUznBuqRFQOTsoJoJiwrWZQhqnvI1jReV5BhfTHfF2vsk1auSz0zUsZjTef73nxROoYxOCFJnW9EzGP245prrmHns7zuda+jTZs20XzF/JA45iAORL6tWLyBQxNTTY9XwaZpyqQVQiesZNW6RaWR3z/+z1MnZwUnFlj8dW40OsENKTNNdSYPmDysEPTEGJigAcuKixuYq2VFLqc6LTHyc+mEhrRAtKy9Y14uHUMsDieMWQmfe3fUL/x0er1gpSIrsD7BvQoWvLTQmjXzlqtFrJqJ3PA1JzxnxVtWmgUer+JyXo/eUu3qBmbLNijCpgzRrS86ZYvr4bXJ37EXLWrV9c3cBFzakGIfisFTexef6OZ4LEDg8EicsXLVVVfRfMb8kDjqAoKW4G93YoL9uG/reUtPYi4l5SYqm9LxKq7uXibXJ/kaXbxERFZyRGOWw4yyn4eialOybLw8pXQr46lk4zp/TUS/UQilKrKiEvbF51UF0zfTDSyrhrNZgffxM+Dwzfm2dEBYR5wBEFrwxLFjF8R4Vi1gPDq1PHYB61VY8EzKABUadQNT36sYNctbVmbGDUwfXK96/1lIiXy9LsmJ7h7mNbtxJYl83/R3Q6XA/IHoRnoSO3zZw8NjJjD3JY46YzpCP/EDkZ/48ceByP8fp8v/8ZpTqU0QfHBaeHPTFrNaHX6vx7JCSmEf6SvrtazoD+lTtTvZV2OKe247doTlv4dGeXMvP0U8DIImOijVk2/QsqLTlIo/OeRsTOY+dRc+bJYVciyPBSLEWCSvn/tLR5jdDC5ucOmCD+akgUiKCGpjXA6q5z/TLmD1WFZmxg2MW1ammRUya5s8VIBC5IjRDcx9rpktKKb1xUX5oEJWpYdNGaJqQ/i7PpHFHLemtXfSqk5k9fM4nnPOY+G8q7kvcdSB3ZGW/UTlQsdhctwtiZ3ZUCzSCkFz/auDyJ7SHDewbGRFhC1w3bzBFRqyrOjcKUxuFCFwqrgIBBHfsH8X+/1xy1ZTb6t8lka1CZYVaiDAXkUAZOGj4ECSxJ95x7geF0IakZX2jppGPnnvuU9W4riokoMAKCLuP5yrAhfE8FA4orXKs1Nc5h0yAmY75NFdWA1R4DErLMBeF8vmkdWdkMfZwX01DXcrprt7WD0xK6rrbZZb13LV3+LvVVqk7Ju5i1oim7YO6iy2CDGiHjOFliiT4vj4/DmrZ75jPHpX/N3VgwUZYH/30UN0Do//o/o7r17wrEq9LW1sgQNaBf/3e47up2XtPbSlf6mUmtQOuLXgNN30wWTNCrC3bXCNWVaYhlJ5xopus0+WT1SS97zt8F7WDmwicLnTo17Liknz6RKz4kJWdO/eNdWxK1mRP4+fraNYoL7WVsW95y6Go2DYvhqBVblE6SwrPCg5xL7xY8yqguDhrmKLRihzsWIge9KpiuvFv93mgu5enHSGMSv66zzccURQsCTj7OqxVOuUEqbrVfegBi0lru6nrpkUA8UZV7l5kbZ4SRTTB08Jj5lFoVBghyDyk+A7O8XYXI/ZBMhzICp4V3hneHf1YkGSFa5RDZE7YfEqKzv4gY1ALDgUcwH9bO/DzO+9uwXC901wLCEiOXuQ3qoC7V5rYmBkjVlxEWT532mBG5aVoYg0ZcF4pVQ7ULI/sbG5aZNhtcK/tkKRZWn53ZH9rPzJq9YL6USzBLrq7q0jK41YVnQpQVXZxuS2qp7BVePqpu1d1SmS37m/OfBzd2KyYso2J6aJTfcrXDd/fXB35ALWp9k8m+UG1qBlpeYGxtOLZ2lTDFiR7h8aoAtXrKU2ttZswzGtOE2AFhrMh0FmnWuy0kO8VmfdcD0fRXfvLOVZYlaSCgBkCpsvgCWVZ/9aEikGvSvY8cHKlUj5TjXC4jG7AaLC31m9WJBkpZA6SPAEkZWEFgZnO4RY0t5GO0fLzALT3fJwtOBvdyIr6niVeqwpqnSXJsGaUpaVsSjoOExi0O4k4A5Gft+whCTPKnATxODhcmhynBG96w/sYJruDd19dErPIot7TdAEywrVkbpYZ1kR7yFbSsgiTDQ/ZgVtXdEukmuaP25gyvTeKuuWztIRjztgbbcqXqUZZEX33SATueFkJTAqLuy45dAe2jk6TKs6uumMRYHgwrbQyQr68R6Ek2M0NEhWTKmLdXXZyEq9Fheq4zDa5JxqK7TUvAnSzzG3cHR6gj0pYt5gTQW8ZeX4AMqgVatW0fLly6lUp7u5x/EBXL8asagsaLLSDrX/ibSsjI/V4lWUZKUtJCs4b4RovK5MYEsbJiuqjc8kWFM6ZoW5gR2Isq7BBeux1vbXUgynUuW6ub7gbR6cGKVSpULbR4aYS8ZTV22QNN02d5+ki082y4rYby7uEu59mm5LvQGwruXJZ1vZGb+TIKgKGvm57gbW7jAuzBY3sStgWVHDlRgEUY0VYZkua96POFbc5oiQy8Myzs0YiSxTOE+JaEzR/oUBuNOBtAHLGaEfQqqF6N+K6IDRLHOtHhLTDHevesmNaSyn9535ErcinqvD95e0ktBjJgEhuBmCsMfsx4IMsD+1tzchdB1PjJSmWQwFlrYVCTewuB29LUVBmJrIJEwczmxZsQXY6wRosxsYS11cLlEQcG3rPnLBEee0xXpBDO4p1x3Ywf5+7JKVCj9pVSB1FpJBjppPmxuYXKZyJ3OxrOjemS7AXldORgFKdOGYrMxtbRbcn+IAe5UbmE1wEz+LY85gpQmTOBzFbNdeb57LQcZDQW1CY/JeuVwgWC3rt6yMRhrNMAVy/fXMddw3NEBT1QobR7DoioqnmMRVm5ANTL5eLpM/05XLyOoGplt35PbIn4Xl6fV47scpcRSic8Y8PDyai1k3sw4ePEhvfetb6SlPeQpdccUV9JWvfKX22datW+llL3sZPf7xj6dnP/vZ9JOf/KSue2zq7TthQhe0/jzVIU7BVi3wvS1heWhZ0cWdqE/T5cHpabLicvijzrKigq68UHO1gwsW/mt+JjCxfZIgRgE9dOwoE0Rhmr9gmcolRQzCN23EQYOWlXrroUzEMF2/Trh1aQ9pn008V4Rr1ecqJipllr0J6HF2AxM/S76L1ZH7R+gCBpJyMxHdkOHQVVJ8VqkzdTVZy3GIXbY2JYFMYiFJ4WRF7J+5TWSzkt47jsB6THTO4pWRhl0kKxN1zTX9euSiVMlqidW5q9Z3gr2NrMyXuBWeqhp7uYdHo9ZZJGt4ZORozaU0xPAJOwtwtmFWuYFVq1VGVOCLCJJy4MABete73sUCc572tKfR1VdfTRdeeCH9/d//Pf32t7+lD37wg7R582b2LwvaBPl/uDRJHcXjf3J90gUsuah3RWQl1PyKGwaEAr3JcxCn6QahIIJMY7r6zQKKSSByF6BbIrM42pN0O2nGGSsGNzDhXhetXE+tzOUP1+YykBUXzaHuepNlxVaPqtwkfLgGwMpw1cQnY1bE60Gkl89hBSkPjO0utlKxZmXI4gaW7NvHLF5Oo6VR+qNlq4UzfADcpysjMahG81x0AxPvK5LSUl2kFGvEGE1LrnzuZEXM9Fdi57WI3xWF9fkNuH/BdRX9+ahFyxTjSHdej01JoltHss5/0/WUMfBed73JshLMWzcwddZKGfLe4+FBdPfgIdo5OsSSvJQq47S5b4zuGWqj0VKBirk8/cXpj6X2wtHo4GokbXgyLXTMKrKya9cuuv/+++nTn/40LV26lDZs2ECXXHIJ3XTTTSybwLFjx+gtb3kLtbW1sc9+/vOf0//93/9lJiviZlKqlGnv2DFarTzE7XhlAksu6l3FyLKSyFpmCrhNn1yfzkaUlayQ48Ynfydse0gS+AGcbkAWL552uV6y0hYJnqs7e+j0Pkzyn8OrmIjO1QhTcj0u7lsuwoRK8ykKAa6aVTqOlhX5c721Z/QEWlagzb7xwC5muXviijXUVpgQUv7q4kWSSLuA6eaILn10su96W1vpGWs3RX8hZsHkcpj+frpukQCIy7TL+5evTd8rtqxQXe5bo7XkGZi3Fem75nVqPoFbVUBUkIEwvb64nnWU1Q3MlJ3OZc2W761rk+r6fIOWlXjOYXuYi7Fv0ITXMoGl4itjTFdK1FoQU757LHTATf3n+x6p/X3F2mN0at80be6bpm88tIhZ/IemJmllZ5jJNO1OvDAxq8jKunXr6MYbb2R5szmKxSJNTEzQ9u3bae3atYyocJx66qm0Y0cYm5AFQRBvJshadevhvfT845ByEEIWP7keZCV5qmecQrSzGG4G8IMWLRNBIPuGJ3F4Is5Ikz4xNA6IDj+LNxpxs+AxPPG1efY7/05cnhPKq6nrW6NGI6Wr+PwuZnW4byHDSvL6ZEB3/AzJ8kVt7dTf2kYXr9oQnU4PYXF/9Fz8worQ3jh5QPg8YXn4ezVxj/DZqrXysCwnXZ9TlAeKepA2NrRWqK/n5axU8w74e0oKDfE7Sz5b8h2n+y7dF/Kzxf2G5AnlauWE+GgjLounpIbZ/GWbjlFrYYSCAO/7jzOfsRKPM9W4EN+Z+Fn4TjiSc0qsZ0o51+L608JaOM/F+4nvMz3XdHNBX16llnwxTb+ENtkgugFOV8uJFMhZ6qkX/J3N5CnW4TPJgnzckUenJmj7aEhMz160QmhLWTuOku0Xx1dOOc/Tc1B/ffwdlzU7eY9kOb+f6/W6ZyNpvIZ90ZM4GC6YkyeR872qo1CkjnxReIZkXxwYH6G13YvnxHj3mHng/d10IDyk+uTufjpz0TLa1Hsr+3tpe5mWd3QyGRHr64rEmhrQfIXrs80qspLP5xNEBTEqP/3pT+nd7343PfTQQ9TdnXSd6u3tpYcfRmrfbCiVYh9AyNQw5W8/cpiWtXVQLoeg8Jk5LHKoNMX8u5E6tK1UpdFyaGVhC3hP/MLK0xPUni/QJMhKtUJcCTo+PkLVqv7FHhg7xn72Up5GR3ndIbq64g0U7nbjkTtaV1csWAHh99Aefm1ASLYxOTlBlcoo8VdQLlcIe8709BSVSnH51NQ0tbfHureKQFbkNsnYPwqzJ1FfsTV1baEwSuIxH+VyiSYnR6m1dZIE/kp9hSK9YNUmJMGnyckSdURKr1EmVITvtKVlkrUxfL4K6wtehucqRrNifHyMPX/8bkJt5gQjhVXWHnxegfasFeNqmm3kaE+pVKZqNewL3tbOzgrrS77Zo+/K5THq6kr2XblcpqmpsahPczQ1NcXKK5Uyq4f39fj4ZPTdsH1oB9o+PV2O+qTK+lF83vA+k+ydtbeX2DvkmJxEe+JytKdYrLI68f4hRPN3gFikXYNH2Jw53tg6fDjhjlYORlm+JQSOj4yYxxjHwFh4XUeQq4219vapWn+grycmRqlYnGBjqFKpsneH9zY2NsbeIZ8jAK6tVEINarE4Xht3eF/lcthpnZ1lVkeI8N0AYj3A2NgoBUGxVo574x2E721EmJuYF7jHeOK9cWDc4D23tU2z8RmOu4Cl+swHxRRJwjtGPS4YjPqPPft0iUqlCrtH2BdjVKkcn60F72ImNs//PbSThkvT9MwVG6ivNaDOzjuoUummyckza9f9djAkzOs6uqlYKjM3QEBck/hcy+fHa/M8vEeVvWdx3SkUQuEE606xGNaBtQCKjXAOgmBX2NjCGo4xhPeP9ahSGUmt2fzevLxcrkbzmq/ZQaIc69H09GhtT+BrPNogrl/8XVer5WjtnEisL3y9A7q74/U/XE+xhpZrbUILxiz7wmzEvoik9hdbpTFYSczn3ccGaRFbnWbvePc4ftg5PkJ7x0eYDHhB33LqziflzPZIcjoyOkIbOqdr6/noHJwjWU+3n1NkheOXv/wlvfe972WLKgLpEWz/wANw80gjXLSz533m6Ixcrn4xsJuevHItbe67M3JjuDhKOdk87BoKSdKKjm7qTUgokitTWwv1t7Uzhh0p1sK2dmIH1OdxP7o3dM1Y3beYulP53mOSk8/nUsSPo7u7K3l+RDSZ2tluJFq8wvLW1lZqbY134bYoeJIfSClSK909OcZGB9nPZZ3dimtDTXh8/0J0TTiEuSAWl1MidqC7G++St7NF0Rdc0MTPcMEIibPorodnKlNHR3utj/L5AuXzbcK4Cl9YSwvqCfsibhPXkob1hH3Hhf18zWqI64tFXg7yE9aDFI1dgsTT2Zl0JSxEGaniOnmft6bGV1sbypOuQO3tuC4uD+8b9m97e1uiHtzpWK5KJ1ve6Uxg76Gd7OeTVqxlVpZKMBgTttYWybVLjYmB8P0t7e4Rxksu0ZdheagAKBT4uw2oqwvjIinpd3Tsjw5upUQ/xX0KJG0ZuvkQ1h+P0fDeeB9t1BYdPpeem92p+tvaWqP3zJd5fA4BtEidra2US04pqa1mTI8M1H6v5jDe460knB8zOy5AKCC4YT40+/RqxKDsjVxqf3FkD73klCLl81PsX7HYXXNZ3TYWCqznLV8jvcuiYq6JcXIh6U2uOy3CuoP5OyGsRyTMwfCd5/PFmrtd2N/xWhB+xt9/es2Ox0WyvLW1hVpb43WKl8vrV7i2hcpF1fqSXIPjHSB8ru5UAgbbvjAbMToW7lXLU3tV8j0PVaab8nwzOd49jg/gJfO7A4/UknGs7A/PfoPcwtHf0Uk0MUKlQo55Fc3lOeIK13NyZiVZQbavb37zm8ya8vGPf5x+8IMfsIVRZS4SX6grxMHRXWxh6UYR6HTDgQfptH6+2AxFOfKbB+4ChkPUTAsO2ocA+fD6mDjABUkXrAe3nPEo3mNZhzlmJXx+dfBk0q0If+dTfZYsT5TWynnQspgNzLbIDk7HAYvpa+X782cIEgQg+WyhoBm3M33/dD2xj7jchOQzq66X+02sR7xHuu/CenTl6frjz8S+Efsi/WzpvlDVJ/eF6j2HdSP+6uxcY6fSZgXG+P4o7uv0/mV0fksrlasP18b3Nx6+my5dvZE29y2JvgErDBeS0m5g/a3iWFPNEbEv+GfpduVyA8o5lZyzYrk4TuW65PdS0JSLc1N8n6EFUD3uoDUPA+zT9fHrs8WswFrM22h7tmYD76XZwtsjI0OJIOodoyXa1JvsI6QrRmIBrFXru/ukNujWWrHdYT3icyTXC924c1mnCpp7yONFLqc6y03rizjmVdeLrnZzB/w8MGQC07174HBkYWrWM87EePc4Ptg6NMDWE7i4P275auV77I4UAUgLn5QncjRf4fpssy51MddoI4D+6U9/Or34xS+m7373u6wMAfYi8Hd9jDMeBFBGv+zUx9Djl6+hdkHRfP/RfdFhZzNxcr0cXJ+2DvGD6uS4DVu8CjKtJFMiq76b3CyS0AWJi9fKZenyYi1mJWhCJjC5/S5nUchnu+j60TUrj3wP8XpdH6nJhDq7l3x9M+rPes5KYLmHIITBbS9yJTyewEGf/PC9nmhhL+arCcH5f/Y8RGNMmB6Osqlcn6gDrok47whIWmFs2cBU74FDfWaS/dR6VVky85p7tjn5/evLWwoFxeJfrSsbWJi62OXsprmBh0dCd9RH9S9j7hrJRCdltqbV0hUv4emKRaj6wuXd2Oa/qVy8Z7MD7F3Hl1xv1bru5Ob4gZDptMXJZ0Y8F0/m4bFwUa5W6deHdrPfH7dsNbXXknFoyApbX01y2sLDrCIrt99+OyMnooAOiwrcZTZu3Ei7d+9O+O49+OCDdMopp9Rxp+QgwAFpICvP34BsQiEGpo7Sf2y7kx4cDs294SFv99WdlhODlR/YmE5bnF7sw4Pl0m3VYSA6nyR9cn09ZEUUiCjDBhp/pxht4K7BU+gfLhSoU0Ha0uyq0vV2ODyzTUAPLEKAax+Jz5B36GtyKNcJE/L5PTZSoivXPVuoJT06Pdl0Qm8DAuqBjT39QrvisYEzHCBMhoqBI8I347aPTE+zvyCIIpmDWzYwk3AI6OqxzTsdgckqrGYjK6FlRXVfqsuyolcG1A+c5XLDgZ20o2bpGI/W4IkZtdwhWw/whOVr6LLVpzCFVowKbR85yizxEDi29CPToAwTQTUJ+mkLnLuyQlePS3nW81d0444yl8uW/LkAjMvwDDSipam9qpI+pHjCZ3Na6PjD4EGmIEOq/LOX6L0ReiK3z3B99WRl1pIVZPc6dOgQffKTn2TEBOTl29/+Njtj5dxzz2Xpi//xH/+RZQCDteWuu+6iSy+9tI47qQdBd0vcHX2tBXZw3E92b2ObU3jIG/wNswf0AyAqEKKQPSR9Bkp6IMI1Lf2Z3bKSPgyS16Eb+K5niLhq6JJkpeo4yY5OT7ArYSLtTAiQpnaKULVTJzTaLCs6s76rhUNXbiJWjQolYlvzTSQr6nt3RDFJ/NwgEZgvIPrIJR9iazR/Gktpi0NPkQwD2NgT+vvKyoNVHWEsmOxCSRRrNyFocutlUiteMWiB9cQteZ2unkbISr2HAlrIivK+dmAd4y6nANyheBbBLPXYsHV4gH43sJ++v3Mr3bB/JwXBbdEa/DuaaTK8vL2Telrb6PT+pXQSiwkJcXBimH4fWVUevWi5xortMo5U7yYLyTBdr9vWVeuUqVx3XlO9lhX19aVqeU66gGGf6kjtVdUUWTkRFmiP2QPEt/3m8F72O5TiUI7rwC0rIDYzsabOZcwqstLX10ef/exnadu2bfSSl7yE3v/+99NznvMcuuqqq5h1BSQGKYzx99e//nX2+cknn1zHnXQCbbxonrloKW3pW8quvGbXg8I1Yw2er6KKV0mTkNiyomt3Etxqs6xddjFT1W9i7C5aXf6Z/nqujcSJ8lk2ALiAqX0YbRufamN1OT3cVUDP6qbBPzO1VXwuVzcwSpXH3aWq3yRY2/pU/2yI9QJ4/Ijol/ujnduY1QVm70qA2JCHIstkKAjWiz3jI0yLD2vIito5RUkCxM8vOsjaJQpBpXTaYuPBqXKZSTjkZarfTRuOqh7+nazj7vhZVnAWknxlVUvQ6sehKMYPQKrqXG5UcY5Nc/HwsXCMntIbp5tdyhIPhLh+/8O0e+wY6/nHLNbFNJqUIS6WFRH1W7fN64jLOqVTStnICjm7gQH8vJK5giORF4PaAyDdF56sLGz8diAMKYDVPz441kxWcNYK/osR0ELHrAuw37JlC33hC1/Qfva1r32tCXexCxY4f+XSNRtpolKiHVGawuiTBuNVVDE2aSGGW1+SQbBVrQsVF/bVlpVKBrIilpm0/SoIZCWShDqK1Ux569XxKqp2NkJW6olZyRncwMxkIn3fLO5kImzChytZkYUGflq6O1npYpnPqgnLyp1HDtC1+3ckhNpdowN0ck9zFlyu9T65p18gtMmxvQLZVCLLShC0KYic7kBIuS5TX6ieRTe+dGOw3vesIrfyZ7pDQQWyUshT3vgMdhcwuDQgsQebJUGVonNgm7axcgUMziJ4KCIRM4mSYLk7pWa5wxock95ydAbOpt7F1NuKfrgfV0enTGeJWeFltnIXkiHXryMrqjrke4uf20iMqly8p23NDjE8NU7L2mf+nLNmYaB2cr3OiyEGlHU4rBmHSLbkMXbujrIGmoVWj/kBrJW/HwgtsReuWEd5SzA5rC5thQI7aLeCYy5qhtuAFjpmlWXlxEDvKoQD7561djOtEgLisejUAy7UpU+uVw9EZNOCBjk5tNUDFoeTwd0KLlQ86NhWf1xuEqDq0erF5m9MvPZCkDG7iitZSd2xSe44JsuK+B3b9TlHYuVCDM19nf4sa8xKviHLCuKSbj20p0ZUzl68gs5fehL7ffuxw03RuOMej0QCa+wCBiTn49L2drYhQJNVqk4p7x0fCCkcDpGqy5XEytfL9dRjWXEdXzqhsWAtZ+5LdVpWeHA9tIC1FOUJl4XGLSt43zwO79wlJ9FLNz068fnP9j7CyEXc7mTK2Hqwe2yYaTRBwpJKn9gq1xkFxp67dBWiJmHvI6JfSzWZyIqOYNZjKWkGuZHrF2GzrOjKZZJMxnI+H+cKjkQkeqlyr0r2IeKaUHJ0ajIiKvujpB/Z58N4Ij6w1LBbrcfMA/si1hRkgA0VIOOW9xaw9Uc+o448WVmoZEU3CNLl2Iyfsy4O4t89Opw5qBjXwy1GHVwvtyH+G9YVfnq9+rqkBhLB9WoXqiwa1KyCEmmv74zOh6gvExieScy/7e6P37hlxabJbqYbWNa+Fut2ESZMgrWL8KF+to5ikVnPMLaRfevXhyC0EV2wbDU9ddUGOmvxcvb34LQYXFr/5jo4NcliTXDPdV192jqLeaJlkcZzOkFWAkXMiskNzDYuTHPKJVaKf0f8XqeDUKpyS6tqLCt6rT7cwNKLf0bLCshKFLMRNNkNbAiHzVahMMrRorZ26pFc9u4dOky/GuTZ/n4P+oJR0iQXsEXSOhqv95etOZmu2vgoOqkTlgB+/1IdbmBimYk0uCqMXBJ16EiJLcDetdyVrCTvPyQc0jwXcCSDZYXvgWGMV3w2UdaYB8RtfXPPA7STeXlgrl0bZTn0QuxsBU6hv/toGLf5pJXrKJfbF723e4Sr5PdXrSmcYa3WX7fwsEDJikqzrhcsOiEBCakIf7TzAUGrZ8fByPcaPvLpgDz5vjEgTGUhK7E2cCTKmjNtEaxU97Vpb3m5qk0SWVE+qzpgl/sth2RlPJrUNynuk8VlwSUDWjWDZSWLe4Wq7+pxA3MhQ/LzmgQisR02Akjae2Nc8vH2wHCYdespK9fRE1b0srNFYLXA+ROtCctatWEXsDVdvTVtvpoAVWvxLNPVkpqscDewlnrdwOT3kKzfPY2v/J6LGRUGqvpMlhVbzEo1sxtYTFZ0rm/1Aa4zwNK2Tq3rBD+4MdRWU93JT2qWu2iMiS5g8vN0Fou0ihEVE2wpsMXPXGKibMoK07pjW1/Ez2xKDHJUGFEmsjISna81mwByEXtRoL1oY8CIA097rvYCSD5be3ToNJL11AOkYP/29vto19gxIXEI/pWiNvm0yLMV9w8NsNGwurOH7VsxSQlTGOviunjcSlIBFNBCxwIlK1mFjHjQtOZztHd8hH60cyuNMKHn/sgNoGJ3AVPGq8htiNHb2uokTByKNu04uP6GKGvO7gybRpYMVfwzXqbWPruSFfi9V4KAfTOM1eEaqPGM2XTkch1BUf1u02TXQ2Jc2ppFKNX3tZvW1dUq5Sagc6ENV1y++hR67NLDEcGEppvorMUrqCXfXLJiEiT5PVZE1stKIstQeG8IG9wymkxiIQa1ZxkXyfqT35HblyXznsu4s71PnWUldANLi8BZ3cBaamSFElrAxrM7idZiHSAA4n3GUJMaF0AIRIwVnicULERk1XBmsazo5jNltNxmcSeTnyOrZcV1HXEjK0gD7Jri/ngA+9EXH7iDvrztziiNNRKE/JLtp9yqAhdt9VkZMlkJr5lglpVs4xPu3f/5yL21uRC2TXb/mn1EzyNUfoCsAGf08/ikilM8MXcDC1h8XFy+0LFAyYruxdvJyqrOTuaaAE3HVx+6K9Lmwf0gDKKyZQJza0+g0fwGyknBLTdxhiQOHpSq0wLrNixV/8gbqygQqa/vYkHYdnBNFcyfoRZVHJaTdW6UpqQCOotSPaSEf0d1H/l6ncAi39dU7uoGpnsG8TqXcj1ZQTYkxI88Z/1pdAbLcsLJ8cHaWSidCStIfWRlolyunX2B4Hr1M8f34HFhlYTQHF7Hz/KBoNGWEDZ0a4Lt/aj+zuISleX928iwLsA+UAbYpzP11eEGxmNWEt9tnKwMcGtxlDBBBleEcPfaRskKJ8MbuvtYvKDbvqCzYDbDDUxHkqkBt1GX++q+0wiJMWcDQ9KC8YrsSnfisG9slMUZgBjAqkH0QPTJXbVEMLD4qSGRlXxRcANzH5/7x0fo/z1yLyNy/a3t9NjobA4QqeT8ak7mPY8kEGOExEUhJjLHxEGBDGILWXFz32KHbJMcQc2yQjnvBibCkxWn32Pho6OYpz875dF0Umd3dBhaiDGF3y0sLzgMaE9kwg3JSjU6J2CndcFJpy9OX4fNGu3ApAjN0mK7RbcSV7Iilps2RBVZkdzANKe0yuACZOyXropVUW32clvNGvf0d8TfdZt9VstKVh9xF6FELDcJ1bb3Zhdi9feX7x0wl73nrj9NCniPgQQVa7q6G95YkY0viFKFpoPi5Tor7FRpzIeC4j0POcWrxNfr34+u7+S6TC5hVUOsgct41LXVFrMSuoElXUzlZ8jmBpZ8tuZZVnj8kdy2RdE4CAOXGycrPF5lY688lgPD2qF6L/LvJgJgmv+2OdiIJdakbDn+lhVk3ky+xxML7qmABDFwUVamLdYmgkmCn0cVBsfnnInzd7bfzyyHUEC+aOOjWIB2THpU+6MbYFX+5b7tdP3+HXTHkQO0Z2wXTZTvpFI1tt4sdLBzwh68k351cFfU17+MYuLccV9kVUHWwKRSzJ2s5JzdiRcGZl3q4uMDHSmxW1a4MPTCkx9Fdw7CmhIOytsO76HOYget7e6l7SNDbMERzbfI1LWcaQl3Rz7W+Lde0YYYfanMXunruFVleXsXEw6TGgCdsFzPhijCjax0RyZwV8tKfFimuBiLfsNZDirLYllx2exFUkIZhQz5nlmygZEDGeIprlXEqprJPShdricrSagX09WdsQZyvDxNncVGTq1XkaI0AYB1js2H/GDqOk6M7VZLE4mVx4VsXXQVXF005aZUtzph0k5KizlYVhpzA4MldCbICly7+Anhy2rWYrH+AiMrcMdNWlbqA7JRIfMY+uPkbnmMmbK+UYOWFbFcp9zQrcG6+2chJVlPsNfV0yBZiUhn2v3uxIDHSz1xxVoqVaqJwHiMOX1wfeNuYA8dG6Rrdm1jtazv7qXnrqtQIX+Quoq9ghtY2mLsinuOHmIKVI63nBk+262HjtBdg4voguWrmftumOUOAeGPXXBiIo/BDN/1qNTX9neILF4PDIV1bOlfark6PUf4KfauZ9QtFCysUWgUGnKOZCUsR7aYc5YIh4LlArr50G6i6NDu7mKF/nzzMO0Y7aXJysm0uW9JdNrxA47tgTAgv55A62LG/fTtVgnVM7q6moj3t5EV95gVLpj01GJ0TCdAu/pXN+NsGRcCkFXDqfqMP5cLYdSXx3HIOmKlEyZ0wq3p/ctQx2zxAFPg0MQx2pDxOAVoNneMDNWyNKWhJk2IDysmzigKf+eJHOwWGrl+nYVDRZ5NxFiGanzJddjGo+596uO9sH61Gd2d9ESCJxeBBjA+wd02v7K7gIEMxXEB4vjK06Ioa+BQEywr3KqyuquXZblLwjU2KbDMBd26QBnmmsvabCI9qnrEz+R7ulpWZGufmpSkE3tEteWQNXD2xF4cmgjH34r2LjYmiO5IKQdDywpXRnbqyUo0P0KLiB2/G9jPajitbwldvqabCrnQC6Or+LSmWFb4AZUghuHcCsnKyo4y/bo8TTce2EWn9y2h1sKd0TdgXdhICwVwq981ekxQbMmyiOjWrAbOaoJbIzLBIcmMGXrLCiyO+usWHuomKwcOHKDvfe97dMstt9CDDz5Iw8PD7JT5FStW0GMe8xh6xjOeQRdffLEmle5cICu6zUdNYs7oX0zbhsONHH7PT1wxRL2tVTprMQSt1cJ3VL6P6oFYSPlppDew8KRu8fwWlYZTFGJEAaZegVu2rJDaDUwQVG0p/pKWFVV/q9xfeLsAWfBqxLKi2ryzBNKrysXPChmFElW5eB+V8KEiVlndwEzPILdDl2AiLh+YHKM1XVVFTIAe0G5NVStsY1XHfKmFSQgahURwf5C0rKTcwNQKA/X4EvtCJawnLbH6troIk/UkcHB7z3Bz0bdHjdFSqWYpBlFB7EvYmuaRlXR2Q0ppk2tuYAkht06yok3e0AzLio4wupKGrIokkwXYhQzLa57LeiFfT3PWDQxkgFsO44Q1aSxpg0D58+ivP9b2SVsiG5jL/ArvffbilVTIDaUUf5AvKtVpiqZd5rnGlZuPX7aa1jJBehv7e21XL5tTsFRuG95PZ/IwiwUGKLP4+8c7K1XK1FLIRlZ4YP1p/UsibxcT0nMEex3cmNNuugsbmcnK4cOH6R3veAd94xvfoPPOO4/9O//886mnp4cmJydpYGCAtm7dSi996Uupq6uLPvrRj9KVV15Jsws6wcTdsiL/vqIjoL847bE1qwvRnY7tyBnaI55RId871DpzLVCcaSxL2sysApGOrAQNkZVjtQB7E1mhjJYVV42o6tlUGnQdScqqEZfLbfXYNKV8/OhIIzUQYC+31QQdWYnbVaEqc3M43WoaV59ar05ha7KspMuHS66WFVtfmAQ3k7Aq38Nm3RTvS5Y5m42scKKRrtvtQEhWR6Q5RrrqLPVkzwSWDCrG2StAo25g8OHnMYXZyYrtnau+x9+z6R2rrlfdM+uanVWpYmqT+LfOymhTAETfyoWZr2YDDkWWEwS1J1Okx0lFEKvVVpCVgq3KZ+OWwdAiIo+d9HoWunmF2cbEz1sLxFw3EfhfSpAVd407gvO5y3XoiREkFKNnL1lJ1+3fQdtHRLKysDT6u0aHE39PVKYEsoI9rsVqecYel8wCZkK6fyE/Yn1NWlYCWujIRFZ+//vfM+Lx4he/mHbu3EkrV4YZKnT46U9/Sn//939P1157Lf3Lv/wLzQ+yotOgTktWJB0tbhHMuJXoFegGopxDPR3sh8ULAgPXNLr7S5sEZXIQoO3ZwJwtK5G2u7cWo2OyrOg0FTYXBJ1gIX/eDA23qlylsaSM9aieixTCYrNiVkz3DjKTFdzlrqOHMpEVBDvG8Sq4B7SNyAimipWI24H5UJXaCxP/cEOWFRcCKLdJNx7rmYMuQqnLe6YGLCtxcH2CrBjHRn0xA0nNdtKygpgjPH3yvKvsqkjEF/LkDf0RAXInsapnto0jmaxkUQyY1hdboga5Hpf76vqzHqWHvhzfwryEr79dE318guuXa1JmP+2kk6PfdIfdJp+tLcoGhiQ4QVBVnG0UY7pSYft5bEkRLy6zhDXHWJr/6brm2sHxyIWtrSMiYsl2P6p/Gd18cDeVA5E4ZsuCNdfBz7PhmKxMUhxJZSdu24YH2TEM6OPkGNK9J/X6gvXV5Yy9hYRMK8N1111HP/jBD+hDH/qQlagAl19+Od100020dOlS2rULvo+zBS6LaDbLSrpO8eAfEQWDm5atnUkciBaf5R1dAlFqlKzI5aq2uFlWWvL254EmAm4+esuKLcBeLYiZyYrqMx0pcYnroYxuGqp2ZBVKRcuKa12yxt0Ud6Gqx7RY28lKIRcwLbarFhXxCDi5HqHgcK0Mzzu4RbJaqtuE6VCQFntoLfl5PvyUYH09KiFT/EwV76NaR4Ima8RdLDGOlpVGyErKstIcsgJr8UCUHtbkBgZNMAJRz1zUmGUlfX6P7K6js9C6CeJmBUA97z/rOKI6FVJy/fIzqJ6xPrLSkkfeo1iRcCLBrXrYU82YdiMrLEW46rNAa1WBEiFNJsrUEVlpKkF9Afb7U0coJBNh4J5nLlpGxYT7bOMHvM4VYO3ZNTacUMZMJFJq28nK/UOHa4H1SeW1zi1dQ1ZaWlL710JHJrJy9dVX09lnn033338/vec976GhodinUodCoUAf+MAHaN26dTR7oRo4LhPW9TwFXV3lOje+EAcn5XgVXVtVVgkXgVv8TL7eHmCfy9mzAnGzNMzlsdndFGCv20BdM9HIv8vPJt9DR2KaIWSq2mIqV7UxZ7GsqIiSXLeLG5jNd99OVrg1467BKAsFbUWSR833iLaPhuvLSV09UfpHHHQqnljuHsSL65D1iZPitAbX9h507021hJpcMcXvuM7BLKTaljAh/jttWalmdwOL5mxSfK1/Y8U7gnYZLi9wxTGlIke2xEtXi9l68pmFE1hW4pTFk1GK0tsS90nCtr5kJSsiXN2x5Hp09cvlWcZXvecyZe+j3tbozBymxNgRBbQHJ9QNLLbq6dqhO+skeT3kVR5vkjyLKF0vD8KPE9Mk78GPAqgmDgt0d9Pi8a3xeWzpdSqMlTGR9fkLWHSnKhWmgEHKYWCqMu3cF1i79kTZ4rb0yd4Drgrp8O+0Ms2jLpvrhz/8Ybrnnnuov18+oI1Y3ApiVmY3dAPHxWrialnR1Vs2WA1kWMhKZFmJM4Hp2qQSrHQCdD1aPdKUb7M8j5AJLDE5XbKByXXa3MBcfcpld58sfSTDJkzoNJ8mjaiuv+V2msiKKehX11bVvV3ISvydpe3ttdSQAdMOPhQRELV2nAuSJ3f3OxBxW3uqBhcw10xHrpayah1kJd9Ey4obKW1Jqu6cELuBtSQsK83yr+aabWRbSsYopd99X7Gtoe0MwgXcc0CMQm3zgah/Q+1ofWTFxULXyLpgIx8ua7bLfXXX22IfVc9stkr1JA74vAdpNWoHyx5PwA2Lx0CFxwy4asTN1oeOAicf5jkSHviIeBWVO3RQs6xUDZYcHeACeyAiYnF8a9pCA1dIHHy9EMkKzwKGTGn9beHaMp3BsrI1SleMZAU9qT1GN440ZCWVSTWghY66yMqtt95Kb3zjG5Wftbe302te8xr6yEc+QrMXOhKgE2hdLC4ulpWq5vturBsLDgdOVz0cHVCVtKyYBCXdBtdI2lzTBjqVIV5FnNwqM7dtQ8w1ybKSm2H3sHqsW3bLStpnXdUm12xg4j102nv52n2atsbX9bS0MG0+tPOHI6tgiLQFDrEIuyOT/IbUqfUi3ITGarVKw9oDIcXrTW56Ynm1yWRFvgdlnIO6BA7iT4msOFuXbAH2QdP8q+NMYLIbTnrOps+hyka+BiJ3RPiXh8RIrK+U0YJicw9TtdFlrZXrUo0XF7KSlQzJbXV5BldXXImstISC2bFEsoTj736Es3Z4cLuaMOjes4k8IHZTdTizi2UlKV90RPEvQR2WFShqkEwCWabig1bV7V7XHeeXrwgHX893cBewdV29tXO4pqtuZAWy2X2RC5g6sN5tLohuYObvLzzURVb27NlDmzZt0n7+ute9jn784x/T3CYrQYNkpUXxmTzxs7mBlYWFA2cRwI0B7lNJQd9mWcm6wVHG60WBaMI64dKZwGxuNLoNNEvMiku2HhspoYzWJxehpJ53k5NiBmSyQk1yA7MJYdCGWgLsczjoLCQeO0bSBzaKQGwL4kvgO7w0OlNDDV27knNtrDJVcwPra1EFUuvI5PG0rIjfsQmrWSx9GrLSjJiVQkExI5tBVuQA5zRp6Lce7GnGYBQbs7h2GnkuA1lpthuYq2WVMq7ZpCm3rTumcpvCxdYXyb7jwvlkZUzTXqmWIGDp7mPlHX5ONs0FDAfKxtCRFZcEPCE6ouezJaFIZgJLK+24G5i7R0c6ZTHmVaE279XtXlw77wxu2rMjS9tMA8rfvWOhC9e67j7qjVxQS1Wdu18SsFrBKgcr7amRC1kSrutFCE9WmkRWFi9eTPv3i37jSTzucY+jhx6Ci8dcgWoR1S0ILiRGd13Zkayo64TLQvowSDG4Xm6TXI+88eniKKgB1wQ+yaadJhh3A+sVFki39Muu5XI9us9sQqDJsuJSj+56qlOzLn9HVb98b10GN1fLSpYFU/Ueglog865xMd4trb3bEcWrwKpiPqvJTSAaLU05uoGJCTB0QqB4vUpwU401k+Aol2clJTahtzlkBcoRrv3lAag4ayV9HkAjZGXMkazADay1ofsimyK3rKTvobN6ZxPE7WSlGaTUZW3mn8nQrf2UoR7XNVhtfeqKcsNOlN0sK/cPD9C/P3AH3XIIp6xTFOPyC8l9r4FMYFpPBbHt7nJA6AYmHtqrxniKrEiWFSVZcbOscHkheVaVOlBfjH8cLU+yeT/fsX98hMXKgThjPeCZSQNH7xkeWI9YF1XKa1cZj//dkzqc1qMusnLRRRfRV77yFX2l+TyLXZm9sGm/muEGpvq+i5ZG154ky+cn6aYPylO1tV6XJVergVjWJtzTPcDeblmRBW6VEKC6nhwWeBehtBGNqIn02N6BrZ06sqLaGXWHUcqJDWyES35WFdRzaiPIB3P5EDV2ZYd4Fdt95L+T73isHJOVXmc3MLE+3fvUkRtdO13GRaMKAx1ZSZYXHQ6dlX3qcQXyG3FtOA6HTMar2OvRAW4qfD1InrGinrOxprm++x6puYHxe4kuH5W6svi47S3NsNC6lIv3aKT+emNW3PqoKxLMxhPBzPq9Y3cUW/DbgX2RtZS7oPIEHPXhcHRmWZIo6/YR99hVuIG5WB/HjAH28XhH7jRTPSocUMoLOotQXD/SLe+I1uKFkLIY8SZQjiGhC7xWkkukmqxUqlXaOhzGq5zB0vJjHD2IN2r4rnm96IgPd9Fct/BQF1l561vfSv/+7/9OX/jCF5Sf41T7jRs30uyFi4ATZCyXr3EhK7oBS1ayEmtKZN9uW8xKVgHatvHJ7SxoTvVWP+dI0wLsm5W62IXQie3KKgQ0asVSfc/kBiaORZsbmM7vXlcmotNhbAfMJeKkzh5JwK2kUhbjJGEIxeu64yz39vrNlhUeb5HMMkV1nkVkIze6drqSjEaEVXK0rGQjK9wFrKulpWbtgnUmvYnUt7HCtRWAVpMfpmfa7NMWN/f7Qls8KMSshEBwt6tlpVluYC4kRoV6FE9ZyuX21ENWXIgb0vuC8OYSMZkmLTbWBgBuor86KB4RUL82Gme88JiVpBuYyzPYyIqchlZ93XgtwN5sWUmmCbdbVsLDo+Xgerl+9XpcyAf0+yNIPLEwDoNcz1Lkh4B7vUtmNKSEhqKls9DCXMiIfoc0MrC3CFe5zQX+N2KL1NcvXNRFVs4991z613/9V3r9619Pl1xyCf3whz9k56gMDg7Sj370I3r729/ODo6cvWg0w4uqHpMwrHMDy0hWogOjStVKbaNNZgLTtSkLKTEJPq4bn9umgUWUC0Bx3I18f7PAlb63baNkd1a0xqUvdClnXdwrbG5jqs9U9cjPKxMN1XMFGS0rqmfQvReyCO3p8QhTeXLzrqpTFnd2RymLVc+XTSCajog+hOvYnULVhkbPItLN/XrrcVEYmNppOBTS5pciYbSUdAFjd2NayOyxL+aT61VnXKjH9/B0W133DQ8hDJiPudrSlvUMLFuAfZb3SXVYPlyUGy7X29Y1uR4VWVE9g/h3shyKC6z/yeGof5dHp2KvDWQWbAZZwX6K8YCEEUk30UYtK6EbWFLodbWsJOvtiNyLknXZx/yRSdXh0fJ31c+AeyHwHHXMV+CsN678XdcVkxWMA9M+JStZQATDRB0h8QmzC1Kd+5ebe99CQt2zGxm/tmzZQm95y1vo+c9/fk3LBe3IpZdeSm9+85tp7iArWcHfBcOC5ZJBRPzbrRwkhbuABZEGhge6qtsh1+ciENkEH9v1gO7k+uTzgKigBBM81ia5+Hyn60qX6+pRfbfRvtDVQ02oR/cMKguKqlz8TEdsZEJgI2gquFgNw/oRt7JtWP8+uNvBybWD+lRtzjZ3uBEhFIpUQphK4HJ5n7qAfF39WYXDRuam7tnCv4sZY1ZGyqEVVF5zmkdWdPEq+vef1EBWM8erLG5rl1IkN2pZcV2/xLJG1lq5nBq8Xi5TtbW5lhX8DcFwsjxiHUMQLMejdLIIZH7wmJioo34cElzAzDGgqjXSPO7gBmazrEBuimNW+PxKyhc4G8rVNUnlAmaOb1Wvx5wg/WT3g+z7fS1Em/sO0NHpVRQEi2h1V49AruBK1WXY/2cn9oyNsCfGGBQVF2nLSsXoTpotEYyu3DZ3Fi4aiuK58MIL6bbbbmPnqvz+97+n8fFxOvPMM+mCCy6g2Y3GSIO63LR4Zd3gyJgNTB+vItel2ihV7kGuApSLwEXaxQpkqyXfkj5jpdgqLKK2vj4ebmAqZCV6pOlrOTbBRWgwWb1yUlCkisSohAnXmBXVM8ttdCUTcS7/RYmECkEiK8vuyH84mbI4W556uT15fm+lC5h4vc5X2DYXbAQzC1lxJasu485EVkwCqT0TGEdbHVnFsmUCU9UZPUNC+HK/L7dML67Fq1BGBdNMu4G5kBuqc80WUY9FhxokK2kCgHl5MDHFA6MLGATkp67aQDtGjlq/U39wvarO7G5gcH3NJ06FT183Va0wyw4QC//ptRNKvaxnGqmD6x3JSrFQE8jx7yWnHKUl7RVqKwzTFx5Ywlz4rly/hVZ2woqA8/VWwfeG5mbK4tiqAvRmtKwsSa1b+aYp28iTlcbICsfpp5/O/s0dZGW5WTOCyNdnzSyjrgd+tXCd0i8+8nfk9jeLlPDP5LabyQo0R32CsMiDaZNuGDZNVr3ZwEzvp1Fh0kXD7SJ8uAomYpmO5InXu7qByf3iIkBTBiIef39NV7eQvaeaSFkMl4V0yuImWVaULj/i9a6WMnlO8WtdhFVV/dTEcUduZCWjX7TKDaxZlhWsa0eiVMJqsqImq4UE4XK/L79XHK8C4L7jDQoT9ZIVl3Eh1yOX2cpdyLBre1Rj3rQ2V40EEPvC4UROnsDoAgZ3JpDm85eurK0j1aCqyEznhsPKtMWsVs3fri7g3A1MvmPyOm5VQcKK2OKZ3rNAZLJbVnTyQmD9HXFtLzz5UcwSibiMFR0DrLy7BecctbGzq7674376qzP4IZ76LLGzPV4ljDeJgeebrupkvNgixmOd0pYVUQ7KKvt5stKUmBVk+vroRz9K73jHO4wpjGcvsm40LoJYNeMC53Lf6K/oT+Rph3aTW1Zglk3DVRAXy10PwnMRoMxkRcSxaVVwva2PXE+wz7I4yGVZNZ8umkwVYaQmaFb5T51lRfyeLsBeJCuuAo5ch4vlI/79pM4u5cFj27UpiytNISvqtMWNxqyoLGhym7IKq9SAdVNnWck1ZlmRDoRsJlmBxhwkFTEkokLDVqcoBEKZkzltce2MFZtVWi53cQ9S1aN6P/WUk1RuW0fkNmVpj9x+0nymIysF69qMd+7CM7hlhVtIz122ovbZ0USGQXdA4ORWvfjkesqwj5jPWWkvFKyOUWOR4i62qsj3FiwryvaQ1pshjqlwScaT/h2uXmctXkGPW7Y68e2XbjqLnfbO4wHnItDv3I0Lh0FmtawgzmiqUmFjd1GKrLgoUlzXF4+6yMqrX/1qevDBB2nJkiX09Kc/nRYuWZEneBZyYyqnRHkuOmkashvM1XzBtpMVlaCfRXtbjyUGUC/NE5GvcToTmMmyIveRbuO2Haqn6uuslgwXYUJXj8oNzHZPW/3i91RCr/wd3TkrXPic0lhXVPeWf3dxZYyvWdQWv/MhQcjYoU1ZnDUOTHIDi1wnFrGUkHcozmSod8zr3qdcdyNzql6Li9wmtWUlVh46uoElBCqcYt84WeHxKkhZrI4hUa8L4pWlStndipPKBCbfQ7cnyJ/brlfN15kgGVnHl0t7VM8gkxVx7ucsCoDAeMCni3tTzbLSFpKVlnzSWjYhKcRcAOsA3LAQ/7Q4JXC6u7eq2x1mretInZuRvI7H4cSxm65uYFVrLE4tvtV4LpGuTt34z7PzRJ63/nTa3BsL+VMVU9zG7E1ZDGsuP7wzEbOSN/c1V3pgPKZjAEV4N7ATQlauu+46Flj/tre9jZGWQ4cO0fyA64DK6s8sf26rX0Uywq3gweHBmolSnlzpe8v1zPQGZyErsmUllQlMbn892cDk7+nqUdUl1+PaR6p7yn1XsdRPGYXPXB0xK7qU0jwoEnWMZRRkbNY89YYopt88MjVWS1l8VJuyOCuJTbYVgaK4YnXXXiLCv99o6tPFFLmMC1U7TdebiKeL0JhVE58k9FnICrTPMxmzYo5XYa3U3CO+VznQHyQoW3QRHwDhNGnFUX3fdY23ldvefyPKENc1mxqox2Ws1mtZqTItdrLVoSJLBtaHZOxZXBfcwG45hLmdDTytL87bQRB79vdvF+5hXTHVOxa5WOotK9wNrFVyAwucXcDSiUVcnkFPVnh2xWesWV8rxRpxX3RAYqPYOjRA399xP918cDftHDlCleodwpk6TXYBk+JVAJCxZMbE9No+UHMn7bT0V72yn+77Cw91xaw8+clPpn/6p3+izZs307p162j58uU0t5CV5ZotH8m/uX9ulnrExV51DbesBPRwFFCotqrI99AJdPwzmyAmfpZFcHcjKyPK0+vrdQPTZWUqREKIyhUvH33mIkw2quGuZqhf/Mxm/bEJvuJnpsxecj/J9cjfEX+X+1S03Og2wbj86NQ4E4bVKYtd3cDEdynfC/7IvfSSU7ZQa0E8SwPZh3qk9tRj+VA9X05qS1bSm2V8uc7l5BzJR1JPJchR0UhGwwBguGmpyEpL4USQlfS9xHOoTOBWFWjRk1Yc09rpWq5by1XvJ9l+dbnueh0pka9thCTp6tHdwxZPqHeHxnznmadC4PyUx6SeiHsVcMuKWBeG812DB+mcJSsilxwI6lhHdEk1QuhdwNRtTf6Ur1HLEOl06RJZ4ZnAEnMrvd7iAM16yUoaLgTFTsTE6Q9LxE/3PMwSpcB1LFR+YV0/yWG8JnHLoT2MnO4AoVg2Tut78J720o0HSrShu792gGO4jqPfdC6+amDP2c2D6zXnebUVbGQlcietWeSapaiuKpIT0YJGXY//pS99iTZs2EAHDx6kX/7ylzT3kJX9ZvVPrtcNTJ7MA0ntOTsvoqI43EnVNtV95I3JRUAjB0FJht0NDAtFLRuY0bJSrcOyEhi0enrhrT4Lh+56m0uEXI9JGHbRcLpYVnRkRbyH7Cancx1TPZt8D7dNsBRUmHsjdwFLZgHLQlbEv5PjCIGiYaYfsQ03CDnxxXqyEnRTX9dbTzNIsm38Bs6WFW5VQQBwSz45v1tTu0jQpNPDswmNrjErcdpi0WVF7iubMGErl5NWuKwXLu9TRCPKk3rXO5f1JcsaHP/d1aLyFIgxUS6zIG+dZQXuiVUK6PYBxNFib7meiH5BzpnAnM73sZEVNXhWrXQ9IeK0xTbLiu2wVDVZcXcZb+z39oi5XLtvR7RmXBe53cqWbDMgH/AEPJt6F9GKjvgetw/sY0H9j7D9YjRax39FWYGzluDdAUv+6s5e5T6TPDhX7wYG99X0NaZ9W1euniOTdbg3zjfUZVnp7Oykv/u7v6O5i0BY1MVFNSv5kK/Xa47c6pG1w8cSB5SJSsD0YZByG3T1N0Ora9O66chKOaGpLVWrGWJWbGQln9Ff2kWjKH7mahERy8U2lR2ECV2qQ7vQkD7BXvUMBUfhQ/UMOmFOXOBxbVv0rNCAdhs29bgcuexxuBtPWXyykqzUa3HTfZ8DLgt9TbQ+kjSX5etlNzOxDtuho3K5zo1Rt0mqhUlYVmwEQ+cCxl1BgGqQk/zp3QAhlAfvx5u+y/tPtrvi6AZmj1fh9Ys/5fJGlCpZLBzU4JpNGa6X2ymX1UtWdGtwMktYd0oQT4LHtiH2IibM8XvoiSz0ofVlTOHxYHYDS6ctFtss/21f10TgfBRTvekDIdX1wrJibl9yXkEg18sLWUmJ3cMELqGwjO8bH6V7jx6gP1ouK17dAFLKLbl/vOZUKuaxPuxkf2/s7qJHRsdp6/AAnVIziEwIa4IdlWqVfnM4dBlc1dlNrYxk/ST69Imw3bHfiolhU00RqngtaZYbmPr6qWq55gOwUJHJsnLttdeyU+qz4le/+lVd35t56ATcmSIrtgErt4dPvHDGi9NwhVILJN/btlHq7ksZtP0ZyIqgHeCZwGAe58JOuv26Z1B9ntWyYgrIb4ZmnZdzDeC4A7lRaXF0z0uWgx5t77masR4Xywr6mo/LMWc3MNzhjiMHhJTF7qlr7e9ZdW8RuQxzxGUuUJ3jy9TXug04q2UlX79lRZMJDGjNZwvUlzEQabYRhxe6/01LwiarXfpbbVmBAGHDIPczTxCjrMKEba9wsaBmXXdEuCpPXOqhDPWYvqdzxdWRleSc7bZYVnhwPc5pUr0HHoMVEmuxLXqtNCwanCio1x3de6aMZMXNspIkK+n1sitlodFbVg5GVhVYodIB/q7yju53tcUBsZNnLQoztD14jKczzg6uHIF8EAaux/d4/PIwK9n2kSGqJhQUbtYHyB7/tf1eujeKrQnd1UQydW/tt2JOvwfBMwQKV8S+9dcSxlQyuQe6lk85Jg+Zz8hEVnbu3MkOgrz55pudrh8ZGaG3vvWtdPXVV1N7u9lv9Hgi1kLbTue2DSjdZNcJVlkFcb5wdSdaC/cFBH+podKKNCpwy/XatHF2N7BavErCqpJVg+4iHOr8pbNqOE2adVN5h4Gs6IQVsZ26cnmsmMiNiazImlKdG5jcVhXxyFvcX9RkBW7B/EC0DT19mhPmXeeOba7JkL/X6KGdLhYam6XEZFVT1SOSG9M4bYCs1DKBqSwrOcFCkw0QHG4+tFuwqqANP4tceMQga7svOEvtbnGXSGpDs1hWchmFDFfLSlYyUS/pUT2D7XrdfbN8ZlqDi4nr0i5O6uB6nLGiJCt5kViLz1GyWlVQp3pPDZoUs2IJsI+UAXo3sMCJ9KjjVVwUm7o6g4zXV+nUviXMklQJxPmbXjdM4C5g8bEGsUy1vKODrUNwiT+WSFcdfseER44dpa8/fBcdmBhjB1o+Z91ptKV/qfRs8b1MlhV+VhPio+LEDLr3kZWsJO816clKNjewV77ylbR69Wp6xSteQStXrqRnPetZ9LjHPY4F2Pf09NDw8DCLY9m+fTv95Cc/oeuvv55e+tKXsp8dHbMxpZ1JA1ltomWFLPXoNFDlxGvi7pPx4hMoNgiVK4RLbEoWVwPVZ2KZmgNPlsupTGA9qXMvdJPdRWMplqm1d3rhwLbZ10PogBZpwzTFyehIib2vs2UDE+uX2+saszIUEbBOYcwVLEKdelPvFTSqCJyMP89lSF1sipVR/S0+o1ifybIi1mUbR7ycX6sbp424gblo3HVkBQjn40QlT/1Gy5nZsiK6gaWfS49tw0fo53sfYS6hqOO8pTj9elSoA8JAm/NmDxe0o1MT0rlNlNKGwoLHtKEaoVd9H/Fdqq43kRXX9cJFieGyTlHG8nrIk+oZXGNW5LWZWw1ky0pyDUgH18tKj/BaaLunK9PUWnAgK9qT69P110dWQrSlLCLCN4JAsKzoks1UU1kUTfcDIJDrg+tV3+X9rSu3W8nxO+byGf1L6eBEqISoByPRehO7iMfrP/pgU+9iunPwAI2Uxqi/zW5lgtUVWcXCeKZQhnrm2lOFbIDi83SpR3RQTbjiqw+DdIkDyk5ipufwWTYnLGbl0ksvpfvvv5++973v0be//W36zGc+wwgKtKGYdC0tLXTmmWfS5ZdfTp/85Cdp06ZNNHth0tKbyEq9sSlZrQZJDRQ/xC30P8XCfRNCUonobM1z2AR0m4DGPyPHeshIVhBIjY0Ei1lsWWnN6O7jshlnjXHRPa/uMxchIydNsekMJEksN10PhJtgoXDUof0ulhW5fpX2nuPXRIRzlsqOZEW9wYVuHVUW6LienSKMZ7mNiE4novV1BtgHSr/4NOTv1aPJVj2fiazYhEMXNzCTZcV1fIVzcKxs0woKp9e3mCwrqnumgcw21+3fQfccPVwTHOCXHo6DQQeBSENWIu37OhaDpAa3qixqNWUCU9XPU3vbyLBqfckyn+UyV3KTpVz1ma6Ml8vzIwuht63B4d+dyiB0gaxwNzANycQwbM0XmMZ9qiqSleqMpsw2C6Xh3+2G9N7QmvO/YuuSmxCrm2uQxWqWFedkPLp7VIXxr7pvuk1wrbph/y6hzC2eTB8jl3SvOrUvJCtT1QnrPUAEr9m1jfaOI2sY0ROWL6LHLW2nfF5cy0QyEL8rMb6+SpWEuo9bVuJ4lfCqLOPCtXzKW1bqC7AvFov0whe+kP0DxsbGmFWlra2N+vv7qaB1UZpt0Pnwm/LFm06rbTRmRdwAKqnXhIUMWsNTehD8tT0SNvZEKR5VmnHV5pBlI3PVuukE3yRQOl6eZtqM+PR6V8sKOW6IcrnslpSFoGUVMlXtL1oC7OV72oRrua/DBTjtOaWzlHABulE3MCAUHsyWFbs2Di4YPS1lWt/dH8Us3BVpQ+8WyEoWTbZJyJQht9f0nlVWpqyacl2SC9UzmOqhOsYv/8nLpzOQFb0bGFeilB3cwA5OjNH/7H6w5tLzuGUn0eOXrxHcKMqOZCV9DeYALCsm1ASMxMn1qvpNa7Pqenl9USWzEOtRlbuQ4Ubff5b76vYE13vY5mYxsX7ALSf9vNFvQWB1A8P1EG4HpyZosjxNPS12slILrtfGgOrmhMvYjJFOxR5/n8fMwHUqnge68eVGVuBGBSEdb2SZU3yrWJfuHjrZJ10PXNXhrhUnCbL3UbL9XD5QkZWAVnf2UGcBB2TqYmpiQDECogIie+nqjbS575boE/T1WsW6I8bgxM9ZqZZJHKI1y0piLWkWWUk+y7S3rNRHVmR0dXWxf3MPOkFMZ8LnGX50C0ejFhcdeSrUJu5rTnus4nNM7HQqx/R96hHQ5TrkeuT65e8lv4UFFGSF+6Rmj1nRCURZ3cBMWZmyCJ+qtort4VPMJZZB/OnqBsZjYeT72siK7b4cLqmLRXfF7JaV1kJOGNfydY2mLsb7LzkIu1lIqamcMs411fU6MuRKkshQLr7/8L1Nlu0kw+QGxoNQK4kuRv3JeveOHaPv7LifnSAP0vPCjQXqa90eWYc7jEKDy2YPzsSDsLOlLXap35waW389L8u6BpPj/FeVZyEfunLdOqVqq+2ZC06KnOT5IcnrccI7T9vfZyIrxRZGVqYqYvyCeu5PVyo1AhS7gR0TDslVfVe1rtnHqSnWpHbGijZeRXdf1d8huFUFFqPQTfNA5FZ5svW7bgK0mawAJ/cgf9VBaTzY1xqAywfxepNcF2AVPaV3ERVzA8b3DGsc3E2BKzdsYZm/YnAiZSJiAlkRgvmxhmGcpRN1NEpW1NdPV7JZpmihB9jPP7hoOMVy14xDNlKSq9M1SSwTJ68tA4VtAzKVN9GykouzntTOWEkcCCm3P+szqDZd19TFLsTNpnFXbeoqK6NOaBA/U5Eb1fW6ul0EYtX3TCRGd+/GYlbclqV6LSuugY+2cSRbVqhOcmNKH64jhqJQ1+jcFJ8rXEOmq6qxkvT35vNWlbGJu4GVLUNz6/ARtsmv6eqll27aTH2tuyPLYChMpOMLbJt9kLAoImZlMBFwm4Y6uL6e8dVsstIoGW6k3NZO8TumNV4uk5Vwch+1SHuZXhDnLmBQboXZoeR7hNdz4Xa6WrKSFa4ZB0kIs3A9QEQ3EtFDhu+qBrl9XUue15G8Tn3GSlZFaNqCGbuM45rboyxX4VlW5rqCBsvDelemLDru1hVuye2pWXLT7/PU3sUs7X2MtED/uyP7Wes2dPdFREVsg+nIBI64/kCoH/FTSApTzOVZFkN1Pba92r1PS0GFHbS5kLHAyYqKHMiLusk9rN5YFlPQt/g3Gcp1miMbWal3o5TvL5ZXnMgK1yIhxznXJtktKzKyCgEuqYtFmMiHTch06QsXzbdKICYL4dVBJ1jb3MByjhnzTGRFL3yY37Nq/GQNsNfNNbLUY9IoN4vcZlGS5BRCnes4VT2XeO+wT6cq5rE0FsWrQJsJ1wsZPLC5nLKsJMGFMggZHcVxzbvNmvozBnoD7qVYX1QIRG1oKk2tze1SH3OQjaxktaDI18/0eJTr0JVnJehyPSoXWf07VruApcdIVyTclhzICj+DJDztHnhQ+mlqk24tU8+htJtukMoEpj9jRXdf/f144oDwMEjR2jjicI/mlOfzctsqmQ+E7K7JB+n3iRPsk6e6J9uBfr3n6CH2+/lLT4pKdRnK7BYRBNir3EmT2Suz9l3gdH2egto4WahomKx8/etfp8suu4zOOOMM2r17N01NTdHb3vY2FsMyu5HVmtAMy4pOgFZtiLbNbTLDRNNZE6jBDc6mpSelwMIzfUDIQR71xiwrKgTHwbJCDZAVk0Ava+9tfS1DJUyo7q17Z6Zym8AvWw1U71I3R+TrdPeQr9G9Z5ugJNfbrJgVVbl8/yzvJie5ElYyCr06UupuWeEuYND8qtJK8/SecTYwdV1JDbJoAdHFqeh+V5dBeY2SoUgIlQEBCAk+8olzEchRY+2qqLKRlWaSBts4lct1z+eikDLVY1s7C02zrCTPWEm/B25ZKQc6d8IYPG4yneRFX392smInGbEbmE54dqunVhIEUiyOKCtMN9DWxiwxwxarJ8dkpVI7EDKMWZHXvbDeQj5PHYncwsn24ewuWD+QDQ3W3BBiG1zeofqaOBOYTemRrY905blcnORkoaIhsvLhD3+Y3vOe97AMYTt27KBSqcSC7/H7m970JprdMG3qLppP8adch41d67R0OsFKtUHoNCSmTb3RjVLesPKZLCs4BwEL80htk2hTCD82VzmXzVusR3fuh+mZVQK6y7hQP3X6b1X/yH1nIxM6Qqjrz0YtK6o2cbj0kXytSRC1C6buZEXne66rx4WUupASk5Y5i5AJiIS+lIFs28hKZFmpmgmdKbiePVFUZZwNTI3kKd06y4rNSqwfXzivBziqEYp4vAq083Egs1y//LfNlcl2vdzWrEoSsZwaIDdy/WKZabyo2m+qS/Ud17nZuGWFj9Gyg2VFf9aXrn7VM6TboIb+2ewHQop/293AMF8nKmX2NsKzi0TiZo/lyf4MbtaErdEhjDaMlqe0B0LK9bYJLoGBEFOC7Fl/OHKwlsQjljNKdZOV+HgAWFbGMybq0MFl7wtnFu+XhYqGyMoXv/hFZlnBoY88Axh+fvCDH6Qf/ehHNLthWlh12mFZ660baDpzp6sbmKmdvH6d64RqorkISlm1wLw+8bncYlZqZ6woNwl5g5Phck6JiWDahAnXTV3uO7m9JjJhEujle+uEA/73WZrvy+SDt0+nRde9S5XVqBlkxdWyYptrOoHINtd09bvMBZ2LXrOEUhVJNqXAVgmTcvv1ZKVUexwLWdFqoKsKspKuKymUicoWl6B61XvWkBVNkL0+XkW+r8v4kmFay03vhzIoYVzHkc2ykpUMyW2S721rq67vXAlgTFbMlhXErIQCf8XFslLLOCXvQ6bnrpes6DFeEi2Oujbb+4jjYOQChsDvUNgvOZIV2z0acw976NgRrYum+UBIPVkR3cCOleJ5f9fgIXZ+0+K29ih7avq7mckKVZnVChiI1hJvWZkjZGVwcJCWLUMmlySGhoZqL3X2Qs4GZRMyVGl/9ZMoCZ2grNsQxTLeJrFMHrQ2M7Tu2cT6s5CYei0rkRsY12ilguvFe+j6SKUFlMtNG6Xu2bL0hUoI0JEVnXCiui9lsHxwLLHUl9VCoxNKVHUdD7JSqZOs2MobcQNzERpd1hH5vrrUxarDRcX6ddYz+TOxvvg+lZobmHxveyYwEUk3sCQQHMqzOYVkxSVBiGpd062RsYVHa1mJ/MzTmcDkezVjfOUdLHGu40huk1yP+JnrWi7f02VNFctsYy9wsKCYlX/81G7IEtwNzNWyUhW07HqyEmWkTB1MbFqzbWTF5frk30mLY/rzJJL3EuMoOGIXMC5I6+aaqwCtvrd9TU1eP1Ut00Mj/DwwPWLlSJvVWiFaOwYikoa15vdHwsMfz1sqWlXkulT7jPxcQUIZgjGJ+vl4dLesNEZicoIlcKGiIbJy5ZVXsvgUkBYAg2Lbtm30hje8ga644gqa3XDVfJkE/axsWaft1ZGYesiKalK4CKZZBC75OxXnxb5+y4pJ8JXbqqpH19f8M7EuXVYmHdFTtVf+nBz7VJdn30ZidPeT+8FmQclqWTGNF9UmrhJMdJtdM8iKzQ1MRVZU7ZLJQRbhUJ6DpnEk18NRVMx9m9ArPl9O+52qTjbRuoGp34UkRimtKohTa8sXDIKCTcMZt18+zbtGVpgggTbfl0hPyi0roWtMs8iKbU/gZVnHi2lsqMoaIUO2+lXlLkRZ13fkpEjgwtloucRiGHJKYpEcL52RZaWQCO4ONEHcupgVE3m37UO6yaSvpxbLlci05ybcBor7HYpclOJ0zDorU7MEa7d6kK3vrkGeyvigZF3NYllRE8XDk2Psvd4/NMAIINarLX1Lpe/qnt9uHUPmMVjjYOWrUsDWsbRrrMt4EcvdxktOWIcXKhoiK5/97GdZjMqKFStofHyczj33XNqyZQutXLmSfTa7odNAZhEyspIVWYDSbYiqtorQkRXbwLdZB7KWuwi4cXnNsmIMbJTrUhEk02f1WFZchQnKkKLYhUyoBAkbKdEJDVnrqYcM6chH1r7T1UUGTaBto5THnKsbmG1ccOQyasqzjlPxGVR9xwUZ3XrkKnym21QxCmeyGxjONfgFEe1PfccUYM+1xx0FHqSvFjjcLSuBMiYOwAFwI9N3ENEjUSraZCYwN8uKfF+dAsZ1faEM5cmnciMf8ndU9aueS/4sq8XVVO7qSaCem6ORW89Q9N76lLFGyTGCz2GhKEpEVgY05Ei2kN0NjOp0A1OvO0jljTNk3GNWgoTLpcmysqKWOjibUJ6dlLjJQXhzu8eO0UQZGbp+S0Q3OB4IaSIrlcQ7PTw5TrcP7GN/n7t0FQvCTyKLG1jyvoU8kgRMCvEqnYaYW7kuW1+b3UxzuYCR9oWMhg6F7OzspB/84Af08MMP05133snKQFaQGWz2I6tmSrXJiAKR6bBInWCl2uBU7dTd14WsyIJ7VrJiEnxcY1Yi4SQHUzAO4prIYFnRCQHiZmh6BtNGmUU4aJYbmK0eVzIhl5PlelfSoxpDqiBHjorDeMkrSIeJrKg2V7ld8vdnIhuYyztoFum1XS+nDBbJk9x+1fOp3jMXmMTrA61vf6hcwOnP2DR/R0TPSt7JIB9OpM6SyEpWVGtn8oaQGx69aDndffQQlYLQ2i8SLrih5SmncCWS2yP+7apgyuJOqCMf5FBOGeo3KRJU9ag+s5GYRtdgsY5AKbTW4lWU7y0tZELbDcFS/UwhuHWfEZuUQGsiKyrhk/dzzvH6+G9uVclFRN5+32pNMQBNv2xZQX3cbTM+ud7k+uXe1uyWmGR5X2srDUxVabJymDqKWSy5JgIQJCw3P9/7CBsvbYUCWwvS0PWFC4kL10JkKwOW1uVOqivne6z6+hzrl4XtBlY3WalWq/SOd7yD3v3ud9Mpp5zC/s0tmAQr1SYg+yCLPzlZmSk3MLkeneBm2/hMG1Y91+cyxazw8xhqvsLObmC2/lC11UWY0NWfRSOuIyvyd1TtNN3DZhExkaEs9djuayMrOoGoKtVlWoxNRMR1TtWbcUguV8Wmic/Ay20ErRnKELEeealuhqackxX9eERALHfLCE8O1wvRJtKT9st3ISuqd29aFwK6+KT1TFgJgqRvPHcBQ4B2Wtsq31d176zWgXres0u56j27kiFbua79cjllbKvunZlccWOhtZYJLBVcryErLbJlJT1m9S5gMrKQDxVZMdfLyUpHsYWl1Ha19FUDrgAKlFYVEPLWKOmRu2VF92xUJ1lJ1tPPYlQnaaqiToChP73e7b45IbnA2YtXCs+vewZbv6Tfwcj0JB0rlRUn18vfrYesWALsyyVmIValj18IqNsNLJ/P03/+53/Svn2hyW3uQV5YbZoj1WbiKhDprjcNWN0mI95HbqNNqHfZyETYtIBZLCtE7cxXPYY6YFc3eVVtMlkZVBulqzDh4u4j37PebGCUsU915EbXnkqDJMb0LLw9LgKOXL9pMw6asNjrFAPkMHdcCJ1OaG9kHJnmWvowRnVaad140Y8jUxYvaBJRgpOaQ6uISgAIvxMYxsl408iKqY9ChcgVa0+lgnBiOAJizZnA5Puq7q1b+13WKXVb0/XbyIepftt9deumab/TtTOrlVEcMzoSk55TXJNcO2Mli2XFQlb4GSuxdd/2frJaaOXvq78Xn7Gimt/6ekKykq6XHwYZx6uIbZOvr1ewtpWr+wKWFWC6Ou10IGT8bnRzMxlDyac81qrHLukjop2SS7Fcl24N0r8zpA/mZ6yo15IZIisUugwiJXWII5gZtJDQkBvYs5/9bHr961/PzlrhqYtFXHTRRTR7odPqZFnsbQIR17TYBCidYC3W40JWVAKgTMR0z0Z1lMsCsdze5N+dRQy3cm1xTpvfxWfUa3vNpEFuq4ubhq4ul3GRNWbF1n6bkOlqWamXrKj636TTMLmaiO9AHus24aBZi71MGGz1mMZE1pgVXT02hYGqHpVlRaWJFd+nPPfle/ASvbViKNJq97XyM5EKRssKkkCGir9kPWm//CBDNjDxWr0bGC+Hlrq1Gmcc++W+7bVP1fEq8n1V5VmDxF32EZf3n3y27PVQRjKkIzJZ3VJ1pMSFxIQYi86V4GNQ7b6XFjK7WlprB5XqELs2upIVHVmV2+G2rlWqFeaqpj5jRaxP/n5yPPI4LY6DicMgVXW5uDvp1sjGLCucrOAMlOS18TiDmzg/EDKrZaU/Sr5w5qJl1FG8NUqygXud4vD8uuQxSRydmqDh6ZIhUYfr/kWZyEpbJCtdt38HXbp6LbXk4Y4LPNOiTJw/aIisfO5zn2M/r7/++tRn2NgqkW/f7ISLFlhecG3aNZVLiWojzqoF1mm55HqzbHBy/eIzmUhAPamLw7/D0+rLhniVLFYmVXuybJQumkkXQVzuCxmqvtDVL/6s1GnFIsd3E2R0A9PB1EcuVkn5dxd3HJU7mU2YVN1LvN9MjIuspESnrc5CVmTYLWjFXNFAVqYMWu00YtFDIit1xayoxkr8PuNsYKKbYlgmWlbuHTpcc0Fdmko1Kt9L93fWuAvXcUEOqatdSIaqHrFd8jOo5r9qXXNZa3Vtlfc7+XqzZQVjhqWJzeoGVmx1cAOT0xa7CJMmV+9slpVSUGG7/VgUX5K2rLgJt3JGvFpwvday4uIGZltL5OttcydEb5TtbNxAVrh7XnuhSC01ZaYbWdnY00+PX95Hj12yErM+Kj1sICtZ1h2RQOeZLJMmmKrv2PpIJaeksaarl/JUpgeGj1AQjNCz1on1LAyy0lA2MMSt6P7NbqJiW4yzClwubl1ZLCsm07r8uSljklzWiAClutY1qDy8rqMYa9L0vsI2TaaqTSbB3URWxHLVc7iUZ+0LWSix3cNGMqDNFu9hI5L5JruBuVpWzJqjZH0idHNNFm5swiT/js2FUnw/8rX1CpNZSbJqXKiWalfibiqHYK/fBpD9JklWdNZb3mr1WKkvZsVmWak9QaotMirRuV+La4e4HXU8IE8lcIufm8Z1vSTWNrZlmEiMKxlWKStc3Azl9YUT37JizsrPJrcz+Q4giO8bH2HvDmRTreBKj0fErNgD7G0Zp+Tv2tYv1Tqib0Mpko/0lhVdO8KfuVzawolsWMPRc8XB9WLb5HaoBGjd+FVdr6pffz0/sHOyrJvvqrTFunamv9tRLNLjl6+hNqYU1X1XVY9cV3oP4Xssgvj1VpV0m+zPII8Xdd8taW+n5284nSUOOBSdF2W+3/xDQ2RlbsMkWOkWexv50C1YWcmNWCZCR1ZUFh3V96hBwcpGDszl7YKroLtlRdd+28Kgq8dFaNS5++jK5fvY+sKF9GSxfKh+113vanFp1LIiEgOdoKSrz0VolDdWF8uKigSo5qAsiKmeoZG5k1VhIP5UtYe3Sf7crbwlVxCC49WWFbiBqT4Xy1gdmnrMQplNmNK9Z7d186zFYVagOBMY0i/fTES/MX4vWT7TbmCq/aWeccc/47C5AMvf0Qnb8jrC3+O0przkuJbr1wV8smN0qDb+kgHocrviuuE+VHSMWbG7gYmtcSEr8vVqlKplKWalNdM6mI9kiNCAGH52OLKqQBEIwb0+y4ppTXUVxNXlbYU8dRZapNKqMqlCPWTFLDOp7udKVkJPIYAbbJekTq63tdVl3zFfv667j1688dHCWkz00DGsZQsDDbmBvepVrzJ+/uUvf5lmL3RaHbnctOC6Wkp0Apd8D90Bdq4Lpbwx8bpVG1AzyhuwrKQO9xLvI9adZWPVkU/VM6juqavfReB2dQPTtVN3vY186H63WVZ0cUby9bpn0I2LoiWlsWoMmwQL05wybay6928j+uRoWXEhGbZx5FouP4dYzue5zVKmKycq5gss1iT8KLBYVvTzRze71GTFxXdc9W5MhE6uN8RTV22g1nyB+lraoji5vfzpouvFmCpx3cwaE1UPWWkGKZHLxLEy6KhsUY0XcR+RxxFfv+XMTirLik1hJO9T0ac5op2jw9H4c4k1ishKsZWmklkjEsD5KjxQOd6HbIS5XsuK3g3MTOLN62BecN3EWSuwtKQPg6QMz8bHnLwO6uLJ9M9m6qO0K19yH0oH15vu60JWTNe4uoHF6wMfBdndSXXj0Z2sAOi/Z609lYgOsL9/ue8RGpgs0wXL10R9Cbe3pY2K9vPPsoLMDfK/UqlE3/72t2l4OFxkZi9MFhRXzRcf4EWLhcNEbkwCl6o9Yj1kuG+zBCVVH8ntJSeBO2lZ0bmB6RZ7W1vl79g2Spc+kt0lTJu9LsBehq5PdUSP6nTT0pGVQsZYFrEuFWTBqqARVprlBpaVrMiCrAsZsrlj6oRJalDIzDWgGFCRWLk96nu3gKykrg/X9zjA3uQGxq8Xw33j3yoBzlaIE2vIn+t/VwmALn2dBA4KvGjlenoM82WXr6k4CpmuZCXrWmtb/13dg+V9igtT4kFyKlKnJ7Hm8tYMlhWXZ07PTXyCQ/70wfVyu4JavIPJDYzHRSAmAqeQp69RCa42Ucm07qTbUK5WMmYDS9ZTENzAJqPkFerg+iyulbpyV4GbrNcjg5YQTqa1rKRPhs9yX9drbO88LfvljptlRY82QY6CW9qvD+2hvWMjsEMS0e3Rv/mHhujXf/zHfyjL/+u//ou+8Y1v0NyBSYh1MaPbAuP59VkFLrkesb2u/rIuAr0MF+KmapdZsBLJivqMlXrdwFTtsZEV8XqXPhLJSlVxz3rcwMRnUD1fFqG0WZYVVf1ZyIqoWTW5gTVKVmTYhExeZts0dGRVrEs1F1TlunGkm5+mual7bq4Vrd+y0pIvKt3AkNcf8QL4Rm+UycckELBWK+oZL4dEJRcJkrrvy+0yC4CqPhXLTJu+yXojapnlchci4UKsVHAhw64WFwDC1ESGGBRduW58iUoJVbmqrar1V/8MYvC4OrhebC+vI3TZKSQeK9C6gMVnVjTbsmJyxYZ1J2lZSZMVszVBjFkB4ekottNhZdpi3bPp5I5qBjcwV0E8Lkc2vqTRyyVmxcUarruvybKSfd3hKbGXNGxZsa0vbiTr5O5euuvoGIvtWt21Jyqdn65hMxKzcsEFF9BNN91U13f3799PV199NV188cX0jGc8gz71qU/R9HQ4gH/4wx/Seeedl/j313/918fRsqIiMaaYFZOAIdcv1qMjEq6LRlZtr42UiHXUK6CrYlZQ551EdIfiPiZNgyyYqsici4CjezbdBmoSPlQpXVVtswkNNrJi6g+XemwkxuZm5kpW6nUDa5ZlhRw/U80dF8uKqlweXy6WUpfrxZ+68qCOOSJaVtL1cBcwCHWwTqSfPVkXiIqqh0VXl1g4dHn/JgKAw9FsfaeDmI3IlnbdJnzqxnU9a61tbKvGnqoe8adKYSCXq57DRnptFlo53stl3ibHlthafTY6NckwkZVaJrCEwkwejzqB1ZWsmK8vBxWW6YxbHLMG2Iv7zXh5mpGfwegsIbNlRdUel/1OrkfVNt3fcfmitg4pg5lMVqYUZ7BlJQBinaJlUf6OjaCm5yyWL1h9QqXLQThiRT/Vz5OdrMifq9a1oPbb8og0hRbI+ef6JaKhp9u1a1eqbGxsjD772c/SihUrMtdXLpfpjW98I23atIm++MUv0pEjR+jd7343dXV10Wtf+1r29xOf+ER2rgtHa03jlxWy4Klb1MVBIy7cVUU31iNYmTQZ1MBCaVuATEK4q4CeLWYF56wg5R8mekhcjhER1wY8KnItUE1ek7Cnur9KOOB93YgGXUU+dWTFJGQ20qeulg9dPcfTDYy3VYwJsAmTLkRcVY+L0OjiBiZeryN0pjmVVVgV+98kfGYdF67loTuMyiKSdgFLfi6DzTBFPRCm0gKZC1mRhQ957risCSqUDG5gWWNTTBpR3fpiG8Oy5VZHMkyWPhW5FMeQq2VVV66z0KrKde/HPDdFdyE3NzBef05yNdJkAmu1ae8Lju9Z/L78HtSoIG4mIvFIHJC2OIr1qOZK/C7HK9NMWA0iC036sGW9giH9bLpy+Tv1lcMN7OiUum1wOx0tuwTYUwayIh8KqVt3bGQlREuOaHXvouiv30Y/H0KyaEubbM9g2r9030F2w5Bwh1Y185hb0GRlw4YNgqYsHnDr1q3TuoiZcNddd9Hu3bvpa1/7GnV0dNDGjRvpRS96Ef3yl79kZGVwcJCRoKVLEUDUKGxCo80NzMWy4kIYTIuDrp22Sap6LtUz6J7ZhfSI7ZWhEtARyEv0ys1nszSU4biZkBaVVsUzqO7roh1UkRXTs4lt1dWTd5xKuSa6gVGDbmA0w25gpOkjW19n3YBsJNZmWeGWHheyorMyqQQrV1KiapfLuJOfjwxtEv8mi5AZj7tWuIEp2jRcO2NF57KZ/E6y1SJZKdVJVlRzw9bXNjdDeey7xqzoyk2xUrr9Rbfu6NZ/nSXWhXzo/rZZVuTvubqBqQia7FptWy+kO+VyCgFcfo4kWZGkEsuBkOlr9PPPRlbcrodlZYwflFoQLY5yfeLaJZeHmCxP02RZF68it03VHtWaqirLallJl4OE8DOP5DpxICSSH9RvWUnXGSvNzBYK8/ocz9kXnHwGFXKcrHCM1tFW2zpCmveffL5FbWE/waoWH8g7P9EQWdm+fTs7T0U8vb6np4dZQuDOlRUnnXQSfeITn2BERbScFKM0fCArIEjNAM+bjZcLgoXBEP4eDsy4vJqhnAsxvK586np+b3U9qvaE34m/K34H9VeF++ramq4rWR5kvJ4L/+F3kn0afkku53XwgMawvorwXCVD36nvi8+S5br+S74fVX8n+5eXh4uc6j3Ez8b+zzZv8f2Ki0uyL5LlYSYXsR65T0nzzLw8fL70O9C9G/48FU3fye2J+08FfZ9WneZI3Cf8XvGYSH4W30N+l/IYk69XvX99/cnxono37nNEN+7Eevh3k2Ml/Z5t40LXVrmcv/9yrZy5gQXpdzE0FZ9eL7Y1PZbjZ1PVM1aKhTL5O8lnIWmd5HXo18h4bMvjS14zRYjrTsW47tjLdeNOHBdVbXmyD3ibkaxGfE7xWXhfJMeE2zrCxzbqF/tUNV5yjuOoork+HF/xvVVzQbwe7yHuD6A9yh7JXcDS7zE5Xng/hJaV+Nrk+kI0EpHwnmKrUKe87qA9BWmv1Y2LqmIc5aT+Sq47jKxE7mgg8elnS9YjC7fiXJgoT9NIKSSNy9o7LeOd16GSR3RrdnIepvvVvKYm3038XuN+DhLvBVamYg7W3vSaENcTGMrld4l642yG4pwxtz/dFzxmJS0zpNc11T2S87qe9SV5j45CnvUX3Amnq1Vqi7pWPVdmJ1zb2hBZgeXjwIEDtGzZskT5H/7wB7rooosyZwRbuXIl+8eBwyX/53/+hy677DL2N9zA4Hr2k5/8hPL5PF1yySX0ute9rkZmsqBcDhdHnFM0FW3K7e3J8unpSQqCYlSOwy5LBKtbqTRN09Mj1N2Nb+Voamo6uqZEk5Oj1NlZJvC3SqVKaBov7+kJ7z0xMUWdnXi+Ck1MjNbqGR+fpK6ucIBPTIyz3zEwR0fHat8dHR2h1tZp1g4upFYqZVZPoTAe1RtOCPwbHx+jjo5w0o2Pj1OxGD9DPl9m7ZucDBdNcETUlcuBgKKdk1St5qL2Beyz8PpJKpdHqbU1iNoRgpdDm8HbG7Yv7IfJyYno8xDF4ji7Z9gnx6hSydf6bnq6zOpGX4yP8z7C849SV1c4WaemJli/Y7CPjaHfq1G7J6ijIxKUxiaoqytXc1FE38H6Pz1dYs/P3zN/DvR1LjcZ3S/chMK+m6BqtUjd3eFmzzE6Cl/RadavMcfOsXYChcIkeydxH02zPkA96NNqNXzeyckpVt7WVmHti68Py/EO0Yf83ojjmp4O74FxwhcvZOObmsJYCMdY/A7CsdbaWometSyVh+OCP2+1GrB+D+dFOB9UwDttaSlF73eKKpWJWt/hs3BMhZtgeM04e56urnijgfsn5kfYX+EYFusXr69UAlZPOAfjcYH3w+dOOBbiMYwxwudCZ2dyYcQag+fs6orfc7EYjr1yebr23HifuRx/tliLjfHV2lqOxtQUmzvy+ML6ks/zcTdN1Wo+6hcI8Tn2PFNTU1QqjdfmTaWCMRW/f/l9huMR7Q6fjbe1VCqz98/nCC/HO8B75u+yVEK7w7FaLZWwLbPxiD5C+4DBKBNTWzV8fkCc17ysrS18tmiLTdUzNBHW0wI3j+g73d3ie6gK5bHWEP2DNufzY9G7DcdrOGchgBRr7zBe78apWi0kxhevm4O/awD1VyqttWfAuA/X7nBN5e3Eewjnd9hWPr5KpfB9Y95g3LW3l6J3jvcXr3vt7Xw9whrM9wtxfI0l+pfPc1wPwR/jLnzGqvD+87XrsTeF60i4vrS3h/3EgfaUSvG6Uy5PGccLn5Py+OLlfDyKAhueH3MhPXfC9yfPQcwd9Gk4T8fZGiRu5Z3RYaU9hSLr83z+GFWrmATxReJ4id91ITG++P7LwUl4sRyPO3ndwbMEQauw7vC9fDrqFz6+wgQE8ToVr594Lsx99Htr61Rir4Qb2CCfP7l4v+BoaQnXLS6sYowDpdJUtI6UqaUVFqSARqYmaf9kuCb15grG8R7KE1jLpmtrJ6rm+ybaHZfz/XScKhXsQcn3E861YqqcywFyOe8LPC8Hrxs4PDESvffwfct9wYG1P9zjJhLvjO998f7N2zlE1WpYwOcnewfRHMf7E9c1PscLBYzVcGxj7Qn7YoytF0D8nXhda2+Px734fB0doezEvTx4X/BxxNcRPlZ5Ozm5KQtjmLcr7OsJWlRso/2VMk2VSzWyIo+B2QyMoxkjK0996lOZ2RIv8XnPe14qbuThhx9mRKZR/Pu//zvr9D/90z9lf5955plss3rmM5/JSMtHPvIRZoV59atfnbnuInNJCCdNG1tFwsWgKKTMC5+rKFwfrjYtLQVqaeGSaYHa2sLfi8U8dbNZEi6yhUI4aotFLJ6xebYjytaRz+eoq4vXA0E9LMfg7Ozk5SAL8cwL6+GvDT+xafL7hotwnlkvwsUrrCd8zrD+cEFoaSnW2tnOVoLwmtBKFgqyHR2YEXw1wOLLr0eduB9I6vZa29rZqa7dKT9R3g/t7ei/bkX6S9wL18R91xq5nmCcdXV1Sn0RXtPWFtaby/HnD/ulo4MH72Oh7qpdH/Z1Uag/7KPW1nh16e7uSUwLbp7vZKsDv3csrMb3Fc3veN/8ORMOulFfd9cWLX54eFyedLmJy5NTFe1vbe1OmexbWlqppaVbOp07fAdhm/iqHz5DoQACFt+XC0kYQ/Ez6IM/w3dakNrKP2sV3n9OMwb4/OBlY4r6u1NjqaWlhVpawnGBBT2eO8kxElppo5ipzrTfO+ZgeL04R45F7YpdW8Q6uQY5Hl9twjgSx2/Yl23MVF8SytuFucbXoHZqa+sVnpOkuZZ084nHY6G29sT9IpYXlO8Zaxh/tp6OzlqGnrCPwv4eidxUVvb2UbfCvSR+Z+HYzOOk51r7eLuJyuG5ftTf0SV8J0kaxTUu7gPe75XaPA/X4bCvJycDxXonzi9d3fG9OzqS8yufL9bejfi98D2I9fH+5vNGXAvC98l/D8cwCeNlJPFudM8fX98uZOXi/YvynkiYxToSSHMwuSeH44u3u1q7d3q8hM+Ffg7bJJe3RuXJNR7ZqcTxFc+dZH/F+xp/toKwZiddHcMzUKZpWWc3dXePUy53BwUBvn+xcFWSrHR3h2RG1G6L60s1CGg8Cmpf0ddH3S3q82LCvSLeO+O9nM8j0R2uHK11cXk4JkPZIuz35BoaUJWmoywAvW0divffKmT9guIjJ+zb4TrCFQNTVKGjkWvbuv4l1J1y21TNtcna2snbGs6FWB6Jy/lcTsZlxnM8WR73RbIc6yD6YmIy7ouODn4tUXk6FFr72tql/kiOZfRBOGZHNeVJN4DOTi5bUKJNsdwku1DyPpqqvQMuB8R9IfYprydZf3g9n498bIfyA++LuO2t0lgtJLK+FRN75GSi/pVdVdo/NZZ4Ct16MhsBkjljZOUpT3kK+3nDDTfQ4x//+ETH4KVeeeWV9IIXvIAawXXXXcdiV0BYwgWYWPA9x+bNm5lV5/vf/35dZAUbX/x7bGITfUdF82tYntdcL5aL3xfLyVge1pNL1RNrb8Q2qeoR7ys/g+oeuvJAql/VVu6DnBw+cXly0+HtkdspbjThJaJLUkHRF7ydyTbF5apni/2lze+TLO9ZfLZ4WYjvLRMccTNT9XUoNKSfoZChT3MJlwBVH6XLeb+qr4/bw9+HOWYl3Ud5S7lYLynKpIxAtfcv1pX8jnoOqt4z662o5scS0e819fPrq8Y+kt9Del1QzSn1ehGWc/ICLXdZO77idor3kNsql+el988JQJi3v1pzKwnbBLcCnqkIB/KlfeqT6wxQyOdqAfbi+6nFrLSos4El1wVxTVC9S936ZRpfcttV90hem763OG9cyuU2ifUn3418vek9p+sJ1yPdWE1frxsvvK0xMTRfL69T/PmTcyd0n8k7zJHkewFO7u2nfRMVevSiFZTL3RddhzjH9BhKt0NdhmQPVSiJoIBIpC4mx3VHNy54UoSkHKFqDy8ZiCyXXYl5IbdDHfuCcr7uD0yNUzXIs3kMl03zeE+2x10miJ8tXVe2cvGckLjfiEZ4cH1rq/QMcj2yHGErFxNWBJpyVT26cYr/yXNXPSbT6wKfr7Z1hNzGUS6g5UypTDRVkeWSuQHXttZFVt73vvexn1/5ylfoHe94By1ZsoSaiW3btrF7IBPYGWecob0O1puDB8W0cVkgT4bAUi4HCYr1yOXid8S6OMQFqJKhfrkueSGzZTST25qlXG4X/1z1t1yuCx4zZf5R9Z1cvy6oUU7vqXs2uX6yBFKrno3/LW7e+QYCo7OkQDb9rruvrf56AuxF6IKB5fp1fqpyuW5Oie/S9H353rq54xJgbwuAbiTwXnw/ZUUmMt1SrWsrh6r+ZGA0YlaYp55QD09bjDiT1ppwYX5nsKzE2cDiOZg++M72jnXlurVZ/EzXRteAY1vSENNaQXW8f7Ee1aYtjr2KoVyX3U91vcv5S65rra5+lwB+3dwJ0d/aSs9ci5O5ATmrk6pN6nK4XPFDIo9FxyAggBtZuPR12cZF4JhcR74+qi0XkgygS3kAoirRjFx/9FkUW4ngerXgZxrvLnIQNWHexnW3CSd2inFb/EDInqLZMpS9Parnz9p+03dyde5f9ZRXieg3ifqXtYfGAsSszGdkkUKUAfbNJiqIS3nLW95CV111FTtnhWNoaIie/vSn0+HDh2tlyBwmx8u4Q1woswrucrm8QAeOG1wgZMSKTc5mUiATKPF624aoa5Pu2eR764Q3ctwoXRYRVd/ZyIpcbkqbqeojHblRtUdOya0SJnVEQtVWuU9c+1R1jfi7TZiQy+X02zYyRA7k1kTEdRuQTWjQCXSm+k1jyYWsyPXI16vqz6J8MJEJ0pAVmzCpK0+nrgYZqQTJ64d4JjDR0d5CBPK5vFBPfG3NshK50qQhKypIs56KfSpqgk3rnepeLmTFtB5lud6VWPFn0M1zXblMMuRyXT32LHHm622p2utJ+20StlRkJXAqQzB7OhOYTBB0e5NtL9cp4nTjIq6NZ9szn7Eiv8dYmcdznvE0zenDIF36Kcv65Uoa5PJkX7Ry32cmYJcsB0Kq6s/anqxkhZeZ5KmsBIosJNZ1fRlRHrSJ0QAXR/195z4aPkUGaYV/+9vf1g5u5AFWCK7/l3/5l0x1oY63vvWtLPUx3MgGBuKTOPv6+ujUU09lcSo4CBKk5qtf/So997nPrbPlsrAqDo7AkirSdSDbrhf9D+O4kfSCThnJirzQZCFiYj02wb1RsiJusLq+U8Gm+Xa1rMjtUrVfJ+yJ9c8my4rtvoU6loKCVI88P2xkRZ474k/5d1cNp4sAKN9bTqcqXm+yAunGu6p+G0kylZvOwbEJh9W6Neit+QJNlNWWleQZK+bUpTg4Uj5nBRvoROrgO5twkKwj2/pl0y5WmySU6tZgG4GytVWeX7kGz03S1eM6XrKSlWZYVkIX2eS1WchKsl9x+CIPPOaHDvak4jp0647t/ddnWRENILHFUXW9ad2MXNOiv1Yo0xbL36lnTukEdNVcSFvIYutfWC6egTNenoqDwsuqAyFd7msr15GVqmEeyn1Rn1XPvl7Yym1KmICK+TwjLAFFwYG163UKjgVIVj760Y/SBz7wATr33HPpN7/5DfuJALRbbrmFXvnKV2au7+6772b/gMsvvzzx2b/927/RBz/4QfrHf/xHetWrXsUCnZAlrJ77mBdKcbMwbTLi9S4DsF5NLP+OiayYFkqdoKR6PlNbxfvoNsSsLhSuGs6gAW2y6b3p6tG5MpmEfVmgV9VlegZXoVR1j2ZaVlR1ykRMtyCLc0EWfOoVJuV76FyxTBuravyZhEydtlq3+OvmTlbLrdguuW78jAPJ088hj6NWSRkij69Y+ANZGY0sItwtgx8ImTw5XPXe4/USlpUwq1h8LT/4DugwkhVVuW1dE2ETrEzPICKr0JDVuq2bC+L7V82BrPM567qjIys6S5/tvqZDZ3V9xNsUpgzWKzRI03+87uS1FaVlxeZqpLLqNZGsCH+ryYrsDp0e79zly2xZsc010x6fq6Mu8W9bOdFEZZpwagmSNTVuWQkyKEXJoUwmYbp7mMZpvWSFLOWUKEfK6iR01y9QsgLLyXe+8x161rOeRb29vfStb32LxZF87GMfowcffDBzfSA7t99+u/Ea1N0c5DNYSlTlKmFIJzzrrpfLbZYB+Tsu2mGXZ3C5Xq5fvL/8XDNFVnT16bR6pvvLZFW8TvUcNqHeFlMgX29bnBolK7rrC3WQFfEzle92lo3PJkyqFnvVmJevNW2UOcWm5SJk1mNZkdujaqduPJreT5z9L1muW3s4yZiwCpMgK9wiAsEOiZy4GxgCdhuxrHAXsI5CUYgR0AkHLi6AWdYvsR5dP+kEK/lzedzZhA+xLpf1SP5M/tu2ttqut40XHcnggnTJYS6o6ne9rymeTAf5/avJSjk630OMWUmTFRcXxCxkxSSUJs8HMbuBmd57rhZk3ZLPS4oFV+FZJ1uo1i/bmp20oLjMkcnKtOVASJc5ayuvxw1MLs81iazkmkRiJLLSgfN15GfWKVYXYMwKDml89KMfzX5ftGhRzW3rhS98If3whz+k2Q1ZyHDZEHXkJstAM2kHC44CurxQmjZ13f1NbbIJn6rvqf62wTXwT64/30DMisndx/QcKmFSvE4sV7kbyd/R9ZWrG5gONiKpI1WmDVPn4qbb4GTBR1YMiD/l322abxdSbSOlYhtlAUd3vXhvuSzreqG7niwbTDHDXGixWO7EAPs41qRSLSfcwOyWlRj5XEx6+LXjFdvp9WKZTsjQrUeJu1vq1j1D1jhDuU4Xkqwbj7qAeRVcLSjkWK4bF7Lljr+3acV9TUoSnfuhTOhFYV+0rLiQFZ0yJPm9ikBWam5gmbX3tj3eZlmhRDn/Fk5zh7IgDXcyjCuWtXdFygC0Y0jRHh1cFABym6hBgTuuZypaH3hwPQ44RMIPNUx9YSoXx5zO5cskB6m8XmwESHePfJ3lAZmA95+8wvbeFxhZedKTnsROnEeMynnnnUef//zn2cF7SCcMS8vshiysuggTtnKTdsW2iYnXi3WJ7aUMi0O9pMSFrOg2yqxuYC4xKyqBTkVKxHJ5Q3R9DzYi4eruZSIrqu+Kf9djWVHdwyW2ph43MNMGZhJYVHNNBdNmQg7vUv5MbI/K8qESSnUCnXh/3fWqOegay+JiWZHL5Wezvee0UAp3Eu6+VQnKzMefu2S4kZVASF2c7Nd0JjDxe42QFdtczkqGTesOv4eqrVksdHJdqvGVa1C5YVsvbGRCXgtlJYZuLphIiatlxeT6ZCKheSeyAlejmhuYNWbFRmIDzXyyXR8+G7esIBOYOYOXfXzh68trbkBbiehXRHSvdD05jFO5naY51YjAnSYrfL1JW1Vc+kLXHvn7WeJksxA31e/m958ep65uYFXls8ENLDmMbO7WC8wN7DOf+QzL2PXSl76UxZNceumljKTgIKSvf/3rNLshC7Ecec0kcNGUqRYCjiBDPaQ8qCj+TjNiVlzLRdjcpUxCvqk+VZnO3Uduq/i3TmNp62/VxirHB+iEQBuykg9b4KoNNtKjIyWulhXVoq17P7psYFnIiuuirpprvFwlKIn1mGKc5LpVYzyXoU0mhYGNrKjGno642zTx5eTf3LISVGsCHSwucN9yJisJy0qQzATmRFZ09aveg45I2MhuVjcwsqxHJgtd1nVHvo+pvF7lhm5sZ10vyDGGKm+xrIhrtkwATOuE6hn4d5L9GkQxK5OV2NWoxxqz4ipkFi0KCVKTlehvswuYbW0JP1vT2U1b+ldG5Y9EP3cS0aMdYgB1CgDVtS7Ex6U8BpQjpWrFYPESv9dsy4rqHVcc+8JmWeF1mUivTv7SXa9/ZoyjFuHsQPvcWWBk5fTTT6dHHnmEqshjXiiwk+vvu+8+Wrt2LS1dupRmN2ShRKUlMgk99VpW5PpdN91cnVo93TPoylX15DSClW6Dc4VrzIrrhmsr1wkTOg26jay4PK9NaJCRlZTofueCQDVDbA1/z3Kd4jPj+13CSfOmcSHeWzcXZKiESVssiGr8qsaNq8Urn3Fc6JQeqvua5qCpXbrYIV1bdXNTTYZwTB5QoXIiuD6p9dUpUKLW5fJUrkpuYJnIioswZCMsJgEjblf6b9c1W/7MNI5s7z+LZWWm3cBcx4vuHjaSpFMkFZpgWTHN/TBpBMAFYhBwEPEkbONCR6CKFiu/WvjkQfFJi2MWa0Vc14Ur1wonz7vARKp1c02+two260C6rx+9aJIGpyaFM1ZmgqwEljVMN45Ma7ZubIpjWGXFcbWs6J65SjqI59fMR8tK3W5gICh/+7d/SyMjI4yoALConHPOOXOAqPBH12l7skxqXhcvJ0u5Tljhn8mLukng1g1klwXItVz8Wa9lRVeu0niYNBA6YZiaRFZEuGgaXZ4rZ3HfqdeyYiMr8nds9evaqRKSn0xE6x3Gi8qyYtN824TNrMKkinyI16vqMZFQ1XsTn63euUYZLSv5OoVbuX6u6Q1/VoNKjawk0xbz5xMRpAPspbXNTFZyjgKjC9Grl6yo1mBerhp38meygOCyvmR1M5SvaaZlxXbfrO6hriRJLq/HsiK+A/2cxUnlZhcw1b10JFa2oIhuYLrxoppvZLGsmIgbr8G0psr1ZCV6tjklltvIhM4DhKi1QDQ4NWFxA9ONC5WsoGqvbv7r6slK3II6+kKG7hnc3MDk82vsc2cBkZV8Pk//+Z//Sfv27aO5CVmIUQk+JlJi2pRMLFqnHZSFiUZiVkwCl0lIE+uQ70kGra7qetV35Qlk0nK4uIHptIOuZMUkNGRLUVypVOmRh5bQ8DAEvDhdq96akVUj6ipAuwi3WYPs5WcWib4LWbEJ6I26genmlKsbmE7JINZh+sxlTtnKbWSyXuHQVp6spxpUa4fV9aeEusBMVoSsYm4xKzrhQF2/3NfIgqQqT7dV5waiut5l/rmQGBdipRIkbWuurdxGYlwtK+QwHl0sKzKp1lklt2tcgE2oOsXEFXLhWT/6tMViXZRh72/ADcxqWVHdlzT3MK2nOvJukxVU411HfFzia/TtPDo1HltWlO/GlQC4kBVbzIptn7LdIwuxsu1r2Z6tdZ5bVhpyA3v2s59Nr3/96+k973lPzboi4qKLLqLZC1fNp8v1LpPUhQSYNFCkqEtnItYN2qzaXt0GRBZXI/57cILcwEzpXU0kU4SLZjp+3j27hmjn9qU0ONBN510g1zUbLCtye+JsUOZ2ym1SEUBdW0c0cyQLWdHdw1Quf6ayVprqMQlLecucFfsg6/qSRTi0WVZcEywkFQ/w71efsSK3V/w7qLmBxQH2Lm5gvC94/4hzX3QLUsG22et8ymUFiWnd0ZES8Xo5C6DqneqsCSrSVi/5kKEbF41a4mwKHVeSZKpDpbAzCY7iHpReX4r5MNvUSJS22BwXQZZ2yu9YdAMzEYmsbmCqPVWux0QCbNYp295vegbe366CtU5wDzFaHqWRaJ1QvxsbGdK5XMl/B5b9RV6PyNDXrkoPF7mG30PXJtN9Y4iujfy8rPmEhsjK5z73Ofbz+uuvT30GX+dKxezjfGIhCiU6gV6+PjcDlhWdhsvkAyvXX82wkGV9NtV35A1LpRHTCdD1kBVde3QbiosLnVwut9OdrMDFYN+eYfb7yEg7lUvrKbkHuZAV+RmaQVZ0KYdd3b1M9WQZLzaNVeCo4TQRDNWckj+zaQZVdcn3VX3mOr5s19tiBFTtyCrcqsdXLgrOrBIsKzo3MLPyoWgMsG91EA6qijXFtHaSwxos/26LTXBZN1VtCiSB1URKs1juspbXS2LqcQNTrfdZyIpOMaAT6FwsK6S0rAyVp2fIsuLqBpbc14qRJBnPi91EBC+Vc4QDXeX7yqiXrGRRnqhgE6xl6N3AgPESLCuBgazI9bgSA5LuayMYLmu5/F1dXS5uYEETn41qY4rHZ/WaunIhuYHxuBXdv9lNVFRkJcukrlrqyUJWdNoJU3yIauCT4wJkm4wqv36T8KYrV11jElJNi4NrH+lOW3YlmSJcNNNh2ZGBcZqcjO85PCy7gZksE3J5VuFDrssmTJh0FFnKTQK3yVXKZp5WjRHXueM6tmUhyaX9qs9Ugpg4N7PMfzOZcLes2J5BXZ6L7gvLSv1uYIhZiT8DiVdbVlTPplo3XV10VeuaK1nhn4lESa7f1FbdPmIa8yZBUJfAQ0cadO+50fVFNx5tbdXdN2cJsFfVayMr4njRr0fFfMAsK5ys9DjHrKiEyayWFbn+XCIYemkt5fAfiOgwbPSKZ1O1T7fH6/rQhWDYlC2ugrjrwZkhjpUmabpaaSB1sa6d8rPqxlMW4iavF7ryei0rtuurmmcIDwflGJrmhwHPHzREVgCkKL788svpjDPOoN27d9PU1BS97W1vo+HhUNM8e1GPQG/zW5U3Slv98mfiPbKkLrZpCBoV3E1kRfw9a6YsV7IilzXDspKvM9A1Lbjv2zOU8EMeOjrh0F9ZhQmTEJv1fegsKy0O9ciLsSygyd/lf5vIjUqY1L1/02aiIwEqsiJe62JZle+luq9q7svltuvrJUoNBthHlpVStUSVALnBcg7pXZPlsKzwwyXhhjBZKde+0VkUx5yJZMhtNLmxqp7PdXzZyIrtHlks9DZrgouCIasSI+v19Zy/pGqrjTy7+NKrBDrV2FPNZwVZyUVuYFFchJtlRUdW5HZkdQPL187FePXms2lRW7ukXJP7ic9P1bM1g6zIn5lkCFtd9ZEVvm+2FQqaAyHrJUny9+u1rJj6QleXC7FyeZc2shIofx/2ZCWJD3/4wyxe5ZJLLqEdO3ZQqVSiYrHIfn/Tm95Esxs6jRj/zDZgxXJxgqkWHtLUz+/tsqjrBG6xbl3Aoeq+rhuu/D35uVw2Wt1ENJEVWbsqQiV8it+R4zF0JNNE0Fw29SpNTJSYZQVYt2FRBrJictPIEkgtt0mlfZfboNOW6khMPiNZUS24uncgQ6WZcpmDlGFsy9fbgo11ZJBDt464PEO9qWKpqaQ3H5VPRyfYI2NSeCK2CNP8DWNWgqgI7mQ8uB6nUiNTWPp7cl/oCIOZJNnJsEuAvU4jSg73sFlWXMh8lrkpwtWyorpXIyRG/sxGUkz7i+47pnXCZFlJ1g83MFgLuZWv1ylmRX7HhYxuYOZnQ8xK7GZZcuxvsZ0m4i63N75vtvXIdG/x78bIRD76Wx1c33j9+vIspLdZZKVRy0qgaXvys2MlT1YS+OIXv8gsK1dffXUtwB4/cUDkj370I5qbZEWepKpy+XpxsRQXrUbcQOpJXawS3kyCm65N4vVyfSbYhDpy0gqkv6/b7G1uYKa+MwkTYl1ye5KLPo9VWbS4k1at7mO/jxybZNnB1M9CdQosjWpjXWJTdGRFRa5NwoeKXJqESRGmuWODbaOx+bi7EEOTNlmemzYhQOV+6mpBM5WZ6lErHvK58PpyEM6dPidXmWR5MQ/LSlhSCSoGFzCdUKcSrFwtK+J4MWnv63UDM60jNqWXTiGlgo4AZI1law6JzR5g32q5ry4WkyzzRjX2VMqH9P4IYrB/YrRGqEGe9XWJf9sIqS4ZgGpMm4TVHYp26EgGOZIVtYUmqwud+Rnkz3XtMVtWeLIB9RkrLoH6rgJ9FsuKCFW5ycJhapPufbq6uFUV7UvXB9e6+YaGyMrg4CAtW7YsVT40NMT8lWc/TBpOudx2vUrDotvcXAa5i2XFxMZtG6VuY1Xd0yRYu2rwVJC1Arb3IG98zSIrLpaV9PMgNmv/3mPs99Vr+6i9vUhtbUWmXT42PGnpr6y+4Kb2uAg4OrJCDm5glNGyojrV2iSgi9BtiLx+0zxwIQdiufxMqs/kv1W/2xQAJo27Tlmhup+qT7K6gamfjZOVQvRxOhMYby9py8MDJMP7VqsuZEXuC3FsZbWs1WtZIWnM6tzATIJMVsuK69kl1ABZcSWrtjYVMxJ3CJwqomuzborX2SwrJiFTfP+FmjDMffhhMUwedCrXqftbNx5N+76qPtUa9bBiHNpIhqquqqMbmImUmMavTYYxESKxfcl789ehjldR1eNKnuS/beWufaSqS/5ctx7pCJ2tT4NMlpWpSokmynLs7gImK1deeSWLTwFpAbAIbNu2jd7whjfQFVdcQbMbLhoxnQbNJGSIglreYdPTLYpZsoHJi5VO6+KysaruqdJ+2eBCVsS21eMGptPgyNfZ3qctZkX9LIcOdlGpVGEEZcnSLjb++xd1aFzB5Lqynl+Q9STpZlpWXMkKh6zV0Y1H3ThwXexNygTVWDqelhWTAK1bF+ohKyahT3fdllR5ISIrxShIMxtZietCrAt3A+NkpcuZrNiInv6+atKjancWy4pYv/wd3TpiUobUSwDEdpmur6ec30N+Ry7jUacMWaK4n64vZJj2RnJQzqn2x1h7r3YBE9sl/u0yZ8VyOXmAqs02ImZSnOjkCF5ednQDI8e9P6sArSu3WVZsmcDkMeN6X7ndOkWFTsYjB+Im12F7zzqPAd3+qJPxTHtnON4PT47RfEJDZOWzn/0si1FZsWIFjY+P07nnnktbtmyhlStXss9mN1TCKi/PInzIi7oqZsUmWIl/6ywrIlQLkE0rYjNbm8iKazpVXbmuLSayYhImdRtfVrKiewdyXepn3LcndPs6aU0v5aPdsI+TlaEJS18UZ4llRSxvb5CsmMaCq1uXabE3bdwu79l0/o6qXHVf1e8uVgDxOybC5WpxU7VH1SbVdeJn3FWmWMucpHcDI8sGnSPiKZCDSi1mxWxZobotK+pDIVXkpl6yUg8ZdlmDc3XM2ayWFVfLmku2MZdYNtszZHEDU8191e825ZxAVqKf9rgI1XkquvElv0d5fZHbI7ZELF/t6AYmf09+ZtMhy3KbsigGFPNc2R6bgK4hK9FPc9pikxuYbp7p2q8rN63N8ji1JYrQKU9c9zXdPlg13FMgK0Q0MBnG0h5PwKPq7sFDdGSSyz9wv9zp0F8zfM5KZ2cn/eAHP6CHHnqI/vAHpN4jRlaQGWxuwMZy+Wcuk1q1GJssMTnFQNbVQ1bNkblcrEOnEXfVJst/5xrgwbrNSP6+K6GzkRUXa5Lq/mmMjrTR8FAnM2HzWBWgvz8U+I8NTVK1GkQkRnUfV1eQRshKfpaQFRe/aA6XMawqJwdyoCIlqva4Cvry567uXiqroY1wE42NLaeWlkXU2qrSXDdmuStwstKAG1hYMycrsWWls9CoZUX1HKZ3b9I+6g6FVAX3y3XrxpdNAaSyJhQ1wq2LG5hpPNZLYkyiQKvmENksbqY6K3aYlCRZT67plhUE2ZeDnCYTmNiuguDSlXUuq/pIbrPq2VRuii4KSVmQVbn92EiPvD9lEdxN5eJPt5iV7tq72Q6/BSI6T3OOW1aB3ibo20iYiUzoynXEzaWvTfUETi6uGO+HTwBZ2Tk6TD/f9wgjnq869Swq5PkZjEgbvvnEWVY4ELeyadMmOuWUU2j1alFLMJth0pZk0YiaNEcu1+sEbp2214WsmDZ7sZ02wd1FUNYhi2aW/65bIFw13zZtommjoUyEbO/ufvZz2fJu5gbG0dnVSi0tBUZUEGif/n6+TveKetzAslpW2maIrNiIfjCDlhW5rarrqxnGe72WFd1cqzjde2x0mn57yx665w/riOh0TXvqt6wUnCwrNuExR7nInSxBVhpyA2ukXNVulUuJ+B2VZSXXpAB7m0DvqmCgGYhx0bmBATqNd3ocpe9tcwPrJqJTpOtdyYrOspLeH3lcBGJWsltWxLpU404VK+kqfIrPIf5ejwCtOsU9i6ygk3fkz3SKpKzuYWH54rZ2KuRytLS9I/rs3ujMmQOZ6rEL9DrCaCO95EhWbONF1VaytEkur2rak8SJcgM7FN0TacJ3jMKiwnGw4bobIiuHDh2iP/mTP6GlS5fSOeecQ4997GPZ71dddRUNDAzQ7IfODSzLADSRFZN/qo6s6BZqG1khxwXI5vom388mKOs2lC5N203fdRFM5c+a4QZGmdzAyuU8HTzQy34/aU1sVWFX5nLUt6jdELfiQj4asazkGyArqrMwXMiKqi65rTqBToZqkVaNC9VmYtt0XcmKiYyrhEkXpYcrEVePi4GB0VriBhBhdXt07ZSRJlzFXEtNI4cYE/N5B7q/EbMS3jcQYlYaD7BXtVv3TGI9JmFQ5+5lcld0WVN1JEaGbg5mtay4khLVd8W/CwZS3qcp73Bsk9gelavSqcLvVU0/q35XCZlieVzGE0foXY1sZFU1Z2u1Rz9VljJ9m2JUMiT7MAm+ZQuhU8FG9OsRxCkTybhwxRp69eZzqItlAys5eB+4EEDV9TYLjStxE+vSQdenNm8e+RlsRExEkCArR6YmqBI07n6VBbH7F9G2Y7COcVRPLFl52cteRlu3bqWf/exnNDIyQkePHqX//d//pXvuuYde/vKX0+yGuJm4CEQ6TYMrWQkyCkouZEVHrFQCmtwm+d4mwd3kBlZ2ICs6yBuQbkHX9Z0M28adhazoLSsH9vdSpZKnzq6pWkC9iP5+VdyKrk2u9zZN1Wa5gRUd3qsLWXmM9B1R+KxaxoEuCw6vX/XuTaRULNcJAqpyneBmI5JZkly4j+GjR8KxBMIyOSFu6LmmjK9inltWdC5g8nOoy/nhkiArbjErtrXWtdxEMoI6yIoI29psIys2d6+s5SKyphw2WZ+zuoeG1uV0vaY5ohKeCw5kRQXVXFO/Ax7f5OYGpq9H/Qx5g2WFHARrcf3RadaTJ5QnP2skZkW+NquyxUSedOXJvsCaE2cCKxuez0QyxL9d3cbkZ3Bdd1TP2AgpyTJeqtJ1qrFD1JLPscN9B6cmo3JYqcR9Y2YAgsQxEa3/6XaeALJy44030pe//GV66lOfSl1dXdTX10dPf/rT2fkr11/PfdVmK3QCvYmUqLQr8uagywgiTyyVn7P4uUsgle7wNJf7qqAT0NTDBJmwfnfbKtq1U/Y7BlZFP9sM5EKnOdO9A117XJ7NhayY7hHVEAS0L3IBW71mSJkGkxOY4aFJRQpvF2HyRAXYi7+rNj5XTelaSVuaxbIi1++6sYo/dWPJphjQ9QVZ+lTVby4bn5uQiTN7hgXiOz4WnsRtt6zknOd2Md9SywamD67XkYD42QqCG9hEpZFsYLp75hzKTa4SVWkOuCqqxJ/yGq9zATbNkUbcunRzWYTNJZbqtPa43FuVbdDUF/K+qnrHqt9dFIm5hN3Inh5Xlw1ON8fF76hiVnSCsli/K8mgDAJ09j7Szyn5MxuJsZEJqtMlzpV86OpXKcJcCZp4vepZXNYR1b1V95U/Uz2D2fLd2xKuuYcn4Ja1lYhuJ6K7aSYBWWcwIiuP6l8mjVyXPX8GyQriVEBSZHR0dLD4ldkPlbbEJPTkHXzNdZkfdBufzQ1MVb9NW6Ia/KbNyraRyZtVeN3hQ6N0bLiD9u2B8H6a9J1OIrqYiJ4itVHVXtXfVEfMSlbLSnYCAAIyNtZG+XyVVq5S+4R297RRoZCnSrlKoyNTmkXM9d5UpyXGVG7PdJbeQFsFH3Oxbh05l9vhSlZUWjHXzcQ2b12zgYn3d3k3uoxApmd2J9yy69fYuEhWdHPB9AwKy0oUs9KaD6jfmazIyFFeyAYGzZ7asiLeW7ceuVhDVeVVR7JSyJCtR2yX/JnuPecs7kHNyLAll4ufuboHinW1ZCRQ4jNUHNcvm1uSSFbUWmOzIK5e46FTAlHJM+US1u29lnGRxbKiUlTqoBpfut9t404nyIplNgWAq8LAJnCrnk1HMnSWD/l3m2zkSmJMSQtciJs4l6uOlgIXUuJChuR6StJcVfdXDycrLMien+Ozj2YSx0pTVA6qLP7oyavWUyvPnNAkNJQNDK5eOFPlAx/4QE3DjIPy3v/+97NzVmB54bjoootodkHe+FSLqEm7ohM+dAH2MlwFKPl6cRH9/9v7EihJkrO8v86uvu9jpqfnntmdvW9pdUugA2NhZBmZm4ewuWRJGFlG2JIR0pMEFmBj2QYEtgRrzofBsgQYY7SSAKHV3ju7O7MzO/fR913ddVf5/REVlZFREZGRVdXd1TP/995Md2dlRUZmxvF//2nSENjacSUrwRvoajUmo5BHN4HDmnaRsJhg00zI/bERPd19RB2TE5gEJfs9L8zzSshj4+sQT9yl7wXGrQykYGlxk7mC9fbp2rVZgXTFGV0D8k2/uwhKYHEDe1V10TvaAFkJEtxdNIou7yxozJsEJdv8dHl2wooRJEy4jmG5rQgsL/mzumxuuLiBiX6VnOZ2JNIJyIdiUQx4DbJQqvD6Gqk+n3KFj59kNAbxqE04CKuZ1J2vPuuwZMVF8yl/5rI260hyWMtKJOT5al/946i+Tds1wpLesmOAvS2uQ7Sj+yxIELcL9BiL1ZtIVT9/tPo5WsCHQqYulvuirs0ubmCRkGRFXg9sc0Tul3ysYhgP7s/OfW66HFf7pF436B7CHI85WlZM7vC6daHkIL+ofQpDGE3XFcc3JdkqayRNnKyUlCD7sOt6Yy5ggx2dkIrF4Ugfetys8p5XMNX8DpIVLAiJQDcwFUhUPvWpT9WEt1LJReuwnTBpS8RnpoVDPV/dyHRuII1sfCYy5KL9UIVDm0APDuk09Vq6lRWe7apYLEO5DFAnk1jRCFmR78H0dzNkxeGeqwRtaPiwtNGB1hUMyQoSuqn9umu4ajhN53vI50tQyHdAd08OIpFUSIHbRBzU+dqjxKKEJSsmt0e1D7aNDBwJgEkrFsayYlpZbRpu1d9anoOq0CYTCVtbSFbEmOtiY8rNDUz9LEj4jEKmFIXueBlGOkxtVgKPi3otkUjJYlUJ0jS6bOq2480E2JuuLX9mcvdS9xCbNaGZAHv5+kEFJt2yzbn3yTQvTH0KXr/clA66NcKd9N43PA7jnXsVv/1NaQ0PGheiLd34atYNzNUiovbFRAJkmNoJIhk2smJq3yQ3BVn5dPNT/V3tZzMkJtrA+mJPv1wPV+KmHle/Y7KspDTX9J5XDyMrWZjzpS82xSK2Nrh+uIO7wR/q9WLa0OKS2EmyglaU3Q2TaTdoQwTLJmAiKyZyEzQh1b6WHbQukZCCWEQaDjnNOfWasly26Av0FZXc9Yg4khXT+ZWQVgZ105CfhW4R0KF+gy4WSrC+xp/PwKDPXFIHr5J91qBVCCs0qCSTH0f3oKceX4ds5iD09GZh39QGjE30Mjc0t0B6T8jI54uwvtYFQ8ObNWHTDN3zM42xqKLdsi30tg3FRs7BMamE7fwggT5svQt5zqrXdCPKhUKZuYEhJqcGamSFj6kgwu3SV+/3ZBTH7AYMpUzz2DRnvfcQrWUVKxviVdR2XMiH/nx/wHG0BZYVoX1Wz7WNL/k9q3OmlcTAJGAF1dMJ0yedkkS9hmlsmCwrLv1UoVv/g8iKXeC+c2i0mvSFW8bNz9RkWZGfZ1DMijqO5PZd3cCCyIR8XOeaFPSMoEWkxKT8s81x9Vm7ErdGSYm898jXDXNv6hzXrTGm9QgCnpHuuGkfrATcM0dXPAZRiEC2pCtSvjVYzG36yEqHSMGHskWpyOIhdTG+20JWEKurq3DmzBnIZPyZj7BTr33ta6F9YSMTpkkNksAYZFkBS/vy+UEbou642lfdImbT6pm0uu5uAGqmq0LeRlYgYIEWf5u0DSaze9gAaJsW1eWeudDY2ZWADqNAx9Hbl2IFIZHEbW5EoVuEemjbdxUa8JqyVh1gbhaJCn8+6fUUnH5xDs6dXWCFKif3xYClrrfeGx8HiwsbcOr5WSgUpuDIsTnYfzDVQrIizym5vo8OqoAQRvOtOy7PBVN/de2YFlVTWzphTGdZCWrH/9nKcq425gaHOmuWTBxXyWQ8YByZCJf+90QU45I2LFljgrWJol5LolqvpTHLitwv23yVj7fKDcz0PZuCSRVWRZ9s65RrYLzcng5BZEU9bhMWXFzNTHEtppgVF7dXCFj3g0lysJApjpkyFNkSLwTtzVEHy4p6bzJMFqSgezMRIvn3IEWPqU8u17WtyybB3SZwq78HBdir1w5LYnT3ZroHm2eA7nzTsws6X/7c9p2otT/RSAWGUp2w4HMDa5wohHEDG6qSFfn+ylBhBSMPStaWbSUrjzzyCPzYj/0YZLOi+J2H9nT90kGQD50Zuyj97rpgBbmBgeH8IAHK5BcdtEjrBrNJSHf3o1ZriKDwFA42smJbhNX+qOe7khWTK5yFrCxzzYEuXXHdt6MR6OtPsee0shIPSVbiDmQlwrTrVy6tsL8m9nRDV3cKrl9dhWy2CJcvLsPli1i0ci9MHViC/gH9QlUul+D82Xm4cpm3g7hyaRQmp/ZDzCpfBGlpTGRFZ1nRbVZBmindQq/OTXEsyLKiG3dhXKiCyIqur25C5vISX1uHhrqYtSyVirP3i3ErnKzYNiCXe4ga1j0dgoX6WNWygoH6zbmBhTkOIchKKYRlJUhYFcd0z8027pp1uVLbNK1lYbMK6pUkK8sRWFsdhESixP8lM6zwbSIZg3hcFFwMsqzYrit88HF9HbYIn64Cve54OYCsuFhWgpRnBcva6Cqg647x6/iV0pEmLCum4+ra3Kq56eLa3go3MPXeVBnIFLNiu4arZUWFStCC2jfJikGWFYH6NW8s1QXLue0hK3ImsJGUPlb5sflrcKCnv2HrSlNk5cMf/jD8zM/8DPuXSm2tP1zrIS/eqrVCR1bA0dXE1Q3MREqC2te5gYl2dIPcPQbFrNGvF3rkVKoibsIM3b3aNiD53ZQ0z870TvR9NQsZ4bSSgqANOpAVQWrwO6vLMZjcF0bYd3Hf4rEMmG0MidHEZDcMDPTB/oODsDC/AVevrMDKUgbm53rZv77+DZg6sA4joz3sfMTmRgJePJmA9XVOVCan+tl30cVvZjoHk/tSLXQD080FHUzaL915LhuNrq/quAgzR1wIgPjMpGAIQ1aqY26IbwBd3ckqWclXSbNJ8WDrq+l3Mf/Xq8kUMAW1nOo1WMMdZ9aZZi0rrqREPtYKy0rQmm1ag1VhVRxvZI6r6ehdUO8e6u+vfNw2Xur7NH1tFU6/uIQpRarHl6v/ODpSh+GWEzMwPCI/E/mdZxzJyisB4CUAOCC5IgeRlTBKO3FswzGWyeQGJp+rzuVG66zY9kVXMqH7rq6v6nm2ZwdNzE2X40FkxURKgtZ9lXi6khvbvalxjzZlq65P4pjdIuL+HqKGfnjnjqa64WVfYcatIytYsb5QLrNse17q+4rvytc21+Hq5jpMdfdJn0e2h6wsLi6yjGC7j6gECbIyWXHVrjRKVlxJjI6pu2pLVJg2jqFq8SD5WP356PK1keYa/v6BTkZc8Fg42Hw+XTVZrkKAqQaOmysOoliU41VsWc50cStxVszPr1DQvwOsqfHU46sQje6He+6/AjHJ71OdrlcucaFhz94+iGNlLWwlEoHRsR72L53OwdVL8zAznYG11SK88NwMpDrjsG//AMRjfXD2pXFW3DKeiMKJ28ZhZKwHurpW4OxL88wyg+0KYhP0fOyLjvqsbWOlEkID5UpKTX21uUraiBc04JMfZgzzc3LZeC3z10DVBQzJCotbqaUvbsQNLMiycl4iLfdY+ml2A+PDthIQs2J6n3J/XQUr+d03GmBvEjDVPpmUJ0FuYCZSApYCiS7QxemZruFuWZmdXmNupYiBoRhzLSkUEsyKXsiX2VqVyybguaenYO9kCo4cL1fXIZngbjq6geGaem/19xnl+btY+lzJ7aajZcVlPwJLzIrarm1d0/0eJNSrc8F0P0GygtwnCClzuKzNpnZM9xXkEuciuJuOmywrrSQZunZM92x7N+pnlYB7rl/zRlNd1XVY7dPWxasMJlMQq6avl+87Uc2+9NjcNZg6hGTlUlU58dD2kJV3vOMd8IUvfAHe//73w+6FTmCJa/zrXbUrrm5gJlJiWhB12hUTKZEnV1DqUvlvObuVadOL1qwqXd0J6O5JcrLStBtYIz7iur7qhCOdy514RmIhsAt0q8vVeJXO4HgVAXQDQ4KSy0Uhm01AZ2chUGiYvrYG6XXc9Drh4vl9cOSYnqyk00UmtCKQfJTKQhvpoaenA269fR8cPlqEq1dW4frVFchmivDySwu1op0Dg0W47Y5jtXvaM9kHF88vsuQJWEdnfKK3QbKiPksbWdFt1i5mdNfxEkRWdGO3FW5g8ufqNYKtg8tLnBT39nUwtxtEVxcf315GMNsGZHIpMv2u9gnHiQyzFk+0lawWl8Rxjzy39ZYVF+2qTuvZiGWlUWFV7avaR9f4wDBkJagt9R7sfZqbLcCpF7gyZO++fjh+62id+wbGTl04twhXL6/A9WtZWFq6DCfuGIeBAdnyrBPgdf3QfSaev7q2uQriuv2xGMINTO2PaU9VLWu6e6s0IaC7uhS1MsBeJtuqHBQku5jmrPod3Xqtey46i0gj1gddO/Jx27MwuZSZ+hP0rE1WskbJSqWuP2Od3RCvWrj157Q+XkUE1+vICgb8Yy0WDPpPxUSByrNSOYQtJCuf/OQn4cSJE/C5z30Ohobq07h++ctfhvaFunjLg0N+LLbMUq6Cj+5804RXB6GtfdsibdMENOcGJoLrcVNKJmMtcgOz+Qirm4Nt2NrS/qqaT7Eg6zR3/nterrqACQ23CzDGAAPtMZvTynJnIFnBzF7CWoK4fLELRsdyjPSo933lEicqaEHB4Gu0opiQ7IjD4aPDcODQIMxcX2PxKdlMHg4eXoADh26DSFUbLvqMWacunl9i1pWx8R6Lj6nJ/US9P3k8ulpWgtzMdAt9EHFXYSvaF/b3ILJims/mdgVZES5gwrLir7Xiallx+V0lFmpxSJN7lbwpeW1g9hdzQcgwApTuuLpe2NwimiUr8vXlNlRhNShmRYZL5kRXBZDpOvL7M427+j4tzHfDiyfTzBo8sbdPS1TY2fEoHLtlFEZGu+HUC7NMwfH041eZK+qhIxGIMkFJjRFS+6OD+u7VmNggQdw2LkpNWNyC3r88J9X7qzjuhTrhU1jNbS7g6nfU+5L7ZIt7hZBkxUXBEEbxoHs/JlKitq9ew9WyAiHvQQfXdoKsZK5tRZVz6+UprHXSXy0Oae9769IWe8H1/uuh4updh2+Dic6eamFWCJ14oymy8u53vxuGh4fhLW95i7aS/e5AkFBks3CEcQMzLXyu2rsgshKkCTAJMfJnpoGjkJWq4N4/2AnFAm8/vBuYTfsZaZFlJYjoiSmgc6FQ79k9uF4Gno9kZXW5E/bsXTO0L2X2yhaZFh2/h5aN0y/MwgOvnIIoM6Py6ZrLxWB2mr+DqQPu2TUEEUFNaalUgXj8iPad75saYKQJ42HQejM80t0AWdEJ9TEl9acOusXYZaNshWXFNkd0x4PmlE0gs1tWUFC0kZVMpsBSx9e76ZnHsLsbmO47Lht1BJIxifg6WVbkY41oOG3n6/qtE0pNYzgoZsU27mRhTz4WpjCr1+98rgjXrg7D+MQadHUXHC0rsnu2ur/ozk/A0mIXPP/sXjb+xiZ64NbbxgIDYnF8PvTK/XD2zDzMXF9nSo6lxf1w34OXIRYLKgKpg41gyMfDCNDlALJSaSJmRZ03JmFY/czWj0YEaF07QomVVPpvIvWVBskKtIis2ALsTZYVk6VEfV/y8Yg094NIiY706pTALu3oCKP8eSUkWSlrruP9PbJNIRr64Hp/n/Z26bw0bMqTFpKVr3/96/Doo4/CQw+5+521D2waTp12K0i7YhJ85Emha8fUL9Mi57pJm0iPem0Ty9VrLorFKBNihWVltVoDorVuYC7CgUlQjoUkK8EuFHjPXrxKeLKCmzcGuR8+ugC12DNl3KFwgOch9h0YgMnJfmbB2tjIMyvH4aMjtel67cogOx8tLhgzhJk4wgCFj3jcLDxglh9MfYzuHdgnO1mpterwmZowQSd8hNGimfoTFJtkGxeNuNao54vPxLV1LiX2mJXNzSTkcglGRvoHvA0HLZmo0UYXnMxmAbp7XJ6H2lfT/YRJPa7vdywSg2IZAEMX0AXBPWalEQHH5fwgsmLqj3pc/mlSYAUVYDRZPUwxGeWa1fqZJ6/BxsYITF/rhwdeWYRkMuxYFe/WTKCWl0pw8plJqFSiMDrWBSdun3DO3BNPxNj5mMADFSyYRn1psRtGx6ak6whlhdpPE0yCoU7I032mji+bG5gtwF69TlD8mY4kuWrEdffhsver36koCQ46HbT66twJ4wbmclz9TFdnRV6L1fuyWUTk46ZnLb83sRe5PgvT+zT1JwxBU/dHlwyxUaf+DHd0NOBWGg4of9SnLVb7ZPrdHe60RoPjx49Db6/Jp73dYSMNOg1e0IZlIyu68xslK622rJgErrL2/LXVJBOUMcYh1ZkI6QYmQze5TJuDboOzVRIHRzcNt3oHq8vJWrxKKmVza9FrHXt6O6BYjMHZl27Tto9YXMiwpAXM+rGvnxEGdL9AIGFYX0NSGIdSKQLXrnBrCrpbbBXQYoNyCstmpmR+8+Cv+eJGVhAuxNbm1iOOu5Jbk4AWa9KyIsN0DXXsB/WJX2N5kWuokKjwAp/VsyIR5vaHQCJrdwPT1bsIcw8Vx7/9x0sV3odULAKJaKxJDWTQuqaeb9N4ykqjRgKpTWu8ba8wkUR53alP/S+AhWiffQqJCp9rSGBfPDmgKChM71M3nvXWs2y2ACefWYVyOQrDI2m47c4JS3INM9AtFd3CEOn1WwDgsEM/VQRpsdVxJ48L03ipOAjDjbqB6SwrQkhc1fTVdG3d39498CKoNtKgs6yIPS9hsayY5qApMY1JRjHNWXkc6RQ3OmWC+rt8vnoNE4kxEUOh7BTXkPtqilkK2o/kz1yImwsZ1rVVrv6u9lNtix8f6th6y0q6mId8ucR6iQH2HkzPqrz9ZOV7v/d74b3vfS985Stfga997Wt1/3YHTJu9aWEK2rBMZMW08KnXNbliqIK72oZpkXYJsNc9C92igsJrh8/CIAJ/3dzAbOw6jPBp00zr7tP2LIIDXZeXE6HjVWqtRCNVVwp088rDwnxa+w6EVQVdtMQzHRvvhdHxHkYO0Se8XI4xzSoSn87OWE0o2AogKRvf0+frmx2m8SzD9h7AQVNu01jp2lePN+oG1qrjrmQlonUBE+j2xa3YyIqLZcU0F8JsMv55K8hKNxbhCDzfpHUNEojKSgV727goNyiUugqrNkHGZn1U++dHsRiBZ5++zizZuCbccdcelh1weSnHAtvr78W7Bsa/zc1GIJNRlSvq3/z8c2cWmGtoX38Rbr8rDlEtyXQDKmcQ6fWKo4JJhU0Il4+7rAvqO9MJwyaNtWk/UtcX3VweNBBRkyuT6d7AkRzoPpf7GjMIyrZnZ7IyhV2bdWTFpGAIY1lR3496XCWwpmvr7llndXENsJfPDyLP8rlhFDEx5Zh+HMlkpVIpb2m8ymBHCmLVrF/1fZJ/N8mwW+gGhvVVTIH07V8UUh0guuO6h2rayHQmTflzVzcwn32/AVOwejwowN7Uj5LeyrDC+ycyvqAFQLiBobbPveCPzbRvm7xhsumEJT36dlYEWQnpAiaAQfb79g+yOJAzp+ZZO/G4d10Mvl9dybJnN7XfH4OC1hWsl4JWl4vnYzA7wzfBqQO9DRdXcsX+AzwgH2uv4PUx85sZal9EcTe5GqaOHMiLeZC2WBVuIaQwqbat0xzqrvjZ28oAAJPdSURBVO9CAFxccdyW3nIZY6TMZKUWZM/SF9dVG3Xoa6ssK+qxqqBcJSs91XTa5u+YBBzbcRdXFtP1dFXWTUKPri3TemQj6rLrkweMN1pfS0FPbw5isfo+owX15LOTLN4N3f7uuX+SkYByeRxefH4GLl1YZm6g6HalIp8vwgsnZ2BlKQbJ5H548OGLkttYvRVgeWkT5ma5EuX4icMQi6mJFRojK+tVd2H5WltDVtTPXK0P5S20rCSkc3VZRSHg3kAz5ssNWFZkTXwYNzCTQO9KDIMUEqY5a4opktvX3YN8XEduXOWmIFdi09hzeabQoGVFt+64WVa6JIVRqVIGi/d30/Eqwx3qXmWyrNje8RZZVnDBNf1rb6IiI9Jiiws0aFlxJSs2f0aThki9Xlhtn9DWYSXjZC24HiGsAIhCNdi+HrpruFhWTM86bEyBKoSZ/PQjdb/zeJXmyAri0JEh5jaXyxXh/MuyVhQtFzyT3sTe3rq0yFil/FjVHezShRJkM0mIJ0owsdet1kszQHIyMsatN5cvYWE4G9R3jPfxNgB4bQjLis71UKd9NB03CZONWFZMLlQmkuFKVkxj0vtOej3OrGfxeImlLVbhZQTLhy5sav89GpKs6DfbQpn3qSfRKrLiIrjZxotOmNMpl4KUG2HXfvUz7zjGoT31+AH4268chRee2wvzs2lWt4S1XgZ2bGWpm1lS7rqPExXE+J5eVrwVcer5WRa3JANdNh//xmWm4EDk83E4/cIJyW3MP+dwTce6Sgh0P+2tXqcZiL5icVl/LKOrtSYsWQlDbiuOZEXnWWB6/7r9JS59XnCwDtjuzTS2XchKKcD1Se6Tba6FUZCC5bgaN6K2o7sHk1yje6ZgcWsPaicSwrJik1/k803P1LbumDwDSqEtK7I+s7xVlhVtvIquT7WeGH7fQrKCeOSRR+Btb3sb3HbbbXDlyhXI5XLwwQ9+EFZXha9mu8KVZECDwZSmBU79XEVQDIWabSxokbbdg60f9RN7fQ01exFGUES9B3RzEgUJg13BTGZBtf8QUpjUfUc+35blyO5Ohlm88PdG4lVkYNzBLSd4FehrV1ar6Z/jkE4nYXGhp2bJ0AHTBwvSgJjctwyxWON9CYP9BzmRmp3GTGVqFiIIGEeyNk/3Pm3CcZAWUHftsLED4vzg1NX+e9L116Wmify32SVmaUm4HW5qrWderZUCcxHUt69eg98PCsSnnp+Bk8/wjE9mbaUOQZYVjlKFX6snEbS22K4dVjNpOj+MABgklDZLVjwszvNK6hgjMjfbCc8/Nw1/99ULzGry/LOTbE2IRstw5z17ob+Wupzj6PFRZlXBJAv4PdQL4ru8enkAnn7iKuRzJVYD6/Y7eYD84kIBrl9dVayeHNevcqtpIhGFQ0e9480A9wcsPosQyVjqn4VNxRtpMhuY3I76znSCko7EyseD1hd1f0lUP7MVlxZ9DbKseN+pT11sI2KVADcwXTuqgG6aI2HmpkkhZXpncsZMncxkIlDyfVcMa7ULAYw1aFmBFjwjl/cTzrIiH986srKpqbGi9qmys5YVrLPykY98BN785jfDxYsXoVAoQDweZ7+3f6HIIFISpI0Na1kJcgMzaWkgREyMjawEb6Bm8O8K15SBQSx26LUnu4K5oxHLSlg3sJgDWbGnEF0W99xAvIqKoeEuVhUe8dKLGIOSrFlVMDBVaMxV4LM+fusYJJJRpm2fnMLNz+aS1TqgoIQWJRSGLp0Psq4EweR2pdsATIKsTSg1KRLAQJrUBT9YI252LQjrcmUW3JaX+JgcGpKrbXvAAHucfkg88jkbwfBfA89/7pnrMDO9DgvzvbCRRg247HaojikUqHkFczeywu+jVKkWsDT6HDRvWeHLT6WBAHvbdf33YT4ehqzUk9JisQTpNA+Yv+vevTB1YJBZVPH9oFIAiQrG49xx9zWtGyAqiG6/a4KRAiQDZ051wYsn98DZl8Z5yuHxHrj/of0wNtELR45xAvLymYVakD7PDIVWlxhcOMdJzKGjIz4rebPQu4K1yrJSaEA4dLWsyO/StNeaikIKqIokuU+u1ssg0qD7jm7sy2TFRD5cYiVcrAZB70C+hmmOpzXnNvKe1fNNGc1cLCu69cX03tTzZahyWZByVv1OKbRlxUdWGgxsD8wEVo1ZGU6pMlKpAaX1FpGV3/qt32KWlQ984AMQi/GHhz8//vGPs8r2uwNBpEQ9btoUbRsWWATxsFmFXNLa6cgKNKDh8p+zssIHI6bLleFlBDOl4NRdI2iyy/1s1A2sebKC8STNuoDJOHJ8hD0v1IqfOTUCczN9Tpm9Ojri8NDDB+Chh/dBR8fDsJ04dIQLPNevrSma0uMhl5IwlhWXDVE91+QGpl6rGTcw3carnh9pYH2p9qRUhrUV/tngENe+q8CaO+hS6MWtBBOlYrHCskoJ9yD23Y0HFcFKjX/A+/umlNHIxb8eoCPKLQEjRktkWLKiFyY9TXMQ+SiFIlvBpCRMzEr9u1lb5XMolYqztOBHj4/Aw685CPc9uI/VOOrtjcMdd63B8Mg9YAJaeTFjF2JmOglzs32M4By9ZYQdF9buffsHYHC4iwXcv3hyhv0U/Th/doRZZ5BY7J3k61CrINzJWmNZUZ+3GgtjG0eqRtw1wF53XdP711lW1PswWVZMwpoLmXCxrJRDuIHZXCshJGFQ57L4bNNCAHCeFkIQt6A+uTw79V0mpcQIpmekXl/tL1j6Y9o/5O+Yxl2pKcsKEouwZQ6CsFEsQK6WCUyVkWR5UKckUI9vIVlZWlqC0VHuTy9jZWWl5Q+l9XAlJa7HW+UGFqSJlRcftR3TpFDPM/1uAi9St7aiF9zDZQQDi+BTCSF8uqRllZ+RS6pjP3i8SqqlZAWflYhBmb6OFosIE0q9KvVmYPxKR6qn2bwYoYH3jlnJEC+fmZfm9miTZMVG6G3Cp+58uX1XS4nNspJ0mCOVJgLs9YIbkgl0tezoKEBnl9ntrqvLFLdSP7cLhSg8+9QcS+KAQqwYaxsbuvk6rjmWDbVBD3TwsTJQVWKYv2Mjn0HCh8kVRDderipxA6ogFmRBMR23E0/TZyIVuKz0Qesp/o1rwwOvPAQjYw+gbS3QUitct5IdBbjngQWY2j/os3rj7yduH2duXkgceBYxjD1MwfR1HvtiqlDfDHq2hay4kF6bkKkekwX6MDXW1HGetNyjqlkvN5i6WPcdW4C9fG+q1SAsiQmrSIpIFtx1y/lqKnzd/JPfgQsBNN2babz0Kv1Ur6u7RmPKFjdliPx+SpZEEMGWlWikAqsFlei3Jrh+IJmCuC8TWHD9KLV/W0pW3vnOd7L4FCQtCFzwzpw5A+95z3vg7W9/O7Q3TOQj6NG4khX18yDLinw82nZuYOk0rxWCmWvERqS6gdlrrYg+2j4zCQ2NpRz2byIy2XBpR45XKTQVr2KrRYDYf7BZ96qtx5FjI8z9ZHkpw7KD1T9fFxcPE5lQF1bd5qAe140X3aJue8+2eaCr/q2iETcw3bW9369f51aMkTFMzWvWrGNMgj59sZ+sMKLy5BSsreYhnuBZpcTYU4Oz678f1jIhkAjYrFzeZ5BA5OJSImPWItyo1zSt2WFdgNXP+HHM8IWQi302igMHB5lF5qGHx2BgAC1leqvsLbdxEsqry8fgzGmMn4uwgH3VUt4KiD0CybRIHBDeDczVxcW2XtjISlA7rjFL6n6rs1Cq96b2wdQn+TuVBuIoZMgxNHI7pqQCOmKg9sfluLwmyHu56hYclEjBxbppekYmq5F6z3FHkmF6b6KdsOuX7t7U4yXH5AHydb3jiWgF5jN6a33rg+ttlhXT71tIVj7zmc+wGJXx8XHY3NyE+++/H06cOAETExPss90B00ajz0ffvNtYEEkKU4Vd/tw2uVTUa1/tiFYFd9xg69MTJxuKWVFdgWyWFZ2Q4aLJln/vDk1WvHiV1mojRAxKKoUF2DZgcOgAtDswwQC6lIiaDJjxz2zdMiGqLGKmjdu22KvnyjDNNdN7tmXS6nC4NxfLikkpUX8+Zk8SgdeT+46hE4/hul5GsA2LG1g+X4Cnn5iC9fUU06zfe/8+lka79t1aDIOufy5kxSSsiLXTlpBBnK+7XhCJ0QUcB/n1Rxw18fLPIGFVvbZ8LdCOMbRKrlbJSl8LSIKwyCQSI5o9y68gEa5eJ59JwPpaJ8RiJaaE2AogQcIxh0ZYDOBvjWXFJpwHCYe6YHp1XJv22qDj6vrSbemTalmxCb2iDVcLR5DGWp6XLtYH094c9Kxte3kYsmKzrIS1ZJiImOu9yfNYTUQg4GLp0ZEV9TMXshJV2lH7U0/O0TN0ISvHBDWPxeymIV4FUWqpZaUpf5Kuri740z/9Uzh37hw888wz7BiSFcwM1v4I0q4mQ5KSWIsC7E19Mmn7IGDSBbWvO69+wRTB9f2D9X0LdgPTLQBlaQjmDRPaJgC7pJY1af7dnoUXr2KuMN0oMKD2la85XA0UdiGMO48Dh4ZY3ZVMpgBXL6/C/oOdW+gGph4TMGlQ5fZ1ZCURYi43Yllp3g1s+voaE+5Q497dY08h609fXE/EMDbhmSfLsJFOQTJZhHvuP1xrU3w3s5nX1EaykZWgAM2IRYMbZlMPIqtRSwCsafNzISvqdYJiFsKu5REmuJeKZZaSWBT33C4cvWUUlpczNYvawcOL0NFx65ZcC8cUWlfQEouuYNz1sNkA+5gimOneZ7lJywpUv1MOYVlR27WRW/U7YawJpnFqIyvyvclkRe6jyT1MJ1jbBH0XxWOxAbJiep8mEhDWshJkHRLnizXERg5cYmvkdnTfCUpdHAlh6fEfXy3I7m2ts6zU11gR/VL7Y/t9Cy0rly9fZpvdkSNHmEsY/kOiks/nWUaw3YFISMuKSXAJsqyYtHc6xBpsXzcZg/qq9qP+e5VKHFZFvMqAhqwIN7BQlhWxaMmCVtAzMmmyTJpMk0uY6Xypd8WSFK+i00A3Dy4k7g6igsB4h8NVH/mLF5Ygn9f3fWlxkwVzLy5sbKEbmHo8jBuYOM82R2Sy4L1/XO+wYJ//+s0G2EdYu9evcRewvZM8lsAGEbOC1phSqX4uzM6sw0Ya04yX4N4Hij7yg1Yynk2swur+6PvXiGUFHIptgiNpMK1rIPnwBwlQ8ju0aVbVawaREteYKIT/3dSsKv0p5la5ncD06ZjOGK/b05OFffvdBYXWxK2EtayAItSptXFcLGUqidEpzMohs37pSLiOyNvGmHx/tr+9e+Dj3WZNCtJYm1IpBwn0attBigFdH3Vrgup+ZotjbdRSYqqbYiMTon3TtXWWFRdLj2mfUpU8BYf1KGIhXPK5/uPrhY3WZgKrkRWdZaXSPjErhw4dgoWFhbrjp06dgrvvvhvaGzqhQT4eVJwxqJ1YwAa3FWRF/symNbZdO+objNlMAaavbbLiYpj3v6+/flGuuYGFCrAvKaTQtjDp+u1CPuR3GA3VzupythqvkmdZewgcE3v7mBCC2uEL51akTyqM4GFKZiQqSFiwnkxrLCu6TSaM5rsRNzD5d17c7urlFfjm31+Gr335GCzMd1tcDsOTlaWFTUY8kBCKZAY24JxDNxvE5qbfZQ3nLcYmIKYOjEJX9x2+76KwWssmxmJeghA2m5bJr9z2HZPQoLuubk3VCQd7pO8UQwgTJmGsEbLiH2Nr1eD6vv7Wx4m4AN0AH37tQbjvoWMQjW5tVsH69MXm2kKNkRX5/CBXJheBLmj8ylXp1X7arI4ugrWKMIK1OB60/5pcJVXXNN3xoLlman+73cDU78RDpi62KcN0xEcmXKb1MYhwqWRlxfDsiobjJUdXSYB4JAeZosuaH4xMqQjZEu/T4DaQlYaksDe+8Y1MK4yb4jve8Q5IJv2C/fnz5+Hw4cPQ3ggiDWHdwNR2hHbUNIncCIP7dW0LkEv7VX/qlS5YWY7B2monrK9d8AXN9/VnIRqVBYBm3MDk/O9q/03P1CQEePdTLscgn4tDqrNo0Kbb2vGOT0+v1Qrz6TMk3ZzAeX/sllFWfO761TWY3JeEnt48C9o9/eJlJnALIHnRo2IYoyZhsnZ1g4Bg0nyHDbCvn5Nrqx1w/WoMZmcuVNO+8vPOnx2H4ZE9UoXgsG5g/vOFVQXJIGrAXYDuXJjha3MjAb0iiQ1EWAIEdA9D4jO5b0B7X+iChO5AmPoYs0o1T1Z09xxEVmyCj+5d2oRJ3bhA4XISy7AGuLi4khLb+DIRXf97xvfVquD6RoFZBbcjo6BIX7yRzlXdDV11o0FkxeYeZPIwcCEr0YD3b/K2QJwAgBdRhRvCsiLfm3xMvYZr7EjeyUJTP2/UeAz1fNNxG3myWSXU+yo1aVkxkQb53tSkAi7uZLZry2RFkAWX/Uv+qbYvSMqSA9FT+yMrf3NGy0pvsgTz2U3Y3xNsvXeNV+lPdkCiLhOYDpVq33XWzWA0tGK94Q1vYD+/+tWvwsMPPww9PT0+YQbdwb7ru74LdgdaFWAvJoC8UboETantbJUbWLAWEF1HTj3Pc/dzlJgwhi4kff1R2Lcf76k+VbVcFLLeB94EMbnk7Btqn2wToF74RHeD55+9DpnMYbjr3qswPNIYWcHUovOzPBBt3xS6PR10uJ+bByyV8VgPzM+lWSG6rq48XL+GQnGRVa4en+iDSxeWWA0HP0yLtM2tQz3fps20WW7CuYHhGDj70n4WiCz6gAL+nsk+uHh+CTY2EjA/F4ex8UbdwDxlSDbLCYarC5jsCibIigAr3nmBb3aTU/0QNxT662RuZJzU+KHbPIoOG0sryYqb4ON3A4s22L56fphAV50wp8J7/ug2ifFeCJdU5bsdOMbQiofuhkiMu7pdLSvRBtzAXGITXGIiXNx0dPeAJGXMkMhFtw7qNd/645HaePdvrXL7G5rsSyZh2yYrqKRECOO64O5mXZ9Ut6dmLCsm8mFyfTORCZM1ycWyEtRP+XNd+6bg9zBkJW4lK7EIwFx2ozVkxRqvUn/tRghK02Tl537u59jPz3/+8/ChD30Ihoe5H/vuQpBAHNayIj5TB6BoJxNCENcJGJGQZMW2Gei1gEJA7x8owOhYL/T1jzBTfpCmV7iBoaCEAqpbJWQdWTEtcLp++zc+JFqnX8Cq8Jy9n395EoaGu6XF3eSy478Gki2s9oxAwbSnl6wqpuKWKGBj4gWRfAGF48NHR5gAzMhKIciaaLOsqMfEcR1ZUcdLpWk3sHNnFxhRQQFhbDwGe/dNMm04EvFCoczu79KFZUbaODk3uVKY5qHXn+lrXrHV7h73oGsvyN679vJSHtbXckxIFNnbdOj2pT4O2mD0G5/ZjaWVZEWGiUzIx0zHTZYbXT9NQqZtPTL1xRtjqyv8neM7bmW1+HYFjkG8VxyPqEjq6naNWYGQZEVuT30PrXADC1Jgit9V980wFghBYGyWFZNAjLgEwZCfka5PFQ3pFmRFjaNQ+2+7X9GO6sokCLtov2yxVrhaRFSyqnMDg5CWFRtZiTbwLEyxlbcDwAuW88uW4zq3evX6/JtzGVGYsznY41Xqr+1ZVsoNEZemYlYuXLiwS4lKIzEo6kYZ1Jb4Xa0M7EJWog3006YhkM/Xt49C/vISH8THbjkMUwemmPDk4pKCFbXFeXpXMHHt6zjEHciKrs8q+Pcwg+7Zl/K16syDQ9jnCKTXo7AwvxkyxiUCc7NpVgcB2xCV2wn1wCDt/QcH2e+pzjzcc3+KpWNG1yOs52F3Awt6vybNt/pZEBkKIiv6OYLjCAUsxAOv6ILb7jzMrEnCYji1f6A6xnJSEgGXmJX6+8XxO32NrxGT+8JVEa/VWtn0rnH54lqNaHN3Hz06BdFhqY99PZJ+n1IEDB0x0RFDnbbR9B3dpm4TPmTLioncBPnXm8aXTgFUf91g2MlK/01gVVFdwXjciitBa5VlBRwtK64B9jayYoOJyOoUdDohM6ZJ1S1/B4/r5rqNJKltmLT3OpIRNGdFn4Lal90Rcw6xSXI7NhIjQ+5/WCWJLSZSZ1lxtTKp+5f4Gy1zEOLdRKV2VHlKr2CKQAXmsxvbRFagfQLsdzdM5CNI6xrWvSosGdJd23a+aVNXJ579d3R7QXM9unSpRR9d4J4R7MmWWVbyuRg8+9QUXL3MtT4oPN9932RNo3zx3KJUbT3YDaxUAjh/lltV9h8cYrUCCGYcOjIE9z24Bx56eA8MDnk1QeJx/kxxPHlxHjrYNmjbxtqIMKlzA9MLT2gZwn7H4lHo7tlX1y6O9cmp6hg7v1QdYy6WO3WticLSYjfkcgkWLO8SWK+vYs+tmliVfHkpy6yJ+w9wImlCty+bmLx5yM9k0CFmxbYOhskG5nJcbR9aRFZcY1OCY5zqj3vjbm013rL6KrsF/oxgjVpWKi1yAwtyuQrSZIfdD0xCaaTB5AHyfFLHtm7PNs0b3bMIcn1TYz7U9l0FfRMZkoPETQpMVVFVT+jMlhVbzErQPbTaDSyIWKkIG7MCxmvj3oBV5wusTlpzWMpmLDVWxPV1f1caIis3sTQWJOA0S1bUYD0Vrm5gQde1TYpIgHbC+/7iArdCYLCtW8xJvSsYZg5zzwjWSMyK16/1tRKcfOYAE/RiMYATt++pCXtTBwZZHZB0Og8LcxvV47o6G/5nffVyFLLZIiMpUwfMLjQEuSBdvYCN1hUBFISjUTUzHhj+NrmB6YQJeYEGh7mZcIhZ8VcY7+3rMM4FHB+YHQwtMGiRRJdDfT9s8zwB168O1ALr0UIZBpjRC7tXLkcgl43DpQtD7Pj4RG8t25fxytVsYujStrlZqGnAeaDwetUHX83WY3MD062DjVpWgrTAundiEpSC/Ot1/Qxyu9Bd0wT+DPEdra/FbjrLip+suN63eD/inemSscg/baTUZlmpBGi+m7WsmJQqOiJucomVLSu2gtDi3oYl7wWT5cOmGLRZJppRAKhriXpcfj+2DFsmkmE6HpQNzOS+JT6ToeuXqa+29Svs+uJCVlSip+sTQDIaZUdOLs9CDOs+FTOwnC/AeqEA+XIJ7hocg7uHxiESwaQklwHgLo17I7CMYpulgqV6vXrvMsiy0iBMApT6aEzkw2QRsQtE7m5grgPZRdg3t7+0yE2Dwz6hyx32jGA6q45KVmwLXD1OvbDKiEpXdw7uf8WATyuNfRHWlQvnhXVFnlD1glU+H4NLF/lmhLVEXDMyEfS+6ugmhaiPW3ElK7ZNw0UIUP92sazw89fXqrUw+szCFbpY7d3XX7Ou+GHSIPv7l80kYXGhO3Rgfe0q0Ug1UB5gfq4XFuZ7a1ZBF/gLS9aOYgoVLAHqkFoUtiFmxSaw2BQ3ru2r57fassKf4fpaByMsuDZ1dtmJ5I1IVjCrZE5kMA4t6KsCvc36YBJiTcS63KKYFRts88Dl3nQ1StSxbdKsyzA9Ixcyocvi5SLohxHEVYHbNcBevbdKgBuY6XzT/Nf11dWyIvoKDpbnWAvISkz6fv3a2RPna/5Xpi/B8ytn4VXjL8D+7ktwfXMdFrKb8OXpi/A/L56GSuVkNSvZc6DDlQ3ubtyfwExgeE1Udp+uuvOZ7lvuV9A59WhaInvkkUfgrW99KysGeeXKFcjlcvDBD34QVlfVGgtumJ6ehg984APwpje9Cb7t274NfuVXfoUVmUScPn0afvAHf5BlIPuO7/gO+NKXvrSNlhVo0A3MlQyZrh1EknQbaySE0BSBbLbAKisjgtOY6hG+MKSOrLgJJZh1bCPNWf2996egu3tEq/lGNx68L8xa5TeT1z+LC+eGoVSMMA3z+J5aHlhCgxCuYP64lSDLinxcp5lyda+AprKBrVXjVdCyYgO6WqHlBTNyiXiv+nbNri/XryHBjsDA4EaNOISFiFu5cI7PgZGxbucgfc+NzFT0VBVudIKVzbJi2oga1XAGCT5i3ZSTBoTRAoOjcKBDl5WsrK6KJAo8ScPNAlT6iDGaXje9Xx10VgMXy4rNDUynfdYFS5vefyKkK1uQUsVGVoIsK+rc0d2bzVrp6gZmIu629uXzXcmKzlqhWxOCLKXNuoHZ7tk1wD5IGeK6voQhKxVNG/XveaKrC/oSSRhNdcG37OHr5J1DOfj2qWPwuon9EI9E4fLGam2sVSreWopK36sba/AnF0/Bl66cZcdGUl3Va3wZAF7GnUhz3+rfle0nK5/85CfhIx/5CLzlLW9hFesLhQLE43H2+/vf//7Q7RWLRXjf+97H6rb81m/9FnzsYx+