From e85081d0cb978b8cdc36b6c7c358f2d4301d9871 Mon Sep 17 00:00:00 2001
From: Basil K Y <techiebasil@gmail.com>
Date: Tue, 4 Jul 2023 20:12:57 +0530
Subject: [PATCH] added some missing icons, updated linux mint icon, fix typo
 in endeavouros file name

Signed-off-by: Basil K Y <techiebasil@gmail.com>
---
 .../{endeavoros.svg => endeavouros.svg}       |  0
 src/distro-icons/linuxmint.svg                | 11 ++-
 src/distro-icons/rebornos.svg                 |  9 ++
 src/distro-icons/slackware.svg                | 88 +++++++++++++++++++
 src/distro-icons/ubuntucinnamon.svg           |  7 ++
 src/distro-icons/ubuntustudio.svg             |  7 ++
 src/distro-icons/vanillaos.svg                | 69 +++++++++++++++
 7 files changed, 187 insertions(+), 4 deletions(-)
 rename src/distro-icons/{endeavoros.svg => endeavouros.svg} (100%)
 create mode 100644 src/distro-icons/rebornos.svg
 create mode 100644 src/distro-icons/slackware.svg
 create mode 100644 src/distro-icons/ubuntucinnamon.svg
 create mode 100644 src/distro-icons/ubuntustudio.svg
 create mode 100644 src/distro-icons/vanillaos.svg

diff --git a/src/distro-icons/endeavoros.svg b/src/distro-icons/endeavouros.svg
similarity index 100%
rename from src/distro-icons/endeavoros.svg
rename to src/distro-icons/endeavouros.svg
diff --git a/src/distro-icons/linuxmint.svg b/src/distro-icons/linuxmint.svg
index 84030dd..5ee17f2 100644
--- a/src/distro-icons/linuxmint.svg
+++ b/src/distro-icons/linuxmint.svg
@@ -1,5 +1,8 @@
-<svg width="512" height="512" fill="none" xmlns="http://www.w3.org/2000/svg">
-<circle cx="256" cy="256" r="256" fill="#fff"/>
-<path fill-rule="evenodd" clip-rule="evenodd" d="M256 20.813C126.11 20.813 20.813 126.11 20.813 256c0 129.89 105.297 235.187 235.187 235.187 129.89 0 235.187-105.297 235.187-235.187C491.187 126.11 385.89 20.813 256 20.813ZM0 256C0 114.615 114.615 0 256 0s256 114.615 256 256-114.615 256-256 256S0 397.385 0 256Z" fill="#000"/>
-<path d="M110.309 120.715v187.318c0 45.732 37.52 83.252 83.252 83.252h124.878c45.732 0 83.252-37.52 83.252-83.252V203.967c0-34.237-28.201-62.439-62.439-62.439-15.995 0-30.526 6.323-41.626 16.372-11.1-10.049-25.631-16.372-41.626-16.372-34.238 0-62.439 28.202-62.439 62.439v104.066h41.626V203.967c0-11.741 9.072-20.813 20.813-20.813s20.813 9.072 20.813 20.813v104.066h41.626V203.967c0-11.741 9.072-20.813 20.813-20.813s20.813 9.072 20.813 20.813v104.066c0 23.235-18.39 41.626-41.626 41.626H193.561c-23.236 0-41.626-18.391-41.626-41.626V120.715h-41.626Z" fill="#000"/>
+<?xml version="1.0" encoding="UTF-8"?>
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512" version="1.1">
+<g id="surface1">
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 512 256 C 512 397.386719 397.386719 512 256 512 C 114.613281 512 0 397.386719 0 256 C 0 114.613281 114.613281 0 256 0 C 397.386719 0 512 114.613281 512 256 Z M 512 256 "/>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(41.176471%,70.980394%,24.705882%);fill-opacity:1;" d="M 472 256 C 472 375.292969 375.292969 472 256 472 C 136.707031 472 40 375.292969 40 256 C 40 136.707031 136.707031 40 256 40 C 375.292969 40 472 136.707031 472 256 Z M 472 256 "/>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(97.254902%,97.254902%,97.254902%);fill-opacity:1;" d="M 116 126 L 116 306 C 116.199219 350.199219 151.800781 385.800781 196 386 L 316 386 C 360.199219 385.800781 395.800781 350.199219 396 306 L 396 206 C 395.800781 173 369 146.199219 336 146 C 321.199219 146 307 151.601562 296 161.800781 C 285 151.800781 270.800781 146.199219 256 146 C 223 146.199219 196.199219 173 196 206 L 196 306 L 236 306 L 236 206 C 236 195 245 186 256 186 C 267 186 276 195 276 206 L 276 306 L 316 306 L 316 206 C 316 195 325 186 336 186 C 347 186 356 195 356 206 L 356 306 C 356.199219 328 338.398438 345.800781 316.601562 346 C 316.398438 346 316.199219 346 316 346 L 196 346 C 174 346.199219 156.199219 328.398438 156 306.601562 C 156 306.398438 156 306.199219 156 306 L 156 126 Z M 116 126 "/>
+</g>
 </svg>
diff --git a/src/distro-icons/rebornos.svg b/src/distro-icons/rebornos.svg
new file mode 100644
index 0000000..2bd2e1e
--- /dev/null
+++ b/src/distro-icons/rebornos.svg
@@ -0,0 +1,9 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512" version="1.1">
+<g id="surface1">
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(0%,13.333334%,16.862746%);fill-opacity:1;" d="M 383.992188 477.699219 L 127.996094 477.699219 L 0.00390625 255.996094 L 128 34.304688 L 383.996094 34.304688 L 511.992188 256 Z M 383.992188 477.699219 "/>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(0%,40.000001%,50.196081%);fill-opacity:1;" d="M 137.921875 51.523438 L 84.453125 144.066406 L 137.292969 174.574219 L 173.148438 112.5 L 244.832031 112.5 L 244.832031 51.484375 Z M 267.164062 51.523438 L 267.164062 112.539062 L 338.847656 112.539062 L 374.703125 174.574219 L 427.542969 144.066406 L 374.074219 51.457031 Z M 438.714844 163.476562 L 385.875 193.984375 L 421.703125 256.035156 L 385.847656 318.144531 L 438.6875 348.652344 L 492.15625 256.042969 Z M 73.285156 163.476562 L 19.847656 256 L 73.316406 348.609375 L 126.152344 318.101562 L 90.296875 255.996094 L 126.125 193.945312 Z M 137.285156 337.449219 L 84.445312 367.957031 L 137.886719 460.515625 L 244.792969 460.515625 L 244.792969 399.5 L 173.148438 399.5 Z M 374.636719 337.449219 L 338.808594 399.5 L 267.167969 399.5 L 267.167969 460.515625 L 374.082031 460.515625 L 427.515625 367.957031 Z M 374.636719 337.449219 "/>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(0%,53.333336%,66.666669%);fill-opacity:1;" d="M 183.914062 131.144531 L 153.40625 183.921875 L 199.023438 210.261719 L 214.292969 183.8125 L 244.800781 183.8125 L 244.800781 131.136719 Z M 267.167969 131.144531 L 267.167969 183.820312 L 297.675781 183.820312 L 312.945312 210.265625 L 358.5625 183.929688 L 328.054688 131.148438 Z M 142.269531 203.269531 L 111.863281 255.996094 L 142.371094 308.773438 L 187.984375 282.433594 L 172.714844 255.988281 L 187.953125 229.597656 Z M 369.722656 203.269531 L 324.105469 229.609375 L 339.34375 256 L 324.070312 282.445312 L 369.6875 308.785156 L 400.195312 256.003906 Z M 199.085938 301.789062 L 153.472656 328.128906 L 183.910156 380.859375 L 244.824219 380.859375 L 244.824219 328.183594 L 214.316406 328.183594 Z M 312.910156 301.789062 L 297.671875 328.179688 L 267.164062 328.179688 L 267.164062 380.855469 L 328.078125 380.855469 L 358.519531 328.125 Z M 312.910156 301.789062 "/>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(0%,66.666669%,83.137256%);fill-opacity:1;" d="M 286.265625 308.421875 L 225.730469 308.421875 L 195.460938 256 L 225.730469 203.574219 L 286.265625 203.574219 L 316.535156 256 Z M 286.265625 308.421875 "/>
+</g>
+</svg>
diff --git a/src/distro-icons/slackware.svg b/src/distro-icons/slackware.svg
new file mode 100644
index 0000000..d6ab7ce
--- /dev/null
+++ b/src/distro-icons/slackware.svg
@@ -0,0 +1,88 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512" version="1.1">
+<defs>
+<g>
+<symbol overflow="visible" id="glyph0-0">
+<path style="stroke:none;" d="M 23.328125 66.03125 L 23.328125 -263.421875 L 257.53125 -263.421875 L 257.53125 66.03125 Z M 49.625 45.234375 L 231.453125 45.234375 L 231.453125 -242.4375 L 49.625 -242.4375 Z M 49.625 45.234375 "/>
+</symbol>
+<symbol overflow="visible" id="glyph0-1">
+<path style="stroke:none;" d="M 250.671875 -263.421875 L 250.671875 -227.484375 C 233.140625 -234.171875 216.59375 -239.15625 201.03125 -242.4375 C 185.476562 -245.726562 170.460938 -247.375 155.984375 -247.375 C 130.828125 -247.375 111.425781 -243.476562 97.78125 -235.6875 C 84.132812 -227.90625 77.3125 -216.84375 77.3125 -202.5 C 77.3125 -190.457031 81.84375 -181.363281 90.90625 -175.21875 C 99.976562 -169.082031 117.171875 -164.128906 142.484375 -160.359375 L 170.390625 -155.796875 C 204.847656 -150.566406 230.269531 -141.351562 246.65625 -128.15625 C 263.050781 -114.957031 271.25 -97.289062 271.25 -75.15625 C 271.25 -48.769531 260.15625 -28.765625 237.96875 -15.140625 C 215.789062 -1.515625 183.28125 5.296875 140.4375 5.296875 C 124.269531 5.296875 107.078125 3.832031 88.859375 0.90625 C 70.640625 -2.007812 51.769531 -6.328125 32.25 -12.046875 L 32.25 -49.984375 C 51 -41.585938 69.367188 -35.257812 87.359375 -31 C 105.359375 -26.75 123.050781 -24.625 140.4375 -24.625 C 166.8125 -24.625 187.164062 -28.757812 201.5 -37.03125 C 215.832031 -45.300781 223 -57.097656 223 -72.421875 C 223 -85.796875 217.851562 -96.253906 207.5625 -103.796875 C 197.269531 -111.335938 180.378906 -116.992188 156.890625 -120.765625 L 128.765625 -125.140625 C 94.304688 -130.617188 69.375 -139.191406 53.96875 -150.859375 C 38.570312 -162.535156 30.875 -178.773438 30.875 -199.578125 C 30.875 -223.648438 41.507812 -242.617188 62.78125 -256.484375 C 84.050781 -270.347656 113.363281 -277.28125 150.71875 -277.28125 C 166.726562 -277.28125 183.039062 -276.125 199.65625 -273.8125 C 216.28125 -271.507812 233.285156 -268.046875 250.671875 -263.421875 Z M 250.671875 -263.421875 "/>
+</symbol>
+</g>
+<filter id="alpha" filterUnits="objectBoundingBox" x="0%" y="0%" width="100%" height="100%">
+  <feColorMatrix type="matrix" in="SourceGraphic" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/>
+</filter>
+<mask id="mask0">
+  <g filter="url(#alpha)">
+<rect x="0" y="0" width="512" height="512" style="fill:rgb(0%,0%,0%);fill-opacity:0.99;stroke:none;"/>
+  </g>
+</mask>
+<image id="image14" width="512" height="512" xlink:href="data:image/png;base64,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"/>
+<mask id="mask1">
+  <g filter="url(#alpha)">
+<rect x="0" y="0" width="512" height="512" style="fill:rgb(0%,0%,0%);fill-opacity:0.99;stroke:none;"/>
+  </g>
+</mask>
+<clipPath id="clip1">
+  <rect x="0" y="0" width="512" height="512"/>
+</clipPath>
+<g id="surface17" clip-path="url(#clip1)">
+<path style="fill-rule:nonzero;fill:rgb(24.313726%,32.941177%,58.431375%);fill-opacity:1;stroke-width:0.90182;stroke-linecap:butt;stroke-linejoin:round;stroke:rgb(23.921569%,32.156864%,57.254905%);stroke-opacity:1;stroke-miterlimit:4;" d="M 187.857328 131.536044 C 187.857328 158.065461 161.153893 179.572254 128.213653 179.572254 C 95.274342 179.572254 68.570907 158.065461 68.570907 131.536044 C 68.570907 105.006626 95.274342 83.499833 128.213653 83.499833 C 161.153893 83.499833 187.857328 105.006626 187.857328 131.536044 Z M 187.857328 131.536044 " transform="matrix(4.20826,0,0,4.67494,-285.23999,-370.720001)"/>
+</g>
+<mask id="mask2">
+  <g filter="url(#alpha)">
+<rect x="0" y="0" width="512" height="512" style="fill:rgb(0%,0%,0%);fill-opacity:0.99;stroke:none;"/>
+  </g>