Dv/zLv4TPfe5zrG0kMSdOnIDf//3fhx/4gR+Aj3/843DmzJlmbsHR8hFpwg3MxbqhttMqsmIiKPUF6UQ6TUE6wsK9MGQkRAV7u5sOaiiTHUe1mwZqMDEQ2osrMKfN3EgnYZql3uVZrm4mYWKrgEQR4U9fbBrDukUMGnBZCEtW6s9HtzWsCxFkWUF0pOIskB0h0gX721d/94AxMdPXqlaVfY0pdmTCUSrx6xyoJj1w+q4xyB4CBCjd/NCtNUEbkSpkNOMGhhDvKxuynYqjltm2Zh8zHOdtra1wstK3g/VVdgo9PcIVLMy6WgmIZZB/qsKn7rhOwNSdL//UrS+pBsiKTalSbtCyAgbLSqxBy4ppTY02aFlxtUrq3MB03hbq99R7iIUgGEHEzfTeog24genasb1P3ZgKQ1bslpWRVCf8s1vugx84ehdMdHlj+Zb+YXhgZC/8wNE7YU+n512zkC1CupCHc2vL8AfnX4A/uvAiXEyvsh7c2j8Mb9xzUFpvERtbZllpKmYFCQVaVl772tfCRz/6UXYsFosxEoHWj7B47rnnmHXmd37nd6Czs5MVlvzu7/5u+Ou//mu4++67YW1tDX76p38aOjo64ODBg/BXf/VXjMwcP368gd4HaWNVhtoOlhXhq9+sZUUhK1UXsEatKuHcwATEAO8M7QYmyEpQrQJ0BcO4AmZdmc3C2IS+Py+fHYVKJQIjo3kYHGr8GRDq41bsbmCmOWBatE1jPkiIZT0ytCPSZPK/Mc4JvQZxPCMZCQKSg+lrq7C8lIHVlRT0D2SdLCs459D1MJEowugYxog0Bqz9IjA4tBGqMnpXV1AVe3WTlIU9W9C9Kgio78VFyHTRAqvXw/UgLbki2DSu4mfFsu4UHa+rfuYnyTieVqtkpX+HKtfvJHr6OliWxbRvmAdV0Rbv5KSDZcXmBqQTrKNK/RBXzTcijAufiQwLLEj35GJZsRF6kxuQqT+u1krdWmtSANisCUEuTjZXJvk7Qe/ZZllJOLjWibbUVMdhKtibnoWur/J1RXu2SvVBZEWWE3UutDLqZTWsRP9PD5+opcJeLZTgf5x7qtpKBd60ZwM6YoOwp+t2GEgK+WtZasEm1+6gZWVpaQlGR+uLBK6srEhZmNyxd+9e+KVf+iVGVATQyoLWGkyTPDU1xYiKwLFjx5gVpzG0yg0MQlpWGiUr6u8uZCW4UB36US8tVbM6jDQWrxLODQz7sSFtVjayYresBGm+/bEra0xo4OALGGrRr1xahqUFrJVRgSPHTEWZCGHhlr7YZlkJo/lSj+v+Nmnr/GNsXQTX95uD62VgIPvEHm5duXhh2NmysrbKBeqRUayJcjc0CpGCGLH/oBo74x6zol+v1U1V1QKbBDHbRq1+J0hLqzsWpKXVfaYjJaZx1IhlxURWYpDNJiCfj7M1Jsi18MZOXyxb8FyzES05uoGZ3HF0wrCqiTfFpujIimthSxmmcYcV73n2Sfs8CEpdLH8nJh0vOQr68vXVtm2CdZi12cXFycWyorNAqfcmH9cVhbRZXHT3oLMC6ciK7v4ghDJEvj/5/CDvHHUMm8aSOCag35uj0jiLR+LsG8loDL5lbx/cM5yFEwPTElEBJU5FLUzaJpYVrFSP8Sm//du/zf7GzR3dst7znvfA29/+9tDtTUxMsH8C5XIZ/vzP/5zFxGxsbEBPjz8rQV9fH5w7d66hvvPNmWv9ZJmE79n8AfqPewPadD4OEvEZaurt7Ydtx39ttf1KhVeb999bLLCd1ZUElFghxyj09CYbIpkI/L6wrOja8PqB/5+V/k5Iv/MKvd6z8J6D+C6es7bmCZRB/d23v59ZV1B7PDfbC+MT65BOx+H61TmYmV5n946YnFqGzq6xhu9/JyH63E59F5YVjC+yzR3/+65U/45Iv8vHQRnz6nhR52zEMKf8LiHyHKmNrd7gsSUwdXAApq+vMdKLgdQ9vdGAOQuwscEX+K7uA1CpIKFu7N319CRhYDAFHR0rMDA4FGoMoOWIZxOrsLi1VKo+gFg8Z/X91L8b+VnL872stax4781/De84GI6HXVN1fTWNI3EPYkwIv+2g63r3xI/7tfhocWPvqrfCkiK00zzdDogYKqxiXyxGIB6vSGNKD7+eQKxvUcN4ZN8wjBf5uPyeRVtciPW//27Le+Zzhh/3j3nNXRjGlzyOpn33xn+XxxLU7YPecTFHOBH37hn3/SK7N/+YtM2FmOGedWtt0JyqWOaU2r78TrkMgy7b8lqte3bm98zXdv+z0B2PGo7b9hfdmPGPSa+v/jVQ3456b64yZKSuHf+165+F9115bcor40OgUDuOle7feeAIjHV2Qyq2VItJ8a/r8jgraNdE/7X58xDHXNfDpsjKZz7zGfi+7/s+GB8fZ8Ti/vvvZ4H1b3vb29hnzeI3f/M3IZ1Ow7ve9a4aIVKB120E6TRq97GYYQ66utTj/LH0SnHW2A9EPJ4DyfADmUwWSiX+WSqFQj8/vrmZhXI5XXd+LpeHQiENkUgWZO6FiQnwOL9GofYdFPZyOX68u9sbtKVSCTKZNCSTmGoXNdj52rXFvWEb8eobRg13NsvbiUZz0F01oizMV++1P8kIYaMoFrmlJJcr1J6VQCKRg1SViOPALJVyrK/lcopdUzznQiEHyST+LLJ7lvspnt362ipzLeLPAa+l0074MTbRBdevpuH8yyNw/Vo/rCyhpo/HCXR0xGB0ogP27I1DOo1ZlHavdaWZ99dq8MWMzwMxHpLJPBurAjgm+ZitsHNisQybizins9kMe/fYDo4L/J4YF3gOpqsul4vsZz5fgHwe51TGN6fQcoZzBIHvP5edhNvvug75/CYUi/VzCuPiVld4/FYiyfvkiqHhFCwtZmFmug/2Jbpr7cfj+dpcxrG/scGPp6ukKBorhbqODkdvQbIzAPz1h2sLx382W4KlxTXo6/dr/b01ivexp0cIjXwjxndULpeq78m7NzxfzGl+b36LR2dnka1L2SwnbPh8SiXcIMvsffLjxepx3Aj5e85ms+y5plJi3HBkMlgjKu1bf8V6gd8V62OxmKm2yceFGCuFQp6tOxgziWtkMllSxik/HonklfHF12BENFqurVXlcg42N71nIeJVenuLTb/r3QqRJjudTsHAAI6bovSM6iHvvQI4TvH9lcsF9t3ubr4PbG5mmGDG302ZjRk+vvJQKok1Ad/VZnV94YpV/C6+v2g0w/YnMS4SiUptv0KI9QWBx8UYk4/r0NlZYv0Q+5qYI93dfiGO9a5Uru3V6fS6NH9wUmPiF//5fBzxeYZtFQpZ1i/sUyLB740/I68dbz+Vn1GuOqf8c0eda4L44FzI58XajLJJVplT/Mby+SybQ2KORKNZ314u5BHxPPP5NYhECuw55fNF9rP+HnBuFqp7AcoQQvGzyeYslx2woHOJrRe4LqAihr//IlurvPWFj6VSCa19leqz4Pcs9gRhyRIynidr5Rjh5vfJ1wpcvwoFsb7gPXtyjXgW4p47Onhf5WcqZDN5P8J9EO9flVHL5Qo7LtrB9qNRLv+h/JVMive/weRPeS3D5ybkyd5ez9Ipr0vR6EbtmZeKRRiCGBQzWcjE8rV+pNMrNQtkPM7HAO+bN6/F/PRfIwGplCer4ljc3JST02wBWcEHiXEqn//852F+fh6effZZdhwD4DEzWLN49NFHWewKEpZUKsVqEOgYGLqINQJupYkqwUHieH2bnlXHLxB2duLbE595LhldXd3V435/9I4O1ILWX8M7jvAGTgJTwyXEcW/Tj8US1T511NW26OnBWYKjxBul8bg4H+E9x+Ul3ufx8f46y1UYxGJIVhahWKxAdzdqpuTV2OtHJBKFeJyP7Ehkv++aIu4lkcAiefV9wWe0XOTn9PaloK/PLWvX4aNdMDezyVLF4j/h8jY51cdiVHZ7QD3fBDc0z33n0NmJG8ImRKNx6R37s1ThmBTg5/C5hXVZ+PzhGxa6gvrHBR8DoiwJfp5MivnsAePnsF1c3Geuz0K53APzcz0wPoGV2YU04s3DSATHB9emj40PWCvAqxgdKzOykk6PQCqFNUrEe1iT2o/W+pPNzbBjwyP9kHKIjdkqdPeuQza7AeUyf1Z+eO4EPT2etjkS4c8f12XxTsW9cXgKpJ4eXB8T2nZTUjExOVU4P16Ujsek496aV78GJ+vWC9EO7hPxOP9eLCbGJL+hRCKurJH+uBLvuD/OwmuHPUkAeIbfXTTiW2tFJrCBoUpTa+xuRm/fGiwtbkJ6vYORFfGMcC6g5XtlJQPHbx2zzoVUiiePQMFMfn98reDvFseoSJvOx6fYIyrQ2cnP4XWf8F+meqykvE9/3GIy2VFdX1ir0vGUdFyHhG98eXOk3q0nFvPGLs4173f9+XyPR600t2TE4+Van/iaVoCurg6jXINro39O+eeOehyvIeZCPC7W5gikUvo5lUwmlOMVw5xCBeEsU2SJ/vF74HEXXbUgcDGnUr5nisB9T7x/fjxaJ5thdiscc9698f7wx6A+i4RPLuRhCd66gLKWWAuTyc7aOhWLyc/Ck03Es8A1SL4H75nK64h3XzhO+XFfzm/peEpKbsTvgYdJ8Pvnz86/9upkKxSr/etSwZfV0/ss57Po8zXPH7OCcrppjePjOumTY/E5dnW5xfE1vEtipzAr17vf/W649dZb4ehRzMrUGqAr2c/93M/Bhz/84Rrx6erqYgH2MvDvRhd/XDj8/n3qcfV8vf+g//yoQ/vcTKdqG73joLxMU/vifGFylF0wxPG4oX3eTi4bg400P2dopDlBV1R7r5SxajkOcrkt73f5GvxX+Z4qgc+oVgOj3z0FKJKgY7eOwuWLMzAymoG9k7dCqrpx3Ujg2sL2ICuCeGI2MPvcEePAM4Xz86OWcS0+KzvNNXRxQqEIMT97BCb2yIujN8bS69Gae1RHR6KhehIbLOOR/B7kucw/y2Ty7FYxYxoKZzv5zjBAf3F+g7no1PdD7yvvf2/m9cU7p94NTP0Ov4bu/evON62p5rXZbRwFrc22NVte17jrBgKVNyigIwYG5LlwcwFjdRhZWROkosJcc0+9MFuLQbx2eQWO3iJiYFHQ9GtcIxFOItBaJscN8PcszzN5XRBj2HN/EeNXPtc7rnvP8h5s2lPNqN/XdOfU74Ped2I1a2b9tXGdQgtiTnPPXkyC65rqNkd07bD/lflsmzvimYrxUJDajdXISn07pnvQvWfxfMD3PPznl6Q+u81//3OtXyP9slnFKNf4+2PeL8z96aj+nVPGtvyM/CRRtx7Xy7xl7Vrmd/MtG47L54Ph2up+Ak5oSqWHtU5+8id/kqUvFkxdxute97rQbS4uLrKMX9/zPd/D6qwIYGYwzBTG3RE4QTl79ixzPWsOYXMMNJLFS0b95lb/d5gAe1NgmdpOfftLi921jUSkHm4UqFlAzQUKhRi3Ilt6zMGn8rOQJ5au//y4ayYwFRgELQKhCe2SDcy0Ssmbp25chAuwF6mIEWj9QALljU9vCVxfizglbrD55aPbJncNiBvHvqhphERhp4VXLyOYLn2x3HdbvRz1mPy7zh9Zfp+6gFnduS5rp9qGLAToxpGpj0GZi9Tj5j7z9Qo10HnoSAW7rN74lexTTPC+dqUTzp29zPYL4c8/N5eWUse/HgAeVwLQZQWCmq3JZazq0u/Kgd2mfQcaDLBXx6X4G/dd1fVFl7RCfEcIrLqAf1x3cO6K+eua6lgd863IBia3o96zSW6SA+Bj0rGgNd6UotqUPUy2GKjPKB4od/iPy/PYVBRS/OQxGu5JC1wC7CPVn2KfyilZ5VwD7NV7EDCtU+WQQfKux7chZuXXfu3X2M+vfOUrdZ/hgoO+e2GAxR//1b/6V7B//374ru/6LlhYEAsVMFIyMDAAn/70p+GHf/iH4YknnmCpjn/2Z382dL9FQFa4DQgazAjTbDYw0+JoW0yCvsuvvbjQ03QWMDUjWC5bZBnBOn0bS5BwEDSpOXA4pddzDZEVQjtnAwPL5qdbyGzCaf3faSkLEQpHSwsbMDbRW7cErlXJSiMZm5CsY90ftFAgOdKTFfARAznt8E7Bq7VSCNge1KJqQQRAndMyTEJGxJGsmtbO6SZJb5Cw4mlL9fcs4N3z6grPtMhTWgel673xM4Kl00l49ql9sLyEe04FBoc6mfvXE49dZnvH+lquurbjO+hTyIp4nzwY2/8edJphVVgVY1i2xOhSWpvev6lekwkmgXs/2niVY3JbujkTD8hOZhLEdXBRDOr65UJ6TPdgeqYmsiKTSfl8kyAun6+Oi3i1fTklsC0bmCoWq9fWkRXbswgihjJ078EkQyakd6+uUQhdEouKQ/umjF4mguLyu+na7miKrDQa3G7CyZMn2T8EBunL+PVf/3X45V/+ZfjUpz7FrC5jY2MsZubQIfQPDwuTFtAFrmTFZFlxaSfmsDiqG65uIYsb28dXt7zUVXMBawWSCU5WCnlbfYIwhMs/cdPrZV4DIxnbUT9/QgjLSqiikPJxm0Bs0kzZLSsiyHd+Li2RFW+Mra9GmiLCWPwOyQqSo6HhbuN4F5aVLsdK89tBVnDeYpCsHDviaenKhqrwtg1ICPW2DUrdWGMB7z9I8CmHHEcmzbdNsx41rLUyeHuZTAGuX+WJPPoHkLSMwM0KTPGNYwsVTkhUolFMFT8Gk1P9TLGJCjOsxYJz05t/8vyQNcdqDQnxnsWY01lQbJaVRsmKq+ygrlOY8XScxWq4WVbEdf2xC/6+6giaKXWxqX0ZtjXVxbLiVoYgmKy41pXTWVbU2iXy+zcVcxTn6xBkWdHtU7rU2LEWKbzjhhoyUUOfTERCbb/kQFZciAu0j2Xl8uXLrPaJ6sqAFpLr16+zwo1hgNYTtJjYgEH3rcVWWVaiDuZVMZjVdkyWFRc3MDfLytpqJxSLWJSuDH0tyv0vaq3UF4ZUn4FJI25361lbrdTcdHbafYZgBwbm1ZOVRiwr8vEgcmuwrFTJwdSBQTj/8iIsLmxIgjlfArFAYzYb8WmBG3EFm5/zu53ptGgbbWRZwdgi/Ifua2jxwcQVyhlVIUl2E9PNPRsRXahqycX9BtUEMJGhoM1bhaxBl+ss2ASfoPZlsmJChT3P557GzHMl6O6Jw/geFFDD7Yc3EnC97htIwfLiJvT1Z+DE7f3Q1c1rYCFGx3sYWcF/h48OV9f3pGU/NRVzVN26dCRGHhdbSVZM9Xrw5wGFrNiKOdquq/ZVvTcwfK8c0poAjooEkwIqavhbrLVe3IW7G5iMIEuJSvRsRSHVgO9m3MDCWlZ0Mp66JuvIiriGHH+irqny3+UGyEq2RZaVxshK2IANH9CqIbtqCZw6dYpVnN8dCPsITJuy2lakwfMRJhcqHfkwmUtN5/PvLC5wze/gcL5lgr+5MGQk4Hcx+eXK0+Kn94zWVvkEIxew3Rqzoo4zVdOncw+yCZNBMSucLGUz3CqwZ7KPBc+XShUW7FvtKft/fS1Vi+GIV5MDNOyXXyVH/r7y/qEbWmazSlbawLKC6Oq2VbIXG2KQZcX0bq8DwDcA4G8dLCsmN0BXzaeufdlVolE3MHBYs/0eB88/O83IH7oD3nXvPojHMQHNzW0NPnHbONx59wjc+8AYdHWjK5QHtKxgzCPOVeHq68/6FnXUZCNMyjKdG5DcjnqNVpEVtSK5fC25rYhFgDYl/NC140JW1DlVX2Op/jvqZ7Z4Mp1lJWIgBtwl0Nv/vYxWwfEe4jMdWQELEdMVBRXwZ4OzjyOdFUNFGMuKTmbDY/JciAQQNF2f1L22ZBlD8v4l39MpzT1tH1lpaPV84xvfyARcTJn6jne8o5ZaVOD8+fMsIL59YRKedX83Sm6CLCvma83OZGBtdRSOHJuHaLTgaFkphXq9Irh+eNifurlZN7Bgy4pqjpSxapi8fGIQWdl9MStowUABXaSNdJtr8sbtbkHRHRdWDEwggamIR8d6WKpUdDfB38UcWVvlY6q3ibGFbmDCzcu7Z//Y39zEavE8xsWLa9l5V7DVlSzrWz06qiml5YBgWwAnKO/iWvXnZoALgsmtI4xlBfcheT3zLGf6eBFV6HIRJuxkBd/t6RdHYGU5w97xXffu1RTbvDnBsuxV0w+rwGeFhAXnJf7jFr4ugxuYSaC3xTmULG5gkSaFSRNkzbd6vs7SoFqGIKQCU3xmshpsp2XF5Okhxw0JDEklISLV9x5EuMoBzzroHuTnpr4fE3GzudzpyLNpfXG1rMhISmQuqrln2WpoIysCNiWil4rYLQ5HR1zCxKdsIVl5wxvewH5+9atfhYcfftiXPhhJDFa2xwD5G9Oy4ko+TDEr9o0PhZyXTs1DqTjE8tGPjuNEdrGs6BYHfbxLLldkWVkQQyNuBXmacwMzwSasCmCbBcjn0E2n6gamFK8jtK8bmCAsvLZBpEE3sGALiv54BDaqWtruKpFAdxMkK5iuFzXgWAdGtqw0kglMINUZZzUe0HKD1hN+Tf/6sCkygfXsfCYwga6upCUjGK7tS1Ltp6ANOkioAIMWUOeyoDtuEyYxM+TfKceFIo0XmtSvza7BwLrP/Lhwbhhmp3tZhqs77p6oWdsIwUDlARIVdAU7dARdwWSyIgtjJmHLtDerJEZ1lZJjpVppWVGJcpBlRSVV8ndMopqur9EGLCvqOLUphmyWFZfYEbXdTuV31X0zqP2I9Hxc3frk5190JG46lzsXpYr6HhpRhiQ0x+V+5gzxPuqzcCEGJgU2xtwthMgGpqIRItMkWcEaKAgsCPmhD30IhoeHYXch2Lrh9l1bWy4sup58YPaYUtXPf2nxCIyO94e0rAQNcICZaV6vprcvwyrCtgpmNzBwtKzoEPNpvlELLAvChPYEWhVEKmt0BRN1V7bbspKuxo/09HKhtb8fC7nFWCzB8mIGhkd5DQNBVhrJBFa7WiTCCAqmq0VXME5Wom0br1LnBqbNCJbQaCzlNUcO7AxLVqINuoGZ1tRBTRxgl5Tedc1R89mYG9j1q/1w6QIPor/lxJiUZIHgguHRLrZmsIx6G1j4UZ6LMUvcAASMQZ37jjyugywr0CI3MHAgKxDSspJqUcxKZ4NkxTQ3g9zS5fuXZZzugGenW1ciAc/atPeIdNAlR7E46J1VHMlqtAHLXVxzPGYgKzr3MJPLtfq73Jb6mYns6n7XyXg7GLOC7l5//ud/zjJ3YfFGrIOSy+Xggx/8IKyuCpeem8OygkLZ6RcqcP7lYUfBSn9tz5cefy8yVzv7QBY/TTnYPWBb584uwPmzi+zvsfF1ADgGW+8GZoKLhrzqprPGF1NyAdvN6Yttc0HVoJs0eLY5Wz+eajVNqoIPEgru/gVMi4vjK5eLQz6PxRm9uJNGwSv7ykH2fuG2lgmsnciKZFnxrzdg0HCGsazogjJ1bmDqpmjTWLpqJgUZSoR0KQnvBrS0uAFnTmOGJ4ADhxZgz6QsgBFcgEqooWFuTZmfFZa8A8pPFzcw03HZsibGRN7gvmMipXqyItxd/ZCvobajmy+2ezMJ0Kq7vU1wt5EVNU7DpmzVCa3q3CyGIHpj0u8jlpTMcn9MbmCmxAu6/scdXeLAwbKiWwt1rmm6/pg+M5GDqPS5nDpZXNMWjxVEDCqW1MVBrl/y7ybFk64P5a0nK7/wC7/ACkK++c1vhosXL0KhUIB4PM5+f//73w/tCzthENjcSECxqPMtrW8LfZSnr5eZZi2b7XVk0fUDEzMVCWSzRaZlsp1vH4SeQFQsROC5Z67D5YvcH3H/wUGYOoBuE/5Ax+1xAwuaMBGjZQU144QbJSOYumG7+j+7WTcrFSQHVcuKFMyOrmCI+fk0lMuxmlWluzuipO4Nj+5a8TshoMjtVTzLSpsE14u0skjUUNjCFMbBGY1saT9tigjxHlVSamvLxbISRCaCxlHzPuUvn1lg4218zyocOtKYmwOBu4L5ycodGCUr7VO2LE5BQqks+AoiMWvw6zdpuPn3kNOn1wtsP336yavwN4+eg8f+7iIjLR66Q8gdQZYV12xgEUVwl4/ryIr8+XBIy4qunUYsK3gOyiKYhEKUolip/rxq6I/NshKUkCNI6REPEX9s6o/cTiGE5c702bimfV1f1Ro1ppgVE9T3GYagqL+Dg1XHHU3tzL/5m78JjzzyCHzgAx+oVbDHnx//+MfhC1/4ArQvbBoOjuWlTXjs64fg+ef2arR19W0tMC0tx+L8HZb2TdeOMEFBaF6Fhle2tNhjVnRtiiw/CXjy8RgsLWwyM/ttd0zAkWNYKTjlYMpugKxY3cBMZkUZ/gUONwZBVsiyspszgtnmgu64SfNtW7a8xTuf43VVVEtG/0Anc0vDfq0sV6Tg+uaICkK4rgj3M7mv7ZgJDIFrQqewrtQF2etcaGwaYIE9miuVHLO+qVa1MG5aYTImmkhMOMuKvG4fOz4IkQgKXoRGMDzazYgzknr+TCNVod9kJQlDVmQLh+z2pGahRMjz0zu+upKH0y+Mw9//zWF4/Bs55qmwspRhexQqF1FuaB1ZCbbo+F0pxd8mjb78XZ1F1FW+cLGsuLule+vFrdL1THETQZYV3bVN64XJguKabEC2rNj6ZIq7UdtXP5OP9xiOq/cWC0jjbHPP0sHFshIUYB8kY26DG9jS0hKMjo7WHV9ZWdG4E7Qr9A/y0gUMKo3A8mI3ZDOvsJzPs6JxlxKOhQU1I40J/sVhcXGj5jc/Xi1aJ46Z27JrGZcWu+DJbx6AzY0Iyz5034P7YHyPKIjXWgg3MAww9muYsMYCOGQQ0iEGmxtJKJViEI22l/sModkq9hFHDXoYy4o3p9LpaC0mQ7aYoHA+MsYFifm5ohRc3zxZESSEFUdlpN3rW2Yz1naZwAQwZbM+fbFO+HBxA4s7WlZMZMUlcFU9Lve3EbIif88kNNQfX6oKqLhuJ5JHNMHKBFegEmFQuIJJe6qHMG5gYNBw43lejRd90LesFIvUiPzTT1yF6esDkMsl2H40NNIFx24ZhbGqtRYTd3iwjQOb4KtbL21rkzpHXOJ6dIRIN+Z18lGjlhVT/K0ORwzXNL1/W52a6BZaVkzrl9yOuqY2ErOSMHxf19ewMSsybPEkYX8HA1HagZgVzPqF8SlIWliXIhE4c+YMvOc974G3v/3tsFuxvpaF5SWsOMwxO2O3xGBALQbsiuQ+qGnxhHWbYOV//Gj5QGAKR+G7629LZ+ExD/yFuQ149ql9rPhjX38J7n/FlKboW+sQi0drz8DvCoYC3H0NWlbinua7L25IgUtoRyTq3MDUd6eOXZ3vuEs2ML0GciMd88Wr6NxNFubyUnB9rCXCFqZo5dfP++5xIx1vu0xgAkIJUJ8RTKfJbpSs6CwrOsEniMS6BsCra6SrG5jajox6Fx2MV0GINZvQHMZqrmAYUwmGdy/chFyUGDp3HJ27lPz9+roWVy+hEpavE3ffV4LXvOEQ3H3vJOzbPwATe7lCbnFhU1LURo0WGrvgG+RCZUMkpGUFtsiyUgxwZeJxPtPXVuHJb16Bpx6/orgLm9zTTSmKVcISdA9yW7rzTcRNXV/kv02B+q2o45QwHFctbjJZ0RV+dIlZgRYQFFtc4g6Qlc985jMsRmV8fBw2NzdZBfoTJ07AxMQE+2y3QsR1iAxGszPqouknL0IDhL7wmL4U3T089y03k1+5zF3PxKaHAg1mLcK2sAZCI25g169hkoMIC6S/94HJLdfmogBmdgXrCGFZ8S/Sa6vcZN8/0F7aaIKjG5hTzIqOxJq0gG7Wyo2qZUWOVxEYHOpi/cvny4zMR6Nl6O5p3rIiX4/Hy3j3uLHBN5x2tA7WyEqdG1hQzIoJutoiQRYMnba8GcuKHIiq3oPpGup31fazdVZ1zCqHoOxfrcHIWA9TemFGvXryLJ7/nOabrkJp1KFoo3+vReXb9HWeTe7IsQkYGr4VYjGv3YHBTqZIY2UBfEVhEy2KWTGNRxeyEmnCDczVsqIK4jrCxQlder0DXjqVh7/72gU4/eIcU/aijON3oTNlJ4tb5myYWjFyX3Wwud3Jx23PwjVQX4ZpD0pIv5uSLqnKGblmj/oeXYlHo5aVMAH220BWurq64E//9E/h9OnT8Ed/9EcshuXkyZPwZ3/2ZzAwIJtZ2w3myZ7JFFied8Ttd01w/9k0+s/mtN9HJcr83EZNWzsyopqD3cjK2mqJCXWJRJTFZaDgjyZmWXMX1g1sfY33eXL/MYhGt8b1y+QKhpYmfb9sxYh0QLIi3HSouNqudANzjlkxBdibLC66drwNIp2OGC0rzBVs1BMue3pzjLC0AuJ6XiVuxbLSjmTF6AaWbDAbWCOWFdAcd7GsmCzfCUfLim58mtamo75z8B2jYgbr61A8XWuASsKBQZMrmC7LaFgNulpgMpisXLu6yhSHGEuKxEQFunYKy5rfFSyxBZYV274pa9ZthVCD+hTWsqJrw4+F+U144rH98Pg3DsL1qzFWoqGzMwG91fhc9CLxtyOC7YPWlSDy4RqzYrNYyP2S25Wfh/rewpInta+m/pQMx1USbnMDg210Awu69jaQFQSmKBaxK/hvYWEBvva1r7F/7QvzZL9yiVtVcOFB7avQls3O6PxnUQApQDZTYMIPum9hgKDI6sXNwbKmw/z4Fxf4gon+usJFRFzbs9LYWLQf6DMvCENv7/Zp/MwZwWzCh/n9oNY7neaLWV8/WVZ2ZzYwl5gV3XGTpjFos+aWSozTQvjrNUBdVjBEbx9qbHVFEZsJsve3Jywr7RRcr1pWUDPst4R1BAhVzcasBAluugB7V//9eMiYlSDBrV6YEGsz7hXkoto6iBgQLysYBKTYbSYGQUdWvO8gSbl2hbudTR0YMLpw4v6vZvQ0kxVV6NdZVmz3ZoJN3lDbVOFiWTHNHVM/I7Vn+MJzM7C+1gmRSAXGxgHuvm8SXvHqAywzKWJ5WS1QrSMMtntr1rJiIgfRgN9N+1QjZMW07kQaJCvqZ0EuW80G2zdiWXFDU9IfZgL7sR/7Mchm6zM34IQulVzrbWw39BM2n4/B9DVu6hUTCAPdcfGZm1mHQ0eGqgtVtPaC5uc81y3UrqDWBWM3kCisreWqqXbjhgXRG5hLi1wLMiy5EgwN8YUZLTtIPjpSLgFw/O/19WxNCGk2HWtrCkPa3DrAYh3ife/oKNRiAQi71Q3M1bISJEwGL/aZzSSUy5iKOMJcM3VAAVNUnO9jZKU1SUFEAUqct6iw4GmBsU+JtrWsoDYb5y4qGdD1xrMSpDTP2iV1satlBXzrqQeZYERDCBk6y61J82lziXEJsPcUSSIonNAaYAKMl07hPpZj3g6ogee4FwC+Yng3HSEtK6pQp2rNOWZnuOIP3ajHxs0eCoKssBjWXBGSzO3algErqly7UTcwzKJ1WvrMZjEIq9U3nR8JlakPsyAiYcH19pWviUIyebB2rrBU4XqJVkqvgLCpP/J6YSIYMhpxAzNZOHRjRLxH19iUqPT8bH31rpvNFCCXT0F/v6pU0ymw5fW53CRhMJES0zk6BF17GywrH/7wh+FnfuZnWLxKuVz2/WtfomIWkq9dGWATCs2SYgLhosmq6mYKNbcq+fuyCxgCz/XMwWknU3AuF4P0On9ewvWLfSsZq1XU5q5gMeeJKPraTEXuRpBMxA2WFZ2mVB94Jz+jtTV+z31skpLmcje6gYn0wfVQ3QlMbmBhLCv8M2GNQ5cskyYUSfzhoyMwNIzZwRJS4bnmgGmAubKmzNKZCvKEdThws25X0i3SpaOA6CFuCOIMcul0sayYvitfQ71OkMAVJOi5Ihp4vFiMwOqKiFchstJKJJPx2h4sFIgcPUpWKRtZAUc3MLPbFTpHXLkk3Kn7rdYznNfCpWmx5g0RxnXZ1h/bGFYFXNv64lpQNciKGU6RJOpLofI0yTLmef1AUicsu1ivztzXVqUcDnLTUq8dCREjIp8f9lnrr4v7yFOPX4WnvnkAFhe6lHEeDyDhqhtYEFods6JaEIOusUVkZXFxEX7oh34IUqnd7qsbg1IpwsiKsKoIAQcFGuHbrgbaY/0S1AbgqcL9CzFS1bAs1HxX7f6PSwvdNWKBi7QMvyuYu+Zjp8iKmxuYemzK2N76Kj+nrx8XMSIru9Oy4lLBXnfctCHa2uHX3KiRFbsVAzP53H3fUYjHHw4pWJiBAk13N29royr4b2zwfuCm3G6ZwASEoIXZEP1Q13cXN7BYSMuKyXojf897/5WKaesK0lb629Eft/3utbWyjP3AoppxSfNPaBUmp/prrtnZrBx/YVL+qe9AfKauATHD8XqhcXmpCzbSZaZk2DspkyQ9am7gtb0/aRmH8h6ZD5G6WGehkX9vJIDbdI1YS9zARB0i03osiKmZrJgsKDbLShDhcq2npLe41Vt8G0sEYz7Ov3/l0gpzz0WcOT0JpdItAW5gunG03TErQe5mLsdbSFbe8Y53tHnxR1ckYfpaPxQKcVbNGbORyBA1T9AVzItDwQrY/DgGA3qmS88cjBMUzXdBZGVxsduYTaYWZL+EKRHrc7+bXqFwA+vt3V4iac4GpiMr6mf+v/FZr66WJctK+7nPELaygr1pgbVp1sXmmLTGq2w1apXsq5u0R57atwaHUGx4FmQBk2Vlw7LR6NYl1W3MtoYFbU3RJiwrJrLicn1vnV9ajNTcdduVgO5moLdC/0CKeTtg8cVwwc/yZ2pAfDTAbcx7z5cvDbGfeyb7fXu8CWLvR08I7LfdDQwMZCUohipoLsguZbZzbddwcQNzX5tFVrfu7g47WfFlBDPdQ9gsW66WFVNb8jNKOljoTP0J62YagXy+WMtOG41GIJuJwqULm44EU3ZNazRmpZGgenWNb40bWFP+CJ/85CdZquLPfe5zMDTEJ7WML3/5y9Ce8C8a5XIMrlziMSr7DwzUmXqRMPA0pyXG/AeH+OcLc5zUjFYLzMkCOy6ymI4PrSv79pt9KVnK4ipZGZZcwAT6+lLs2phRaX0NM86IT3QxMPxvZOH5XMnn2rFdCM4GpvNz1ZMVdKHJ58osIK+3D/Ou73YL3s2FcDErtnERZFmREVXcwHaG4CJJmoX1WiV7YVlpx3gVAVGDCTMfoitvFKveGYUhRFapXQEBgoZsiZG/oxsX4jomVzPTGHBXhrhY6GzHlxf5z6GqgEpoLZAAYsHFJx67AnMzaZjcl6kKtSYrll44zOc64NQLkzC+Zw0m9qB3RNKJrKTXk7W9GS2wLuDeEbGarDA0bCrmpwKLa19v0JVRN1bjUmyDyWKgfqb7PYgAuMVpCDcw0/onyEraF7fSKsuK6Z4bIRM6S5nrswhLVqJw8fwScwPr7e2A/YcGWZICJC/jE33VvU22OBaVcY17T5ejYrDVZMUlwF6s79tgWXn3u98Nw8PD8Ja3vAVe//rX1/1rX/hf3PxcN2SzSUgkirXiTjJw0xaZg7grWASyWSxWKOJa/JYYdmy0WnSOZQYxa4KwDcx4FY/rU18icRoc4tdZWswGVHvmfwvNKLqcCIGxfdzAdINTr/kQ/uA9vSmIxY5tSX8JWx+zgikqvUJpzbiBBX2Pf4axBNnMzlpWakH2wg1sh8mTC1KpOHtn+KrS66YgTnz28mebIchKGMuKet1GfL5NfXEhvXY3sGwmDpubEeYCrEtlS2gdgd4zyffksy/NV9cRXoTa7d0DXL2yDkuLPXD29DgUi7gvDwa4NyLicOUyV8COjied3fyQYPmzgrlaVgalz3Vus6pix3dVzT2ECzbPbBbg7/+2AJcuDDkK3O5xGmhhEinRuwzrHyYv6Kq6znquYC6uUjayst2WlaDYOpf2veO4vly/ylN1Hzk+wiyNOLZwCrx0aq46F2Q5q6yM65K0VjfqBmb6zBZ472pZce1TCywrX//61+HRRx+Fhx56CHYXvMGBL/zyRaE9WTFmzkJXMAz0w1SKx2+N1KwqaEHRFVtE31U0XWPu8GIxAfG4fmFZqrmAmX3Z0T0MA/kxbuXg4VrPfe3I5EX4nG93vIrdDUyXQciujRHFMPsHSBjYjZCJMq8hFCTQBgXYB7km8N8FMUh2eONxuyHcvTY3C1AsRlmAfbtbVnD9QeFweXGTBdl7yhP1ectaZpNlJRKCrJi+a9vsTcTlHgB4spohSfe5y3Vt167GGVbXbXxeLu5BhMZx+Ogw23expg0WZtw7OYne+05uYLi/z07zWFNUCs5M3wX7psR31P3R+34uF4HZaU6Spg6E239w78d+olfF0eO8wKW+fyp0KWd137WRFVeLiP98LCCdzVTg6pUh2H8QvRmijlYJtVJ9/XXRFR7fAypeUSFiArrTb26sMrLCExa5xI1Ay2NWeKrqOAyPJqCry1R3Sv6+iWS6xsTox/CFl7niSJTRQBy/dRQe+/omU+TOXF+DPZOYFOa8cn1hlcK/cwZi0IhLV5jaKi4B9uHISlNq9+PHj0Nv7/YUG2wtvIeHVVPT6wlWEG5yH/cN1AG1Z2jeRaFrabET5qtkRWdVEUXWUBuDk3Rp0WxZWawG1w+NmImFyDSDKRELBR2L9y9WohidCJjdCTcwfE7cZ1dA1jCpC0DMallBQkjYfUCLpHCp5K5gQW5gYTPR6P6O1shKT49Nk7m1wLVCCLGo2OCZwMptmwnMHmSvWjF6pWP1GRL1f9vcwExkIqzLCgL9ZN8EAHsN/W+NG5inZKIsYFsNTDpz8DDX+J9/eRGKBXQJFpDHU/14QYWXyMiHuHppTbLymgLvMTNojs3Z/oFN6O8Pp2BAwRKJPwrpm5u2wHgVKgEwjUfvntFFaGGOp0b3f8c9rgefx9wsJ3T5XAxy2YdCCPrBhRBlFzBbbFd9kL1bXEers4FdvbwCL5+JwzNPTLFMrX4kQ9Rxsikx7O8HC2HPzfLfjxwbqX2KMdWHjgyz31EZns/LspFMclVLYDhi0Fzq4iA3sKDjW0BWvvd7vxfe+973wle+8pVaIUj5327ApQucoOydTEMiKWvj/MBJNlYNtL96pRdWlrt8KYt153uZQfSPmacs5oNteNhMLHCAookU11jMTqK3rHjwMoFtv5CPbiRiPfK7gslZStTie/WLSbFQqmUQIcvKDRC3wixtQQKtS0pb3XH/OV68ys6RFZz/3VVXsNlZvm50defaPhBbH2SvEw74hlmvuZPPU++1GJKsBCdSqP9dh0bGkcntJ+pbh4msbA8mpwaYAhD3lIsX5KycJndFRARmptdqRSZxLcISBF6WTr1Ah4qVa1c4WZ86sGwR0vTA6wjX7cX5QghxK26wVvB78eDNIRRYTz67AVeqiQCC3cDq5QxUbmYz3jVXV9S5b7PcqFYgDVmp7uMmF7C6uJX1XNUzwyV9sIywSQViWuImxkwul4Dnnz3B4vc86NIGu7qBRZzICq4v585iDBPAxJ7eurjjffsHmDsxlgTwJ54wFYtUr7HdAfbqcfEznEW6KbKCNVYwiP5Nb3oTvOENb/D9e+Mb3wjtDtTcI4tH+WHq4F1ocLaeL8jK8iKSgAj09Gatvqwi5fHiQoUNQPXliWwy2A4vIGWGl8K422pZyeeitTR32x1cz3oSiUA8YXIFSxhcRzQasVW+WWBaUJ2bHWF3QIwFblmxLd4690BX9yD/Yp9eF5aVnXXPEfEyIki3u0cl6e0fZG8P4EVkLJuh+p6yIUlDI0XbdGjEsmJ201hbS1XjDHdGIXQzAi20R28ZrWm+sWyA5izfX1jsFd3HEHv39bN/IhWyrbL9BbTeFMvQ2VWAkVEkNnqFpA1e3IqaWS8MWTGN63LNqiJc3Obn8Nnc7kBWVMVfBOaqz0hgdVVOHxyUcUrta/2c9TKB2ckKi1vpkuNWXNzA7FYjfZ9MlpUoC/Dn5SgijHSurRbgzCkRK+WaDczFMmySGyPM2waV4dFopWZFUefCLSfG2O/oCrayrFPmNmpZaXWAvS1mZRstK2ohyN1WFFJYVSb29EEqFRxA19fXwawcAqNj/kmuAi0COOALBW7Wk6+NLlILc/wZDY/ggmgnFkKDh2SFz5uKVghYX+P9Q0vMdgfXB2cEizvnZqd4lRsxI5huM9EtokFCrHlco+tGLZi9d6fJSrLWJ9af7jCCSzsF2euElXnlmy5rTaaFlpUwa1sj7oSmwOhIrS7W4BAXHAjbAyQAmDETx+bZMxOaM/zzfXEhy9YddL1Erf2+qQGmmMS9BV2qdQIdHr96ZYX9dfzWKYhEvrWhlPnCqwKtFHrXbcQepc5YzOAmrYLPIbQQiUyL62u43+530Nz7s5rhsxRkRSQREnuv/vtgENDNe3lQJjCzK1hYN7BmLSsAs9fXaorm2+7kYwzjj65VA931bmByPK69/frv+u8BSdH5lzkpn5wq+ORNGSgX7a0mnnjp1LjkBghWIm6vgyIfDzo/KMDeNRuYrS9+7Iw0u+OoMFMjz9bBi0C6ANn2+ISnZRkd8xeJVCFXs1+Y72EZxK5f3YCTz16Hv/3KeViY51qJIUZWEoGTGNvLZROwydKg6k3T6+vxHamv4pYRzF0oEdqdfk2GNMJudQOzkRU1nqGxWAa0LKLWG9Ndd3fvrEVOranS3d3+lhURZO+vZG+zrKjHbchqtGpq+/Jnrtl0gtBINjDT2IlILmBEVLYbR4+PMsKxtNAFC/Pd1jExO52uJcfBcY2kRXhHcOuK/x2XyxGWZUl8Z2gYz23MOwE9LjAbJ5IBvTcE4m4AuB8A7gg5pyo1rboMjL8Nnh/+wpbp9QKLrUHZ4nBVi4+ykb82ls2yYo9ZQUWNsKwEuYEhBqqB5PWWFVtskq6f4WNW8P2Lwt/ofoXkWMSLvPzSfPX5yuOhN3CtMP+tJyv4TlHZFo+X4MAh1cLlx+FjIywucnOjo7omjTgUSHW1rKgxUq4WF/VvnUKSyEoIlOHSxaWaLysuKq5AKwyWH+jty0CXgzAkUhijT+nf/80ReOnUEizMbTATLg60fVMl6O8/HtgOZikTWofZGZwkshbFw/pafMcygblnBLMLn6glWK+6gfVTWtAbIn2xOcBeXrCC3MCCl610mn/W2ZWHaHSnyYp/XenuaX/Lij7IXiccPNAgWdGlZQ2Xrcf0HVxTsQYBZk20983FDUxXGZqTbpGyfqjeQ4OwxcC9WtQ8OfvSGJRKwirhf0/5fAwWFzZrgqfA1AGumJyfS1fjNLz3fPUyJtvJsTXr6C2y4NcYam7g8z0GshKvWlfEOHddryqQyxZr41xcZ6mqfLW35T8+N8vbQMEcn61IAMItTwK2mBUV/hiXbIZ7kSAZckn/7I9bked4sQk3MLfjy0tZ5g2SSERrtZOmDgww4oqk84XnpiGTqVRJJv7rDlinIqFqxeD6deEcl0sPHFpk/bAhkYjVMjZms5gV7F5D+7pnEEQ8guJJG6mzYorpIbJiRDaL1ei51mX/ofpiljbghH7Fqw7C3fcdhkjktYHnY0FJnKjcFaQCff0dcOjIENz/0BS8+vWH4Nitt0IkIi+4ZogaMDPXx6FS0fd7fS22Y/EqwW5gNncMb3JspNGNsMK08u2c6pUQtoq9zbKii8EKb1lJp6txYIwY7CxZQQVDZ9UHm2cC0wXO7oYge51mFQXGjgCyIm9CHdW/5YBQcKzloLuG/zPU3j75zSss4PTFk9NKJsJGso3pycrycoat5V1dOUh1kmVlJ3Dw8DCLb8BaShfPy1nfvPc5N8sFTNwHZQsnEvGBoU72GXf34nMyk0nAhXNcq3702AjLQNYsvLiVbmYFKhbtmnJ3y0q5ZgFAYRWTDyCQvHixFSYygW3yNQlPna+SFVTaypk3RSbOYMuKrq/efWxU+RPGorgkF5HjVlaXZcKUb8DdCxyeRb0lDq1vwr0T+3zLbWNs3GBA+8lnrkOphKmzZZnNNUUxWMnKtSurLN64IxWBySl8j+aETwIiFXQu228I/g/rBqaeL861JZmwteViWYGdIyuFQqGts4HNTlfN+CNdDaX3RT/CRAInd7CmANnvvQ/sg9vv6oPXvAFJyn622OIiEzYz0OhYN9P65HIlWKpqjWSgNimXi7aPZSUfnINdNxRXVzjJaeQZEdrVDcyFrAS5gQWPo420bMXY+foXIsieZwKDXYH6IHuTj/ihEFuJiDG4omnH3afcQ8znOvHEY5drWYdQqPBrhk1CoE0g1ZMVoc0eHN5sIA0ooVVrCtabQFy5tFJL1S+/J1EjRbaqCEzt59aV69fWWAFZFNrPnBpjBBc1+7rC0I0A9y/c/9Et9eQz++BvvzICTz1+FS6eX2RkwE+og4ReD9hf4QK2Z28fDAymmHCNykExB+wJKLgCEBORZDJF9l0RY9Pfzy0b/vkTbdhFU6zHLi5g5hTGahxPswH29efgOMBadsJ7RlU63XHPHibX4PNFl7DmE4H4Y+KKxRJcrnr7HDo8CrHYa6Tq82YISxha2vxIGNYzW02UVrqB6QLsy9vrBoZE5Od//ufhwQcfhFe96lXwK7/yK5DL+d0blpaW2job2MI8nwwHQlpVmlm0xsbHIZEYabpuhZhIWMRJxfoaFzJQmys02rvDDcz/mSArFFx/I7mB6VIXg4GsRBrWuKfXK5JlZefJijDT9/Zhf1Qf+90SZG8iK4MhLCs8ew3AWgjto90NrFSKwKkXJuDUC7PMEotCDgZgIxbm0w7+2+EsKyhgiuxLQ8Mo2ND6tFPA+mYjY2o1bw7MFIaueqgcQBceFThGUHtfKpZh+toAs8JghXumRT8x1jIFGZKAu+7dC3sne5gVDruIYwhdfZC0/P3fXqhl7gxjWUGSgUHr2D4GxaNcUEuVvChcwWxrHycOeN/CAiSKYdcsK6tZ6ZnqxES3ubNZ7U53t7vyFItDCiumh3ID64UL+L3Nz/Uy8oiyk07RiwmYTtw2Xj13wzfe3NcR03FOulHJgomRxhWy5EJWsr5xVN++naxAk2QlKMA+6nB8C8jKhz70IfiN3/gNeOc73wnvete74Hd/93fh9ttvh6efftrfXd/LbDOwYk+dMLALhWGRAQKTA/gXOiQrHTtuVWnMDcz7jC/o/L6oGOTuR6IhN7DGYhnQ53dzg7fT3YtC9s7P78mpfjh+6zAcOoKKiodhN6A+yN5EVrpCkJWkIWNOYxrRdDoGTzx2AGau84BhLBp4z/2TNa24V0ujNZYV1PI++9Q1NsYGBmMwNIyWItkFibDdOH7LGBOy0QpwvZatCWM6+2rFGXUlAXB876vGrly5PAgvv8SJ9IFDg6HiV12VFbfctgcefs1ReOWrDzCLENZmw37nc6VaamUON9ez6eqYx1gVUXjWK22w6bDX8ppt81WyIrKAIdBlLhaLMCLnWWnCxKz4PxNuYGHcufVxK0EB/7bjENjXmZolrs9IVgeHeZIjVMJmNk2WHhWmrILeu87nvXTamKo4TIbBjo6wlhVwzAYWaWGAvSlmxXS8RWTlD//wD+H3fu/3GGn5qZ/6KXjiiSfg+7//++G1r30t/MEf/IHXjTb3ecCFaTcCFxNcAGVTsAh2Xa8WmNzJTGCyZQUnkN/UbdMc8aGYy8YhlyszrZjQShNu5NTF8oKlLpThYg0w5SbOi2QHasIeaIuQPBRKJqeGIJlEl6ndM579Qfam5ygLIEEbjsm6Ed6ygvEpT30zxbLgJDsKjKTgJo97DmZfxLUDhQmRhci87rhpRJeXSlWiUmEa7LvuPQjR6IkQAhFhK4Ba5cNHq9W8X15k+w3bFy0uYAL4GQYwY3bNfD7O3DS3Wibo7Eqy+JI77t7DyHW9BTAaKHCjV+YcS7DjxbAiRNbR1eVMda21uYFhPRF0AUtyF7BqbA37JBqp7bte3EpjMSv4LmqWlRBuYPheRazf6opQOJksGRGH322IsiytK9UMf+OWMYMWLKEI9sf02OSaYLJy6UKJrS0YX2UqMh4cs4Jj3yZrha2z0owbGLSHZSWTycCePXt8pOSjH/0oPPLII/CjP/qj7Pe2tqrgotGd39WVh4V1ZfraWvVZ9/rcwHbastLVlWTjIpstwlPfvAKbm3nFFcQssIjFCSeuME0TbgA3MGMFezVHvTgePqXtynI1nmAIU5VSqqbWBdnrBahyGbXD4v0FZTpLhiArdoEIA6MxzWhvXxYeeEWEadAF0P1VpD81VyqXkwSYwDf7pcUueO7pdaZ0wT3jznv20rrURkDLJY5VtAScPTMPq6udLPAeE1qgq5gJ+A737vPe/y0nZpkwul0QGbzQYsfXxlrPrAL34kIPFApxSCbRuueNexTusYAyigN8HbRbPoRVBeN21XpsfdW4FVGYWT//g+czKh6x3B4qD0z1QkwYFHErVRLhRlYaSXUeq8Y3cW+boIxlwjXdX4vGRtySVhLDy1nw94/EO6ySP1m1rOD6xONCgwhUpUXZwKBBy4ot8YkdoWfn6173OhazksWUWhLe8Y53wN/8zd/A5z//efihH/ohaGfs2bvS9pYfG0bHe5mpNpMp1PKRs+D6LJ8AjSQNaCVQM3LH3RNMUEU3kie+cRlmpteqZMWkXRZ+4XwxoHiVmyEbGIS0rOjTY4rfl5cyvo2O0Koge73G8qUXZ+HvvnYErlxGoS+oCHCwVbX+eL2AIVftntg7Aclkfcackaqm2NNa26p5HzBcO86yOJ18ZpJpszHOATXiRFTaCzxb0zgTiNGl6uypsVoNtKB3NbV/AAaGEnDoSBoGBjEV7fYB3c0wbobXYdl0iHHgmLnOFZUY1yDLMNyqKLuCmclKpRKtxauMjdVbEoT79VpNINfNf5sFgN+DKM6L9xq2eKoXZK9TKruvF0Gf4bOoWeL2mq0qAl5MT6YlMSsXzw+z9QXvtxEFeiwWrbkC+sMCTHEvrcoGVg4RYG+yoGyxZeVXf/VX4ZlnnoGBgQH4i7/4C99nd999Nzz22GOwtuYvVtRuGBgMSiHY3kBNiAgcROsKThYRr9LZVYZ4dfDuJLC+zIOv3M9IB5o4Tz0/y/4Vi/KEjFnIyu5xmSG4uoFFWpQNrF67hu2LuiBCs05oHOhekKgF2dcLKxgnMMNIQwRefmkcrl3xrO16RC0bt0lTWi8EiKrd6KuNaeBtWmvUfvLCtCq5lceVPv3ywnwWTj6zl1mPRkZR+UIWlXYFKudE7ZV0mu8b43vWnNyV773/IBw8jPUpmq+rEhYiA9eCsT6Kf73ktWM4SdijEayFsMszhdoyJsYhs4kEolzrgwxRiBmVoXkmAOvmp82ti5+/wYpXh4tXUYPs19cxZbA671wsK95egt4nmJSgvso7rm1J5k6Kz2LMwQVLZEvb3ChIRa8bi1nBRBAi5q4Rq0pdkH1WjqPBZ/7q6vXvCuEWp8vi1Uw2MNGWzbKyRWRl//798Nxzz8Ff/dVfwZ133ln3+fj4OHz1q1+FRx99FNoVkQi+vN2NPZP9teJWhYIcr+IWrLQdwAwa9z4wWfPPReHmiccGa8TKr53ByuPclxZBlpUbryhkvXeoKcDexS/ar11DH2JsH10hXIqPEezAjbOnFmTv33hw88d6JvJGeeb0qi/IWY9iSPeN+vc4XY3TQy2oaXNHlxPhI4+JSPi1TEJgvZYWA2hfPDnLtK6oob/9roHQmmHC9gJjloT/fkdHAQaH6lP7txtEwWgco15sp5msYKwK1vjBgtRy7RgBjKdi8VqZAmQ2zeN1bjZey2inuoCxHiRitfnDXcF05MAWg1a1rGx4lpWw8OJWIrC02K2QyXBkBbOvPf6NvfD1rx2Bl8+MS7FsKJNwUjQymnZS8iLBxYxdfuuKbZ8ykZUIXDg3wt7n8Ehz8k7KmL4YY7DeWi0gbgtmNxEPG1mR21GTppgq2G8zWUHE43EWUL9v3z7t58lkkrmLtS9ak0d9J4F+urig4CI3O70B6Vq8SpA7xvYCBQrcSLDWDGpDM5txePqJKdhIJ5WJjFld8B4ikOqM1bJcEHY35M2wWKw0aVkxa92Xl6rxKlWNHKGVQfb+DQ4rg6P7KQrw9z2wr6bVxhSyXtKPMDAJH/IGHoFspgDLVZcZtRaCSRD0tNYmAltv3UXShe5m3d0RuO1OLBC3O5Ox3ExAq9ett2N5gCjsP7QBkQgW7mtvYCA7ro8Ya+DVNUkEZgGbMFiN0OVWCL1Li/oCtKhomJvl43xsnLtT6iCsKzyQXDc/8ZiJEPHzN4VlJURwvQxRqHJmGrPu3edYXNoPVDxcvbxS/T0OVy4NwGNfvwRPP3GVuZPOzrhb4lTrihe34mpZ8YBeAHOzuIZV4PDR5hTMHYKs1KUvliHeAZ5TaCAbmGy10dVMsQXSm0gPVbC/KYAkYG/VuoI1V9bblKwIoE8mdwtLQKmERbKOKnVYYrCyLFzAqGr9jQIMWhVaaXeyEhSzon4WgZVqvApWpya0Osje2wRRE3i+alVBkoJWjKPHR1igMwJrnojq2naYKlLLm6TsChqpWVXwHYtsQSYIVzB0ieGFLd0sK0hShHCz/+AYRKPHHO6F0A7ARAuvecMR2DeFmQDRtau9IWfi8pJB6N0S0+kcpNexSHIFxifMgnXNFWxRTnjhzV9MB5zZhKoLmJyJzBZIriMrNmslD/TnCsnG3MBkhcTSAgri0ZDZwEBRPCRZzBkmFECgsuXF52egkMeYj2K1bpIbanErtYxgKlmR+1r/jJAwnn95kf0+PrEOPb02khGMjqpiFxMamSGvl2ccA+xlkpENQVZkRBxIjBuIrOxiYJo9XPAwH3q2FlyvMuD2AZpQ77h7HzNbZjIleOG5acn8HWWZXBD9AzubIICwlXErKsLUWdFbVgqFSrUeCFlWtibIHlOQ82c/cz3BCtKhe9/+g4M1xcmxW0ZrWQpPPT8Dc7M6wsKLqnHIG6tJM+kJOZVK2Ve1O7jvHSxjEgoqPAmJviK9KvigthXrQ6G2ckxTUJCwG7B7XPZEzMjiQtpKVnhsKndXSiTLgWQFk414MRqlWkzD88/N8OuOoAtYJVAgx2yAqFwMG2uWy2EmsBhzS8OUzY0A3cdEGmWRVKP+uuZn4Vc8DLK0wHffOwkPvwbjlIZqQv7efSsQjboXCBdEDp9NvSJERf0zQnd4TIKAxPPgEVT8NGe57TC6gYHh/dhcJE1kRU0D72pZUS00MsiyctMAs0DIebk7O1GIaE/LikAyGa+m/4ywBVX4vmMg6zqRlRsSwhfYn6KzWcuKtwmsLHOCjtl1xMJNaHWQfZJVjD9/jitFDhwaqmWhEYTl+IkxFkuC5794cgZeenEc1lY7pFglU8alYGFoeamLaQ6R+LrUIsD+1AKYmdba73Kq+x2tRperxdkwUxTFqRC2GsPVukAYsM1T/NeTFSQZgqxM7EWh/TZje5jyH5WCmNTGq1HC23j6iWvMlZJZQ29BF/7XG9vBc5DsoxVgfT0sWcHgcU5QOrsiTc0joZhARYVXEkMfm6Kipnjo8Cse8N7QNf2VrzkIDz28Hw4dwRjmh5z7hFZdXPtQ0cpTu7tnA8PsimdOzbG/Dh7ph64ujPsOSk5iB8YGB5MVBLd+c3IURBBMAfaxFrmBqe0Hg8jKLseeqjYTgXUHglOI7jxwQT1xO1aABqb5mL62ChtpXGCjEI+XoLsawEa40S0rQQH2NsuK99nKEtf6UBawLQyyX0vB1cuDkM9FGYnZV3X7Us+/9bZxZvFFueL6tQF48psH4Ylv3MrmeaFgsqAEV54W/voodLhm5RqRyEqlEmxZWZjDwOQCG68igQmBsNWKnP5qmt5FRqrrFXUXzy0xwbinNwFDw6/B3FHG9kRhVAQPTAfIZuI+onLv/ZOQSmGK515rO301dyfXbH3ecZG2GOO+msHoeA/3HtnIMxe2+vmrl3dw/RGKh30H9IoHPIaJCiIRfE7uSi58Np4rmOomx86QfvfaxZozL5ycYe8SXRYPHMR3gPE4kZbFrFSsNQ5dYrV1ZAIsZKUcYCkxkR4iKzcdMBZEZD/iZGV3pPzFRUhkCcPA3CuX+ITr689AJEIxKzcHWYkGmI7d8uYvVy0rmA2HsDVB9ij4XLo4VEuzaSqghxv5idvHWVV5TK+Op6XTFTj70jx8/WsX4MWTe5ifeJhtCFOXLsxxa4pwNXMBCgQokKDGcSNtt6zgHn/pInePwPgbXZYkAmEr4NUFUskK18SLWK19+zEDXvC4lMkKIypPTnlE5YFJ5wKNIpB8jXtS1frkYlkRaYu7upubR2jBEEoH8Rz80LuBLcz31BQPIra3lfCIXKZ678GE7uWXssxlHy1Wt92BtYFaY7nt6ODXQBJU8BWGVGEiBy7ZwKDFlhVbf/SgFfmGKIo1BmMTSdgz2Wk1EbcbkKyMjnUzQWF2hpOV/gE1+wjhhiErVjewUkPZwLD2AMZUyIXECK0Psl+Y74VSMQY9vYXAWA5ck5Ao3HbnBLzqdYdZPEuPyFw40wdnz4w5piLlwArT6CaKbaBV1hVogRHV7Rfm7ZYVTO6BiQSQ3OybslW2JxBaC68uUAYKBX+q23NnF2vn9PS6KfEEWcGA/Kee2A/ZTNIjKlWXIRd41oOK5MoZzg2su0mygpiouoJh4g4eIwJWywqzqlQVK1uleJATEHBrRtIaYD870wvXr3EPgBN3TNQqz7cC0WiUESBEzldrxQQdWRExU6ZYE9UFTyUrkSYsK24gsnIDADfk2+88AInEfbvGslJzG7l9wpfakJMVwg0Zs2INsK805Aa2ssQ3ZhxDGA9F2Joge4Ejx1ZCaQRRM4pZwx545X4Wq4aYn+2HfP5ux20oXnMBQ9essNpIzxWsPkWx/LsQblAwaqUgQSAEAQPQMZicV7P31siV5QirwYJDHq2ZrsB1UFhEc9kEi2UNS1SEogLJO9Zxy2wmnMlKpSK5gfU0L2Ii+Up2xFiK58V5NTi8fk/BWJ211c4tVTzg88W1CDOaogVH577HEYPNzQSL3xOxfo1Uqg+CSBZgT19sq5vyFekzca7O8uFCVtT40yCy4pa6mcgKYUeBWg8UYpJJ1A4Uoa+ftJo3VzYwU3VbNzew5WW+8AsNOmFrguwRmN4zTIrPuoD3kS5mGUHl6Mz1rJNlZX2ts5qytczcysJCBNmvr+FGHtNaVrC69dIidzObOkDrD2H7IUj14jyfF0hczp3trAWZhy2sKMY9EpV7HrgSmqgIjb2wrIpMnS4xK/k8FnjGzyrQ2dW8iIlrh0hjPDO9FmhZqSke9vRumeIBrbbes8F3Jlv1vXvGLIovPLeXZUbrH4jWXN9bjY5QGcFsbldBZMXkBqaSjyB3L4pZIexCYMzNK151EF7xqkMQi7V/fnxCq9zAICAbmC1wsUpWqpaVQXIB2xKgoDC+pw8SCYAjxzFz3+1NtTW5z6sN5ZLdZ/o6F1JGxzBla6whjaMQKhbne7SWlcuXeOrQ0fFO6GowzSqB0AxEvRVezZ7HXKytJpl14OARd6uKwNSBQbjlxBjc9+AApFKvaoG7UxBZ8Y5vbnBBtrOrwLJ+tgKCrODzyefNAnk6nYTFBZznFZiqplbfKnjPBr1BZEWKd8/nziwyZQvWcrntzsSWZRjsSLnUWrFZVhBLyrm681XLily9XiUytnbAcL4ZRFYIbeMqFE+gywkNyZvTDUyXDcwmnCYhl41DZpMLlyKjDqH1wJiTV7/+KPT0fEs1e03jYNm84lHmOoGpyzmixjoJs9OcjO6ZXG34mqKa/cx0H0ulLGrGILKZCszNcEFo/wGqq0LYGWB8CFowcY1cWe6C8y+P1Cx9wsUnDFhg+b5+SHZMOmaB0kPUOUF3W65b0Kf9lgX0jTRfy7u7MXtXcwUPBdDNF5UOLL7VV3PFjytVqwoqN7Za8eDPCJasexZIrK5e4dkJbr19BlKprSvJ0OFUxT7IkvENB/cttcZNWMuKfL6w9rmNEZIMCQRCmxSFDHIDk7VSyZoLWG8fz3tP2DrwWJFIS8YCumeI6tLV1qUzvDGAtRWKxSh0pAowOGQrZOYawNzFUil/7cvn4PFvXIbTL87CS6dXWH2VgaEN6OsnqwphZ8BSDletKy+dGofNjQ6mjReFV3cKIqNeJpOEtdVblJhYvWVlY6Na96o739JSCnLNFR2wlgwm8EDsPyhbCbaWrGxu5JW07BFW3+X0C7Psr31TSRgZRSUPJhbZGqQ6XGqtBK3ftlgTHWWQz5cze9osK/JxQcLdxgiRFQKB0CZuYAIRTdCeig5YWeLWlMGh3ZNUgoAVo7kr2MJ8urq51pMV1BCef5lnQpo6UIBI5IGGr4dxMmgdGhyOQiIRqRa5zLFCe0sL3Lqz/wAKN1QEkrBzEKQas3chDhxehHg8tuNr99h41TJZdcn0oO8bpudFdPe0lqygVRZJXTqdh/V1z0qB7qRzs+tw8unrXPEwiIoHOSZua4CJDLBAJGJ1RU4wAKzwIxIWjDU6fGwKAG7Z0vWlI3TMism6orOIyMdNZKWRAPt4KMsKpT0hEAht4gYmkxSBmOIX6x0X8SqUsnh3oaeng2kl0X0Cayf4g075ZvbyS/NsvGDWncl9R5ve6DEjGf5DwQb9utfXsqz6NJKWrq40DA1jth4ivYSdA2aJQgMmCrupVB4m9zXu+thKYIa8mel1mJ1Nw9FbRqWirKaYlXzL3cDkmivzc2lGnLqPzTNLyuWLl2Czas3BGJnDR9FNDCvDbz0wbgVdWjG988goPzY7k2d9xHeJ9VRci9i2sjBkRJs1MWyAvXosDFkxXVduK5wbGJEVAoGwpUj43MD2YNi0tLDJC5xuUccNsT53fCaDZv8kRCIV6B/YOl9gwtZZV5CsYKD9gUODbGPnqLBK3nOzPO8/1pBqZVAqbuKY0AP/jY1TjAqhfYBWFMzitTC3AYePLUA0ivEmOw9UBmFWQCT52Lfxqhunjqwg+cd0vjiPuRsYtxa1ChN7e6tkpR/m53pZambcH9ACNDnFFRLJJCo3tgeodEG3tNUVLnBns3E4e5qvXaiEUVO/bxU6qnFNvDBkKSCNfzPZwAQpEUSlFZYVt2xgRFYIBMK2xaxUKndBJILkYtxCVoIzzqws8c2hty+7464ShPAYHeuBlxPzzG0BA1GFVrJYBDhzeq4WXLxdmz2B0A44cfs4ZA4XoLcXA+xbX3m94dTBe/vg4vklmJ5eM5AVDjwHMTaegljsBNo0W9qXoeFuVgAxn8e1IsbKHUwdmIC9+/p2ZB8QGcGwoCwm7jj1wgQUixWWmGD/wa1JU6wDKnT4cymxNVVPVppJXaxaV3C/LileD6b406CYFTdQzAqBQNhSYPYngVIRf78DxVWHAHv2bS1ZWa6SlcEhrPtBsQa7DegaMbGXC2PXaoH2ABfPDTENLmpyDzWQspVA2M1Agbu3Fwn6YFuJZyJ18PLiJgtk163N6XSOWT0QBw6jMupwy9dmFMqPHB+B/oEEHL91HV75mhGWhGCnFFZdXZjcJcrSTZ9+YQJWlrpZH5F0blWa4sbTF4eJWQmyrKjtuATYq+3L3wlG+8wGAoFwwwqmYuGuj1ux1Vlh35Z+58fRJ3d5mftFN5MlirCzQG0oYmlhEzKZBKyvdcCVyzz70fETY9vi600gEIKBgeQiNhDjV3Spiy9VrSpoNcW4tK0kTvc9eBAmp+6DWEwovXbO6tTXz5+LyER29HhP6CKe25O+ONJCy4prgL16XXWPdy9WSrsBgUDYwfTFtmxgerKyspyBfK4M0Wi5mvWFlrHdCKyDgKlREdeuDMDpFyfYO8bsQ6JIHoFAaA+gKxgCYzR4QdeYr7aKiDPbqirt7QqRwhgxNJyGvft2JgV6KjB9cRBZGVAsJUGWFZcAexvpQbhbxNpul19YWIDPfvaz8O53v9t3/H/9r/8FDzzwgO/fe9/73h3rJ4FAcEc8wZcaHnwpQ2dSBitZEYW2Jvb0QCz2+nZcxgiOEBXtr1waZJWe4/ESSzNMIBDaC2gxwWxbmP1qbTXrW5svXeCpgjFbF6YKv5kgFC7xRAluvW0GIpGdyU7ZEZi+OMgNrEOJQQnKCGYiKzoLium4e9xKWwXYf+ITn4AvfvGL0NvbC6mUP7BycXERXv3qV8NHPvKR2rFkkop4EQi7AdynuNCkZSUKmUyBZaRB7NuPQag318Z4owGzHyU7YpDPcRJ75Pg8JDtu3eluEQgEjXUcCQu6gWHKcZGFcXMjAbMzhZvSqoLAYPo779kDnV056EhhnN3OkpWstdaKDSqZMFli5Er1ugB7ng3Og0xi1DZ2qWVlaGgIPv/5z8P73ve+us+WlpZgfHwcRkZGav/6+tQiRQQCYfe6gem0MX6/6GtVq8rgUCd0b6FfNGF7gLFMeye5daV/YBP27N3Zit0EAiHYFQxdvkolvjZfusATYaDr5s2avW9ktAe6u/E57JxVuKMWs1Kf6t/NslI0BMzL5KNVbmC73LLyEz/xE+zn2bNntWTl4MGDO9ArAoHQOrJSsmhp7G5gpVKFVR1HYD59wo2BA4eGoLMzDsOjWEiNXMAIhHYFq7nSGYdsBmuu5KGvH60qfTetVaWdkKrWWsllS4bCkEExK0uSVchWYT4Wwg1MRnMxK21FVmxAN7DLly/Dl770JYhGo/DmN78ZfvzHfxzi8fC3gC+SB4gRCLsfYiy385iukZUC1lrxm4j5msrnpKjgLGt4xJo7fX2TWWZSnQlW7bmd75fgDny/4yw1ap/y7nf3mCcQWoV2Gu+YjYvVXLmegeWlIahUIjA0HIfevo626N/NikSSC/74DvK5IiSr5MVDpLq/ctKgK3JfqWxWz8EPY9XfucXF25tFO9ziwn+PGo5HtNflx/1JGm4YsnLHHXdAqVSCb//2b2ek5VOf+hR0dnbCj/zIj4RuK5PJQDrNM1cQCDcKNjZ4LEc7oswWMIDNzawy94rQW60xhosiLmSZTBZKJX5OR0cBMDQN17krF7lVZXQs1db3Stg+0Dgg3Exoh/He28cVT8tLWYhEuAvnxN4KyVRtgEQiCoVCGZaX16G7x58WOB7PQ2cneigUoFDIst9VVCpo3UZXsjxEoxW29+bzGYhEStXfCxCLVQBtBNksHq8AhpejbF4oeO0Xizl2vFgssu93d2PbZcjlMuyccrkMm5tp6Oio3HhkRY5jOX78OMzMzMCf/MmfNERWkOT09PS0uIcEws4ANRa4iXV3d2tMv+2Bri70o92AaCSmzD3PLQwXPjE/AcQ5PC5leakLstkSy0Zz4NBozVJDuDmxG8Y8gXAjjndcvgcGN1gKedSQY2HesfExac0m7BRSnctQKOQgGk1oZFzOTnAPjcX0sUXRKI936ejAz/k4SybxZ0JKasV/T6Xwd75nx2IJiMW6pPZ58qt4PAHxOE9Dj8M2leL7eTQar/YvdeORFRWHDx+G2dnZhr6Lk32nJzyB0Gq087iOJ7i5F924/H30zMCoveE/5RzvnJSIYoF79vZDotoWgdDOY55AuFHH+569fYysIA4eXoRIBMnKzvfrZkcqhcV1cyy7Yv04ifmUgh4wMQAe40U9+TlR6fyy9LsXm8KPy+dzshKJeNY/fn6k7rq8a3JcTDB2hXpyZWUFvvVbvxXm5+drx65cuQKjoxSMSSDs7mxgcrYQ9TP+OabGXFrgWqLJ/dztgEAgEAg7g9HxHlZfZHJfuVrZfnynu0SAoCr2uixeKEM/rCkBYMv6JQfey8dFIV+0zsgZyW7AbGAmDAwMwLFjx1icChaCxGD73/7t34bv/M7v3OmuEQiEpsgKQgTbyTnbBaJw9Qq3qgyPdLGq5wQCgUDYOcRiUbjn/smd7gZBQUc1qD6b1aUvlslHQaEAKhWQUxere7aIhSlI5whLjNjLC46pi2/AAPuPf/zj8OlPf5pVtkef9re+9a3wwz/8wzvdLQKBECobmJq6GBE1FoUsFqIwc51bUyhdMYFAIBAIeqSsVexlD4aCQjziISwrQmFYkH4XpCRePV4MKC55g5CVt7/97eyfDCwC+Yu/+Is71icCgdCamJV6mH2dp69HWPGxru4cczsgEAgEAoFgcQPTkpWYhayopEGtmyJDfCev1GUBiay4uoGhdQ739b+GGyJmhUAg3DhuYPW5+NVliC9keN7VK9wSs2//clsElhIIBAKB0O4xK5W6fVa2rOTENwx7cEKpYC+3EdNUto8q9o8gNzC5Pbd9ncgKgUDYcsiphkvaIPv6v9PrOchmKhCLlWBiD6+xQiAQCAQCoR7JJCcLyFPyedXlWnbr4pncvNTBqmWlw1KRXiYrapypHM8ijsv7u2pZcQeRFQKBsC0BmdFoxOAKpl+G1laz7GffQApisddteR8JBAKBQNitiEYjtSD7elewaAjLikxWyg6WFTW7l84NTG6LyAqBQNiV6Yvr/15b4wtqXx+mLa6WuScQCAQCgRAyfbGOfMjZvECyjiQMAfbg6AamC7BHkGWFQCDsErJSqMsIpl+G1te4ZaW3z73KLYFAIBAINys6Ai0rQSmEuwKygdncwARZ0Wf3JMsKgUDYNRnB6mNW6gPsS6UybKTzVcsKkRUCgUAgEFwtK/W1VmSyopIGeQ8WZMRUrNnFDQwMlhVdNlA3EFkhEAht5gaGVhXuApbsiNUWXwKBQCAQCI2kL5bFfZvCMKZJdSxDDqIvW9zJEOQGRiAQbhiyUr/ACRcwsqoQCAQCgRCyMKQxZgVRsriB6SwruqKQ7CrKuToSQm5gBALhhoxZicAaxasQCAQCgdCimBUbadBZVkzZwKKSdSVraUe9php4Hw5EVggEwg5Xsa9381pf5Rqb3j6RWpFAIBAIBEJjhSHloHkVQWTFVMW+EOAGJq4rcAkaBZEVAoGww25gfrJSKFQgk+GLILmBEQgEAoHgblmJRKqFIXMlpzIBejcwOSB/XTk/arCUmNpXQZYVAoHQ9mSlZCUr62ucqKQ6E5BIqpV1CQQCgUAg6BCJRCDZ4RK3ws7WHFfJCmKj+nNTOafoEGCvs8gQWSEQCG3uBlbIlwwLGMdalaz0kQsYgUAgEAgNxa1kqx4KwSK/zbIio19zflCAPWKfIbDfHURWCATCtqCnh5OPtdWsEmTvX/jWV3l9FQquJxAIBAIhHHp7+V67uCAsIhDgphVkWXElK0GWG6qzQiAQ2hzdPUn2D31pF+bSZrJSrbHS109khUAgEAiEMBib6GU/5+c2WIFlD5MOJEO2kriQG9txcHQPCwaRFQKBsG0YG+eL6NysnqzkcjHIVYMCe6raIQKBQCAQCG7oH0ixrGBIVPzWFblGiilutBTSbUw+Lyy5cQeRFQKBsG0YG+9hP5eXNiFfi13xFsr1NW5N6epO1gLyCQQCgUAguAfZj1etK3MzIpMXosMh1oS7YdtJRlg3MNP57iBpgEAgbBuQhKDFxO8K5i1ka6ucrFBwPYFAIBAIjUGQlcWFTSlGtM9CGgY1rmJhLSv1NdP07RBZIRAIu8S6Mje7Xrfwra91sp+9FK9CIBAIBELjMaLdSSiXK5JisNtCGl4JAN8iBdE3EoNistw0TzWIrBAIhB2JW1leykA+X6yRFbS2CDcwKgZJIBAIBEJjQFewsT18r52tuYLhXmuqXYbHO9VWQrp1mTwiyLJCIBB2GTq7EtBbdfOaZ4H21Zzw2QQUCjFWfben1xQISCAQCAQCwdUVDBWDXoHIZAjSYCM2ur9VNzAKsCcQCDdMVjC+0K1X41WwHks0SksTgUAgEAiNorMzUSsBoHO7DiYNJsuKqGQPCkmJKt+hAHsCgXADxK2sLKPGhx9bq7qAUbwKgUAgEAits67MTjdCVkwUoaL8nQj4DllWCATCLkRK0vjMz2bYTy9ehTKBEQgEAoHQCsVgJMKLLW9u5i2uXeBMMgqFw/D8s3thcaErgKxQgD2BQLhhsoJtVoPrOUnppeB6AoFAIBCaRrIjDoNDXVLNleYtKzPXizA/1wtnT4+zvdt/no4MkWWFQCDs8riV1ZUsLC91QakUg2i0zGqxEAgEAoFAaB6yK1ilUk9WKpUKZDbz7KcLRUinue92JpOE9bXXWb5DMSsEAmGXoyMVh/4BbkU5d3aU/ezty0I0Gn4hIxAIBAKBUI+RsW62r25uFiC9LrtsYaawTXjisSvwjb+7BNeurDpZRNLrXpX72Zlq0GkNOssNuYERCIQbwLqSXq8G1/eVd7hHBAKBQCDcOIjHYzA8ygtCzs5wsrK5kYCTz0zDM09eg/R6rkZcgigCFpncSHtkBbOM+S0yOlpBlhUCgbCLMVqNWxHo6yvtWF8IBAKBQLiRXcHmZuJw9qVR+ObfH4KF+Q0WfD80zGNaMAg/yLIi3MVisQjE41HI50osq6cHXR0XU/0VdxBZIRAIO4aOjjgMDHpVc3uJrBAIBAKB0FIMj3QxcpHLReDq5SGoVCIwNNIFD75yP9x+1x52DhaOzOdF8Ug9RRAuYN09HTA6xpWNsyxwX0CXIIcsKwQC4QbJChaPl1h1ewKBQCAQCK1DNBqFib197Pfu7hzcfd8y3H3vJCMdSGLE3uu3rtQXhRTB9T29HTC+h1tr5mfTzD2Mo2NLLCtqCwQCgbCtGN/TB0uLSzAwlIZI5Lad7g6BQCAQCDccjhwbgYk9vdDdk4No1O+C3dvbAZnNAqyv52B4pNuYhljEt/T0JJlXRDIZg3y+BEuLGzAy2uNYFDK8nYQsKwQCYUeBWp077zkMU/vvNZiQCQQCgUAgNAPMCIZ1zKLR/joiIuqbpa2WFagF16NlJRKJwJiUFtmcDSyi2EbIDYxAIBAIBAKBQCA4orePu2+tr2eNFKGQL7O4FgS6j8mB+xisXyyWDXVWQFFEkmWFQCAQCAQCgUAgOAItJYhspgiFQklLEdJVq0qqM8E8IgTJ6exMsJiVxfm0YlmRv+8l0iGyQiAQCAQCgUAgEJyRSMQg1RlXguzj2kxgGK8i4HMFm0krtEL+XU6eQ25gBAKBQCAQCAQCIQR6e1O+IHo/wQBfJjAZwhUMg+wLeZlWyFYWuS2yrBAIBAKBQCAQCIRG4lbWsnqyUrOs+MlKd0+SWVuwkP38HMatBFlWiKwQCAQCgUAgEAiEEBAWE0xfrBKMchlgc0NkApOr1HOMVWuuzM4UHCwr5AZGIBAIBAKBQCAQGrCsYL2VYrHki1nJbCZZEH0sFmEB9irGxzlZWVkuQjYrvkeWFQKBQCAQCAQCgdACJJNx6EjFJZcvzzKSTqdqKYsxqF4FEpj+AX7O5YtDsLaagly2LFW2b86yQhXsCQQCgUAgEAiEmxy9vR2QyxZZ3MrAYFfteHo9WZcJTAUG2q+uZOHalUH2D2CaHccq9x0pgM7OPXD7XXiMLCsEAoFAIBAIBAKh4eKQOcWy0qHNBCZjYm8f+9fbB9DRgWmN+fF8vgTra/gPLS940CNBriDLCoFAIBAIBAKBcJOjp5q+mNda8cjKxjonKd0WshKLReHE7eNoY2F/VyoVRlTyuSKrfF+pZADgaEN2EiIrBAKBQCAQCATCTY7eqmUFM3+VShhQD1AoRCGXSwS6ganA2JaOjjj7x8PvexruF7mBEQgEAoFAIBAINzk6OuIsxkQuDpmuWlWwwn08Lqcj3j4QWSEQCAQCgUAgEAjgFYfM+eNVlGKQ2wkiKwQCgUAgEAgEAgFqcSvMshL14lWIrBAIBAKBQCAQCIR2sKyk17IsyN7LBOYer9JqEFkhEAgEAoFAIBAIIMjKBguyj8MGuYERCAQCgUAgEAiEdgmyTyRiUKkAzM/2QLkchWi0DJ1dchX67QWRFQKBQCAQCAQCgQCYcrinal2Zvt7Nfvb05tjxnQKRFQKBQCAQCAQCgcDQWy3+uLIsXMB4ZrCdQtuRlYWFBfjsZz8L7373u33HT58+DT/4gz8IDz/8MHzHd3wHfOlLX9qxPhIIBAKBQCAQCDdy3IpAd+/OkpW2qmD/iU98Ar74xS9Cb28vpFI8dRqiUCjABz7wAXjNa14DH/vYx+Dxxx+Hj3/843D8+HH2j0AgEAgEAoFAIDSP3mr6YgGyrEgYGhqCz3/+8/C+973Pd/zJJ5+EtbU1+Omf/mk4ePAgfNd3fRfcfffd8Jd/+Zc71lcCgUAgEAgEAuFGQ4pVq/coApEVCT/xEz8Bt956a93xCxcuwNTUFHR0eGapY8eOwcWLF7e5hwQCgUAgEAgEws0RZJ9KFSCeKO9of9rKDcyEjY0N6Onp8R3r6+uDc+fONdRepVJh/wiEGwFiLNOYJtwsoDFPuJlA452wU0H2K0sZ6K5aVbZi/Lm2uSvISqlU0h4vlxtjeplMBtLpdJO9IhDaj9QTCDcTaMwTbibQeCdsJwYG47C6koS9+0qQzR6GQqH1cvPm5uaNQ1ai0aiWfcXjjXW/s7OzzlJDIOxW4NzATay7u3tH86ATCNsFGvOEmwk03gk7ARSTh0cGAGA/+1uKxGgZMIHWDUNWurq6WIC9DPy7UcKBk50mPOFGA41rws0GGvOEmwk03gk3GlzHc1sF2Jtw+PBhuHLlis916+zZs3DkyJEd7ReBQCAQCAQCgUDYOuwKsnL//ffDwMAAfPrTn2YZwP74j/8YnnvuOXjLW96y010jEAgEAoFAIBAINzNZSSaT8Mu//MsshfH3fM/3wCOPPAIf/ehH4dChQzvdNQKBQCAQCAQCgbBFiFRuolx4CwsL8Oijj8KDDz4I/f39O90dAqElwCmMGTUwtov8mQk3A2jME24m0Hgn3KjA+PNvfvOb8MY3vhFGRkZ2d4B9q9P+Pf744zvdFQKBQCAQCAQC4abHxsaGlazcVJaVbDYLs7OzLP1fLBbb6e4QCAQCgUAgEAg3JUqlEiMq4+PjkEqljOfdVGSFQCAQCAQCgUAg7B7sigB7AoFAIBAIBAKBcPOByAqBQCAQCAQCgUBoSxBZIRAIBAKBQCAQCG0JIisEAoFAIBAIBAKhLUFkhUAgEAgEAoFAILQliKwQQuOjH/0o+0cg3OxjnOYCoV1x8uRJeOCBB+Cxxx7b6a4QCKGAqWw//elPw7d/+7fDa17zGvjRH/1ReP7556Hd8cUvfhHe/va373Q3bkgQWSEQCAQC4QbD//2//xei0Sj72Q4gQY7gip//+Z+Hs2fPwr//9/8efvd3fxfuv/9++Mmf/Em4evVqU+1ev36dEXj8SdhdILJCIBAIBMINhHK5DP/v//0/+Kf/9J/Co48+CsVicae7RCA4IZPJwFe+8hX46Z/+abj99tvhwIED8GM/9mNw9OhRRnhvpmKJBA9EVggt1ZTh32JBQfeYn/u5n4MPf/jDzJT7j/7RP4K/+7u/q52LG+h/+k//Cb7lW74F3va2t8Ev//IvQz6f3/b7IBAaHePyBotj/C/+4i9qx/74j/8Y3vrWtzLBkUDYTjz99NOQTqfhJ37iJyAWi8Hf//3fGzXLqivjF77wBbYev/nNb2Zr8vd+7/fWxju64/zGb/xG7dwnnniCtSfw4osvwg//8A+zufCP//E/hj/7sz+rfQ+15dPT0+x8/B6BoEMkEmH/rly54jv+8Y9/HL7zO7/TKjfg2Hzve9/Lxpr4/E/+5E9qn33Hd3wH+x1/inGMa/fHPvYxeP3rX8/W9v/23/5bbc3GefFv/s2/gQ996EPwhje8gX3+ta99jc2Hf/AP/gH7zr/9t/8WcrlcrZ/43V/7tV9j18Y+yPMFgTIQKhFe97rXMRJ28eJF39zE+/nWb/1Wtn8QPBBZIWwpUHi755574A/+4A/g4YcfZguOwK/+6q+yTes//+f/DP/hP/wH9vvnP//5He0vgdAIOjs7mYD21a9+tXbsb//2b+GNb3wjc8UhELYT6Pr1qle9Crq6uphQ5OoKdu7cOfjEJz4BP/RDPwSf+9znoLe3F86cOeP0XRTS/uW//JdM4PrDP/xD+L7v+z4mBJ4+fZrFH3zgAx+A8fFx+D//5//A3Xff3eQdEm5UpFIpRnSRKKCMIIT5yclJ2LNnT6Dc8M1vfhPuuusu+O3f/m1417veBZ/61KeYS9kP/MAPsGMI/Il/Iz7ykY/AwsIC/Pf//t/ZNZHc/Pmf/7mPXCAx+R//43/AvffeCz/7sz/L5Jr/8l/+CyMWqAiQlVezs7OMPP3Wb/0WG/O/8zu/U9sXTp06xb6PhB7d22699VZmQZItn/Pz86wv//Af/sNteNq7B7SLErYUqI34J//kn8C+ffuYNgEXheXlZdjc3GSLAmotTpw4wf79yI/8CNvICITdCNRE48aFGxVq2nATRc0agbDd7iNf/vKXGVFG4E/UBmez2cDvolXlvvvug+/5nu9hazZaRJBguGBtbQ0WFxfh1a9+NRMs3/nOdzJBMJlMQn9/P/T09DDiPjIyAolEoun7JNy4+Nf/+l8zC8lf/dVfMfnhn/2zf8asdi5yAxKVd7zjHWz8vvvd72bK0v/9v/83I+6Dg4PsHPyJf6P15m/+5m8YqT5y5AiLjfnu7/5un4UcyT7+w/aQxOPa/r73vQ8OHTrEiPkrXvEKRoYEcHy///3vZ+cjyUELiyAzv/d7v8esOnhsamqKnYdz5oUXXqh9/z3veQ/s378furu7t+lp7w7Ed7oDhBsbuCAIdHR01Myu6A6Ak/6f//N/7tPMkcsMYbcChbRKpQKPP/44c2NADSEKfgTCdgLHH2ZTQksfAoUpYem77bbbrN9F4e2WW27xHXO1DA4MDDCXsX/xL/4Fuzb+Q3cWnAcEQhjg+omkAS0jX//615klBGUFdP8KkhvwuzIw7uXy5cva67z00kvsu7KrL5L9iYmJ2t/oRilb0BF9fX0+uUZ2A1OJOM6nP/3TP61dD5MEoFJAAJUIKA+Njo7WXY/ggcgKwQrUZKikAwWyVk0oNJXKbRMIu3WMo1D22te+lgWHojYZrYq08RC2G3/5l38JhUIB3vKWt9SO4d/oChZEVpCYNOO2iC4taFFBS84f/dEfMd99jAGQhT8CwYa5uTlYX19nlg4ci0h60aXx+7//++E3f/M3Q8sNSD5wPTcBLRiPPPKI71g83jrRGMmQfP0f/MEfZCmZZQwNDcHq6mrLrnkjgtzACFbgovAzP/MzvmOoBcDNBxcLtJI0ksECzZwoyKEJFM2h4t/w8HBL+08gbOcYR1cwFNTQz/lNb3rTlvWZQNABSQmS5Q9+8IPM5UT8Q3csHJNC6yyPaXk847qM2l8Z8uco2MnuZPJnL7/8MhMmMXsTxgNgHAESeHTl0Wm8CQQd0JUWrXNyHAeSFlyPjx8/Hig3qMQE3cfwHN0YRFcuTESB41i0hXExSB6amYMycD6J6+P1Ll26VNd3cvkKBpEVghXoq4kBa+jzieZL1JZhsTH0xceFA/2U0aR57do1lvUCtSIuQP9l9Cv9hV/4BfjGN77B3A9+8Rd/kWUPIxB26xhHDSAKc6gle+ihh7b1PggEETOFwbkHDx6s/fu2b/s25p6CWcJQ6MMAeMw+hNYWTG0sgP70Tz75JPz+7/8+mwvqeEeXFoyHQR99DJyXMx0hscfAYAwoxraxLxijiOQFgXErS0tLrLgfCogEgg647qJlA7OIYkA6jsP/+T//Jytuim6FQXLDc889x9yu8HuYJAL/xkykCEwYgYQFXSUxkB2tN7hmY0YvPA+D+TEe5r/+1//acP9xzP/Kr/wKuz7GvqClE7OYIZDE4/zBOYKf//Vf/zX7DOcFwQ5yAyNYgcFp/+7f/Ts26XFRQM0bZnbBSY7AQDPMioHAhURoEFzwUz/1U2zhEKn/HnzwwToNN4Gwm8Y4un9h7AoKhq10JSAQXIBWDIxRUV1kcDyKrGAo2GGGJBSicOy/8pWvrJ2Hml8UEjHTErpvYSAw+tILjTTGpKCmGAOXMfAerYco5CH27t0Lv/RLv8S+i+5fqDHG8/C6CCTvGD/w4z/+4yyjEwYzEwg6RSZau3HNxSB7lA1wXCJBweB5VCDZ5Ab8HMckjkNcg/E8sZZj25g8Atd3HJv4DzOU4t94LQSOVwzabxRYDwaBbmtoBcK2cE9A3HHHHSzb3q//+q8zQoR7CaZFRksOFaq0I1KxOfMRCAQCIRRQoEOBTAhpBMJuAlpmkHSL3zH2CgOb5XoqBEI7Ai19aBn87Gc/u9NdIbQY5AZGIBAILQC6JKA2emVlhdUUIhB2G7DOCgYAP/XUUyyDEmqzUeuLGmECgUDYKZCfAoFAILQA6Epw4cIF5lZAdSQIuxHoLoO1IdBVDEk3Zg/7j//xP1L6YQKBsKMgNzACgUAgEAgEAoHQliA3MAKBQCAQCAQCgdCWILJCIBAIBAKBQCAQ2hJEVggEAoFAIBAIBEJbgsgKgUAgEAgEAoFAaEsQWSEQCAQCgUAgEAhtCSIrBAKBQCAQCAQCoS1BZIVAIBAIBAKBQCC0JYisEAgEAoFAIBAIBGhH/H9OV/VVNv4CTwAAAABJRU5ErkJggg==",
+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "daily_max = ekt.temporal.daily_max(data).rename({\"t2m\": \"daily max\"})\n",
+    "daily_min = ekt.temporal.daily_min(data).rename({\"t2m\": \"daily min\"})\n",
+    "\n",
+    "chart = ekp.TimeSeries()\n",
+    "\n",
+    "chart.line(daily_max, units=\"celsius\", label=\"{name}\")\n",
+    "chart.line(data, units=\"celsius\", label=\"hourly\")\n",
+    "chart.line(daily_min, units=\"celsius\", label=\"{name}\")\n",
+    "\n",
+    "chart.title(\n",
+    "    \"ERA5 hourly {variable_name} at {latitude:%Lt} {longitude:%Ln} ({location:%c}, {location:%C})\"\n",
+    ")\n",
+    "\n",
+    "chart.ylabel()\n",
+    "\n",
+    "chart.xticks(\n",
+    "    frequency=\"M\",\n",
+    "    format=\"%B\",\n",
+    "    period=True,\n",
+    ")\n",
+    "\n",
+    "chart.legend()\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "398c32e4",
+   "metadata": {},
+   "source": [
+    "### 8. Calculate the daily mean temperature, and plot that between the daily min and daily max (instead of the hourly temperature)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "d3f2fa57",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "daily_mean = ekt.temporal.daily_mean(data).rename({\"t2m\": \"daily mean\"})\n",
+    "\n",
+    "chart = ekp.TimeSeries()\n",
+    "\n",
+    "chart.line(daily_max, units=\"celsius\", label=\"{name}\")\n",
+    "chart.line(daily_mean, units=\"celsius\", label=\"{name}\")\n",
+    "chart.line(daily_min, units=\"celsius\", label=\"{name}\")\n",
+    "\n",
+    "chart.title(\n",
+    "    \"ERA5 hourly {variable_name} at {latitude:%Lt} {longitude:%Ln} ({location:%c}, {location:%C})\"\n",
+    ")\n",
+    "\n",
+    "chart.ylabel()\n",
+    "\n",
+    "chart.xticks(\n",
+    "    frequency=\"M\",\n",
+    "    format=\"%B\",\n",
+    "    period=True,\n",
+    ")\n",
+    "\n",
+    "chart.legend()\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "436d234a",
+   "metadata": {},
+   "source": [
+    "### 9. Request `total_precipitation` from ERA5 and calculate the daily mean precipitation and plot as a bar chart."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "be5f559d",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2026-04-15 17:56:56,976 INFO [2026-02-16T00:00:00] - To generate this ERA5 hourly time series dataset, **homogenisation conventions have been applied to the ERA5 source GRIB data** to ensure consistency, usability, and alignment across chosen variables and time steps. The processed data were then written to an **ARCO Zarr archive**, enabling efficient cloud-optimised access and scalable data retrieval. Please refer to the [user guide](https://confluence.ecmwf.int/x/R6cfHg) for details.\n",
+      "\n",
+      "- The dataset presented here is a subset of selected parameters from the full [CDS ERA5 hourly data on single levels (1940–present)](https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels?tab=overview). **Requirements for additional parameters may be considered**. Please raise your request with ECMWF Support [here](https://jira.ecmwf.int/plugins/servlet/desk/portal/1/create/202).\n",
+      "2026-04-15 17:56:56,977 INFO Request ID is b2d38f51-c307-47e7-b006-3f81f2449435\n",
+      "2026-04-15 17:56:57,019 INFO status has been updated to accepted\n",
+      "2026-04-15 17:57:18,088 INFO status has been updated to successful\n",
+      "                                                                                         \r"
+     ]
+    }
+   ],
+   "source": [
+    "dataset = \"reanalysis-era5-single-levels-timeseries\"\n",
+    "request = {\n",
+    "    \"variable\": [\"total_precipitation\"],\n",
+    "    \"location\": {\"longitude\": -1, \"latitude\": 51.5},\n",
+    "    \"date\": [\"2025-06-01/2025-09-30\"],\n",
+    "    \"data_format\": \"netcdf\",\n",
+    "}\n",
+    "\n",
+    "ds = ekd.from_source(\"cds\", dataset, request)\n",
+    "data = ds.to_xarray()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "4fddf7ea",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "\n",
+    "daily_precip = ekt.temporal.daily_mean(ds)\n",
+    "daily_precip = daily_precip.assign_coords(\n",
+    "    valid_time=daily_precip.valid_time + np.timedelta64(12, \"h\")\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "83416b4c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "chart = ekp.TimeSeries()\n",
+    "\n",
+    "chart.bar(daily_precip, units=\"mm\")\n",
+    "\n",
+    "chart.title(\n",
+    "    \"ERA5 hourly {variable_name} at {latitude:%Lt} {longitude:%Ln} ({location:%c}, {location:%C})\"\n",
+    ")\n",
+    "\n",
+    "chart.ylabel()\n",
+    "\n",
+    "chart.xticks(\n",
+    "    frequency=\"M\",\n",
+    "    format=\"%B\",\n",
+    "    period=True,\n",
+    ")\n",
+    "\n",
+    "chart.show()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "ek",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.18"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/docs/why.rst b/docs/why.rst
new file mode 100644
index 0000000..5ae518f
--- /dev/null
+++ b/docs/why.rst
@@ -0,0 +1,13 @@
+Why earthkit?
+=============
+
+
+**earthkit** offers **multiple interoperable** :ref:`software components <components>` built on top of
+well-established open-source Python libraries like numpy, pandas and matplotlib. earthkit also integrates
+and leverages the robust and operations-ready software stack that is familiar to ECMWF production systems
+(e.g. ecCodes, FDB, etc).
+
+The interface of :ref:`earthkit components <components>` is designed to be high-level in order to provide common tools to support activities across ECMWF and beyond. The design of the components also takes **scalability** into account, so researchers can enjoy efficiency whilst providing easier transfer to operations.
+
+**earthkit** is still under development but a selection of core components are approaching
+a version 1.0.0 release and have release candidates available on PyPi and their GitHub repositories.
diff --git a/environment.yml b/environment.yml
deleted file mode 100644
index aae254a..0000000
--- a/environment.yml
+++ /dev/null
@@ -1,16 +0,0 @@
-name: earthkit
-channels:
-- conda-forge
-- nodefaults
-dependencies:
-- earthkit-data>=0.20.0,==0.*
-- geos
-- pip:
-  - earthkit-geo[all]>=0.4.0,==0.*
-  - earthkit-hydro<1.3
-  - earthkit-meteo>=0.6.2,==0.*
-  - earthkit-plots>=0.6.1,==0.*
-  - earthkit-regrid>=0.5.0,==0.*
-  - earthkit-time>=0.1.7,==0.*
-  - earthkit-transforms>=0.5.4,==0.*
-  - earthkit-utils>=0.1.2,==0.*
diff --git a/pyproject.toml b/pyproject.toml
index 031365d..13258c8 100644
--- a/pyproject.toml
+++ b/pyproject.toml
@@ -1,18 +1,16 @@
 [build-system]
-requires = ["setuptools>=61", "setuptools-scm>=8"]
+requires = ["setuptools>=77", "setuptools-scm[toml]>=8"]
 
 [project]
 authors = [
   {name = "European Centre for Medium-Range Weather Forecasts (ECMWF)", email = "software.support@ecmwf.int"}
 ]
 classifiers = [
-  "Development Status :: 4 - Beta",
+  "Development Status :: 5 - Production/Stable",
   "Intended Audience :: Developers",
   "Intended Audience :: Science/Research",
-  "License :: OSI Approved :: Apache Software License",
   "Operating System :: OS Independent",
   "Programming Language :: Python :: 3 :: Only",
-  "Programming Language :: Python :: 3.9",
   "Programming Language :: Python :: 3.10",
   "Programming Language :: Python :: 3.11",
   "Programming Language :: Python :: 3.12",
@@ -23,22 +21,21 @@ classifiers = [
   "Topic :: Scientific/Engineering"
 ]
 dependencies = [
-  "earthkit-data[all]>=0.20,==0.*",
-  "earthkit-geo[all]>=0.5,==0.*",
-  "earthkit-hydro<1.3",
-  "earthkit-meteo>=0.6.2,==0.*",
-  "earthkit-plots>=0.6.1,==0.*",
-  "earthkit-regrid>=0.5.0,==0.*",
-  "earthkit-time>=0.1.7,==0.*",
-  "earthkit-transforms>=0.5.4,==0.*",
-  "earthkit-utils>=0.1.2,==0.*"
+  "earthkit-data[all]~=1.0",
+  "earthkit-geo[all]~=1.0",
+  "earthkit-hydro~=1.3",
+  "earthkit-meteo~=1.0",
+  "earthkit-plots~=1.0",
+  "earthkit-transforms~=1.0",
+  "earthkit-utils~=1.0"
 ]
 description = "Toolkit for earth science workflows"
 dynamic = ["version"]
-license = {text = "Apache License Version 2.0"}
+license = "Apache-2.0"
+license-files = ["LICENSE"]
 name = "earthkit"
 readme = "README.md"
-requires-python = ">=3.9"
+requires-python = ">=3.10"
 optional-dependencies.test = ["pytest", "pytest-forked"]
 urls.Documentation = "https://earthkit.readthedocs.io/"
 urls.Homepage = "https://github.com/ecmwf/earthkit/"
@@ -55,9 +52,8 @@ profile = "black"
 add_ignore = ["D1", "D200", "D205", "D400", "D401"]
 convention = "numpy"
 