+</mask>
+<clipPath id="clip2">
+  <rect x="0" y="0" width="512" height="512"/>
+</clipPath>
+<g id="surface20" clip-path="url(#clip2)">
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(28.627452%,38.431373%,68.235296%);fill-opacity:1;" d="M 500.160156 231.34375 C 500.160156 348.578125 389.453125 443.613281 252.894531 443.613281 C 116.332031 443.613281 5.628906 348.578125 5.628906 231.34375 C 5.628906 114.113281 116.332031 19.078125 252.894531 19.078125 C 389.453125 19.078125 500.160156 114.113281 500.160156 231.34375 Z M 500.160156 231.34375 "/>
+</g>
+<image id="image34" width="512" height="512" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOy9b4/bRtI9epqUZsbZ373PJohhBMiL/aaLfNN9ESAwbCS7z++u7RmJ3fdFVXX96SYljWeS8ajLoNlsUhyJonhOnaquThg2bNgwtoKSnvJ8Cak85fmGDRv2dPakP/Zhw4b9NVaB+7XCbZLVIBTDhj2VDQIwbNgLticF9l9Wfu//fIJzn/f3+/bPJ6YtgywMG3aWDQIwbNhfbAUlPQoCLaCfB+Iv9fd+/qePJOKx5GGQhGHDXuwDYdiwV2cXA70A/Dq4n/r9Pub3/dTPhMcC7LmvWz9OyMJjSEIa5GDY67dBAIYNewa7COx/QVoB+bXf56X9p/Y95rhz7RIQPXXs1v7L9z2WIAxyMOyV2CAAw4Z9pZ0N9ucDfe93eU5fe8y/kPCPzit/5WN/7r6f57Nfef3z6hW7FMgvOc/5xz6GHAxiMOwbs0EAhg270M4C/D7YnwLsre21NoF5BPLfkPCT2X7Pr3kXjvtgzvW2eb9kH898Tvy4clU+hO234bj3vH4X+n8D8FPo+xUtefgXgH80f/vS7fP7LiUHgxgMe6E2CMCwYSfsJOBfDvZr+04Dvgd27f+AVAFcAPtHAL+Hv5VWfvNr/U9lZeUKfo+C30PfDyj4aLaFWHyAJw/v4UlDSxi2QP/c487v+wWDFAz7pmwQgGHDOrYJ+i3gX+q5r/dZgH+PhHdowX3iY38A8Ic5V7qw3X/va8edb2tgL3tPHW+319qROGTe9yNKVRyELAhROJ8gXEIOTpOHc4nBIAXD/mQbBGDYMDwL4J8G+95avHcB+dRZ9wE9he1+3yckfGeO+By2P3WeCd81PX371LyuNPvfnADM0gXhfn+PHMS1JQqRJLzdBPxz1ILHE4VBCoa9ABsEYNjV2leA/mWgLuvo0Vtv3gJ7bLdAnrAG/ALwn80aAN6YdvTuz1UFLrdtb/8OBZ+5/Sa0LVn4BCUTkQisb7d9hf/ZvkgQ1siBVw/OJQ5rx/S3zyEFgxAMe0IbBGDYVdkTgP7ptcr4qQH7CPIR6FvAT8ZLTwHYE94A+LJKCLbUgOcjAfcAbjdkfelp962Ddw/MY78Qh+8cgbDHt6/tKQeRHEhOgiUH/bDCOQRhq91unyIFgxAM+wobBGDYVVgpK5PcrIP+Gvj3AX8y3n3qePYe8PugbwE/HtcjCGuEQfY9IOEWwAMSbnitxwF7AIfu54Q77hLrx//7ILdHwQOAG96W9j2v7T4L1j1Qj/stoIu6IG2cRRD8OWy7RwzWwf9rwwx+e6gEw57QBgEY9mpt1dv3oL8l7fe8/NbDF8Dvefc9kP+Mib14XfdBvu174PWteT8HXgvI29fL+2k/x5oa0D4Tjty361xL2g/sVkGpD2yt19/z7Nu+PQoO3HfDxwhhaF8TSUOp/RJ+kO03vE8UhN7rI0lYIwYxlBDVAh3K+Bhy4LfPUAhoNQjBsNYGARj26qzr7Z/29Ptgb9vvDdDLEDv5N/GeHmjL+gumui2vaoF+ctt2v4L7ZPaje/wxEIAd0PStX4vYvtROx8EFOHcolUAcTf+ewVXJRc9bXwd4Okc2KkLpvC6CegYA3CF3yUGPBMRzrakG2bQtKXiccrDV3iYFQx0YZmwQgGGvwr7C22+B3rdbL9//a4H/Myb8jdfes5/qWj36CbcQT34Kx/nXRbIgy1L3Y+UY/9kSEwT16Kl/QcLMPYu5VjPUfH8x/d5k39JpW8Wg5/GvgT1qD20LMThwvycKfcDvtW+QWUXIbv8aYdgiBmvKgfz7Owr+gJICn3S4lVOwpRI8WiFIaZCBa7ZBAIZ909YF/su8/Rbwe6A/dcB8C/AJtCfTJrDX162vyYOf0CMAkQwI2C+YGKiFFEQiED+j9Pht2xawtwRgyyzYq617/zMKE4fWE7bgO/Naz+/BuQfsPQDfMcC3oJ67r9kHQqCwvU4M3iBzfoGu11QD+y+GD4DHqATbqsFQBoYFGwRg2DdpXwH8LRhKEp/CdQv61itPmDh+T7J+H/AnHPisCPvB/UdM2DPYx30wZGDBhF0F9l6IYArblhikSgyo7a9JXiUATxUCaNtTAKqFQV7IwFyBVY7xgEvHemVgZqCVc3mAjgDvgX1ntg8M/HJcJAQP5nV7d95IDHIF96gcFBTOM8iuDwAyhyHk+FOE4F8A/nEWSfDtNTIwiMBV2SAAw74pOyO+H8Gs7/3+hgk/AfjA4LkN+pPz8qcA7C3gT67fA/vE3v2ECPYJEwO8DwVEdSDzejYEQIF8PVQg1yHzme1a1QMfCvDXcvOr2dguJkSgwBSJwJrUb5cJogb0gN4DsCUK1sufA3C3bQLmHTIO8MpBqWTBr4UM3KO4UEJUFyzo362EHNZUgoKCH3jfB36XSgj617C/1vYgAldtgwAM+ybsAuA/Le/b5Q8D+BHY+6Cv4B6Bn2DTA/3egLrsX8wxPRJAgK5EYK4AH4mB9ingTwBQSUL/84v0H6+TXr9s+qa1b8VYNu2pAzS+TUC+hL6WHNi+XOFU9/ele9pP+xYD+FENmJCxdPaRmqBkoAf4u3CMKgb+fAWSY0Dr0jlXWSEDpdvn/8kZJYcAiKMMzgsX9IjAIAGv3gYBGPai7cmB/2OFcvH8fWKeAHsE/YnBuwf2JOfTNgG+7POEILl9ngBQDF+BX/eLhz+xx+9VgLW8gAypRUCfShSCia+LAvzamv5SufAZUQyITBWwaY9dyz4Bemlb6T9XoG7DAK0yoMC+dPosSPt9GUvYLp02kQgP3Lpfz21VAw/0dIyEEW7CfksY7pDxCa1KEAlBNmGGNTJwiTqwogaMRMHXa4MADHuR9hXAn/AvJPwDJPPb2P5sQN8C/mcD5D3QT5hwwGyAfOaFgJ/6/bolARb4Z+Ph99QArwLMFfB9boAPC2zlAwCRINhrl8K2kAPr+VtFoGfi9eewTab7EsNXMmCUGeQtIbBg1QN8IQYCikoW+vF+rwpYEqDthY+3x0U1wKsG9Ho9JgK+EgIhB5EUCCHYN4TAk43M6ztE0qBtSwiyWWcQKfKqwDop6BCBQQJepw0CMOxFWTmd3LcO/EDCrwzNP/H27w701cOX5Yvbnmv7YEBeAB8V8LUfmLFgxo5B3wJ+xozZAb6ShMwePwG9VwUyfJ6BkgGfFxDDABH4c4XwmBOg10/yAHoKwGOeDwrutgf8t9T7j6BTuqDkvf81IuDVgRbwpT8jevpCEDwhWGDJQZ8AWNDvgX8kBpEU+HCBbhdDCm5MXyQHAu9vwrZVBv6OjI9nEYGWDAwScBU2CMCwF2FPAvw/m20L/Orx97x9C/IW+BXIE2YD/AT6mdd2ezakIJtzeCLQKgFWdYghANlPsEpHqvyv3n7mozwxSCj1CB8e6F1TVQLsvp4loPm2ohXTinIztacAPBLfTyvAlLFOCKYKfoXPkc1reqCvIB+JgAXsNjQQiUGfFNj+80jB0u0XQtD2F1AWhQC+JQNKCIQMfI+MD2bvT4YcrakBgwS8ehsEYNhfbl3wX49Nt3H934LHb+P7rcfvAT9hdqDfA/xkwJ68/F0Afk8IfN8EJQqqAmwRARseEK8/817pK3U75gP0kh39dRNSYNcwZ/DX+zHmwV+2rPwf1+uSdA/st1QB8fQt4EfQ93H8FuDV24+ALgqB9i3umB4BmLA0fTRKYWleU8z5JGRQzHH7QBSKeY0sd25fdkRg4fVb9/n9tR4k4GpsEIBhf5ld6PVbMJu6Un8P+D9jrttTR763QH9kYFfQ3zHo7+C9/10FeKqndx4RsIrAhAmlkgL1+tXj9yMEtkIAxbSFFERPv18QyF5jbQsx8F/W9rPCfpNbYYAo/du1VQpimCAjKgPnhACUBBSoKuBBX8Fe1AIBTK8SeBIgx7T7CawXs2/CwnkD0mdB3JIDah8DOShYjEJgwX7Bvh63wJKB20AKLBHIyPihuRbrYYFAAgYBeD02CMCwv8Qa8N8GfttONbnvHfpS/2fM+Bu37zux/IPx4mVZGMiTA33x9HcO7C05yK7Pg7/tKwz6kQzE5L9s2lYFKLBFhgjce9n/0dNXn/785D//HTzW9NvtJQS2YYFSe1Pd2wN9wAO+VwUycnhNbtoR9D0xWAsD6LaGFQhw+6RgwTopUDDX8IEHeFlT/+L6Zyw4QMIGuuzdNr23Wyz4LzLeGEIg/xZk/IiM39ALCfSuOVkCxvDA12GDAAz7U+2E139a7n8PidyvxfgJ/O/hJXyR+Scj36tnvzOe/A7gbfX0dX9iMgBDDhTw6RgBfBhP33r9nghEsI9koJ/wF9uaC6BA78MBcO0YBkBoPxUBWFcDevs94KwpAlb2l3Yy2ykAv5KEdfm/pwjEkMCazL8G/ESplqAULLCkQBUAC/z2GAX1OWyj9h8dESAyoH2Zz52x4M60/wcZHwcJuGYbBGDYn2YXxPq93C/bUrVvrrB/Gvi9tL8z29qn3r4A/a6CPpGAnfH0PRGQ7WLAP1XA956/xPsF6HVfO+6f9muSn/X8fSig5/FvKSht7F+qAfpv5eueDSV803aYYOoAynoOgO3rbQspyPx3rJcfSUJPDRCpX71+DRe02f0xL6BHClrg92qAEgYlAaoSSNsSgaMDfFofWR0QoD9ixhHAgoyjIQBHJgAL+/wL3hhSsGDB9/zePAmw14qusA0FDALwKmwQgGF/ijXj+s/1+qlkry/gQ/90yN4XBtst4D9ix96/ePr7CvbJAD6B/b72wZACkfxb0FdVoQ0BKOhrDoAPARRDAKhoj4/3WyLglwlW5peCP+sEQNfP5/lbK03LJ/7Fvf11gdYJUE/fJg/2cgEQAN+TgpgP0OYIZP67Kvt7UiCvo0z8mAxok/paUmCB33v/AvJTB/B137H2CfAXs8TtXSADpAQcIUqAJQGtKtJXAQYBeBU2CMCwZ7dOUZ/TUr/1+nse/xf2+CP4HyrQq7S/wHr2eyQH6nvj7e+rt0/79wzyMQSgBGAyRMCSAFsLIHr+MelPwF+A3gO+l/kV4Fvvvx/rPz/Z7zHJf/5bbQEhgv06+Nt2u7a5Af1RAwJM2RGFlhj01ACrBGgYwCsBXjWIeQE9NWAKBGAtBCCkIDHYKyFQz3/CkdUBAnUiAbZ9MKB/YCJwYNA/1rUoAwuOuGO1QJQA0Qjeuc+8SgJGMuC3b7vThwwb9jg7I9FvjQAQ6H3EhF0D/nMF/3vMmBnsD7yeGaytxz9hzyRgb1SAPQO5gPweO+xwdCSA9km4IHP/1M0FUO9fsvuLIQPrgO+H+7Vxfs3yL13v3if6xdi+hfRcj1KqYIlBTxF4jItgvf2W+pVwrG5LmCAOHZT1Vr6AtNvRAnb/OhFI0Bp6USUo9Zg2JBCTBm2IILPXH0cJaDIeKQCpgr8QgoWPO/Ka2jscsTDgl0oADjjiiAk7FBww4YAFM2YcIOWlJ/4mbuo7pWv9BcAdvzMpw/yju6/st9n5mksaKsC3bYMADHsW2wD/014/MOF3A/46hG+qIP+AmR9zBMCTAfyFQVw9fgH+PTK3ab1nQN9DiMCMHYpRCYQElAr2Xv6PGf86tI/aNsnPA76V9/tD+qzn3/P0e5K/hXgLv9syf4z/r2+dtlOagQcMuUtUuG/3qXevBAHwhMEe04YH9C+cGkroQwEEl0IO4IiAKgG2kFBBhg0VRFIQQwKJpX8lC0QGxPNfKgkg0E/Gy59wRGbQp3uU7tMJB0jdCJrpkdZH0BPflnj+jII7SFnlgt9BGsRbyFTDrSZEv+UB/K/ABgEY9uR2Zrx/PdY/G9lfhvB9qb3kgR+wwy0kq59AvxjQFql/YgKQK8gLoN8AFeD3jjjIdoGGCtqsf1qXDvj7uQG85K8A75P81sr5RtnfevqoPa28733/dfDvyf5x/yXWCwPEM57+K566xNfK3xCpP4YFLFHQ5EM7UqAfIuiTg7aYUAwHCGlIFeh9vkAkBVYVyFAFoFSFQIiAxv0TDhwCODAROKDggOTuUSkoJfch3RsyvTMFFejIxNfmDhn/xexIgLxux1dzQwUY9m3bIADDntS68X4F/x4BIODbrXj9nxn4Z+gwvgN76gt7/Uvw8FG9e2oL8AsZKGZ/qmBPbTmneP4C+Dbr34K+kADv7UsIwMv9Xt7XB7SW+G29fbpabSy/17ee2LeuALTw/nX+f2tb4FGa1iX5Asm9pk8UhCRYoqAevZ2B0KoAgFUBWmLQKgRogF/2qQpAJESTBeVYnwxowwFEABLL/YmBHzXmf2Ai8FDvvwRVlOQdTUDVHWZQhkAGUeF7fv+JAwV6PRLPGUBXsvc9Fg4DjFyAb9a+/uc9bBjOjve3y/vg8dtY/4QZ9xWAFfwnI9EvxsNPZgGvj7jBbPar5+8VACIK4vUr+NsYfzHvpUC9/rQC+lbqjx5/L7N/PcYPsx9um1rbkn7/d37Ob//y50ML2ltHXrLPA3xLGDSU0A4z7K3XEwpb5SA3pKCXR7CWL2BHFSjoWxKgtQDglIAj96n0L8l+YPAHHpDwgAUPSLjHhAcmBPdIuEfBAyZeU5vWGQ/Y4YCMA25MsqCOCljwGzIPC2wTAn/BGBL4CmwoAMO+2h4F/iL5z5UAEJBKrP8LS/02o//Inv5i5H1K8Nsj4aaCf+Y2uJ8AntbSX6BqgIwA8HF/GePvq/8R6E/QaGq/ol+curcF/Bjr73n1vh399u3Je1rwPiX3yzFfa/ZeOIcMbJOG80IG/b/XGz2gx68lFGpCoBIE6bOKQT+M0JYe1hCAkgE5zhYBklEDNgegMAGASfpLXAdQ7kdU718mhdJAEUB0Q+ocyKRFySz3yLhFhlUBKGHR3p8D4F+hDQIw7Kvs4mS/XzHhZ7SSvwzl+wIr+e+c169yv3r6GTcs598ADPR2e8KNIwQFXimQnACYuH8xD1fx+jWj34/tb4f3qaRfzHa8Dr0qfetD+XBBW+GxJ+/Hx/hp2nAJIeiBxBpUn37tFpHYDg/otgZH4nHb5MADvG5HYmAVgzgTYSQFlgR4AuATBKUOgIYD7HA/ujfnmpiqkr8oSDarnz63VipM0LkGiFgvlbQmE4gCZF4J/QYGCXh1NgjAsEfbIzL9CcaBVGFeEv3WgV+G8e2rx58MwJcA9OBt8vxtW7z/G0jMv1TZX8G/l+mv8n6vuE8cvy9t9fLPHbffDr7rg3wvvm+PWovwr0P5U4UCT59n3dM/RVd6Wy2sX55DsE0OYngAK/1agrglBanmCWjegIYWCoN8gYQCpGBQCmEAit5bJWqu958O/6SrIjrEzoQYpMogEYEjDpixYxJwjwk3SJUE/NHct8WtxyiAV2GDAAx7lF0I/gSEEu//o8b8Kcnv/2DCxF5NlPst+Ku8L3L/jQH6G0wB/OW4YsIDFArYQeL+NotavX2V/e24fl+9b3agf0rij/H9NbDv1ehH2I7+/dd57Y85/s+yNZoT91mgjy25rnGv7W3b/lV9YiDtHiEQtaBHCgqy2W9j7Do6QIcE7kDKwAEaijrAl47WzJJc36cQCZ0cSEcbLDhiB5pUiKa43rMSIGmTQgXegybd8tedPusYDvjN2yAAwy62E+AfCYDGwnvx/v/DiX6z8fqTAX7J2F8YxCcG9mxAX0kBte12MQqA9foTrxX4o+c/OfD3NfxVdrUlfFvFI0r+cl1o3Qf76NuehvvWXiqgA8/33uS8UQ+R1hpBaMlBPyRgz+2VgHW1oN2OYYIEW3zIDxOUpEBaCPit15/g9Q4hHAk6nFCIBG3LyBmi13bkADDhCybc8r0qd+Q7dy0H2L8yGwRg2EXWgD8QPX9p+1nrPrKPH+P9M2Rcv3r8QgDEc88M9BbkFeBvEVUA2W9DBDb+D2gFQDvlr8r9bYKfjuHvJ/j1gb4f49eR1i34nwb6pwTQeK7S6bvUngskvvZ9rROEHjmQz7FFBvz5YkigJQUxadAWGBLgLjxYzxIAAnF7H6YK/glKLZIjDZQ0SMmtR0jdCp3+mn6LYNDXmSf1Pk5I+ICEt+56DRLwimwQgGGXWQR/Xds2AaJk+v/OMG/Bn7x+lftnSKle8fwV/JMBduCW27fACgmA8fxtsl9yCkCb6OfL+Xpvvxjgj5X7egl9FvB9n/fpo3/fXttLTEHu6wDzr37Ie+n/8a+99DVr5MD+r+9qO4HQb7ekwJIDX15YhwhKRcljAGcbkdcwgkj+duggrXWqa1u/QkjAATTWxgK//Hv76Gs67BuwQQCGnW2hyM/54K8j/Hdcx19L93rPn6T+icE7V+C/NV7/rQP8jFvMhhxInN8m/xVoqV/qFy9/fRKfdlhfq2qox9+/Ft7Dj0Pw4kP13IfsYx/G5wLpXw3+wGXvwZKeS46/5PxxXEVxvVEtOE0K5HhRBSb4EIBUGJxAcXsFf7qfSt0qlTAsTHLF+6fCVbZ2xcxE1nr/cn8/GBJg7+OPSPjRXId4XYZ90zYIwLCzzIH/dsyfwFGG+U015q+lfO8xYzLAbxP8Ykw/BY+fQP6WFQLqW5gQgEmBFvYRIiBJfxrnj5P4FH4o0nxwMz9018C/t6Cu+6B/KeBfClTxYfyYh/Nf+UB/LmJzCUG4jITZ0EGPJMj/fVIQCYEQAUkKtEWjYgaJnZvAJgtSOG3hNSATV808+l9CAD5vJeavfOZfVpu3Yj//AP9XYIMADDtpBavgL+Y9fynhE8H/S830lyx/XRYT39/hBscA+Kl6/XcAy/4wBKHUzH9f9EfH+dtldotKrdYrsqDfgr8Fef/oXwP9pwT8Sx++35L3f449xbV6amIQwwhKCsRrb0MJNgQg6wQLsKVuw7wmM5G1hYNU5p8Y7At7/QL8Gs6SHIIJR0xMBejvfEHCd9CZI6fmsw/wf0U2CMCwTXNJf+tD/RQgT4H/AXvc1Sz/G9wE8J+Mdy9yP8X9b5ENEQATgFKJgoYNUpD842Q+3uNX4G9n6et7++tT7l7i5Z8LYk8B3ufvW4fLr3/or1UZ9PFy7XmcPcV1PRfkziN1PvOjRwTk7yUoCci8R/SDGTZMQEl/PnylIwRoe6rgr9NQL27t72v59wkJd2iDVsNenQ0CMGzb7GOwD/5e+t8Cf/H2j9hVr31h2X9h8M/B27ckQNuSC2BHA0hBIJ/tXzjmbxP9JMavQ/z8hD06DGrqfFZ5MD7G0z/1QP0asN/u6+W59/rjO2zP8DXmRfJo6jvH9xivdHFbl/zt82yNjJwTA+9dwXh/xHBBNioB0FKlmfvknpWhgn6EihDaCXHEih2KK5UL1OtPTKnF67cKgH/fw/t/ZTYIwLBVW0n6k3b0/ulBswX+h47kL/H9iQFeSICV/qVN/XeQbH9NBlTZH/DV/XqJfgWxhC+9/+Q+Tyvz+4f2U4D+OQ/Tc8C+uN5etnoK2+gc2zvnebB5nvfe7kkrWy34eBiWbSuTP5YcPIaU2XugdNaXnD9+OkkItH+d8gNaUKdFvHsZypf52BltVcqo2AkJOPAvBNAcgGGv3gYBGNa1jbh/u0iFvx8hs/m14O8n7xHJX7158ujvkAzw02zlt5hr5r+OAJAEQD/hj0r/ycn+Io/Guv22gt/25Dx9mf8xwH8K9E8l8/nkMttOndfEyne9Y9bfV+nuuSQcsF6/r3d9+iGUqBu0OoJ+Oz1ysE4MzvXio0Wv3r5mXUNZP//atYhE24O4FgSKs1BKHX9VsqQg8ezeZ7yGPYoWjxv2imwQgGF968f924eSnc73fyvwU7a/JPxR0t9N8Py9l0/AToBPiX7i/d9xlr8NDdwC1evXQj/i/cdMf52yN07ba6V+7/W3U/NaOwe8elfz3P0etFvPXpLLLPC3w87a87Xk4RzCcfrxv64AtHDYh5nedkyu7B+fOkelZm+fGFyiFmwB+9Z5en3rIQ7/OknW09+crUKZoR58jOdP0JqAdp+8hlIIPeFt38EA/ldugwAMa8xJ//2Mf11seV8ZcjTVts/2t+CfO+AvCgBq7J/WEx+j8X8t+KPT/spQP5/o52fws9P2CvADGvv3/5