-[tool.setuptools.packages.find]
-include = ["earthkit", "earthkit.*"]
-where = ["src/"]
+[tool.setuptools]
+packages = []
 
 [tool.setuptools_scm]
 local_scheme = "no-local-version"
diff --git a/src/earthkit/__init__.py b/src/earthkit/__init__.py
deleted file mode 100644
index 2be9795..0000000
--- a/src/earthkit/__init__.py
+++ /dev/null
@@ -1,50 +0,0 @@
-# (C) Copyright 2025- ECMWF.
-#
-# This software is licensed under the terms of the Apache Licence Version 2.0
-# which can be obtained at http://www.apache.org/licenses/LICENSE-2.0.
-# In applying this licence, ECMWF does not waive the privileges and immunities
-# granted to it by virtue of its status as an intergovernmental organisation
-# nor does it submit to any jurisdiction.
-
-import importlib
-import pkgutil
-import threading
-
-try:
-    from earthkit._version import __version__
-except Exception:
-    __version__ = -1  # decide what to put as a placeholder here
-
-_lock = threading.RLock()
-
-# declare as namespace (older pre PEP 420 approach)
-__path__ = pkgutil.extend_path(__path__, __name__)
-
-EXCLUDE = {"importlib", "pkgutil", "threading"}
-discovered = {
-    name
-    for _, name, ispkg in pkgutil.iter_modules(__path__)
-    if ispkg and not name.startswith("_") and name not in EXCLUDE
-}
-# reproducible ordering
-__all__ = tuple(sorted(discovered))
-
-
-# dynamic and lazy module loading
-def __getattr__(name):
-    with _lock:
-        if name in globals():
-            return globals()[name]
-        try:
-            mod = importlib.import_module(f"{__name__}.{name}")
-        except Exception as e:
-            raise AttributeError(
-                f"Module '{__name__}' has no attribute '{name}' "
-                f"(failed to import '{__name__}.{name}'): {e}"
-            ) from e
-        globals()[name] = mod
-        return mod
-
-
-def __dir__():
-    return tuple(globals()) + __all__
diff --git a/tests/environment-docs-tests.yml b/tests/environment-docs-tests.yml
deleted file mode 100644
index 787e94f..0000000
--- a/tests/environment-docs-tests.yml
+++ /dev/null
@@ -1,14 +0,0 @@
-name: earthkit
-channels:
-- conda-forge
-- nodefaults
-dependencies:
-- pip
-- sphinx
-- sphinx-autoapi
-- sphinx_rtd_theme
-- sphinxcontrib-apidoc
-- nbformat
-- nbconvert
-- nbsphinx
-- ipykernel
diff --git a/tests/environment-unit-tests.yml b/tests/environment-unit-tests.yml
deleted file mode 100644
index 17ef6e2..0000000
--- a/tests/environment-unit-tests.yml
+++ /dev/null
@@ -1,20 +0,0 @@
-name: earthkit
-channels:
-- conda-forge
-- nodefaults
-dependencies:
-- pip
-- pytest
-- pytest-cov
-- pytest-forked
-- geos
-- pip:
-  - earthkit-data[all]>=0.20.0,==0.*
-  - earthkit-geo[all]>=0.4.0,==0.*
-  - earthkit-meteo>=0.6.2,==0.*
-  - earthkit-plots>=0.6.1,==0.*
-  - earthkit-regrid>=0.5.0,==0.*
-  - earthkit-time>=0.1.7,==0.*
-  - earthkit-transforms>=0.5.4,==0.*
-  - earthkit-hydro<1.3
-  - earthkit-utils>=0.1.2,==0.*
diff --git a/tests/test_import.py b/tests/test_import.py
index c7759ac..09cc023 100644
--- a/tests/test_import.py
+++ b/tests/test_import.py
@@ -9,6 +9,8 @@
 # nor does it submit to any jurisdiction.
 #
 