/n7a894Ne8S3tMb9uDdB+sRZ5fA/2y0kdrTxhOtz28Xx4DXivOixPtdvBbm3exHprx63gMXVvpte2e9b7LU8B+vjok37M/Uwvq3kvv79cZAaktqYORSByZRkS7A/CpEo9hr9wGARjmrDPeP0qG6v1/wIS3SPgPZBY8qvA3uUUL/Kjs72V+Xd8xMVAykAz4R+8fHdlfxkKXFeDvDenzD0fAP6Av9fbrpTyjT0HZe/lxpro1YN+etW6NCJxDLvy7Is3ksSZXK8P63O017s2N0NZU8PfjGvifQww8NVh/P63kfw4hOD8XoKcAbMNvC/xri6oEfSMlQM95f9a9PeyV2CAAw6qtxP2B+FCxY/3/Yzx+qu0/V+A/GM9/4ol8xIPvgT9J/3dGEVCyIEl/U4j322F+JXj+qQv8vVn61PNXewzwXwb68r/OKCc9W20P+uuT0PRKz1Lv1Dl/jxT0K+M/1jyow7RbSFbQkk/ov581oO95x/64teN7a69AlA1C0P+83s4nBKjvcw3YLze564UQyLmPsHkBw67MBgEYpmYfUetx/4SfeP3vmvSniX/JxP1F+i/G+/eyfwv+Uf5Xr5/G/pfq/fsx/rGe/7rXP1Vv3/qQfe8fG31rV67X18b0o6e/BuLqhxe0oN9OOSt90wZhKM3f8uDfVwbWPue5lkxrzeO3gC1H2vRGD/iyzxMEVXMs0HsdoU8OWlJwLiHofdZT4YCyse+Utb9JuRYS+79UCRh2lTYIwDAA2Bryp32/MqTPZlHg1/r+x0b63/NQP+v5a7y/GAIQRwOU6v3rDH92Uh+b9NfP9G+9friH4Z8B/D1wXQf8uLSAn5v9dppZBfne66Mq4JWB3LzPtc90ibX3lgV/KoAbvxPvzfdAPXrJkdjlsL/3GphX9MnAaUIgCYXnKwR2n70Xhg37U20QgGE4e8jfz6DpQXV6H5lPfMYDg3/iWf10Jk2APZkAACAASURBVD8apifj/XfsyWcj89ux/n3w10l+SpD9pciPTOIjxX1sdr9N8mvlYaB9WD898HtZ/ZxFZohrAZ8Kx3iwT+Y1CG0B955a4N+rtrdyA84HrLXrGoHc7+sBr/zrgbondXJOX0sfWPeO189xigx4InCeQrClDkTSNmzYs9ogAMO2pH/bpiWC/1QT/2YcwuQ+Av7ZSP4ZcUy/JPwpGbDV/6znT/kDIv0L8MeZ/FrPfz3J71Kv/3HA3/e6I2Db7XZtAR9mbQlC4XXqEIHS/Zvg1wACOlpbIKoU+hnjVfC5Asn0t63o2Qt0lvodeY88ytixT8jd5MiBV3ykz3r//ddFMtCrBNlTEuwxMK8XJeAUGWjvqxi2GTbsGWwQgCu3jcQ/ID70PrLIb+P+umjsf+GEP5nVz7aLAXcL+ueAv63uV8xwP5X7Z1jgb0FAPpNdY2W7vVTrfWsevzzAgQj23rO3QJ4hM70lXmD26RL7aFtniYukQNv+PfhtmoeuVQf0E7eEpw9P2xn/1jOXY2Tby/2+PLMMb0umP3r8vtLdxAAfi+i0pMATxq3ZHyf4+6i3wLXl88Xhh6h99pp60G8J5LBhT2KDAFy7rXv/uvyGCT9B6/yL509Z/yr9TxX8yfvfcRgg19h/lPvbcr9a5ncd/ONUvr2Yv4LIc3r928BP1pfyLdhHcG/B3k4A47fjfvXy9dwK7a0iYN9vNtsedPSzPs4bbb8DmwNgwZ7yAaQ+gwK3koU4iY2AdgT6OKlTr78/62MJa1UJYgnd/iyRlpjo5/ZkQPujoqKkyl//eMwgA8O+2gYBuGJz3n/fI6blJyT8XpP+aPlikv+s9G+T/6YK4rdm7Wv7T/Cxfi32I+P7Cfgt+EfZvy3r+1xef1/u92AvfR74NUbvQX9CRoZM7mIBfQmAvwTwXzAFErCmEiRkBvdIQHyyoFUC6Op4AmATBP1V3A4BSKJfJAAa+9fva234mwVjMNgL8EdAt21PDJQk9rbV6/fHlPB3JvQUAq9I9JbeCAQlARIysFexFzaK5r+zYcMusEEArtnaR0b/wfXRRPz9kD/N/I/ev8T/E+LEPXaKXynlK0P8tE6Aev0+6W8N/KNn+PSJfn2v38fONc7eA/7WW7fAvkDnd5f+pR6b6rzvAvbS1mOUTCghsJ6/JQAxHCCfI0OHEGo2QPzM/vqsQY8lAzK7nObo01auoI4OqGpN++iVq4QvE95MrB/IMZ4M2Fr5xd0vvs+rSD6nRM8V1QKbcNgPRWwvvvSRrlvw92Gb9ooPIjDsAhsE4ErtjKI/1P7QgP/kCv4cXPY/jQDIDOzZAL/WAbCEwHv8MpWvev4W+LfBv/9ghVljZbt/efrb/uG8ltjXk/U9kKuHTwC+wIK89hG4p9oWlcCSAzlG20IGlGRIKMDnBRDkeiLQFglSIgD0KgL2AMdf42y+i1T3y7h1JQUxQ9962uJ5R6l+qmqABXbrySsBgNvvAV5n02uP6y06l4QnDfJ+vBrRKgXrISp//WOuiIzmWMsLsP3ToAPDtm0QgGu19di/tt8b8Lexf/H+bfLfUqV/AnLryScmBIU9fdTCPtHjp5h/jPfr+P7nBv9T8f61jH4fe6f9KulH4O8tKbRJCTg2x+RACAjsqV/niae/KQRgMqEHWU+VDBS39kSAzjA3IHM+rCTINLO0laHhAKud6Ox1+n0uUMnfkgGKyUd53nvy9hgF89nst6Rghvf2hRDMTV8kFZEk2JwDq0T0RqYoQfAagFxlTzLbkR79YZ1qErIZZGDYig0CcIXW8f5jTFLK/eqwv7XY/ww/9j8Z2T56+xNusOAGc5Pkp14/GvDvJfz5bH95iD4t+J/r9a95/F6ut0BeKqAfTd+RjzvyfloTuNOxJRCECQuOxvOfDPirErBAkwAJPOaOEhA/Vzaf27bXr1fPbHaAfi8xHODJgMr+M4P4VF+zlsBHoJvNfRHBufCdXMy2B3S6tzKknoQnBpEQtK+PYYSoNGzlGdhroVdXEzJ1REgvZ2N9UZM7YgwpHGZsEIBrtNb7B6L3r5PlpgD+pAIcQ9W/CTtkLvubDcAnowCAEwOL2da4vwf+czL9Nd6v79t/lti+9AptxWNjbN17+6IAEHDLmoBcgB4V2IUIUHvCMYC+gn/hdjEkwOYESFiB4ErJgK0VkN3792EAoQVWBehfk0ssfi86nG/idyd6EiCeu5fJdQpc9bBtnwV8K+WLtG/BXQBcJXu9v+z+CbNRGmYGcK1/4c+naoInIHLuxARC33t/qKFeKQ29+GTPNUKQzHc48x3SIwMSRBhk4OptEIBrtrVx/78hNd7/Z476b4/91zi+rDWWb4f3qcdv4/4x2c9P59sjAadk/3PBv+fZ9pKuWrk/Ar/I8Qr0Iu8fQR7/sbZLBX8C/WL6VRVQ4gAsmOu2kgDx/jWBMNeQABEEBREr/0tM2QNFYcmfPv1SwYQsttds4Ws/d9oK9oAU4bFFfmLM3Gb8z6ZPQFeUAtRtBXzrqQsxSNyX2cO34G4Jgb52hioIM1QZ0PvSHmuJBFxfG6qwIQFbDllrBoh8r+EjIXsJlgj4YZ9SGlqk/4K1MMBIHLxiGwTgms3H/hVEJyS8RcK/od6/eP4TZKa9XVUBMo/5L9gjcxGgAp8DoCEBmRzIyv46le/pZL8/F/x7Xn8cnieZ/CUAPoxnLwuB+qECv7R726kuRAaIXNA5JyxYeF2YdGgIQImAqgL0/mfkCvgzZHjguvyfoMP/AJGRwW0ySwQE7O0xAmqZW9l8Z/0KfInPkwLgU3uGT76zHn824Gr7Jqi0bz15OGAXmV9DTaUBeSEDVkmw4K/kwp6nDUPYe7uXLKhhAB3C6UmATSCVXA8hePHenfkOO11bYNgV2SAA12o97/9fSPgHEt4h4Q/4cf828e9YJwNW4M7YQbz9zMA+1yI+NsFPwb83la+f1Mc/JNcX4HnBPyb52YexBX4r8yuoW2BPOJhtAfsDIvjPjhiI56+qQsaRvb9jfS8xBLAw4Nv3b+sBZCYB9rMu0KS/Eq7JWg5ANr3+yve+EwX+I4O9qgStCiCxfyIF4u2rxy/e//oIAFKustkWAFaCoF575vtOlQAP5EIArDplwwUp3L9+fgr92357q4aFgLYnAHH0SKz/YAmBVQTasJa3goI3KO47HfZqbRCAa7XW+wf+AeA9JryDxl0/V79fY5pR/veJfwLslPCXXF+U/mOy3/aUvq2X9LyyfxyC1Rbpsd6+l/kVvA9IODBgS/sAMAGQPjARoO0jMo6YKmkQz/9oPH/bpve0QDP+ZdRBYo9/rv0C7EoCfBwZpo+uxo4/CfibOpx5hfe8PvJ3sqttVZrAV1jrA6wpApqVstT7IA7FI6BX1YDuGQld6X5tR499hmRPtMCfG3IqAL+DDwnMfD9Pdd2SW1UPbCKjzwuw96cdyulzSGJyqShAXqkqVUeRHAFPctU+gapyDHv1NgjANdpa7F+S/9T71xBA9P4XBuvMyXvZeP8C+hLf9+TAevyqIKintB3v70/Cgk77Umtj/mvgbyXYApX4rbyfcGAAP/D+B6BuHwA8QFSAyZCBwsAvhCEz2GeXHLiwf6+jBOS9ZWjyH1UAJBjM0BEAEgIQANg5IIgKCBGCia/SYtqnTHIFZIxGNm3v5RLtSUhMEiYmD/Q9HyvI28JBdhggbS/QpD8JEyzcypAcFk0GtHkAM3vwfkrpFviFGFi1INW5KZQUCBko/Hsp8IqAVwriKIJ+KKBAc01sjohVn+wIEJsn4MMCcl/TL1GSPtuixIMEvHIbBOAaref9W2/LZv/bmf/kASYkIBnPfeIQgAD9YohAbob6aWlfK/37xCkv5bYJYsDjwb8vZfuEv3XwVy+rje2DPXjggcH+ofZr+4GPU1Jg1YDMIYBjBf0jZhyr5+/fg/X2FoZ6jfXv6j4NAWilP435W49/z+9c+m5Q8MB7b8z1ut+4wrem/cDfzY1pW/C/AUGYJMLpsD/aP/G9eOA7Su6BI+xQOrpbbUxdcgM0+c/mBdC9JsCvGf1zJQtrwF/c/epnpewBv+yXUIG+XmpcSPjBVx48TwXwOSUT3yezSRRs54xo8z72fNQdCv7r/urIDXjFNgjAMCAqAN7z19jpEbYI0A6LSQJMLOmnGv/XnAAZ21/ga/q3sdLeMCorBW+9/3NtTfrvj/Hvx141Mc/G9FXWF2B/QGIioG3fp8BP7cmEDZLx8MTby/xwl8RD8f4Llgr2MgqAMvyJyOyR8WCA/yaQgHuQ7Cv55pLYVyB5AbQlXj34G1yzxXwn9NpUzxOr32W+K4DEBCExgaD2wdybdkSAFg8iokjKQSQG/cp/aEDXk1xLCJQozHWdsattfc3OkAS5v3dA09cqA726ApoDQXfjVMFbEj011GRzTmzNiBKIgJ/9UXMEHvj7/ILh+V+RDQIwjB6iv4Em/ZFHK5Bq/J+8Lw/+GTvszEgAetDtYasCynGpqgNKAmzGvyRJrcX62wligMtAf8si6Efgb8HfDuVD9e4V+MEgD14s+Me+xERg4nNkJgHF5AIUTgLUaoALA76VfJcK9gW5Av4NdFjYzgC+HfpX+NtYDOjb9RsUfA5X7c0ZIPE5fEdvTF9CqwQApA0JWRBwlyGDD3xf3AA4VJCnShMHaPU/X1XQEwPpmzg8YAmC5ABovgABvh0dIPkBAv4C8Kh9ck9LWMuqAztYz98WuVKVQX8Dmg9A/1sJXxNA6R7UUFNUpXxZaRsiiPd9QcEdCv6/+u33lbJhr8YGAbhOaxPpfuL+ZB6eNv6vY5vVg8lQjz5XL3/d+7fSv5VSp/qAnWA9Oh0jDayD/9d4/6W2zvH+fQU/AX8r4wuoP6DgnrfvoZ7/fT1GSMDE58icCwAzMmAySkOu3pwA/8KCPlX622PBA8jTF6l/h2JIgT7kJdP7MwjICwo+AfguAL/0ZZCkbwHBKgFrdmPaJO/TeT4h4TvTD9P3uX7/tFeOofyAVM+jQwEJCqWI0CHcQ0JohRhYUuAVLhn2Z0cF6MiABK8QaB6AKgESFlOCoICvoQLfJ8fLee1vgcIXQoLpm9ESzVYFkNCRhJaIDEzQapJaFVIVATsCxJI++c5bGyTgldkgAMMAAdd26F8kATMLzSRfCgFIBtwX05eN3O+9IvtAbcuqrif8YaN9iXki0Bb6sfF/OwGPgL48dHsevwK/tCfcA0wKEh6QcY+Jj1fgf6jAbxMBbfGfYoB/Fzy6zBHrzA/1O2R84s8kIC8P+k/8yhuIpF9wB1UA5Pr4PnvFzgeCXuDmjkFcjgCIGGSo9N8jAZ+4/zvuEbJgRxBI8qpsP2DCLa+VFCgZiGGCxYCv3JsZM3ZVMdCkQO+563pmUE8dAkC/I5v7okqB1CewilhbG8DmAthRKBpKkvYSRqVIjojkBxyZ7uyhiaGfoaEggO6T+O0PezU2CMB1WzvcSv59YTLwAJn5b8YSwgATbA0Aiv9PHAoohgio99/PhLZDoNT7j57/FhE4x3oPsrXFA39b0OdgFvHmCeTJ479H4SWZNYwyUKoCIPkAQgQkmesAif1byf8BGfvq/WtSV0HGnfH2Mwo/yHMFeQEPC+xR7j8nE/yHC0Dg9873FEmBH/Mex8ArEbjjtiQMLkwG4hBCJQYUnJLqg8ncXwdMNXRgScAETwhsfQAZVSBkwGb7awKh5gGoOmBBXpUAIQM2P8DmItgpjgEiSKoAFPhJocTzl+TTA3QkiuSR+PoBcv9IqEjUok+gZMC2DsSwV2aDAFynKZj+CorWy9h/if3/rXpNrQpgs6UF6GcX11TPP/NDzmdIq8fvH7QK/n3Qt+//sRYBzsr/bexfH7I+29/H+AXgab3wOuGLIQGqCpDnT+BPCgB5bZkVgNnE/mXZc+x/Zm9fsv3fGAJgx/RHyX8N6H9AwUcAP/L2BwBvzTV6b67Vu0cAwQ/1PPqdvTP7PyDhLbc/8jETWgLQW6uS4FWAJWz7Nt1nM8vrO77f4r0OSPaBKmFHI9FPDNI5/CaUFMgwWZX5Netfvf9SCYMcYxWAGVL9UGZRXCCDH7U88GRUgFKBX4llW3JaCWVmBUAKBb0x1KCg1PvC2yAEr8QGAbhuS/gZ9BC2D8jvkHDvQgB+BIB4/VPNZLaSpwd7+7Cz4K911y3we/m/H/9/jK17/z4rWuVVHTJlM//V+5fkPcBK//fIBviBLxAFYKqqAIUEcvD+Mw7Y8YM61+xuAn4b7xfwF+C3iX8W7P+Ogj94jwV5Afj3UEA/mGv0FsCvAH7mbQvW/Wt5jqXOeYh8/my2fwQ4GZXsvXmdEIWPSPgRpCz0SIEQA0sKZN9nvr/+xv1fjMS+c8BPbUsKAE8E9ryOuQGiDMxGBdDRLju0yoB4/ppLYJMQ/XuSERXyPWTYXAAhkHJvSo6JJQI2IdDWC9D7R+8juu5ggjZCAa/QBgG4XlMP+y2AP6BJViL/x2GAIoHKfABe8hTPX+sDqHfjx1H7oX6t1+/nRo/A/zREoJ/452uu2xhrMQrAVMH/AFRvn8B/xhfQYKp7Xn/BZEIAYPAvrAKQx08Z/0v11hbsWfqnR7yO73/DD2ub3Cf+//co+B30WP+Awp68B3l5mCsglwq4sv0z1uxrHvrt9/ZzZ/9PAJekVvJhicKPfNyBycEpYmD/3cIrBDeGJHzBhDcg4iuguwuEQBQrSp8jQnDEjJtKBrRglh/iquGvbEhAJAO25oAE3nSSIyHF9tuQ0QC+LoUUmEIA/6nex5pXYhWvO6MEyD97Dw3Qf3U2CMB1mj5IyMuy3lLCGyT2TyMR6IO5B/tdZ78+HKXamZ2bvc1FADQB0L7fx4B/3/tP7qGmQ6t8vX+NmVrvX2OsMbtf5f+CL0h1Ue+/MAGYWf6f2fsXz3/PD+YFNI3wnYnXCgnwgr8v5/sDCn4D8FN4cP/kPv/atVnrO/faWovf1aljdf8/wjl+DttWUXhrCIGsIzGYsE4KpOfIMvsNSClI/DuwhEB+Bzo0luoDLFUdIGK7mHtfVDNJIJTfSI8MyH6tL2ALF03Q34NcUZn4h1SAydQDsBUmJzzgaEIBs8kr0XwSr4TJfUVK0bBXaoMAXK/Rw+8dyGua+UH4mYX9iT2mY419Wnlybh5cE2ysv1fa1098IrFNn+Wsmf9f4+f37bT3b+datwlTfuy/B38JA2gewBcH/gX3OHIIIJsQwFSHbh2wqx4a1fyXMr93oLH9VqJVAqAP6XfuMwj4w/X1rkN/e/26XWZfQw5Spz91trUtBOcd9wsx+BGphhI+8J1llQIbNpAhd7cM9pYQfAcJGahqFVWyAyRnQMMCkjSYzO+iRwZ8FUIl2hImm837008tRFYVK0kcnaCjSY6BaIrKVAK5jOEAup7+3hr2qmwQgGu3D1Dp3ydTqeRphwVqtb629vlivBdf79xP6hNnbZNQgEj/z1f4Z9379yqAneVPh1IlJ6nq8D9VATQZsPB6YhKgQwFJ+pfKfxK3zSbj/w5S6997/YsB/4xivPwo0fYk2/O9/V9M+5/P8OD35++Z/M3U6ZP+dTIQ25YU/AZVCia0KkFPIbgNZOBvvJ5gQwMUMnjg+/0WUjxLhxImRwakmqb/DdnfjFQkbItj2U+olFBIgCb62SGlRAJsiKlAikrZHAD/j9Sk3nfzPPfGsD/Vnt7PGvbirZRyAwHij5g5Cjmz77/HA24w4QZH3GDGLRbcYcIdCt4g4Q0oV/g79ouoXfAdEr6rx1Ddt7u6pDolMM0QaGcCtJP/nDfj30Uf16z7iX5tfX8/zK9w7B6c4IewJHxG6awzx/+zSQKcmQDscMA9jtX7z1hwWx/cuRKAvyPjIwp+rCSlB/qXAb8A8Et/gP9ivvOWKJwaHbLVbkNL788iBLbGALVbdaCvCtj8AEkiXLCD5Ncs2LnhhTIXgc5aSIRZqiIqCaI7ZmbtaDYjRzTr304vTWu976hewJ0JCyxY8HcseI+Md+53ovfeL9D7JwEJ6WXfS8O6NhSAa7b38JOrJEz4gsk8/NRbX2CHQMmkJloi1c5x3sr/Nt6vZU4TZDY3wMb/t4cAXmItIEbpv0BlVJk5zXpTCb7yn628JtX/EPIApNrfVIv+ePDP/NodKwC3zhuTxD9J9Ms8FKu39D+jbdsHtVjf6/7LHuQFJXHD2xZBURLjT9WGD9JGW9fvzP0mYQMhBEByIQP5hVh1YFkhAjq6wIcIMq/tSAL5bdljbR7ADDvEsV487Bjy5Z3QPBCSvLpAZX8/ysR7/15tAvcM6f9V2yAA12k2/i89fiigTQC0ZVElDGCnTo1Jfr6UqR/rD/N3YvIfIPJ/7/1+rfW8Zhv71+pqEgKIIwAE/FE9KSvla22AYtYW9CXmr8uxLkIALPi/7Xr9a1nZ1I6A3wH7lF6Wt1ZJx8a3XErxe9fIAX1+91J4UtAjCH4toxBs3w9INYeAgNYTglumj7fQhEEZWZBAWR87A+oxX0ASCEUdkFBbMr8byZ2hegD03ma+O2e+i+zskFo2Wu6vY5D+NdfEhgG+5/uuDTENe2U2QgBXaKWUWwATPgT5f8Ye99hjxg0SbrDgFpnl/4w3mIz8n1j+R5X+NRwg8n+pIYBbpI78r6VRW4LwXPJ/MvH+doY/AXgFd5H+UZP6ROL/7NbZ9X1hX5Di/6oCHLBjMiDAf1sJQGbxNbPcvwb+8XP1vXy5cC8M7J/SCkrqf2pjEkbwpCDeT1ujTeJ9mEx9Atr+oxsw8CMHEhK+YOaRBb7c8CFsp+D9x2mP+0mUco9n6KyQAuwLdqYGgOabZCf9Z74Hf2hk/3X5H6/7HnvtNhSAazUpuPJv88iynvmBFQCftOe3CzTZT7fb+uoFWuY3u78l1j5kny75L8r/0tcudt50W2ZVQgA5DAUUr176JhMayGY9M+Dvgtd/Gzz/77HgfX3gRgKAZi0PYgtuVxSPTUhxZDyacEKPGK2rBD1VoCDeixIukN8QeczJ5Q7YQJoA9w0WFucXQwx8mEBJQZyTg/7mEVRsO4YBjrzeVxlfC/1IMSkhA15t0hoT8so+6ex9AVdzr71WGwTgOo0eXB+h87ADVENdZlXzyU4q+08mDNCO52+3o+eyJv0Da/L/Yy3K4z0QtSGADE0O1BCAFlmxKoGWVbXFViw5mBEzr3VRr9+DPyBJV+uev/W+DIgNL4ysF05olIJICn5BWlFQtogB8BPfv1Ko6Efe/sBUd40MxDCBVQmEBNCIAgotHMzxE7T8sbWJ36MUiNobAiCEQEiAlfw14JSZyGT8htIZSjrur1doIwRwhVZKucN7zHiHCf/hOv4TdrjHHhP2WHDLjykKARS8wQ53OOI7jmqS5C+hABj5X0YJJNwh4w40v9sNL3tebPZ/rAr4PPK/DwFsyf86nS9V7pNs/891Uan/EzQM8AkUIpB999BRAA9G+j/gtioBJPoL+HuvP6NPWpwN4L/cToYOiBBY640o6K1bFYsKEmkSYSQDKZABKT6EZr+eM4EmnbbTLT/QB8ONU7PsoFGq9Ncm/Sn4U/XIrfCTvw+HAvDN2/RXv4Fhf4lpASCxT+axBNNOkCIkGhKQYUk20Q9mn6gF+tBqlYAC+8Dst56SoBZICEAekHaPl/9VPtXhgXY9wU6sYhfv7c+83rsMbO99Sab/rw7425irD2