+import pytest
+
 
 def test_earthkit_data_import():
     import earthkit.data  # noqa
@@ -17,7 +19,7 @@ def test_earthkit_data_import():
 
 def test_earthkit_geo_import():
     import earthkit.geo  # noqa
-    from earthkit.geo import nearest_point_kdtree  # noqa
+    from earthkit.geo import regrid  # noqa
 
 
 def test_earthkit_transforms_import():
@@ -40,11 +42,7 @@ def test_earthkit_plots_import():
     from earthkit.plots import quickmap  # noqa
 
 
-def test_earthkit_regrid_import():
-    import earthkit.regrid  # noqa
-    from earthkit.regrid import interpolate  # noqa
-
-
+@pytest.mark.skip
 def test_earthkit_time_import():
     import earthkit.time  # noqa
     from earthkit.time import DailySequence  # noqa
@@ -53,3 +51,9 @@ def test_earthkit_time_import():
 def test_earthkit_utils_import():
     import earthkit.utils  # noqa
     from earthkit.utils import __version__  # noqa
+
+
+@pytest.mark.skip
+def test_earthkit_workflows_import():
+    import earthkit.workflows  # noqa
+    from earthkit.workflows.fluent import Payload  # noqa
diff --git a/tests/test_obj.py b/tests/test_obj.py
index 74516f3..6240c43 100644
--- a/tests/test_obj.py
+++ b/tests/test_obj.py
@@ -24,28 +24,16 @@ def test_earthkit_data_obj_2():
     assert callable(data.from_source)
 
 
-def test_earthkit_data_obj_3():
-    import earthkit as ek
-
-    assert callable(ek.data.from_source)
-
-
 def test_earthkit_geo_obj_1():
     import earthkit.geo as ekg
 
-    assert callable(ekg.nearest_point_kdtree)
+    assert callable(ekg.regrid)
 
 
 def test_earthkit_geo_obj_2():
     from earthkit import geo
 
-    assert callable(geo.nearest_point_kdtree)
-
-
-def test_earthkit_geo_obj_3():
-    import earthkit as ek
-
-    assert callable(ek.geo.nearest_point_kdtree)
+    assert callable(geo.regrid)
 
 
 def test_earthkit_hydro_obj_1():
@@ -60,12 +48,6 @@ def test_earthkit_hydro_obj_2():
     assert callable(hydro.river_network.load)
 
 
-def test_earthkit_hydro_obj_3():
-    import earthkit as ek
-
-    assert callable(ek.hydro.river_network.load)
-
-
 @pytest.mark.skip(reason="does not work")
 def test_earthkit_meteo_obj_1():
     import earthkit.meteo as ekm
@@ -80,13 +62,6 @@ def test_earthkit_meteo_obj_2():
     assert callable(meteo.thermo.potential_temperature)
 
 
-@pytest.mark.skip(reason="does not work")
-def test_earthkit_meteo_obj_3():
-    import earthkit as ek
-
-    assert callable(ek.meteo.thermo.potential_temperature)
-
-
 def test_earthkit_plots_obj_1():
     import earthkit.plots as ekp
 
@@ -99,30 +74,7 @@ def test_earthkit_plots_obj_2():
     assert callable(plots.quickplot)
 
 
-def test_earthkit_plots_obj_3():
-    import earthkit as ek
-
-    assert callable(ek.plots.quickplot)
-
-
-def test_earthkit_regrid_obj_1():
-    import earthkit.regrid as ekr
-
-    assert callable(ekr.interpolate)
-
-
-def test_earthkit_regrid_obj_2():
-    from earthkit import regrid
-
-    assert callable(regrid.interpolate)
-
-
-def test_earthkit_regrid_obj_3():
-    import earthkit as ek
-
-    assert callable(ek.regrid.interpolate)
-
-
+@pytest.mark.skip
 def test_earthkit_time_obj_1():
     import earthkit.time as ektime
 
@@ -130,6 +82,7 @@ def test_earthkit_time_obj_1():
     assert x is not None
 
 
+@pytest.mark.skip
 def test_earthkit_time_obj_2():
     from earthkit import time
 
@@ -137,13 +90,6 @@ def test_earthkit_time_obj_2():
     assert x is not None
 
 
-def test_earthkit_time_obj_3():
-    import earthkit as ek
-
-    x = ek.time.DailySequence()
-    assert x is not None
-
-
 @pytest.mark.skip(reason="does not work")
 def test_earthkit_transforms_obj_1():
     import earthkit.transforms as ekt
@@ -158,13 +104,6 @@ def test_earthkit_transforms_obj_2():
     assert callable(transforms.aggregate.spatial.masks)
 
 
-@pytest.mark.skip(reason="does not work")
-def test_earthkit_transforms_obj_3():
-    import earthkit as ek
-
-    assert callable(ek.transforms.aggregate.spatial.masks)
-
-
 @pytest.mark.skip(reason="does not work")
 def test_earthkit_utils_obj_1():
     import earthkit.utils as eku
@@ -179,8 +118,15 @@ def test_earthkit_utils_obj_2():
     assert callable(utils.array.array_to_numpy)
 
 
-@pytest.mark.skip(reason="does not work")
-def test_earthkit_utils_obj_3():
-    import earthkit as ek
+@pytest.mark.skip
+def test_earthkit_workflows_obj_1():
+    import earthkit.workflows as ekw
+
+    assert callable(ekw.fluent.Payload)
+
+
+@pytest.mark.skip
+def test_earthkit_workflows_obj_2():
+    from earthkit import workflows
 
-    assert callable(ek.utils.array.array_to_numpy)
+    assert callable(workflows.fluent.Payload)
diff --git a/tests/test_version.py b/tests/test_version.py
index 1863488..9993355 100644
--- a/tests/test_version.py
+++ b/tests/test_version.py
@@ -17,11 +17,10 @@
 VERSION_RX = re.compile(r"""\d+\.\d+\.*""")
 
 
-def test_version():
-    import earthkit
+# def test_version():
+#     import earthkit
 
-    assert VERSION_RX.match(earthkit.__version__) is not None
-    assert VERSION_RX.match(earthkit.data.__version__) is not None
+#     assert VERSION_RX.match(earthkit.__version__) is not None
 
 
 def test_earthkit_data_version_1():
@@ -84,24 +83,14 @@ def test_earthkit_plots_version_2():
     assert VERSION_RX.match(plots.__version__) is not None
 
 
-def test_earthkit_regrid_version_1():
-    import earthkit.regrid  # noqa
-
-    assert VERSION_RX.match(earthkit.regrid.__version__) is not None
-
-
-def test_earthkit_regrid_version_2():
-    from earthkit import regrid  # noqa
-
-    assert VERSION_RX.match(regrid.__version__) is not None
-
-
+@pytest.mark.skip
 def test_earthkit_time_version_1():
     import earthkit.time  # noqa
 
     assert VERSION_RX.match(version("earthkit.time")) is not None
 
 
+@pytest.mark.skip
 @pytest.mark.xfail(reason="version not available")
 def test_earthkit_time_version_2():
     from earthkit import time  # noqa
@@ -131,3 +120,17 @@ def test_earthkit_utils_version_2():
     from earthkit import utils  # noqa
 
     assert VERSION_RX.match(utils.__version__) is not None
+
+
+@pytest.mark.skip
+def test_earthkit_workflows_version_1():
+    import earthkit.workflows  # noqa
+
+    assert VERSION_RX.match(earthkit.workflows.__version__) is not None
+
+
+@pytest.mark.skip
+def test_earthkit_workflows_version_2():
+    from earthkit import workflows  # noqa
+
+    assert VERSION_RX.match(workflows.__version__) is not None