UgpVQG+D/OEuja1WsY77J/dq99XGJ8PE4kRSTzLd8zP2DBEQv+B8f6j3qEDB5wwyTxBg9YcMCCB+yZQC41mZTaM/fLMuOeSaYmndK5dKSJqk5RfToH/MU09j/A/5u3EQK4ZrOA/x0Iph9M35H9FSl1miGx/BgW8IKnFvLx9f7Pi/8/12ctne21xT/EJwP+QgQEzBN0hjWpwpZM5rWtuJZZfrXZ/jK+/+fugxcAypD6n9diLoFTCNpwgQ292BBBDBW0ysBbbv9Q+zJ+b1QB2ndrcmZuDCmXUN0bUFqqNTt9bwGl6xYU3MIWC/JlpIWAvm3uvVXgr59q2DdvgwBcq1EFQDJ58HyB5gD0l7VMfSUENunJPrTkEduv8hfj/0+X+Bd7NUUshgY0F8AXCVIlIBlAnw3YJ9jx1Qt7/wT0WmtdKvyp9//D+d4Whtz6p5klBJv5Az53wCYLyjawRgak/QMTgV7xoYkV2lSVWupf+A6VEMBnPuebQACyacdKfzLUT5NOt+T+1RDUsG/bRgjgGu036BzsArufAzBb+V5SmgCZM4A8f1umtE3w80TBnrVnbf9T+Bj2gWi9fvt/4QQqTwhKQwI0b2Cq3r4O3ZOZ1WbuB3zmtSZi6YP4/VkPXZL7B/j/JdaEC6ythwoioPbCAz4X5UcTJjjyXXXEEf8PjjhytT4ZPXLXjCaxeSV+nz3j/4Aq/Nmck1NJp2K/tNflSS7wsL/UBgG4RpMRAArHJClG8BdvQ/qjOjCF7YS1ZL52KU37uaz3oBKPn5ZsHtpSDVAe3EIEprpeYAnBVAmBKgW7SgKUPLwxD1rx/nP3gVvsw3ZI/i/LVnMHLiMD2zkDP3IGwPc8dt8SAp8/0FsW3r/g/63bBPofNonIGvgX8/n4IjzZ5Rz2F9sgAMNUAQAoB2ANtHNH/o+Jfn2ghwH5ZP5H034uS5AIaevd9OoDTEwEBPizAXPx6GWfzNin+2X8tQ4v/C9kLj8tteorrdF7oBhzAQb4v3Sz6sCFZOBUAuGCd1jwK7eFEFiF4O844u8rVOB7Xn9Axg+sUFGcf8E66PeXmICK4f2/Jhs5AMMI/P8GAv9bUNV7C/AzEo6GBMgAJfHipZ3rMfpagXsL+wVrwQCfF/B1VlxL6Ijd3nrwlbAt5VVFOVBFQMnBzPB+AE3Ocg+q034Lyg4oKPgffj3Ns956/2aClWHfjq3mDaznDIjJ3WjXdMqfDWl+x6235s6QQkTRaAY//TvvVrz6U2tDRs0HHfaKbCgA12jvQXOiCwh/B80o4i5nfwAAIABJREFUFgXgyNszKP1tNuAs0+ZYqV/IgAd8wBIJ2yOtqAx8vZ32TuKIAJsPEJe2Mpp6/uT9Kxk4spe/N16+eFqy/W8AH2Efyu17Hgl/37SdqQz07rdYB2J7+Qk6b0Xbf0rm3477r4D/uC9flw0CcK32exeqtbjInnvi7GPi8Qv4KxnQ/Xq2GN9/Sg//a00guZjwgO47tci/nmJQ3JrKB31XaUYJs/sNe8XmyIC1dTLQKwZ1mgy0QN8D/jUiAPNeqB3AfySivk4bBGCYFgECtA7AIXj4/ZwASQQELOAnA/Tyf14BfhI9/xpSYJWA5EBcrLh+GS2QQbOwyTArsTkA+i10PPZ/IZQD+OCOah6q40H7Ou2RhYfWkghj3ylvf1sBWAF+euNf/9mHvUwbBOAa7d3qnqgAqPUAXO+enrzffw3QAv7Le8AoEbCPw8zrCZTvP9W9W5Iq8AmqAGzZLyePGPYKbDVEALRkoCUEp8H8/AWngH94/q/bRhLgNZvNAXgIe8RmKJTZWdAl6U/OcV6Bn/7fGDbsSu3sokNiv9TfTQnzFWybJZf2vCvnGCNQrsMGARjWB+Ijy/sycSlAHn//sdAD+bZnPfv/pZkPYchntp9/hioC7es8CfoO62qItUse6MNenW2WJBbrz1p42s65t0aS39XZIADDHm/rhGDbXgoFKI1SEZMU/SgFO/JhQS9HIhod8xk0vDIh4fvOMeEqFpQ0HsTDIiEAmBRQ42tPrn9j2NXaIADDns8SWg/m5ZgOWWzDFArqKWxnSDlkO8pBqiZqNXeApmzdgaosigLwb9AQyx/rOdsrVPBySNKwF2UVsMf9MewJbCQBDnu8tRK4tzi4TvtflkWQ9wTAT4AkMx/KxEiz2d6Z46M6YMsrT0h4H5QGeRcc462e3rBhw4Y9kw0CMGwbjmeTMbwO+D2o72UV/xnQ3xYWilDqiw/5eQkiYOsxU0MG7IRI4FkBdP+EWz7PvZksSf75eRT0nUqstgClDBIwbNiw57NBAIbRMDVvVMJ2jRxsEYE4BK4F/b/G/y8O3IEIvLqOtQ4I1Kfq2QvIz1AVQPsTJiyYkTDhwNsJE77Utv5bUx000xullDTUgGHDhj2HDQJwjfae163fXupwwAOvF17TPH8E7loPX8He1tk/ZSmQhOelBFvgqbJ+9PZzAPxc1zMSAzww8wwAM8D9qK+j7QfuS26hHIAP3QmUJGPbJigOIjBs2LAnt0EAhlGRmjuG4ZsAx7MD6+3CIlpWVwmC0IJpBeYp4e35VQEfEIhePkn2KvXb2L8lAgT0FvBnXtu+hBlHXt824E9qwr8x4S0S3oewwoYaMIjAsGHDntIGAbhW+yGA7mfTtrXsF9MbTYqOWnC3VCEjgvufJf/HPIA2L8CHBKQ9NcAv3rwF9wkzMnbs/e8AQwQW7EC5/0IEtP3FnWPCHxw+8KDvt1UNaInAIAPDhg37ChsE4BrtnQPsUnMAbC18zQEQIqDbmftsWKC36CQ7ayTgzyMHcVKiLUVAgL8Ej1/WhUF9xg5zJQMC/LtKAgT8j9hhwg4Tk4AvTCLo34SPJnTQkoBWHeipAoMMDBs27EIbBOBa7SM0B+CNCQGQFRx5LSGAuQPwJWxPDPqy1nyBmG/Q5g5o//NYgvf6Y+Z/QpT7VfZXBWCHgh3AS8YOR+yReAH2lQS0C71+YvBPHRLwHq360CMoVhVYIwODEAwbNuyEDQIwjIxCAArqu424/1QF/lz1gEsnIVm35yUB2m7zAEr1/DXeb8EfmDExCSgG+GXJvN7xesIeC6+P2LMKQMs9kwIhATvM2GPGB1YDfu0SgVYhWCMDwCAEw4YN27RBAK7RfgN4TnpAQPkNrx8AB+ixPTHwTwz9Cuq5+xrtk78Ft33+2IFLrV9oZ03yl+x8GeJn5f9iQL8wgIM9fjDw50oCbuoixEBUggOTAUsEZJkNEfiIGT+vqgFbZGA9VAC0hGCQgmHDrtpGKeBrtJ9Q8AEwXj4gIHzDHv6Cghm5gnxhkF/Qxv01+39tLnINBUTpn9by/3NYqn+TSv7KX2qXVL1/HesvCgAYqMnzPwJYUHBEwhETjihYkLCAiv4uABYsTJRsrsQBMtUylQpekHBXQxIyw0DC70g11+ItX9NfAfzsrmsKa2//DNu/1H6XtNmQgASMGvHDhr1+GwTgWu0tCv6AwDclAkqcX/6lup2RGIQmlv2lDp607fFRDUjdto//ewpQau9TmhYAsudXFaB0gJ9i/gsvFPsnJWABVfVfuJ2RsdRrkhn0M59xAdEI8Kt20DyEB0jVwAmZzzUh81kU4C34ezKAjbV+3n/Wfr2u55ICPtMgBsOGvR4bBOCarRiweIOChwDSEcwnE+8Xb18Az+YEqBrQ5g7I670i8Hz+v5olF72s/wIZ8kfvncIAib1/AnoBfiEECzJ7/JmJkHjtCZIQiUoEFlAqYGESUDgAUHDEA4P/HSb8Fxl3TASAgv/UsxZ8z30/o+A9X/GfGiIQyVQkPQri55ICPmoQg2HDXo8NAnCdRuCxhycBPt6fcWDQntkbTQboM/dHIhDXlkDkLvDrVnIgpb1fb1thAAF/C9c0xU+qCgDBN0H43kj9bSKkLYaU+e8BlGFQWPIvPBagYMKRswKo4sIR91xlYK5ZFqqwFGT8p9IooiMZBR9Q8NaRLZxYryktVilobRCDYcNelQ0CcK32DgUfjVdu/wmQ7Bj4ERaVuQWcFKisaqBqwnpugM0RaKfl/VprY+MSBiAYjImApAJMNWq/489EYYDiPi99LvH6k/m8mt9Asr8cWeq5Z2TIHAJUNbDgiIIZew4pPPDfu+W1kLJINrLZ/h0weQPnkgG7jterpxa0NojBsGHfpA0CMAyQh7wNA1glwCYApgr0i/Py1RteAEcILBlQsJIiQet5AM9hqX7aNRXADgOkY3b8vvcM7jHkIT5+qX48IJ6/BD7ayYImXhccMeMAqrSw1ITCwsAvRKAg467+bf1eJm7/L59BCN3vfF0zCo/4INXnHQp+AzhsIFejt9Yr1fYPYjBs2CuwQQCu09SDLO7Br3H/YsAGyBwGIDBaGNxtSCCCvm1bIiCApR63/dtrHujThgGS+R8GvjX3YTZEJYPCAHpdLIEBUF9Hr9S/kkDpfFOlB+TtT5xfQEMKD8jYMQk4YsHOEIClKgJEBvTvZ2S8QcZ/UfDGkKzi2jSY8d/QkAFQeBSCJwX6Pdj1Vt8gBsOGfeM2CMA121v2FP0/W9hHvV3r9U7GKyWvdeG1JQ42ft3LA7Axc7E/IwzQVwG0BoAA/4y1ZEY9RmBfzqZef3KS/8SAr1UApaqgJQEUBiAFYMfrI1/rvVFW5Lo+gIoQP6DgDhmf+HpaQhDX/2ECYEmBhA5+BA0PfYtTaoFtn0sMtG8Qg2HDXoQNAnCdpt6fJgJaVUBjzZIHIEPTjnWYGoG+JwmUKKf7aL9dUgBUP+LAJug9h22rAAgkoLASoJTBLu0ZtdzQxETGyv9aWZCA/4ELCsmwQlIAJhwBHFltWZgMLFgq6dJrvjdE64G/q2IIwRoJaNfU+je/sz+ARi2IxAD1mtj1qb6RfDhs2AuyQQCu2dYSAenBT1K/lfezAfpkwH7hbcmOjyMGeiGBqAT8OWEAe04LQwL80uuVACUE/XeRIFRGCwpJLsGEGUudB0C8/gO3D9w+IGOPCQcG/SPmmgsgZCBXMiCEa8GCvQH9SAgkRwEouDXE6xQpAG9ZtSASg49AVzHQa2jXsW+bCFxCDCIp4Fc1xGCQgmHDGhsE4HpN5d0/OkB8Dx3mN2OpHql495QH0Hr8Qg7s2qsAEgawkwn7pMDnDQNEFcC2LBGQq4RwfDH75H3aKYUl3j+xAtBK/gkHQwTI8084IOGAzImAmZUAUQHmWnfAkoFclYGJCduewV8VAmofKsD7UQR3yPhctyh88AnAdy+WGJyXY3BKLUiyGqRg2PXacxdfGfYCrZSyh5S7/YAZbzHhf01d+gfsMeEGE26w4BYTbrlEzR0y3qDgDSZ8h4Q3WPAdEr4DeLvwOvEcg7S+BepyA5lIR6bVpbXU4J/gh+epsP519+sa6NhFkx6LITgwBCfhADA4A4e6EHgfkPAAKvj7gMSL3S58fOFjCeSVCIDzAKZAAOx7mOp2xg4LDiYMs4PPwRACIMTAkgIP7pr/QUSgVQdOEYOy0gbWcwza76P3HW19h+dtr6kF1oZKMOzKbCgA12v08M6gJDA73e8tJ5j50QCyLFURSAxGCUcsXB9f6uTLfpsLoMrA7BQAaquQDljvOr7nx5KAngpgEwIBSzRSDQPEV8vRftEywhr7lwmF7BTCxRAGcOxfSIAQgIlJgJIBCrNMhgiIspJrv4ZplBhQXgBYHaCBhkoMVC0ouAmEIIYQJCNiggf/dWIAKBXQ0QhWMbg8+XCLIFxWw6CXV9BRCQYhGPaabRCA6zSFPJ8HQODwBSr/i9wcF+DIsX8CfCUCC2bjvUrlexnKppUEsyMB1hPXan3Acw0FjOl71BIyMpn35V+vrxCSYpMH27kEVOHYMRE4cAiAvH5REgjoJQeA1hNPNqShlyNfZ08AYK7tzO0MGbqpRG5nwF/qOswM8guvhRQIQYh5A+cQg09AbT+GGNDfpuMuIwaRIERSoPZPdwxZVAkGIRj2ym0QgOs1C7j+352LI1O8XzLRfT7AsZKBYhQAqw5YCdvmCIgKIPkAdhy+5AEAveJAT0UGxATK7TbQmypbNYkUwF/qCOgUvaWCP8X/k1MB9kwCFPxFBQATAPL6j+YaL6EtqgCpMjTzYDtSQNaRDEhthyNIJRC1QJQCMClQ4FbQP0UMduZeEmLwCYAlAlvEYCvHwBKDjHIBKVjLMdhWCdYIwSADw16BDQJw7Sazyv1uHsgaD7ZZ5eJdejAvPCPeBI1dlyBhg0mCTqoj4QD1uDUM4EMBrdcOPFcooLWpHhdDEjJtb645C+sKQObPTp9/D1T5X69Xgh8GuLhratUXmYpY6i7Qd7EzJCAbJSCGcSz4Z8isgwUy+2CPFNicgUgMzlMMhBRojkEkBt+h4L9nEIMdCv4NVJLRUwu2SUBcb6kE6wrBUAeGvQIbSYBXaKWUGVG2/ogZO8yYMWPCDvfYY+ZkwCNuMHEyYMYdEu5QaqLfG35sv0HiBEDUbU0GRF1uANyi4AY0sc4OGXvEZECJp/ukQAABhr/iMnTalgABcW4DP5pBANbODijgbPMhaEmc2Z9WtotpS/jEKiwxCVByAmyOha3NMDEhkLkb5JheYSfx8OewHfedIgY2sdASg16OQSSbdyj4hDb50BKE+NqYbGi3eyWQLyMGW/fJdlLhIAPDvhEbCsCwrTBAPw8gVc+fPNaj8WQF1JJRAjzIzfUcMlae2olDAcmoARp1B2+1Uu5T5gb4c1mFouclJujYf1tIiEgMRdhFCSByozH9Yq7RVEFeiYP39jXPQr6DKayzk/5VDVhY1hcSYGdv9ARBZ3HMKFCSUJp9szlGiAFQXI6BHCcAvzjgVjIgxIAKGbU5BjMfd8/koEcCeqSgVwL5Ix8hOQUZvamU47qvEJyrDgwyMOwF2yAA1236gMuw8E9lZSeW6vegkrQ2A12L1EjyGsW1U41v7zBxlnviMrdEBCQ27ifI0UmFRG6PwPvUBYG2Cw7JVuH3oO/Hx/9tEqAf+y+euXzeBeDrYEFe1jZ/AhxWsaMqELx+H+/XbUoStCRAyJtXAwo88NuCTeL1T6Zf8jX6xIDaGVY9UKBfUw0sMTgVSpDiRhboL6l2KOEDGzbI8FMpay5BVITWiKfNH9D9gwwM+0ZshACu0EopkqzWhgEoAKA1ASgUIGEACgVITYCEOxzxBlOV+m1tAA0RAG+QOARA4YBbJNyAwgH7ukhdANRFh9b9OaEAu63Ssq9YmEO7XXwNAa2caCsoWvD3MX7J/tehlDbnwhKAYwV8UgCmCvT6d+P8DXZ7QeFjS1UEJt5u53+Q4YTFEQMbLlA1INfRBe1x5xGDXiihX8OgLWy0rgzYfTCERc5K+zSPIBKB9v44FTZYCxUMMjDsBdggAFdogQB4EvA75wHMhgBMjgTcgooD3SHjDlPNA9CYvxYFemPWd0wGbiG5AAW3SBX8KR+AVClLAGy+wlZhoOcjAXCAEBetcNjOe+ABGVg6bZsUKV7/EvYvNbkvhdfZuL+P8y/ufUjCn23b2gE9NaDt6xODBVExKPCqgg8XzJ19a8SgJQU+52AftiMpkBLIWxMlRf3re/P92tEGl5MCbY+cgWEv0AYBuELrEAAlAevJgPtAAIQEUJLf1E0KfBOIAKkGCbcopjIgHAmYISSApHSbXR/fM/BnkoAq6qJVBUgp6JMBDW94oLbgb5WCCO4lvNYe74F/qdn8dl4G6/0rqNPIf/H4dT/1pzOIQQR+n1dQEHMMHkMMbPKhDz34cMR2tUNdW5UgTqW8RgikR5IK/RLvlceTgUEEhv3JNnIArtHaB1DCvwD8gx92f0fG/3Jc/g4L7hmAJRdgx8l8uVawkwp3WuseZuy7riUhTtce4EXuz5BhdjYa39pTJgVu5wT0e4gKSCUAuPcrpEoLHmlS4QzrnfdkeqseJLfdA34/RXMy+xJ0SmY5h6oBCux2KucU+jxxKDW3oDf9sygCC3rEoASSoOe0f8uGEvqJiVJv4HS1w4KMG2TcgxIOJZcAyJx0SOd6g9wQguLa9JrfUfBDIAE+d2Atf0Bt5AsMeyE2FIArtFJK9KQJrH7FhD0mvMOEf9cwwOxUgMTzA1gVQHIBkgsJ+DCADh2kPABSA/yQQB8KICXgtArw3EqA7WvVgP6MhgQYW8MItQjSYo5VMtCqBtY7XhxgxmmXbYJf7pxjLQFQFIHSea9teENBWbe3FINWETitGHjyEAsbxWslfZYUWILSTpTkkx6tQvCJyYAnAl4Z+Hv9XmmRkQULCn7uEoL19VAFhv0FNgjAFVopJeEXJK58pgTgXwzpFP2XMMCML9hzYOCmEwqQXACtDxBzAqQNvAG6yYB2kiAqllNcLoBNCPwzSACwHhKw7cK+3HqOgEjLPTIgwJ8M+CQDTBZ443ZLClqPPL6+B866FKi33f9blhhMK+fpHXMpMWhzDCSpsN1vwb/Xb69HnCjJtvdNf6nvfZ0ItKGCHwIpaBWB03kDPTIwiMCwZ7BBAK7QWAEA1vIA3mPiDICtXAAlAUIA7GyBO27D5QboaAAlAjdINReA8gFokJaEDIQItKGC0ySgt33RpTrRd4oIyDE9UPCEwJIBicFbcI5gbeV7C76WQChIq/ccz+uP83I7zOvXiYGP6z8dMeh9vp5ykGHrG3hS4Kshqn+eg0KgoZRIBGzIQbbvwnXtJxL2vvMeIYhtva8GERj2zDZyAK7Z/ANGY+0kBfsUKJsLkLHgBkcsHMefcUDm9sTrwuCt9fClNK6tkx/L6Nqx9RJBXQPwtlb/WpT+6/IC5By9vtTpTZUIKCmweQwC9pMB7GJek0O7VQ486FJfciAbCYL+nQj4ei56bYYH/WLOHRWFeIz0Z5SGCNhtGkooYYw23GDzB/w5lhrf9/sXoxQo6OdADnTfgmz67HkW8zd3bp8SAimQJUQghgsKMv4DmV4rhz0l5AvE35+a5Aqs5AmkNIjAsK+zoQBcoRkFAOirAAnvq++vKoAdFmhVgIxbUGa/hAHuEIf/tdtyHL02czggYY+MG6Q6aU4vFLA2NPC5lACgrwbE/lYR2FYGbIggKgMxj0C3Yz+aPgX9HPo9kGvfBK889I/zoL+mTvRDCQSGW8RgzdtXYqGFjbxaYEc52BLIWhER5nWytoTArnc1oVKPt4rATaevJQMa1lEKsBYi2FIGdL2SJzCIwLDH2lAArtGsr9FXAeixN4ESnf4DKdNL088mpgATJhw5XLCwZ4+6nuu29f61VK7N+k+YDAQKWK97/4AqAKoE9H396MU/pRoQ+1tFoB1DIMfKJ40goFMj93MLrEKg0zj3CUS/P6oJqh60CoKc3x4Xwb8lBla98CqEzXkQotEjBjDH2RoG3vtvgd+WQPYTJgkRsJMmKcDPoMJKOtsl9e8COSh8XMHiiICoAjMy7g0hsCpORsa/KzVSVeCd+27WR730FAEooR9EYNilNhSAK7WzVIBYFyDVEQFU5tcmBCbcINcx/pQYuDNJgd7zj6MBqCZAMRUCyfuXKoGxQJDPCZBQgtTlt9P2+jVWth99Gc/oW1cFvDogx+p2qw74pcArB0oI4jFeRUDTl83rWqIQ1YVtxcAqAqoGCACu5RBsJx9GYhBHNdjJkGLtgyUoAAu8MqCFlIrZtjNfynlmLDhAFAKt0bDvKgUUZvBqgMJ+VAXe11fFEQRDERj2bDYIwJVaQbHT7FigbMsE/w4dESChgIc6LHCPpRIAGwq47cj9b7DwdqphAjlOigPRqAACfx0Z0JIAO2ugvufC7TqaGpHoYGP78ZfzvP6WDMT+rbbQgq1RBz2SEElBT1Xov/ZriUEvj+E8YmBDAJYAeLXAFz5qix7pREm9mRPjjIqeECjIz2FbyIAPEahCIIRAFQZqW1VAlJJsyMB2eGAQgWFPbiMEcKWWkErR+cytfG0fGvTQ+QEZf7BnTQ86itY/sHSfMZk1/ctMIASQi5H/iyEXJHjaoj/g/fJG/XsSGGzBM/H5MpQM9CT4mCAIfD0ROCc84P+OEpRSP69VA3rqgF4LJQRpY1vIQkFLHoQYZHNcBBsfGmiJQSQP66GEUsHeJhza0EIkBpp82IYFfAhhqcdqiIDWCxOEqAYssLNa9oFfSzDrfA0ZSgLsJE5zeM1ilAFbyfEBGbeGFMj7FhJjwwM/bpIBb1uhgTFqYNiGDQJwzdbmHZfOXgLUBVqdT2OiBPB7nhB4x1J8ZsCfOUfAEoFU1xbCRboX4NN9HiIF0ADy/vU9FyYTQjbWI/M90I/E4LHWIxen/1Z8fwrkMW/Arz0hUPBviUA/1OBDCHJcBoATxMAC+RoxaEnAGjFoExV98mDM+tf9vtphnAtB4v+TAeHeVMoR+FUdOJp9R/O6YyURM8/g6MMH9Lojb++x4B4ZN1jwYNQB8f/fQGZwzEyeM37nnq8lAgUoKGmoAcN6NgjAFduGCiDbYvKIzgzTC/vaC8TbzgzsVgk4IrE2QI/oiYGfCIKQAF0D1k+3Xqv1iOXNi1871206SomAqgp/phpg/0Y893nnb69Eq3i0fT1i0O6T1/VzD+SbbonBeYrBNjGQfzr0cZsY2GRDCRPEOgd2hIDNDZAEQJu8Z8sr+5CA9/aVHByNYnCEEAF7rEzhPJn9Qgh2fMwCSTJUQqBkhH4tNjRgVYGvIQJm31ADhvVsEIBrt/URAdYK3rJnaEMBd0j4wl59xpH7yfMXwJe1wArM2nv9HoI9ZCloFbP2D8E5bGsio/0c6wD8VKMFts5tz7+2L+YsWGpEx0RacD45aFUCrxasJSXK390mBmu5Canuz+6YLWKQEYmCJwY2DNAWP9KJkIQUJEMAEnz8X0cHeOAHe/raJ+CuYH8MxKDgyAqAHqu5BK0yUFgVkFyFu0pY1onAb7DJghLyst+Z/qqGGjBsw0YS4LDeiABZ+2TAWCEw1SqBOw4EUGLghBssXCdAxvhPZoSAJgXqSACYZMDE8wRIUiC1ddZA1BoBdr6AXslgSwI8+UjNZ42ff237qW3rYdwnY71tC/o9UuDb6+s1YhDJgCUAvToH5xADCTT4mgaWGPjhirE+QRx+qITAT4XsyYCdObFVAdCR/qVPwwLHZhtGGYA5BoYYyHpnSIFtS74AJQz6EQU6diC7UQM/NcpA77tq75uhBgzDUACGgbKFKwkgjyEaPXzf8dbvDIozKwGSHbADQS3NFUg+18TtXCHXR7eT+RsWfDwg2GQ2K1Hv6jG6fw6AM5n1VlgA8J5UL7HvOcjAuerA1uu9StBTB/RTrY1AgDlPG0b4esVA+ywxOC/50CYL+m0BRj/roU8SVJVAkwTt8D4L/qm2j6ZPAF2VgLi9uP4jMreLIQiyP+FYZ9VcsKvkQMhA4hDap6oITBDlIiHhD9BsGQurci2xgunXe2ioAcOCDQVgGICgArQTBXkl4AMrAXZo4D0PD5yqGiBV/WiI4GTqBNihgqIE5EYB8MMC7VwBski1QD88UGhIbwKhfuVAmdL3PEVgre857NyH82VKAdBXCx6jHGwrBrLeUgykt5djEJWBrQqIPmkwhgZECbBtC/jUf+RjNOEPhgx4b98qAx78aWpsBX+vChzcOSQsoGSBRhvsjTJwiwX/BSULiiog/xZklx/wLxT8o27b69/7/uReGGrAldpQAIYBCCqAJhEBLRBkvOUtmw9wC+BeT8exf7ASQI9bGaQHeAVAMwT0Qa8enniD8YGu+6h/Bx2LPvNrYjhAlQC7pPouzlEE4jV5TjLQO3fvQX2uUmAB3isHetbLiMG5ioGs29yENcVASYHeD14RiApBf2hhbtqeEIiX78MCxQG/VQQs0BNwi0KQGPwV9A9GPZD2vh4zB6VgNudZMFdF4AFUkfAeUw0NgNWAhOTyA267wG+NvomoBqSSBgm4PhsEYJhaPyGwB3wF71F4/nWyCfR4fQPgATEcAEMCxPcSAb/U/+WhbzPDFRTaxC87XIzaO0gmOh1nJx+yXmRfDdDwQAnr3pWK1yT2P5c9PSlQANe+mF54ihhEkhCJgay3iYEHL5vsqcfnTVLQmzwp1hPwkxrpcEGbJOjVAU30mwwJ0ByBI6sHRACiCjBVUnBANtu5EgHZPtb1LpAAGXEgJOAzr6X+gVDrXUMAYpIg2T9RWOkbIYErthECGOas2AqB66EADQd8bJICZ3zBrpYLPtTEwD0SJwdSUiAlCKZaApimFZa23Udlgm94W5MCE08dnFy54D0kFFBMYqDOPhhDAi0R8HUJLg0PbPX/mXbJg3zt2PXQwrnu/cGOAAAgAElEQVShhL56cG4ooacWWEKQ+YgcwgexaqEPFbQFhjQkYAmAXRJL88mRASUCRAIUyBMTgFSJwIHDBQfscMBS+w4ogQjEdmYSIGGBDBphcGfCF/2wwKmhg6U38meQgOuxl/CgGvbC7IxRAdaDJhD995kkYGEAn2rpYC0hbMlA4ZEAMH0yMqBwPoDMFVDC7IEFO7SzCJ4zSiCSAf3cKpavEYCt39JL+p19W8Rgu72+aE5BW20wlhxOG2TAhgQE/JNRBXxIIKoAFAZQFeBQQX/p9HkioGRix8rB3uUJaL6AhAVscaG/Y8EHyPDdXtikd02rDRJwHTZCAMMac/kAXga3DwUr6JNfBRDEZgB3AL7wkXvQw/4ImchXCgqT72K9NyvtSn139dhs/JMevvrA3nF7D83s3rHnv4OGDHoJgup/2lECMTwgJYlUFVi9hGH7zw4TbNna339sGMEee34owbb7ZMC2TxEB29bFz0mgowZsmCDOQWDvNckLaBMG5b4TUqDgb7eLUQFKIAKJl+zA/8BhAiKxUyULM6jmwAGF2ztMsGEBIgKJ++jav0XGR/4VveteI29GDRiFg67DBgEY1rf1fID2Af0bCnYmH0BIQHZwULADPRoTP2KlSLAMCbMzwiXI1MOatNXL3taqbnto7HYPJQlCDFQRkL+eKh2hXIFU3xW9mz4ZQCUDljKcvpr+mrX9f7W9DGJwHhmQtW/b8EEcXqj9SgiUANhQQVQHtJCQLfdrhwtKSCDBqgBCCDQEkAz4E0F46BKBCQ8oTAKECBQckDGzOjBjwcyqgGTaUM1N+XX9X1ClzhkZP7prqL9Tf23TyAu4PntJD6BhL8w28gFk7WcOlOGBEw8RjOGAxMMEDyYcILkBFAqQvACS+iU8UHCL2RQGkjDAVOV/Gh5o8wKmZoigziYogC9tmaSoDQ30kwVjiEBIQJsvENu97XP3vTR7/lBCQksA1kMH62RgLURgZyzUwkM2VGBLC/uRA0o2fZIeAhGwCoCGBw5YGPhppMCD6X/gEQMPgFEGbJggcx6BJA3uXQKhDQssvK25AeshgbUwDIAREnit9i09cIb9BXZGfQDAxtC3SIBOJ0yxeqkVsHD1wMxgnkx7DfzncHzh6YOFAPhaAX46YV85UAkBjRjYriS4tkQS0M8ZkGvXa/fsW/x9Pgcx+Pocgn7FwgiEvVLEW2qAHT2ghYGo71DXLRGwuQBEBCY8cPuBgV5Iga6PONT8gGzakisQicAddAZDSwIoJNAjAui0qw0S8PpshACGbdpKfYD4INB8gLcAPpg9FA4g3+oNSq0VIGGAhIwZkhOQOZqpNdCTecjKw8yOl1Zv64bbN7BeWOGRAclIqqkCv7YpGKG5AX7EwGkikNzaAr8OhDsPztfCBb39L9GeI5TgKRX9X8L/NpMjkoN2KmVVCVpPmMBeQwS5AqXPQ7Glhu30wFO97ygnpVTw3wOdEAARgT17/XsG/50JBTygMHnOTFhp1kCi1HLf0oycQkYnfAEF094gQeoGeJPfrSUCMfenfm+ljHDAa7NBAIadtJWkQHkQSFu2pVBQwe/cM4Gq/Wf23+/ZG9sx6B9BNQVSA/5Ls/g67RKDFa/nhvffQLOzpdSqDBHUkAA9vHujBCRE4FUBzQs4rQi0IYKCNm/APnDttUTos/YtkgLg6YlBnxRotsHpeQ3oyAmtOqCkIJKBYjJc7KiBUu8nO1xQRwqACwBNvKbY/w6iBvjtnSGsD5BE1oIHTJiReZlr+8BEgGbg3GNiUkyE9AtSTRAE9/7Ov6gjMs8nMMH/juU6DRLwim0QgGHnmYemHgmwDxHq+6EeW/C/EI2AHkMyb/zEj7YjWgVARgH06rXnqgDsAWi8lZIBj5AwQGEPTIhA4lCAhgYkHGCHDepIgcL1A6IS4JMEtwmBagJeHXgaQoDOMWvHvUQ7lxhcqp/otdXzxfDBmjowhW1fYljyA+jsXgmwyafJEYAj33NH9u6JCKgicADVrhAiQPdo5vaEB4ABv3BYLaoBmQNsogRM9f5LuEfCLXRGjNZ6yYF6tQYJeJU2CMCwsywhlZKKTcvyGcNKAuzDgh4qHyGT9VKZ3jvQA/hLfQBTCGDiZCxVA2wBFl0U/IkAyDZwRK6EQAoE9YiAzwugHABfNyCZBEGrCJxXQ0BGEngCEJWBfphAQatXnHjt62lt7QH9LRODS0mBTD0lx1o1wN6nvRh4jxDYuPnE3xUpApYASL5AqSSAxr8QGTh0iADVzkxMAMD3ZzaJs4Xv04nvSyUB+quZMGHhbfqUGhIAk4A7yOiAHhGQz9a77oMEvEIbBGDY2daQgDhsSB8SQgTI51+aUxHo3/H6nh93EwP/scZe5fHm53CXedlpvvabmhMAJgSUeCWJgUQEVBGg0QGTecCK95/4IVsqKRAlQNUAGxoQJQDd0EB/GGFpgL9VCKRPCAFqG2hVgu2vrLVvmRicCof09qfOEUIGdG7KtTDBKSKgOQRS8HqGzDwoIaaJyQBqKOrA5HWHBVIsew/gAfZeVIKqU17bvJXMoF/MMvE9ODEBkF+EhgPoXd8BrBDQnB7fA4i1PfrXUkkAxvwB37p9Cz/6YS/M3PBAYG2IoF3US/6dH1IyTkBHCcgIAXrAHRik6SG558fYHrmub2rfbGYflCGBiYcFooL/jvdpxUB5wNqRAlo8yI8U8EMGhRB4IkCPWCEFAvhr9QT6+QK+3a5tMmGbWBh/z73f96W/+W/pGXEKjOJ+H+/u5QzEcAH19csN94oJ2ZECmiioeSukEMjIgCPAiYGkCjwAeHDthHtQUiCtd3Wblgn3KPz6GQ/IHF7YmdECGUfcmkqCMlTweyx4j8IjBNbKCPvrlsgxOPP7GfbCbCgAwy62E0pAL24tigDwg3mY/C/04bpApgHK7J0X7LHgyKKmVQCW+kA9IFXwF19HwgCScU3tzNt2GmFRAUQZmNjDQvWyaJ2ZDKyNGNCcgYRevsA5eQJeIQDWyYCPcgNeHfBpcZeoBfbvWPuWFINT7z+F/j59iupLBEAfQhBlIM5ImJlELpDpsAqvU73PhAiQx0/KlQ1HqUIV5X8dyaJ5KoV/KaQE0F8uTLOP/Bcm/kT3UCVA7A+QruA/U+966m+8YMwk+A3bIADDHmWPIAGAEIH38MI6IOGAjHve3iEjY8YOGQcmAHMlBDJl6h57HDkkQN5/rkRgb4jAns8kRYI0FBClVp8k6CXXNTJgkwZjjkAK7QyR+vuEwKoFPTIQwwcI/9sjYggBAHxM/Fy7hBhceu7ntgj6a/0R/rWt17GE4y0xkG0BTgkPUK1LDSctfA9JYWy5l458f2mtCri2D01JzN8SAFGfprpOfL+RbnXke2pn7jUbEvDX4/xwwKU0c9iLsfG1Dfsqa8IBZGuStgc+WzRo4gfYhBmf2dvREIGEBSREsMfCIJ0YxG2YwIYKEgO/9M1mWzOtRQHQzGudVCjWC2jJgM0P6FcWTIjEYI0QaI5APzxwWiHQtQ8RaCuGEfzeS8IG33I4YY3ArIUJtmYsXAsR+GVtpkEfEqBwgIYFDgCHAJKR/hPuAdwj4R5LDQ3cY+K+YkIDE+4hBYUyHjgcoJUEb2togBIYFyz4viY12pwHv/wCN5PgSAr89mwoAMO+yhJSQUKcQTAmB1qTcAD5QG9R8NGImFYNmJDxpXpTBN2SIDhxTJXCATtWAaTmuiUBuwr2c+iz8v9swgEC/pMDfyEHOkLAKgNrIwbIU0u8P8HmC2h9gQTNH9gOESg5ACIJiKWI4yiDdu2P6isGtNW+bsvWjuvdD38VKbhUGbBX1asCkRBoSqHML+EVASJ+syEDNtnUVqeUe0vzTIpRmxI0DyXx0TKNliWVqf51CUZQe8fv6B7ALX9G0Sz+ADYSA+nzhSTgkRT47dlLYuTDvnELJOCc5EBa3mPCOySXIChqAFU0UzVAFIEDA7MMn7KKgIyd9gqAEgE5JhnAt9uaB2DLBysR8EMFd4gPcKsExNEDbUGhfoEhSSRUGXebGPjrC1hC0M5RsE0I4F7TJhs+Lvlwq/+xxz2HnaMMtKrAWsIgef59RaCdYCgmBgqhpXkBUk32u4ckBKq3T22EPumfWBGYcI8DDjVBMJsEwaWWEKb1/1QVIE6l7MMhRgkYKsC3ZYMADHtSO3OEgKxp+RUTfub2x05Y4DNm/C0QAVmvE4Ed5wDodttnyYLkASghkPHXfliWDwkUSMkVGsio/TK/wMz9triQHz0gQ7a2EgftyII1UtAbYrhFCB5DDGz7aYjBSyYFl5GBdRJgRwrY9mLWPhygi1QKlMmBZDSAyv4W/Kn9xez7UsMCxzpK4IFDAn0SIAQgc8KtTiJ0zvwBgwR8QzZCAMP+f/beZjmOI1ka9azqBkjNPd8ZySijyUyLWXzvOVfveRezGDMZjTRKM+eMQABdlXeRGRkekVndDRAgm0I4rVm/3ejfcg+PyMgnxbA48BR+prTAG2S8R0kJlD4AE16hjA24rimB77DgtgqAHZYqArRVsAqBUli1NAegVFoLma9OFHD3tRnsCpTI34qBQv7SkU2LuTglIMVZNj2gZC+CwNYICNknEgLcdVCInkWBnFX2ASNhoBY2pwh60j9XGPTVA14Y5MH2OUQ+Osd/j76EIDiWJhilRbiRk28vLJ9FhhVuK1Tg6Y0np0r0fUnddySBXaQEbfwjf2ml7wAb+vKogJQq2rEsUs+gr38kDPl9KKmAaBL0zSAEQODJcUZdAF9A9eIoN6kNABI+1ouQuAHXWPEfzPhLFQO5jg6YMOO+DrFKrRnqjKXWB9g8viV733p17vbPnRjQ/uyaCigtWbm98ARbMNinA6Sbm+80yCkCEQPrpijoXQIhAJkjfpQqGDsG28LAnzd2CKx46JsZPZUo+NKCQBMi/d8b1QpIHQULAaFgXx9Q9msFv5K6bTYltSOJ1m1balmqSGTHRyWHigD51mRIq+5blMTEqypj7evWIb0WUQ/wDSJSAIFnxZG6AGCUDgAS/oGEv9H2B0x4g4TfKS0gtQGSGhC7fYJG4oeWHijr+yoIVARo6qAQ/zwUBBz1q2iQnD8LBOnO5kcK2I6CmhYY1wkUshdRYIUAr/so0L+PW0MNRRhoGgHd8WT2nVo/tm+01PXtWgN/bTq1fe6xp8KI3M5NDfjJhuzkQjrnRWnWU1pYb40M0MZAWgPwCbktR+s6YmDFba0HuMMOdyjNgso0xZoKOOD/YMEH8FTCW42CIhXwDSEcgMCzIqWUTV1A3zZYluoEMPkDJS2AejmcISMEihuw1GURBNJ1rZDwUp2BhBlzm3OQawaKINjR9lgMqABYifDlHDsiYIcMLgjUdEBxCHw3QRnPfWwq4m1RMCoeVHL3joC1iX3PAUAdA4lXt0XBaWFwTirBUj4f50mSuq8VjjsAX8Id8I6A32fFjq2MkZbC4onYz8I6O+XzlP06gkQ/F3YAdGoj+86LmS/v3K45a7k2LC6zE6woZbBAxicA1yithP4NODfg1OuPVMA3gBAAgWfHZkrAn3YsLSBC4H29XLIQkEYrS12m2nVtV4m2FAtK8eCh7RPrnof2aV2ARPBK9HMnFGZzrjzG1JwGJX+N8m1qIIOjfx3yNRnCH4sCrQewosAPAxOC0BqB/r211rHY0DDHi1HtCQqDx4N5TNk+z1nQ5bYg6Al2eygfThz7XDxECHAahIcNyn36Gzs1OsQPsP0kRF7wOzZu+aQpmFyTDuUbsVRxLedIcuEWGddA287IeI+pTvnt0wHl/pEK+GYQAiDwxdC5AQXHegaU43xBlNqAkRC4bgKgiIAyamBBwlSj/EK090TYYtcvmLGHDOsrxxay9RN2OEDmYLeNgbwTkOs+Hs/NIkOdAE4PTE0Q6PKYC9DPQ8CuwEr7tFDMugWg474hka8vUAIfi4ftUQkw5432nysMznMIzhUDX0cIWLpMUAEgSYL+vRq/97bYUx5JnRv7Tvhnstaz17Zvbc2Ky5RFKlA+ofTmEB/hh06gW/Bv+dwKj8BXQQiAwBfF0A2QC0YvBLzVeJ4QEBGwtHEE0hm9kOtcl/ewtQOSvz84cdCLAdmnlr/P//uWwTNktIC0buVhgr6JkAoAJX0rCtgpUMLnyvFE56tLwMJA4jolnPGwQyUedhe2hUGGzDPHYgODxxttwxzbEgQ8dTLX1vfV6lti4LlcgWNCwJ8n5M8pgf48dlKSW7II8okG/StyZjbLTOsTVqzILVF2XyWtRP7iCsz1sT5AJjeWUTz2L7MLEKmAi0Vos8BXRVckWJDOWPa3D9AWQqktpZeArk8tNSD7CgGzM3DAjCtMTQzwEL/FbQvhC8mP9mne367bIkE71Gulde4hIOkBdgF8U6FjhYS+8dBohIEl82T2W9GQuvsc28duwVhkbDsI54mCrWJC/p5tXfee43roiS8PlqObLwyUxkHSKEhnEUQtCpSb7QvwCaneyvpN28fLtfYLyNQ0SAoDVxyoKLAUBkq74F+x4qeNosBfoOI+VfEfuCiEAAh8dWzMJwBsX7yPRYsqBFQESAZcxQCLAxYC7AoIUcv2gciaXQAe9mfdAYn+C5mLIFBy13URJasTAdz2lUcM9LUAvm4gDY+LC6CugCV96xr4c/15x4TBloiw23Y+hFOCwlvk6I6JYNhudnRs/di+z8GWCJB131FQOweWdd8wqIwOSINugajkDRoRgHor6zcAiYGETzjgE6YmBsrIgBV3mHFbBcB9vdl5AxYs+MF0C+QRDvraKsIFuDxECiDw1dHSAqP6gDE4HdAXDN5XinmLBGDFb5ig6YGEV4bkZEhhWc7GGSiugBC7kPSBRIGKhbIuxM/7D/QYK1QkyD4RCBNUePBIgRWjdsJeBIhZO4PJmmeHsw2GbKpgApP42CngGgMxhn1fggwrFKSKPQ/OS7BigNsf98WK27UJIxeBrXItvPPErga5PfbU6QF5jK2M/EiSTHVdWvHYeocJvshPSVe2s7P6Je8v2wll9gxZlzoAmZNjqse5HiDVOhspCPyAMorg7fC1RUHghSMEQOBicFIInFsjcIuEv9WHBFK9yLHRza5AWV5D0gQLxB0AplovoNv3RNSy74AZ+0b+1j1YwK6BLhcifqlJUFtfid9PLsTnsTMgkb88dz5Hm8X0wkAifG02o8flvQE4RTCau8AKA7i/Y90IHaq4JTZsaxorCEbzJpy6qTDQONvS+pYQwJH9jwH/nXMes9QGjM7iIX2yx0/gJHl7+SdEL87CWkm/rMl0QSoGUp02qNQDrG3/BB1BMDehMWHUJCgKAi8a8XEELhabqYEiBAQ+TXA8PfC+EsLcCC616FfSA39BajUDfExud84l4FQBKrmjHZ/bvl0j01GUL4KgJ305pqJA7pfIOUjmsZUkrViw4qFPE3D9gAoMS+BWeCTzXOEe0xYfjgSE7sPRx0r0GtR5GKUi+v1b34nR98V/rzye6pp5rDZAon4h7L4moCwPkLqAcT2ATBrETYCkBuDGrPNyredOtS5AawEkHXDANe5rGuCAFatLBdh6gF8QtQAXihAAgYvHZwgBWW6Lgo8kBLwYkD03mPAdUksTePK/N0LArh+IzFkQyDaLhW0BMN7nRYF3BEZugAoFETc8N4El9xGZ9/UD9jEmevxxgaI+jh/RMEpN+MfwYoWdDe8OcNOcrdTB9hBE/73CiX2PwfECwUwkOppNsBQC6gRCpUBQBUCunQKLEPgE7RK4JQJuajHgJ1reYiYRsOCukv+h3aQgcEsARC3AxSJSAIGLh6QGgLOHDwLWJB0LgF/Bg+YKNa0uTQAkXNeoc+mEQGrEnYh8WBhwOmEkDFgwMOEtJApsSkD/nh8JsNbHkIbIsr0lDLTIr08lCMmzeDjmLIz61vNQRbhzuMjRi4JyX5/6YKGiDshIINj0Bdcp9KkDrT+QfLvNtfPX0H63/L7HYFQboN9brlzQoZWMUW8+Fg1aB5Cq7Y9q+Sfo6AJgxVon01Lr329rKuC21gpI340JGR/h+wPw69r6jQa+MsIBCHyTGA4ftI4AcNoV0PVfiY45/rf/LLHYdIEeZyfgbiAOrBDQ9V0VGUJuNhq3ooCJWYVBMiJh7Y6rHe8dg97aF/LU57LtKmy5Ab0TIMWL0gxpdEycEj9fAjbXdZ8verSCJQ2Wl+II+NoWXWYi9N4FGI0M4CmE/bTBPALgpqYGSvTvHQFxAXjeAB0VcEdTBx9qMmDBm25UQLgAF4xwAALfJOQCsjHPwLmuACAX+p9oHUh4h4S3gBlSqCPYy79XKH0Gr6sI+K7ul2GGQKp5f60hkPV7TLiCjcClOA5VGPB9fCS9VsJfYEmbc+5WDKSWNjhG+rk+7tgx2HYN2OnIRMa2eZF0QbQRvqzLzIh2GuXZnKPdFVkE2HPUKdDmSV4M2Gl5VQx4R6An/1Ep21OUt8lj+7/DcyjKsWnwl6WvoC3+K8tCyFLEB0hPAe0vMNXtVAXFSi4AaF0LAmfIiADxzqZOUMkzLAgX4OIQDkDgT4ONpkJbtQK8ftwZYHHwodHgqG5ASETTB5/qMXvOZM4Rp+AKieoJrGgQUbBHauLAW/KyvgyP6eOMHAO/LQLDuwynawy8G2AjdYnsp8HQSCXtuR3niZU0ZWDnWJDjY5HAEy716YJTjoC6Aue4AU/tBMi2dwK0MFAIXJwAbRSkBYHSF8A3B5KeAJL/R116N0BrAtgFKE4A1wM8wAUIB+AyEAIg8KfDmUWDwHGL1wqBfyLhZ9qW0QTjVIGNJkshYWoOgQiDUZ5aBUJyokD3M6HL8gBL8lvCQNIMIwGQ6jFNH/RpiFPCwBN9T/xc02AnR+J5EniuBREEfn8vBux9+LH9fAunhUBZHp8F0X93RtuPwXERYEcGZGgaQEYGlOZARQzc1XSATgOca0EgGsnbpd3HowNKQeDiGgSJCFiqCNhuDtRGBIQAuAyEAAj8qfEsYkDWz3EHxoJAl1I/8LpuizDYEgWoggDD81QMiFPA+0fCQCZM9uJg7BhoemEsDKwo8MRvCb4Qs7gBGTbCZ8KXyZiY9P2ETHDTMqOeb/dtpRC8a2FHE5x2A76sCLCRtR8aKPUAMiLgvgkAHRr4qYqB0glwIeJP+APrQACICzBXF2DGLTLuu1EBZ7oAIQAuAyEAAi8GZ6YIgNMiwC7ZHZDagWOCoByd6tITvQiDsSjwKQYVBMm5BdvCQNaV8L1IKOtLI0WtCeD1UcFhOa7EurbjPAeCdj5kK58nVBqRvN2329gn0zCrYIBZHzkIW2KAnYDyvmorYvkOfA0RoDd1BFQAlFy+pAEO2JonQFIA6FyAPzo3QAoCpShQWgU/xgUIAXAxCAEQeJH4TDHA68ddAhEEnDL4AcBvQ2Gwvbxx++zxqTv/jvZtCYNj4qAfQtenEFgMeDfAC4MtEcDzJCjx+xSAkP2uuQGTI/6MHaa6BImB7ARDv9TUA7sQ57gBp1MCTy0CbLMgKwB8PYCkAniuABYBPBmQTwGoAGA3QFwAcQCkP4CvBTjggAXrMRcgpbQ+wXsT+EyEAAi8eByZjOih7sBon5IEpwzeI+HHuv7RkDpTPJM6gG5fLxDYURidx46BFw+jtINPKeh9emEg6378viy5/XEvBGYSBDvoxEksAmRK5l0TA1NbL0sMtlUI6HbvDOyQzfM67ghsC4Gt78PnYFsEsACw9QA+FXBHQsA7AFIQWG4Jf3RpgVIDcGNcgIUKAhcjAspEQfdY8LY9N+8AhAC4AMQwwMCLR+JGQ14MnB5aWO4mD2WHGsq+svyJtn+k/fewLsEb4IQo0D2yXNz2d/WcG3O/spzROwa8fg/rEJRBXrLWCwOZZukAHaroxYBt9mMdgGTIn6dR5hSAJX9g184px/ZNJPjthH27jxUCC1JzDVZInYE20BE3QIhros9U1j084T/nEEE+LtuTe74yPHJXhYKIqaW+R71jgCr3yjdzhxX7KiTKe7dghwkHyOyZO8woA2J1SKC4Xfb5he1/YQgBEAgQWAwAG50HBb8Azh1od2sPNxICdgm8hdYR/Fr3HxMF9Yma9VdEAiwIWBh8B7T1kTCQC7X2AThfGMhS0gc78ARD1hHg9sdcEHhogmBX6WNnxIAQGVv7Cfu2XZb7ev890I4dIM6A7Jcx77lFp7u2LFPd5Co+MvqOe0y2fv+oS+BziQD9PMtzKZPxlLRFhrgZ2gtgru/bAhVKOxJBIo72AO6xkhDg9EqZ5EpFQGp/pxcB499A4EIQH0ggcCaOpgqAU+kCv306lcCi4CfaL+mDD2cIA70IK1kkJPzhBEGqooC9hi2HwBctakphtJyovsCSPwuCXTsm0ynLTIqyj+sA1Oafzfa+bu9Rott9JS4h/bIU0ZDaPise7CgCcSFOFwp+2XTAsVQAdwiUuQJ0sqBM3QGlFkDSALYGQJfF/r9paQCeK4DnCSjdActEQQcctiYJSiktT/BeBD4T4QAEAmeicweOpQuAkUPAkeAxl6Csy8gCJn9A0wf3tBS3QISB2K/HHIOVjgAJV7CCgJ2CY8LAOwbS5VCEgU47PDWXgNMC7AQI8e/ICWD7P5MIYPIvKYF9Jf8dMq4AIv/y6u4BXKFY3Wp/55rIUALdgfvplwhaXQALibwn9wk/d3BlUwHau1Cjf04FlNEOa3MC0MSVdQHkJu9xru8z11ewSEuYcQXt+PgXSE9AdgC8MIpUwIUgHIBA4IlwlkMAjNIGD3UKeH17H49AONcx0OV2vcFpYdCPOPAdDlkAyLrOnFiWC3ZVCBTLWQmLc/82+j9gT0JAIv+rbj3jClNdlse5qqJABITWDdgRA7v2HMe9A0aE91wugKzzTYsBy6gAmSNg7AKkGsWj9gTwkX8ZCWC3ea4A7gvgiwEXHPBXLHiHFW+x8PNLKR2e4H0IfCbCAQgEnggPdggEj3MK+LHGIuBtXfykuuAAACAASURBVBPH4A22HQMRBjxEsb6ooTC4HooFXdqGRlp4yC2M75wImEgI7KkgkKNNEQISoU7kAhwq6YsDMFUhkGsSAthjxQHAFaRtbrHIr6gWQHrlay99tdnl3e3dgLJ/VBhoI/XnqQfgR2bRIWLMugDAAhn2WARNqZHoR0roezvVc9f2/pfbAXP73BJ9hrIO8BwBEflfGEIABALPBC8IgA2XYCQMzhcFfvvhwkBSCT/U4wdD7jDpBC8MtlyCqyOiQJyA3YYrUIh/qsMAxRnQDoEwQwF5uYe6AfeQSH/GPVZc1ejfTnAjhKhT5JblFvlv03eCTQUkpAFJPx16QrXJAJumEZeCuyH6dsrSkdHa/VYIzHTfREJNRgMkLPiECdeDz19vIQQuBCEAAoEviM8WBeWY3lUe9vg27+vXfY3BLaT+gM8txYf1RQAodO2bGsnxkTMgosBPn+wnP5IZC+8hswRKlflMYkCdgIUq/EUAoNn5B2RcIeOAuQ1zK7b4ambB0x77a6XKTAIg1feTRQC3Bc7tdWhxXqaj/efylKLAuwDy+IX4xXr3MzOm5gLYokcpfORov4gAfd/l2EIOwB0myOyXN1UEAMVd0g6Z9vkGvipCAAQCXxmfJQqAc4SB37clDMr2z93+48LggHGNwZYouHbpAZlK+ZNJCZR4U9IEV9UJmM3IABmOJtGqDF0rEX+qY9tXHJBqKiBT9C/tc1Mrjuvtf/+OK6mz3W7XhXT5qH4Gz5UK4L80qkWY6uvkYZk8J0K5iQsgQ/7WJq7mFv2vtTZDxJhNAxTJVopME/6NCQesrT12OAAXhRAAgcAFYiQKgM8WBuUhtoXBaFuf0pYwGI1KmDAekeD/FUFQKsevKn3IFMq5RZQyp0AhrHuTEpBIVFIBB+xqXju1moADUrX/c71NRP4rlkpX0gCIh9bByACf8pDR+LbgTx7D47lTAeo3jAsSbdEliPzFDVihqZbFOADWEZDGTRkq2li8qcOjowHs5FmBC0AIgEDgG8IzC4PyJ87bhtvWi/tb2n+P0+2P7T8VAjcow8puTHGZDBGcqxA4NCFwqHFprssFB+xwQGr5frH7ZSn989dG/CoC9FWL3e9fr9yjuAm2+C519QD+Ef3650KFgE1P9LdE9QCyznl9QOdmGO3XmRx1ymX53Na6zimAhDIx1k/ueQa+OkIABAJ/AjyJMAC2ig/Lnzhvm9ePtz8Wl0CI6Tdou+GEhFcoDWYlZfAJttucpAOKDb1gNu1qS5R/ILt/revJ2f6S+1cR4AfaJUOvJfLn4jrrDNjcOxcD+vfpOWBLAeUm/QEK2WvRpZ0J0ZI9FwoK2WsaQN57be18X52aHX2G7AW8q5/7z4NnHfgqCAEQCPyJ8SBhADx0qGL5E7q9JQq8OLAugew71Mh5MsShhYJXptXshFsioRkL7iE96Qv5L43wy21XRYASfyn403K/bJ6lRvjS8jjVhkap7Vfi566Aq3kE4JgL8BSwpYn69/hz0GjcPldbD5AxURpAigVFDOhcDmL/+4ZOVxDT3/7NH1CGnfZppMBXRAiAQOAFYksYAI9wDfiu8vC67XPUI3HADkGJFJX2hU5EDOiRA1aUKYdmpNobMFHUP5EQkAK/XIlfXICpigCfwVey1OVK5JkMeYqtnqDkv8K+3i0X4KnFAP8FJmGbFuA0gB8eKK9tbdt6UyGg7Zp5Aqj7+q7vnQvwG4rbY9taB74yQgAEAgGDzVEJZcXD7vmlUo0dkTByBkYj68vyLbRojCn/DVb8Dq40l7h8waeasy41AivuaVz/hBVLXa7VBOfx/VP1BPTZqMWfIcVzbO2LpT6Z7f7ctT1Gsd+f0wUQjMRFfxNZZV9HP0yQhcJqhIBt4sROwHUTS9YFsHUAgQtACIBAIHASCUkLzAhndTvs0wd6d3n4fslkobd7rPgRCb9hav8K6ay4qSSfsTYRIDn+uZr/UvK2EGULDSop8nJq95IomSNebQEsZLi45ywNhYDnrQXoi+t8GkBdASV2K2x0v9j/0kHQtz6eoTM/phr1y7TQ3v6Xv973Awh8ZYQACAQCj8amW3BMFBwXBCNXQNclTXBAxo9YjRB41Wz9FbcojWunuu9AxI+6rnX6YooX0p+qJJigw9yU7OcmCBLZ5YUglyYluAEPi4GxC/B8aYBjowFsHYA4A9KNUUddyHugToA2bMqV/BOmOqWSNARKuEWZMPhVfW0fg/wvDaPe1YFAIPBoJKSckt46avs7WfBAxi9uW4lTln59xY91kpkDFvw3Dlhqgd9aG/8ccI8F99UHkNsdZtxhxR0y7jDhFrmul9stdJrccizhDqjLUsN+D9QGQ6hzCUhzITvtrZn+FpJuSOY1Pv1b79dTd1xTGxM4UrcpgERk79MDcMdkNsgDbA8AX0eRIN0kIwVwIQgHIBAIPCu8S3D2JEl8F46iZf1tXX+HCW+R8REyAU3Gq2bx5+oGlO17SKyutFay9Zrvl6FxPAaeu+Nl2KK4RI8oE+5YF4B7DIyI+amh75NvCqQOhK0D0KGB6gpkJwR8TYA4B0u1/r27kJDwXX1v0zO/4sCjEA5AIBD4ougcAgtxBXR92xUot7c1+v6hjgBYyAmwt3vscY+Me+zqMuMehzo9bm7T5N6Z6J+n0QXuMbX5BGQ2Qek1sNb11Tzf7ERA/3q/HDQjz//35M/RO1v/dhrnROt2/10j/ER/m9MRgQtACIBAIPBVMRQDnCYYiwEWBXpbalpAUgIZC66dENjVlMCM+5qxLuQv64XkC9nnmkrI1f4v8wnIcmmpgHEaoH++22mApxICvemvTYuSWd+62aJGLRScBimBxYkFv35jHjtwYQgBEAgELgbDuoG/bwqBFV4I3GPFm0b/VgRc16g9kwgoswQWws+N6O8M6WvuX2sAploHoMSvDYaK0T8SAsBogqHnQ59u4Hj8lBhYuyjfHlfbvz/mc/+AjgQIXAxCAAQCgYuDpAnOFAJ6+7kS7kgEZCxYqguQ202j+qneFhzaurgBK3gqYbX/cyX+kvf3swuOn+PXEAF2O9GaJe5co/xsUgJ6jGsC1lYAmDon4KpuvW5/VUcCvAs34FIQAiAQCFwsjgqBAp8KUGdAxgWslZBXLHhFYmBvhEC5HSr5W3FwqDXuhfSnlvc/IMHXANioP3cCgMvzRl0Cn+6tE9hIn4+ndpxbG/cdEAvpjwr9VhIIfL+7uv4JCX84wo+hgBeDEACBQODiMRQC1g2QpYqAt1jxpgqAhSL1axIB5XZoy7kSvSX9sr2Y6F/tfyb/TCJAigFt4V+/PV7/vLfr2DF5F6UhMo8KkHOO9Q5IKGMgRscORgyUx/qOHvOHJ3qFgSdBDAMMBALfDGRIYc61NbEdQijD31QQ/IrSEKgMd1uRseA/KJMHARP2deTADges2DXfYKqlhJLnn5pIkHy/TiuMjvT76n9f9PdcjYDPQTL/ayLgeFGgneRnOSESWATcIOG6/u3fmkgIXADCAQgEAt8chm5AnxbI+AkrfnSpgEyReq6zBCq5s9Uvw/wO1UHQgr+pEv9Uc/9TG/5n0xBpKAK+dB2AoB8hYLf6NIEvFFyJ3Lnf/66e70NK6QUQuEiEAAgEAt8kWlpAcKw4MCPjr7VC/7UTA2Ldz6aSv5QPCtlr3n+h+6kDwNZ/3wFw3PlvPCHzU6NvweNrArIj/b7S39+n3OZ6bK2OAIA6pbN9/BvY0QCBi0EIgEAg8E2jiYC/t5oAgZLwj1jxoZYCZqxDEQDjBBTSVyGwNhGAIemPCL+sK9HbQkCL5ygI9IWAdp9sW/tf9qXuHBn9v7pjM93/HJL/8eznH3hmhAAIBALfPoR2/DwDAPCPeuyNI+fXzgFgQvcRfSZ3YNzvXx7D/v3JPZeCUUfA54Snc4s8FApypgwB7IlfUgLLQFTY+yu+f/iTDzwfQgAEHoSMnMwtu5s7/rWfb+BlYDQrYUXG34iEv68iQP6hrRUi3znylxHvIPdgasfk/kr82gaY3QB9LqPn9/XQv2OyZ3XHklnTrZn2J3PW+NP4PdIAl4QYBRAYopuw5fw79o/jkeoFOxB4QiSkTN+33HYLGb8DsEeZzmds1yuRz+CGPoX0ZSrhtRL9Cpl+uOzjAj99zO0x/zoS4GuOCRDYmgCZxgibpK7nzyhyCe58wWv0giJwEQgBEADwSML/5ciP+tgMb3kgDEIUBJ4Che6ZUHX9LTI+VFt+9M8XDi5k4a8oPfK2zkV7XPmb8nysA8DPLOEyiH/LwOeZA/PgPMFyIvPPwwAB4MNXf82BihAAgdPkL0T/d7ffb1uMf+S/YCwOWBSEGAg8Es4FOIby/XqNMg/gFUqLn61CPkvuHOmjrWtKQaN+9iH4b39d6v+6HQgCF4OoAXjBkBz+kPx/oQKgv0PI/njjj3Nu/nFGLkIGuKbgiV5u4GUj41dwIWDZd1OXd3QeH1/qsr/p/36Yn/9FJXfcPquvga8lrkPUXxhCALxQbEb9v2wQ9fZtOnLbOp8FgT3uBYGIgRACgYegHw54HFfdOWV72rjvRA6AzeqPyL/Hlx0F8Ll42uf65pt67X9qhAB4gRiSvyV+oB/Ks0X8DxEHYxGw5RCwGAghEPj60F/NeuSsbws+tcHlk7rvmGCZXZ2Dx+sjDkjgqyIEwEtE/1P0xH8scp8G6+fcRvc9L10wEgIhBgLHYOtTnup74qvgLbRb3mlsDVr8sjjmTozqdHIVPjYVImmSw8ZfuaH1v4YQuCSEAAicivS3RcCvRPDvMA9veq6unxYJp4UAEK5A4GH4CaUCfVT3fmd+B7Lsz+UrppC4tMsdfQsvkeg9BR+fndAWM/qUSEZuDgA7AdmJBMFvD3zmgWdFCICXjdFFT5bHo/73mLHDhA+Y8QEz3mLCHnN3Qz0u6yIWjpP/2B04lR7IIQQCm+hJX2/AFQAd9KbEv8BOfbtC+uPb+8vS99m3f6t/Nl/qG3te3K3Fj36qInEFVmx3N5R7nvpr7896LoEvgBAALxdbpD/O47+rpP+hkveMCTvM7fYv7DAP/v0Lu3bOb5jxG3bYt8eZ8b46BdYh2EoXqDDYcAVCCLxs5Jz9d0LX3yHhDZToZZIa0HLsePW30fm9X7C1zWLhOTHK4ffLPNwvx/rRD35ERB7cl4sqX4ftf6kIAfASoRfIbfL/J1n87yvhy+33juZ3mOry2G1HImGHGb/XPeIWjMXAo1yBqBN4eWif9VYh61sAHynKV9JOuKvfr8OguFUbApdjuR7vnYD+dozk02DtOZDdmhcD/WRFW7dyjhRA8hBJ3zfhrh7LyPijrYUQuDBEI6CXiL5Aqr/9XJcfMGFGwoQJqS45ApLlDXTe7z/ogvadsQZlTS4U2lmNu7OVtqq2p3q5JdiLEWifNBhKptlQJmJIQDQY+hPDm9Ye75GwG3x3U/1uJ0zYQya4mdq/XIl/ovst9XeBKgxSvZ88ZoZ6BKNUwSVAfiF90V8f4cs5MvxxRS8MgIxdPbbfoPvvz0gRBL4YQgC8XPiLkr1p1K/kXy6Uus4X0QkJt/XxdnSRm5BbFTBPvvKa+q5zD/a19lb/DRO+x4r3kHnaSmvWn4dRiQULnA0xYOaRD3zzcGmfUf49bf4ThylhwqGSvrhPaxUACRMyZiTMWOs54ggkOgf195Hpb47qArjN7jO8HUePFZks3Qt5v53H4CG3uT1W+f8eOufC6yYYgI8Afniqlxn4XIQAeJkYXSxt7nOmCIjJ/wYz/oKEm3ahLEdnuuDx494hY4atCi4WYcY1Vtwg4xVW/FFFQWquwIp/Yaqzs5ULyE9DVwC0nuAvfn9v+8HHGmGEK/DNY4P8e1Er32QVskrgvL7Ub7+Q/kwEv2BCqikqIX5fEyD70FwBj2O9859eEAjRJ9oGyq9BnDeJ7uVfghUEK8oESTxt8oS1ntf/LuUxXyHjfwG8grqA7578FQYeiRAALxdj618ifyX/qXoAxQuYMeMWCXN38dSLoAypugJMi9WrdmFYqwhYMbfliluseNUuMOXCMjUBsOKjkQciCk47Ah6RIvjT4Aj5yzLhVyT81Ki/fFdv6ve8FwGlomXF3IQAMGOt0X+qvwNxAzhFIPUB7CyMiwvrkzdC4KmJ3ydEepuf5y8YF/xZYaCZfD/joT6W/Luqv+IblDSg1A38gBwC4HIQRYAvE2OL9D0m/FgvkkL+E2Z8wg4JM26xw4QdJuwxYY8DrnDAFVJbv8YBV5hwhRnXWHCNud4mXONQ9x1wjQlXWOpypttdvd1ij0/1NlER4d4VDn5OXwFXOIhMxYMxkuDiYT6jY4WtPyHho3GsJrrNuK9kfqjLpX7fi92/w9qSYXO1/kUYSIpghrX/xwWrmZ7bl+kPIATd77PHxoQ/VbG+1oh/bcc14l+qiAf6up1cHQAuAvyAMitj4CIQDsDLRV8DkJDwG0VGetGbcUvrYoGKK7BUm9TnW+/r4++RcQ+gFAmVi8TS5lhXW3GPBaCM/1QvPrd13ysskAsQ1wos1Rf4cSOC0dSAX9oUATsDsAQTNQOXg66V9S84PnfFhypbpyZoZ/wFE+4q+U91SGpyxJ/qqJVS2rarRF9GvLAjkKsIYAdAUwS2FJDF95eSmFzln8122WdvhehTJX3U9dyWZd9U03VSm5MG5C/rXAMQuCiEAHjZsBdKsf4536+D/3Y1WtKLpAgAEQQHSgcAUhdQLiM6r7oU/K01v18uIcCKBUsTArd1meq+jBV3mLFixWsskNxjriVZJUWg4wp+rBekfwKucNDXCTxYDCBSBV8NA2dmi/x1COuPSPg3fa+/w4RbErMS9U9tWW5FrpZlqr8BNLEg5K+C2BYE2lEB3v4fk/9TSII+3k+03w/5s0V/SvhWCMgxScmV9aUKAU3ZHUsllCNvUGZlDFwEIgXwMtFH/xK1S6ZUoiS+SCaXAliqjb/gGiuukfEKCdeY8AoTXmHFK6S6zHhd979ux5d6rFD6q7r/GgteuRSCpAj22GGP25oiuG2JgB39Kz0GPtaL9c9HUwTequVGQ7p/qwVxpAq+GDLce/3LxnfYf44zJvyLhOoncrOE1NPgttYb6jcqVSEAWq5VAPDNi4AtVyJ3+54HvtJ/K0rXdY38QWTPt6mSv2zPdSkFu/Yxgf9Akw3vgVq3E7gAhAPwsmEvQr5C+nZ4kdwjYdcipdRFRHbcdKk0LuDx/bmWWaE5AAsZiuW2wwGHur7lCtzWdMDrui0Ry4oVv9ds5vcYjR6wkZCue4fA900Id+ALorP7Czjql6Unf/kOWut/rt/nCTsc6nJpyyJsUb/jJXm1ry6A7NvV5dyWXADIf1e3vwzZK7JZ2oI93fY2PwyB64ictZK8/OZWyAiAcvxQf/X3KCMF9lQvkJHxXf1Fa5oucCEIAfAyUS5E/6x0rplNsf4lFaA26aGS/1IvhCVK2mPXiqZ2NZeqw6Um5zDJRYEvJhMRP7BgwgGopL9iwVy3FyyY63LfRII+xi2JgIx+OKFcyH4YCgEvBvpaAYYdWghzTq6kRe90CIKHY+is2Fy/X/bkLx0rbcpqFPHvsWJvlhP2yDX6z9hDIn9JDaRWEyCRvxYCSrucLfsfODYM8HPgc/sw31Qmf5/31wJA/v2U31Z2vys5Z2mCu2zviPj7VEDBO0QR4AUhBMBLxs91+ZEuVjJUivP79y3aF6IvF0mJjuTYQhdEjYAAuQRxHQDahWOpFxm9TTjUKP9QzcYDdlhwhwU7LDjgYByBEq0suKMI5RWW1ltAKgMmrPhXkwVjMbBdM2AvoyNhAHTuQCcI6rsRoqDHRrQPyHtvc/28rgKAh7EK+X+qRG4j/z0JWon6dbniChlXWOsoF7TvfJ8KkBoBrQ9QETJOAfjX8TzwhH+8yY8SOczvk501TgMsSPW3NldRIA7fbX2X/L8VOcj/shAC4OWiXIC4PeofmPBfGA+R0kIpvXDuasS0VlfAF0mt7QLIyJDqf7X/V2QcMNUIv5iKC4BD3X9oboAs2RGQQsJ9XU9YcYcFW70FvBj4K0VAQv6/Aq7HALDtDnAhocUvdXlMFCRZvDxRsEn6Gu0DPnrevknJqjTyKeT/F8y4MyJWv8NTJfsJV0i4AirxqwtQbiJ4UYelqhsgRYC2EFDaA/u8f/mmjJsDfe5bqUu1/reifh3LPyL4pYr0pe5f6k2K/8r5HP1naArhCjJ0UP/eX1GGAALAPz7zlQaeDCEAXiaYfPTf/0MuAIsASRJIDrRETVfNLk24gqQE5jpESkWAj3SkwU+G2PhTtftFBKgYKOSf622uwmCtaQHZltuhXqT2JArK6AG9SI3EwL9buqD8+x4r9kBrQ/wWI3cAGAsDoBcENmUwcAnqG/Ondgra69t6RUz6x63+hH/Ub+TPUPKXIazaxLpMO6Xkv699KsTmv6rfXYn0hfxVCIgY8CJAigDtSIB+KCAXA6b6GrpP+Vngh/xZAcCEz0Su+8pvZ20iQPaJY6f3SVhrHYDWFPA/APitPaOMv21+AwJfGCEAXi4S3lX65kjFt0kFJmihX6mM1ihKLo56URU7tIgFOyywQJqMSJ5xqT0BJOoXB+CARORfXIADUNdRhQAXDKoQUEfgFiuuzFDC42IAyPgXVmNhfkAZvjR2B7CxHAsCoHcJgF4U1EfpRIF+enVxmQLhiJ2vkNEVSvo+0vdLrV25Rmnw8wET3iDhd5R2USJaS+8Ktv01t79QxL/WZlQrkX+uAiDV77Vsg8jfFgUK8fvOgCPbH27f82A73y9RvxUBTPw+/y81OYnIX0T7XN2CHaSnR6bflLoNUQB4kfgSFamBC0PO+RpC7h/rIDod67/DHa5wqBGS3JZ2obyul9/rFjWJEDjgCjOJBO2Y1rsAUknMdQAwUX9JASTcg1MBIFGgaYLeDdiZugJ1A1gMeCGgNQP2IjbKZXLjofMEAU6s99u/0LoXBw9F4tWHiQYjQj7nWVhbX59Ov75N/nL7AO1V2besVvIX5+rQIv59/Q7rdznX4aqyTHiFBa8xt32v6ZxrlM721yguwTVSEwbiFMxASw/YNsHisI2FwWMxjvK1uG+hm4jre5SZOu6QcAfgFsAnAJ+QcYOEGwB/IOMGGX9grusJf9RfSjlnwg1WfMKET1hxix1usdR+nv/BAde4x4oF/40D3mHF2+LSpZTuEPjqCAfgZaJccCT/L/v+QMnkT5XipbHPoUZUC11QV8qlilU6U85UhghKNJTMBU+7i0kxkRL+glSJXi5WaKLgvjkBE2ydQGqFgzKkUISBuAoaucjwQRED4gqUmoFC8SMhoMJFtz+iXPbfDwTBOGXgiwlBx+32yCnwOFckZF59ht4FvlfC6Ln/vSO60xH/P5HwM4B3sNNS7Rzxa9tqbVw1YYf7+l1U8tfIP1HvioRroO3TZW5Erw6AjALQ6L/cpA/AVvHflwq37LepdwC8/S9Rfqq/FfkdyfZEv6GVnICVxLSvBbipYlp+RUAUAF4gwgF4gcg5v4JcqH6rDkCJmkpjHenzX6L/a3OxXPEKu3phLOtyMb2qF0vJk2p1dN8SlQuR1GJEuwBZ8i/b98jQmoCxK6COALsCaNuyro6AbT9sL2aj2QrV1rR1A6V2oAiCFSVlAGQa9nSOK3DcEdjed86x58axa8nDib9M4KPbHxv9p474P2Gm7n6agtLIv9j+krbS7+srJwLUBch4BdBNIv+pfc+1PkAj/yIKRAycF/2feu/Ogf9+2e59HP2j/pZQHQDU6D9XB2DCDSS6zzXSL07AH0jVAUh1/1rPL9H/J5RenbdYcY8F9zX6P1Rfb8GPrZAwhwNwGQgH4CXjQ3MA7Pzod9VI5VqAFaXDXq5Ffrk5AeoCoC7VEuVRAX5EQCF/LkBKtcpfhgBOOGCpdiVvT0T+flsEwFQvPL6vgBUD2n44kxAooiDXkQQ8W2ERAf+pS5/n/Hd9ZyZk/F737qE1BO8B/DgQBeoUAGNhwOtp4/ipY8+FLfIa7T9m8Zflu/qt2yO14aky3fQErSkR4pcZKu/qmP/7NlRVh6xq0ark+AuBp0r8MELgFQleEQpSGKjiFuQCAP2kVH4EwPOFWv47sl35P67+16gfFOHrb+XQIv5kBPXa8v/34BbB6qCxRP6xe56BC0AIgICgXKiuUWJusTEP0K5ma7u4aTMUOBGQjBBQAZCx1RiIK5HLxUccgKWucx1AGizLtEM2JSAiQNa9GyAXuBkL7rHWmgEtShQhkCvxX0GLCHdYcYfiDAB5UxBwDcHvKGOjf6vvDlCGRWXkjvz7FALMcV0f0cpIKGydcy7Ooa9jUb5ui6UvEb4Q/o8oglSKUjna1+JUFaWf6mA/blZ132pZpFulFv7xUL+1WfvllmtOP9dIX3P9khrwRYBe3GoawDcj0uF/o8j/3Pd2C/3n6Ml/XOynvTO0+l8cArH/5Te0NGG+tt8mp9VKvc0C6QDYO2PcHCjI/6IQAuAlQi7CgI1NEhJuK4Uv9WK7Q2rEryMCdGSACAGNhqwLIMWApR6AL4IyIapUHNueAGjkby1/TQnwfhEIS6sR4P4BIgJkeOFKF68EqWTWOoGdcwdm6KyFe3Is7irpe0HQiwBJHaDt/1cVBADwWzu3PPK+nnddl9w9TQsO0R6vx6mL7FMLAHucv19q5Zfzruu5e1omJPzuyN+T/g0mfIdU21NLkx9tVOVbVgv5rzRaRaL/8g3XYlaQEwCqAeARATIMEOQASKGfdQASfA2AJL7Ofz/PwSjy75v98GQ+GvGrCJAcv/wWcvtdiQgQV+5QxYD97ewgPQP0dyHRv/4G/Pc2RMCFIATAS0S5OFviVyHghwXyUtMBxYqVi5/MmlZqCEQESDtVHSstF0nGCpnZz4815kJA6Q8g6QBf0Sz7fO8AKQ5MJAa486AUE5bivgPKLGjSZIjnK5AmKAv24FoBvbjetXWtG5CL4Gus+AOo4uei3AAAIABJREFUToEYtSoS0LbEMYBxDD4C+IHEAYCWUhD4Nqu9WHga/Fq/Kz/RvndIeFvXf0YpMP0RSvQfkfADinEuZP+vup2671oh/puW5y8T895V6vdNqiTvz22qp0r+E9n/xfbXEQAc5efmBqgw0Fz/HmjOlrX+uQ9AphRFH/kDTxv99/Dkb+1+6wRw4Z8V2Er8iX5LqQprSRFIUy62//1txYrvUQpkg/wvEiEAXjLeAPgXbYsIuKuXsUONnaSvv8xyNqOMec7uApiqIwBIlzSNlnQOdesCMAlKdMLV/Brt64WJCwHZEVjJ9rfFgtYFAAmBQxUbE50zw451hhMCWjdgRQALgztIO1SdP31Gxm19ra/BDoGNlkbCAAD+Vd/R3+u2CAQA+L4eE6EAlFhVuq+9GVx435/xHfnRbX+ocTDjI+37DRrZ/16XQvT/U6mzF5aJCD/hNRJuUWr3AVvwx50p5ypAdS4KG/1r1G8dgNyWmgbQIX1c0DrK/2uBq61vGc8weVoEPAZ99D/K/fMEP77TX6LfV+6WLKK1JbcIAnHL5vq7kfk5SgtumwQAfAogcEEIAfCS8RHFyGekerk71Iv1AVqEJRezFZO56E1NEEi0X1IBmhIoDsFkLpIMuTgUo10bjmjeUQibIxWuBZAhhL6BkEwwxC6CNhsqDYQW6LAmFQI6OkGKnaT4SUcSlHoAFQYa/eyrCLhCqSEQASCC4M4RP6+/3hQE8l6h2/53fdeBIhRQP4H/RnETfh98/nsAfyURIfi+Ln+vJM7YQYXiv9q+sq0EDyi5b63r8lMlfik8vYcM+VPSl7TThBkHEgFC/GurS5EhqKVTJToHwKcBdHtM/lzlz/b/qAWwEL3ULXg8RRpguyakz/2PRgKojS/iGETw0myLa27k96N1M7rOxbPSS+O6bXsBAIQQuCiEAHjpsNFJwV27GJdjM8plY6oXtwkyn3lJA6ztYli2pzYmWi/Kmi6YYQlBKU3mGueqfClMAvroXY+pC8CpAbH31cK0owO4LmAhMeDHPuuwQR09IM9P8p9SO6CpgkL4B5QaggOyEQVcH2Aj/lxTCWXfq7p+AzTX4A8A320IAb/9v9BfuR5T/A/6q8D/1OVIHPZIbn9qe/9AwnfQ79gNfI6/fIeE+MX+v6OIv3zf1PY/QGb4KyS8UkV+yfmL+CyNf9Zq30uR6oprzDQigIv8clu33f/sED8/+c929G9vT4ER+Y+ifx5dU4Q1CwHuuaFCWdNp7AKkOpTPuwJcBLiHFs766n8g7P8LRgiAgKC/SN1XIaDkX24la889zrVAMBPRS0e0sr0H1wHYvgAA6OKlQ4qWej8pCFzo4qMVyyDyP+YUJDrOtQByMVxcfYA8vi1+WulYuahKykCnNVbSl3OkVaqIAib/PXTiFBYCGWWO9Yzir9xBrf+7Kg5ugLZ8TUsAteZA1wEVDg/FH/VT+q5u31Ryl3UmflnuUHrMqZDU/L58l+5RavPvKX8+0/dEGlHZKX2t7b+izPa31uh/bVa9Er+kANjW15a/15XklfQ58ufCP1vx3zf+kd+FWv+Cpy4CBPqomm+2pz9X7if6XWgarfQG4MLaFWX+DcAOtdXUQN87Q29b1f8hAi4IIQACjHIRK6MA/H49rgWCE13wtDFrJmdA5hDQpRQPjiIjjop12tFCqmW28WSiFx2zLAQPE6HovAFc4MS9Blg05OoEiDvAxC+uQDnOkZR1LCbaN9GFcW0XyvL6do30S0ZVo7VyE7dgDysI+EJ6V4XBPVAFgi7L6ASQaCi4w+MuwGLz39F2WZc00rblL9t3nWgslL7Upc4dUW5LI30ddbLWynshfon+cyv8K0slfztnRb9+Vd9lKVrloX595D8mfy8C+teveCrrXx2f8hf7vv5+rL9NA9hCWbX77yGjahLusUALAFmEc/QvHQFXKPn/FSve1+f5DwB/CxFwiQgBEOhxD2nGUi4jBSXy15idHYGp1QhwfYAIBHYHkouadIpUX8VcLmBK+ty0ZA+O0BOsK6BFTl4MaGMT3sfRv53xjF0G2b9CagYmyERGpUZAnADU85T0iyPAowlkhLSs77Divi5RL68zShXEyBm4IqLf0/oVSk+3q+HFtr/wjtIC5RMe2/1+/Q6pDldMuKvisUT2Ns8vZM/W/wGlRv/gvjNSWJdbZb1+d2TK6RUy/fSuvgMiBjRfv9RRKatp43tlljDHONrnin+tbzlG/trtb/R+fQ628/7+5gv+LPn7Ftv3kMg/EfHnui6CQEbZSCpgppSaOAHXWGofgCIFNPcv5B+4QIQACGzjAMm86mVnhYzMFmh6QC6ATP5yIfdFU+weAHyp5IsYX8w0jynRtu9ilt36lhjQ0QVaaOjTAgu0ENFG/yoShPxFGMjFkIsE1cVYnSgoImdul8xc1zMdzy2VsKMLPAuEXJ/hXPcf6ru9OAEwJvpzLszJbdlqdkkR8boU9PmhpIdGkBr9r9U1Wsx3Yq57Jeovef+VUkreAeAZ+nQEgJ3GV/sB2CgfdA47Ckr+o2Y/47y/Fcj+/XuMINjO+49sf0/+/J23vTU016/kX24T7qscFSegnD83EcAuwEpLdQDeI1O3S3v75RHvQuBZEAIgcBpSAzBBUwNic07QS491BVQIsBMg06b2/dEZ4gAUMiwXtRl+/nJuZuLXj4mBtbsoWkGg+2zjk8ktOeevKQO9IE6V/BeK/qWxkIgDiZbUHSikv5AQmlo0ZdME/eiAIhTuUeLXexRaPNSlfX8fivIZ8eiQPUrsuK/HD+ijfo74pbJfROICjfwnsAswQ4aZlmM7LE0EiA2vRK3NqKTxlNr3GTwkUCarkgifp7DmYlV5bK09GBP/lyR/3red87ci2Ub/mvPXSB+V6LNxAe5bKiC143ZYINv/Kyz5Z+jEWKPX8Hdk/L+PeDcCT44QAIHzISQvjoAQfxpeAHsS0HbAU7246pApRqp/razLRY2bBY1bm/L85WMxsHbCgKv9R/vUHdC50NkVUMvf/m0h/oWel3Y8ZHdARg3kJgwycj1PCF6FwQGo6YSxCFgrda6VPtcqs6T9kOJcEWBJrAi+1OTY3MSe9u0DxBWQItIJLAKks2RZn6tbMEM7TursesUl4GZSZX0lAcBTUMuoE63cVyEg5D9hB67s5zy/CgAb8dtGVvq9zdX/6iv+P9f+95+Pz6FnWIfMDvdj659bZgOa3/ekjzo1MAsDKQyU6F+GAPYugNj+K35w309+7r/gvFkuA18EIQACD4dc3NkBAKwrUEYKcFW0LtHWtTGQ1AIo5JHVY+ALnhKjkm5fPDgSA1xYyBX9Svxad6AugI6fZmtVH2txf1PO4zoArRmwkyChEb5ND0zQGgC5uPJUxL42wBeHyfoMTRNwcedcj9uCTzv8T+39sj7TvlGx3wQeNVJGewjpz/Xzz0SkU83zC/kXwi/EW6ag1sr/tQqApaYAJC+/YF/P2TchoBG9FO/125707bS+foz/qNiPxesx8n+oGNgmfx3fr7+JvvjP5vwTLTNF/CXSv4PY/dNweWhL6wKoC/aqLmUAoP8u8vLvZwvPwBdACIDA54EdAN6nUT8wdgWsMOj7EfAFb63neyEgHsTcSLacr0P0rBhQUk7Vrk+GtIXo1dLniH+l+4iwkFEB8jj2Pn6OA3UAVthRAnKuvMaSAiiEL695gowY0NsErQkoLkHvChQZJUt+bwtGbZlgjqV234zU9gGgz628o0r4GiXPJAYk9SNV/zrBlFj/E2TuP+0vwV0nJTrfUUqAq/RtakAi/iIq1OLnplXyN2zLaiV/rVXhqJ/TG/p+PC35j+o4fArIpsTY4fIFfxLxpzYNcCF/2RZhsFJxIBcGSvS/h04OdF70H7hQhAAIPCVGQ/s0PSDjozmC6tMAshTpkOs+uZhMtK6pAc2Xq/ldzrFiIIOjJB1loKRv8/o8S6FeZPX+ic7hAkW/nobb8nzVAWCy57SHkPpkXnch/omEwFY7YX5PH35RHpOcfJ7F8ZmaQFgN8UvUL5+zNJKybX5lImWpAVigw/9WImjOzUs9gET8azvOY/Z5+J6mEnwvf0096FLFqbX9+3H+X4b8WQCPon4e4w/K96v1r5Z/WYrlf4eJlgl3OOAeMwkCLQBUB+B09N8X/4X9f1EIARB4DvRCIJuL5rGb3N9fDEc3LkEsS86ZJ0hGXFMH4/HSoxEG7A4wefMIBI3mkxMAQuiJHrtPU9jmKWivgdMCXA9go6siEkCvGXRMI/8t4l/ctoeM71fo5yNDQkUC8WfIo0JWSG2Aij2O+qUYkGtDxAUA2BHQFIAWCKorwKSeB0Q/1f0ykZV1Frj2QG1+m/MfFTba98TiOSL/nvw518+Rv06QxYV8Eunrcq2EDxIDkhpAZ/0fWvSfsTTyl99AH/1biP3/udURgSdDCIDAc2Jk7QPjqmlbCzDqD8DrNgdu0wNKpCoOUr1UWQGwlT/tyVoutl4QcC5/MsflmO6b3OPp/mzOEcEipL9AHQF9zbK/7wEPSMSIdk5Jolhi8da/h17CpSxT6zvkHZf0jRYCojkAPAKgpAik2l/JVftGlCJAKwR0DgAmfC7Qs0JAZ6cEfOpgQnEAbJ8BP5GPn9HP5vpHlf7Ac5N/Ars5o1y/Rv92foxC/mLzM9H7ZaY0AKcDMu6xGwz/Y/v//2DFR/e7PBL9J6RIC1wIQgAEvhRGw/168h+NCChigC+MGmFY8hMT2kdMkitVYZBouSUGxKYfCYIiAERgLO1cP+XqRPu9oOBIX/epWJlIHGSoCFBBpMQgbVc14heS1/dJHAHxCk6nAlJ9DKn1KPu4BkBFWxqsT80NWA2xTnRMZp2wZCwNo4SkpR6Ap6LW7X6/nalPrX0hfj+hFdel9MP7voTlz9sqeOVz3qr214jftvS1w/s05y+2f8Itxtb/Hd33gLkKiBWHKgT6oX+/IeMHrPgV0vc/ov9vBCEAAl8a3u4vyHSxRTua2pH+Mbwg6N2BUb0Ab8v5vTvAVrzuYxIfOQlM+EzyvSiwYsOOaFCxwvZ/aueNXw+7JNaC9ekAhd8eYR2IgNV8ft4WF8LXYYErbLtoKRBkUZCJoPmYRu9K4pn2JyL6voBPRUTfmdKKEX3u2qGSI/4vTf5WyG5H/jyznxb92WK/RMSPSv4L7jDjFrkKAZD1v9JIgG3rX4XA91jxDlqIGtH/N4MQAIGviVF6AG6fXnBtQWCi/3sxsF0v0F9YucCKuxDCLbkgT0QACwcVCLnbtudYwpe/O7ntZJ6bdzT0NUgaYDXngs5VBwDtPWMK8hflZNZEXnFqxtdsePKXqNmmA6Z6f1tZr2Qv5YzsBMhxG8VzU6lxDt9b+n20b6N+O6bfFqza9+TzyH9EgFvfWf6OakrJNvdZAIr62dpX8r9FamR/C7RtEQYqAkq1fxEBEv3vqAEQV//LP2DFWyNI7euMoX8XixAAgUuAL6zi/YIMezFWZ8CunSMGbKScsLpjuq9PF1hBkLpte86I8H2Rn9/P7oQ9v3+OQg/SdaG/AI8vyuPWwD3SkPh6YuTRHUyeSvIqAlgMeGJOjrR7Ap+biNBI3s8voU2mtpv3bBX2aR3K6ah/a98WjkX9suxdHjtype/rL9X+Evmj5fHvAEPuSvwiCFgIoKUEtPp/rRNqrZX8feHf2j1n+32j6P9B71TgiyAEQODScI4rYMVAAhObxHDHyFDO0iLCsTugF2LOu1vBsNJ9vXNgSZ0fK2NM+Joi0GK/ZLbt87TPF3TO9ggAKRA8Ny7bEgGr+Qz4c5vq4+u0z95i19TAaIw9E3YvAhIds/UEo+r9rbH7/W2b+P36aPsYtohf1m2Bq8/5p04AWPLvx/czuZeIX6J+4BYTbrHWpZD/VEcE6LC/Qv4j61/mysjIeOPEsxcBFP2H/X95CAEQuGRoZD/eL8fGYoDTBH6pxvaYQMcE25O+jM1f2/k+Nz8WC1vbtuLbuxY61M+KBEv08jpX2h69j8ltj8Fn+WifvZg+JcCjA3xxXTbbStLaI8AfZ3JX614nnLKPPyrk6/tNPIb4t/Zt4byon79n6iop8WsHSp6+V8f2c5EfSAikRv6fjCiYyAkogkALAsX65+F/3vov0/36wr9NoZNSkP8lIgRA4HxIG9pTDT8sabF1/Vh4wj92bJQmSJUUfR0B0F+IdV3kwDFBIITth+IdEwV8ns/vy31H7zEX+q1u2z4/zvNzukNxTgEgoEWACn1H0dYsqebumI+0+7H12iq6J3Ih+sndtz93tD2O8r888fM+/Wx6gemr/YsAkBktU835J2P7M/lzjr8sPfnbbSF9m/fPOGBXXQBL/iUF8AEZP1Jay9/C+v8mEAIgsIXSXoVzfPJTf+gPmuPrcUT9EHHg/3reONY/U45ZOVWw5Q5sCYLxa/DnjUWBdxh6kgcJh+2/o2LsWLqD4/fsjp77nif6n9f6JROqdgjsRcBW/t2Ot1cHIRlxsE3040ZTcMfx1YnffpbWIdK0D3ee1Kl8OfK30f8tbNT/qRG9OgC6L1OqQOx/EQGS+5cx/9d1nav+t4hfENb/N4EQAAGGkhVQLjHzxnlCOlvRqic9rkLf+tuWss+96G65A+eIgbJ2njtQllYQ+ChOzulFgbX2dT+/R14kjcUG2mNtC5fRc7ekn3HaBeDoP4MJszwLv2SpoOQt+7aJWQWAJfARoY9n32Nh4Y/Z52RfxZcnfv6s+tEdfb5fhvkl8FS+tuqfC/zQRfmF+GW/LHMVDBM5ANr854B9FQHXbuz/CnYmRgI+ov9vCCEAAsCxKHwm8mKiKp3l9L6cHhD7m0lPCIfFQk+e/jkxzrmUyDkPvy+7A3KJHkXP2w6BLLeIeRT96Xs0juRH75s+D2/3nxIAyW2vOI4tyWS3t0WBkrpsaeGgJ3q/b0sobO9HeywWIn57+3Wc2reFU9/dXgha4vQNqWy1/0qR/2Sa/NxBon/J5aNF/ioCEj4BLvr3RYBrfawy5E9SAEsjf2n4c3yqX/1+RvT/zSAEwEvHVlwuhHOARItAH+H74Wq9A6DRzgo7Tn08bE1j9WNW/+j41rHR6zt130zPwQuCsTgYiYKROJB1T/ij4YsiIrxAsHG5foYc0aujwI8Ns+8cmsuDT4P3cTxtyZ3X+B3p+wjYEQTWrvcE30f5cMct6Y+/S1uv/PmIXz6pfsipj/p19slEHf6k2l9n6NOmPuIAoJF+EQK5LTUVMNXjTP4zkb8U/S1m0p+l/tuK/kevOwr/vgGEAHjJkHnzGNf1EiDYoZiCfcGSFq0BEvH7We5sIxvbLneiYyu2aF/xWEFw6n7+nOy2vSAQYtb1/nG3xYE+ah/R99v9cuuxmGb4aHKP+VBL1hO/0C6PLeBj9l7+fdyKxntSH4/Bt1E9LzG455ch/vE2p73UrdHfjY38eaKpfjpf1Cl54dr6Soc/tv/Z+odZt0MDs8n7i/1fxvtfUeW/RP7beX993WH9f3MIAfAy4X+8srdkC6+aCOgj+QVlTrVc12dD6uVy4Vvm8rod38yRm4gA9RqOX0SeSxCcd+myJNP7AzB7/d+x+7xTwBH+1mPY/XbdPsZo+3Hg1+zTAyPSHYmC45Z8Gmz39x1H+f3fH2+f2j/CudG+rPv0jJI/2/0qiHWK6VQjb4n+M43zF+tfx/qzA2Ctf0/8Ex3PLu+/c41/dLIfifuPRf7lVshfo/+w/r8JhAAICMWXH+wrZPwvUCfR9RG/ndFuwtoIX61L7XlvhzAtKCWFLBj8BX6qF0Wday53F/gtfCmHYOsxvFluPQKOxIExqY+iSW/39/vL9im7/ylxKi3Quzkj6TAiel3nz52J/9hjjx/vnP0jbL1nYyHHLo51dGzUb8f4yyRSfipfsfx90Z+O8y/D++6QKbLvx/trzt+Tv+T9Z9zhtk70c+1m/ZOivwU83n/sAjD5h/X/zSAEwEuHtY25aE+XM1Y6prOAyfS3qUYKCTIznp+ohIcy+a5x8rflfyb/sq4V+j6qPIZziX1k+W+dv/XYx87p0wd273ZU77ePRaKjd3P8LB97cT5GuaPPZDsSH5E7H/N/7TjZH9t/7vHyl887ZtfZ4rd2/6gBlB/bz+R/AKjRj9j+Os6fx/vrML5UC/pgSF5rAOR46fZ322x/IX+Z7jfjgP+YiX4k878eGe/fvSdB/t8WQgC8ZLxBxu8A+Ed9C7msFau/73Nvu5MJsU/14sVkv+KAhB00t3mADO3S/K3mpmU6X+36lsF5YxECTyMI5HXz8th9Tl3Yzo0uPfGPHYPR392K6HuhMMJTXZiPv87R59Hv00SJJ/fPJ/tzzynP7PxjfbTvI/1RQWw/ja9Y/mL7W+LX6F/a+0rFv+T72QHgZj9S2Gfb/grxc84/E/mvVPT3iob8/Te5edvkH3n/bxwhAF4uMt6jFPmVLf3X/9jV4peIZTJEL+OUuVXpPUormHtobl+ruDXvnVFSA9I6ZqrPZtRABjhfEPjIfoRTx4+5BufiYcKgt/eZEo+Z+uPn1CdCHicEtp+VRy9tjlP7sffnoe/dOXgc6cv/Ptof/1a42t8Tv4pmHt8vHf602E8a/RSi1ln+bBMfHvt/qGTPdv/UljLUrzze1Mb5lyF/3PHvdM6/vBuc90+R9/8WEQLgZcKSo9S0C/lf1fz+gez+mS4MmUh/at3JCuln7FAuZDuUSoIZE2SKV/77/qJpp3Ll3u3j4WPjoV5K/yoOAI45T+ExokDu9xzCYHSfUVHf+PFUDH3O3z2ftM99Xucf/9zzH+qMjElf33OO9gE/L0QyxDkmfnbEQMSfifyzI3+e2U+b+HBeX52Arah/rY+7I/Ivtr8l/+9b9O9TGfa9iaK/bx4hAF4yNLNfftzf1QuYZBlnE/mX5VSLhCayDktksasXrh0myLzthajF1NdLKl8wuTiQ53VPSMY10NuWIEDb7uXB410Cfczj+JrC4Gs85pf4209N9qNzxjl92bZOFa8z4Y/t/gTpnGeJ33b2UwEN8Kx+6gBoxb+2/E1tAh9tAVwIn6f/leF92uJXOvzJTXP+55B/LwIQef9vGSEAXi58HpmH+624ag6AHaOcW65f+5InzEC9pdY7UMlbLiVl5L/vfDZDL5giABak5hrYx9oSBMfEAO/rhcBjRQE//jE8RX3BY/7utwJ1Nez2MTzk/TpO+PI/2/rW3pczbG5/ZPP7cf1SIOuJ36bL1PafKkmjEjfn/VMl98kVAuY6GkBEwETEz739pclP2fb9/R9N/n+qb+ILRAiAl4lyiXuLjA/Q2fr+g4z/alJgpVu5eEnUr8v7SvgzprrkqVxtxro8Zt/uVMVDxtxEQKalnyhGRMFIELAY0DoC7wiccgc+RxTgzHPPIbHPEQmXhocU5j3UNeH7Htvnbf2ylbqlJX7fzMqmrrRIlrv58RS+Uujn62SY/LnDn7f/EzkAPPafj0meP9c8v3T346hfHLu15vx5qN8jyT+s/28bIQBeLvTiZv8p8e9rsV/5d6hkf8CMexwacReSXjFhboQMyEW8XB64GZAMe9rRjR2EqQmJVG+cDvBzyPtbarUG28LAOwOjGgJe96JAz36oMNB7noencgae+iL9EDJ/zPN4aN7++N/btvX9Ute1in9E+mXJI2P8JD5w5D8ifs75q91/D7buEzkA2UT4Op5fyF9y/HNb5yl9C/FLvp+b/PxghPmI+IP8/6QIAfAyUS6J/wSwb7S/4jtIt369IOQWLRTynyr5l+ikkP6hRuMyyl/+glZEa1SUsEc2AmBGxg6SRlirCCg3cRSY9K0gECdg5BJYYTBKDxwTBrpMbh+X4m0LA77PQ/HY+32pC/JTReePPXdbWDDZy/o5hO9vW418xAUY9fCXqN8W+I2H+AE6ra8U/WWK/rnxT2r5f0v4oKhfivx28Ja/tvXlyX2E/I/39x+TP4L8/ywIAfBykfEzMt4BjfYl8llb9DLVCv4FMw6YMGGp5C+0m5GwA7c+0ZSCCInF9AmQYU875CoCErh+gJ0FPzJAUwM2DVAcCBYBpadgXy+wLQyAkUDQdaB3C/h/JW2bOnhqceDxrWRhn0IAZHN01DTJvse8vk34NufP32SN/rmlNS9Z3NqulzqLn1r/nvgPXc5fx/1r459khECx+D3xl8j/HgtN6GMjf53YR2z/H7Dg107g+Pen+zyi6O/PgxAALxn/QJn8R6abXSuNvsaKW3IApPAvVwKeMWF1RCqXi0QXTu4boEMFJee5A7CHEv8OLALUAVARkEkMaI1AAqcKQELAuwIiCnz6oC8gHLsE233sjzkGVhygPU4223ou8PQi4RJwflTPZ26TvD1zNFmSFWEsci3h9xP1lF+DFK3a1tajOhbJ98sImeKaqdjVglkRAOU4V/sX4p9IEGjBnxxj0pdCv/v2eGu1/G2uf8FrSG9/7e73pr6Gn7rXDgT5vxiEAHiZKD/ivyHjn5XWE2zkLi7AhIQ9DjjUM2akWqNf6EliBmmQojMCckvgA4A9iv2/R6qR/4Qd1lYDsAMXE8KQf1mmFumrKCjkOsOnCLb6CST0xYSFECZs9xvgKF/J/rQwGO87RyDIXxjtt4/jL8iXIhp6otgidj6eulc5Inn/aGN7n4meq/r7Vr1yjkxZLd/hUa5/ab8Njva5MRZb/iIECqFLrwzt7y/2vxD/2ohfIn2Z+vfeHTu0Qj+J9vfO8pfIn6N+2TpnnH+Q/58eIQBeNkoa4FeMXIBC/reVJHc1gi6lgJIg4EuEjZL0IlnIP2MPVPJP2Ffi31UxMCNVAZDJBZioJgBUGAhoncDa9o1uCTycsE8dWEHAowpG6QMeVXBMGPCyFwf9OX69P1+PbNH7lmg4hofOEXjuY28R/Raxbz+bUyS/tRRCt9tbhG/z+qO21zxr3wIZ6qfuFhf7cWMsnc5XG2XJ0FkVAmLtC8kL8a8U7c9k899Rcd8O97jvCrUQAAAXQUlEQVTF0sifid9b/trXfyyAxu9n+eiC/P+UCAHwclHiI0Bn+fpAhJaR8B+s+AsW3Fa6ldhIiF/G9i8maiqTBO1wwAFXUBv0HqDoX5aZHABfCyBiQB0AWxuw0igEEQTZuQHZCQK7PhYFSvTqCsjr72sEzh9hYHvia6y7LRDstpcIx844D8cescB7EA971NH5p/bZdZvv1xqA8Th9Xvd5/iJyLeFrPwrbm8Lb/Dz/hZK+ncFP5r7obf9MvwEb8UvHPxn/zwWBul/EwNwi/xL9y3DcXSV6GdufTay/4vv6/G2+f0z+v8B0+AOC/P/MuBS7MPAFkXMWkkz4/zDh/9b195hr494JcyXfCTM+YYe5kvaEHe6xr57AHku19ktUr+sJu7a9Yo+5bRfbf8aMlRwASQFwQyF1ALwToCmBcsymBXzhoHcJuHhQyH8C1wv40QT96AIWBgAGjgHaeb048Ns9+fsZ8+xZY3dgjC/xGz9GEGPCt8Ruz8vD/VtRap/T92QvhM/5fW7ik2mdG/noyBXthOmL/Pw8GHY6X53RT+z/ZPaVor2JSF/XD2Z9puK+Qvqyrs18JOrPWPFfWPCxOhwLVrzdJP7R+yufDaLa/8+NcABeLsoP+//Sj77Yg8BHiDmumU+Ae/aV+yeUdsGHGvVLz4CSKNhDcqDaKljIf0fbcxMDQvzcGIjrAeYa9U+V9DUtoM7AZAhfhxFal0CLB1UU9O5AEQ993QCnDrRuoCd72ZcxShNspQg4rQC3PnYG9BPd9gHOn8znOPqKg+1c/6iAb3w/S+xM/nK/UdTPI06stW+7WuqxfoIeGNtfO/jJVNc8u6WIgZUKW7nan61/dgC4za8QO1w6QOYDWB3hy1Jy+/tG+kr+nOeX+h1gwYJ8xPLHYF0/noj6XwTCAXiByDmPx8v/ExN+rkT4G3kBE2bc1GW5Fbs+YYdDJXK5LS3Pv8PijmEj+l/rYwm5a8RvxcBUBYBG+5wSsGkCdQAkXbBdK8BDCxNYBPSOgLgFW8Jg+wazLg2LVnjCHxUX9ukDu/T7T+3bAp/7EALYOnfb2j+9T5rxSAvpcbTvbX5P+raaXyN+tvvLOdr1kof2SVU/iwDuisl5f5knA43o2QWwEX2J/mWf9NewhC9R/nqE+HWejhWc63/TXt/xqD8s/xeNcABeLvof+aHueweZCEjxqkZbn1qUVS6sO5SypQQZNbA04p8qsS8tv1+W0vhnbUJCbH9bCCjugJB8duTPowR8fYCIBSV6rReY6j4RBdx+mNMDmj6wYoBrBFgYcOS/lTLg7oL2XEDFgYoAPl8j6+3UgT52T/2f4wI8LvL350gOX4ldt/v8fmpHOboH/CQ89mYjfq7m54Y3iYhThruq5b+2KD81ktVeFhL9sxDQiv8FEvWvRPAy5n9q0byeI07AVIfv7dr5C7S6X4v6bMTP7XxXvAdH/fK64d6jsh3k/+IRAiAAyEVBBMBbrHjnzpjqpfK6igCxXhNW7CAV/6UVSbmQKblPLdLfIRvCF+t/go4G0Eh+riIAjvhT2z+B6wNsE6EJPLeAthmWiN/OOzAR4dvCQF8zUNZVGKS2zwsBmzLgIYdjgWDTB4AKh570R46AJ34/ZkC21nb+wzFt3EsnXrZ2/zifL7Z+b0VvjdX3+f1s9m/b/OV8O0Ilme2lHtfe/TqcT7v6cT8MFQKFmFkESMOfqdUB6G2qRXwqDjRVYIXEUqN/7SkghX2vGuFLsZ809Smv+9C9H2PL35N/5PtfJCIF8AKRcx7b0sBEy4R3mPAWCR8rQQpJTpU8PzXLfmpkX0TAbLYTSt2yjfZnLG5b0gGS6xcBIPvkuJD3WtMCXhD06YHJHfNOwXZ6QEWBpge4yRA7ASIMuEZg+ybH9TOwww/9Z9OnBsZpgWPro+3HYEQU23Z/n8eXc/p1T/CydxTxsxMgFv+0EfHzDH0TdJgqV/or4a6VzMUZENIXu19JnwVAEb5+W8ldigR5Ozey5/XF3K6x4D9Y8fqo3V/ek38g429te/Q+959fkP+LRQiAF4gqAIBeBPC2Eth7TPgRCb85IXCDGX+p67dGCExGCAAsEAo5L+7YQsTOEb8KgX6/dQWE9DWyty6BPG+tCVAhoWkBS/q9MNBWw14Y6HvGQwpZHKAJBGAkEHyaYKt+QM6dMKoh4M/Vr4+2H4uxvc/rY6tf1/oIX5yErRy/kLzd7pva9Ll9X/gnlr8Svub30QkBzvsvjvS1GJCnyZ5oXynmU5L3ZF9sfkv6p4h/bPdv5frLOxuWf8AhBMALRBMAvyDh7233iGzK7VdM+AkJH8gDkDW53XT7tFnPPWZcYcLBiIGyvcdUyV/JWZZeJKggsOTOQqEn9+IS2BECtlBwNOfAyAmwxYSJjjPRy3mJtn3U329L9M+fQ58qKHvHIwdGpH9MCHgHYRs2cvdHjq0fr+K352muWgn+HJtfC/1sMyrrAuRq9a8tDaBRP8/et7qiPx/5o6W4VBCwKwAieHRCYKlCoDzmHgfc1uewd8Rvp+JW4s/I+AEr3iFvDO3r39v+84moPwAgBMCLBDkA54sAdgMSEt4g4fdG+tqPfyQIhEDvSRSwEJDtg9me3VIEwfjYSBAAkxELvO5HCHinwDsBvD0R+euoAK0P8KJAXAN5n4DzRhFstSZG21vWV1gB0BcJjn7nj/3tnx/5y7bUj6i1L8e4cv/4TUk+VxLnxj025w+y+f3Y/kzr0tZXSV7H/bMQmMgF0KUVBBLZw50vjXp8dO9JX5v39BG/dOiUPP+vyPipI38M1vtcPyLqDyhCALxAGAEAjESALMeC4B3RvgiBQmcaHYsI+AvSUAzI7Y7W+Zi6BV4QsBCwx2S/J3rrGEgtgT2mKQKN9Cf4ToIjYTAaOqjEr+LglBug5yuxS03GaGQBunWuDZCj23UCo+1TGJG9ugMPyfWzAOCoH7Dd+izJ9fl+3e5b94oQ8MTfk//qIv8VJcqX/hYS8ds0gUb1uv8Y6e+x4BYrriCT8yjRvzJR/5j4T1v9EfUHHoQQAC8UGbk3dVUInFMjoDdJDagIsNHuSAzIfhYC15UYi1twShDo0goCjvB1ubTUgRUTauuP0wAsDKwbkOCFgpA9LyX6t86BnbZY3kc7smB00/ee3YHRUMIV/Nse1QnYY6eR3VYvBqYNArLTTXMqYCvaF1FQiK8XBIUeJb8/QXr6a85/HZB/LwYWsDDIHckXAeDJXwTA7LbHYqD8jb0jfKnif02k763+FbkV+P0TZd6Oc4g/ov7AmQgB8IJxQgQADxUCRQwUV+C3TTGg658aoVuxoMRdCPPekbkXAAezT+oH+vO2HYBx7p9FwLYwSHROco+j0T5H9/Zc/x5yn4G+5bCkD7bSAfbzGX2Gfv9DcNr+H0X72REWR/t5SGq5Ebyes4IFgdj/et5W1K+3QuZyfKHjnvDXRvhWAGjNgJD9Aasjfc3bM+kDK66x4A+seOVIX9IanON/TMQ/IH5E1B84ghAALxxDEVAwIo6x9Qwk/BMJP9P2eyT8iISPRgIo4XlRcIMJ3zVRsC0I+pSBJd3UCYKevJeN/akeY1EwEgKzIf2yzSkB7xIw6XMB4dqIXd8HIfipI3qbBpBJmdgRsFZ/qh+w7s/tPv5zPRcS0fe2Px8fiYBC1Ja8PPlPRHx6bKX72hQAR/xCottigPv78ygAFgO6ZHLnlsAZa7P35XGE7G/rUv4+F/D5SF/n3izrUtXP9/yMiB+IqD9wGiEAAgAGdQGAdwOAsSPgl704eN8oPQ3/gY6eLwhYDKgISIZoixjY1+PLhijw+y2hbxG9HQ2wkjAQcrf3UaLn6H81+8or8M2EVjrG76uMHJjgCwG3ln59Ky1gkXtywfF8s0zGo9G+ioZz7P8yIkCsfTu2X4WBFwI2/5/ddkkBLOQGyP0WEgTZRPTl3BlLnc2Cz1M735J+b+kz+YtQsfRfjtqqfiCIP/DMCAEQaNh0A7aFAK9vuQO67x0S3tI2uwM2VSB0ty0IOJpmEXCPCVdItYZgnFIQh2CHNBAFyYgCPucY6TPJj0jfCgQhdSX61B3T+gAf+Y9EFsBkPvoMtC5gonXBhDFWc44O1rMdAccEZWflK3v85D1rfVUjMVDIWQl/giV/EQcTUaoXA0vdP0Ptfdn2AiHT9s5ta6RvHYYR6bPFL45FhhL/aZsfg3VdBvEHngghAAJDDB0B4DFiwC+33YGy9zyHAFUMcDpBnYBeILAg6Je6fuiEgbX0F3c+kChlcIzwlexnt+2P2f38vvWCQI6zE2CdAlnbdgEELAq2Wv5ypM+pACaptS6njszKvsXt64WBRPy6vSUIlkrmC3wtALsESvh5sNxtkDqvXzmS12PZkD4Tvid+3rsi46ej5N8vg/gDT4wQAIGjOFIj8FAx4Pfp+q9I+KmusyD4AcBvm4JASf6mrv+FhIE9z6YRgHTEKdDHlfTBwRG+z+/L/qWS/kJ/35/jSd+LgW2iVweALf954z0FmNCPkf8514DTKQAhe7b95fjihIB3AWR7Ge5X0ucaAR7zL6QrQmA+IgIO9VxL+uoeMOHfIg+IvxD6a6z4DzJeb5A+W/xvhkS/Fen3zsqI+BOQorgv8JkIARA4G58hBnj79HIkCN4AGykDLwjGyy1RwOQsYkCEwchJgNvXi4Oe7Hl7IddCzxkP/yuOg27P7X3iVADoPmjn+eZAx0XAQzCy/nU9d4QmS+sIFKL2uf9RPQCTfG4kj0b0VgSwOFCSt+eIlX+H3JZX8BG8rl9jxQ0yXjmyt8Rf/v31bGv/eLQPBPEHnh0hAAKPxmaaADjXHeD18wXBjwA+QIsKy5GnFgVKvPeGtHthIMfuq2PA9z0MyL0XCPb4cuTYjNKrTvej3UcFQhEAci4Asy7bcPuOYa5EtND24o75DoCe9OT4DB/to0bn5dxC8iCCZ1GwDreV8K07wEQtZI9K/P44P9YrrPgDuRbw2b+Dtodz+g+J8reXGzZ/EH/gORACIPAkOOkOAHgyQSBLKSo8VkfA26dEwQ2tnysMroAmEPxxf98tUj8M9vWOgL6SA1KdyFuJf3HnAWWyb0vwn+sC+E8401pPaCISeNk7BT7iB6T0cB5E01uCILttJXkdWZDNY6yG6GX/a3ceP77/J/T/42eSPhDEH/gqCAEQeBY8MF0AnGdXj8RAWT/mEvhagnLWWAT8gYTv6hYfuxkKg7GYGBF4QsLdkXOsa1AI/oCpPVe0ffoavDjQc0fv1ej9PLZPsPUpjlIBp50APrarJHnvtnuyhyH27M65cvu9KOCoPiPjBhmvkfEfZHw3IPotwuco/x2At48ifV0P0g98ZYQACDw7Mmqq4MsIgvHSi4Kyd5xCsGRqRcB3dPa2YyB/uxcHd0i4oscuTkIf5TO5e7t/m+TL8oCEPVAfF9jXowd673aDfcewQ64Wvd13X9f3tL47QoTZkaXf1nMkitf123Y049qRtRcHebD+3eA+xwgfwEaUj8H6saWub5E+EMQf+OIIARD44jjqDgh6UXAskh1Fu8dJ8l0VAiIKuMiwnDV2C2TbE7F3D27cOccFAobH7pBwDTTRcNedo0vdv/V++HP8uafQf2J5QHC87p0AEQl7ZNwBLXK/pXV9ZL/eCwT59xoZN3XP6yHBo9vHJM+W/htkvAca4f8K0HA94Djxj9d/qVsR7QcuDCEAAl8djxQEwFOJAkkfcE3BucJAlz05j5wDWb9Bwuu69I/j17ft/X6fiAVZv6ZXf+ferytY8PEr94ncuXP5+G13/mkxMEoTjM7hfa+R8UfdL9H8H4CJ7PWxe4Ln9R+Q8aFu/whv6eMRy+3X7hGkH7gQhAAIXCROioJf6nf34S6B3z4tEI4JA64vKPcYiwPeN9oWYSAuAgsDEQr2PqcEweg1b+17KEafTKa1MQnK/lc1YpfIXY4JwX83EAljAWHP80T/PTI+otj4so/JXqL7fwLUd9+/vvOifCDs/cA3hxAAgW8Cz+QS+O2HOQja2vi4OCj3OL48FtWPSF1dhSIaALTtm41twWta98e28Lq++zcb+8vzsPuYzP9w5247AdtuwamlEL023tHHGFv5cOunSd6LnyD9wDeMEACBbxafIQqAx7kF43WdCZFHI+hxEQeAFQgAhiJha/1YdH9ufn983sOQh+/6+JPYrhPoCfzUPrHt39RtydWrfc9Ez3/vsWTfbwfhB/5ECAEQ+NPgLEEAbKUPgIe5BX77PAHBAsE7CACaiwCAevoXoQCoWACA7wH8foYQeArS38JIDJyzT+x5gY3eQYV4OELw5ZGPrz80R28tfWCb8IEg/cA3jRAAgT81zhYFwEOEwWjfqXOOn88uArAtFAQsGAQf3GO+qcuPz/g7/4He3Q/uGJM5oIQuYGIHenLX3DzjcZH76e3j0b0gCD/wJ0IIgMCLxDMKg639DxcR/6jbf3Nn/bPu/xk9fq3HfhocE7z7zN/924137te6/Gnj+JjQgX8A+NsjCPu8fY8jeqB9GkH4gT8rQgAEAoRHCQNgJA6AhwmEx+w/dewx5z0E575Tx87bOvb5+88lekFE94EXhhAAgcAZeJAwEGw7B4JTv79zfp+P+Q1/7u/+MSR56j6PO35Ont4jiD4QABACIBD4bDxKHADWQQCOCQXg8b/VL/Eb/xwy3b7vL7T+EIIXBNEHAkcRAiAQeEbkU/MgnAsvFoBTguGy8MvG/scQuyBy9IHAZyEEQCBwAXgyofBnQBB7IPBFEAIgEPiG0YRD2bgsJF4NMg8EAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQ+P/bg0MCAAAAAEH/X/vCBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADALIbfhap9HLAQAAAABJRU5ErkJggg=="/>
+<linearGradient id="linear0" gradientUnits="userSpaceOnUse" x1="124.391998" y1="131.964996" x2="122.348999" y2="92.973999" gradientTransform="matrix(3.252766,0,0,2.594512,-52.698568,-136.719552)">
+<stop offset="0" style="stop-color:rgb(0%,0%,0%);stop-opacity:1;"/>
+<stop offset="1" style="stop-color:rgb(0%,0%,0%);stop-opacity:0;"/>
+</linearGradient>
+<mask id="mask3">
+  <g filter="url(#alpha)">
+<rect x="0" y="0" width="7" height="5" style="fill:rgb(0%,0%,0%);fill-opacity:0.99;stroke:none;"/>
+  </g>
+</mask>
+<clipPath id="clip4">
+  <rect x="0" y="0" width="512" height="512"/>
+</clipPath>
+<g id="surface38" clip-path="url(#clip4)">
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(0%,0%,0%);fill-opacity:1;" d="M 0.136719 0 L 2.425781 0 L 2.425781 1.667969 L 0.136719 1.667969 Z M 2.425781 1.667969 L 4.710938 1.667969 L 4.710938 3.335938 L 2.425781 3.335938 Z M 4.710938 0 L 6.996094 0 L 6.996094 1.667969 L 4.710938 1.667969 Z M 4.710938 3.335938 L 6.996094 3.335938 L 6.996094 5 L 4.710938 5 Z M -0.00390625 3.335938 L 2.28125 3.335938 L 2.28125 5 L -0.00390625 5 Z M -0.00390625 3.335938 "/>
+</g>
+<clipPath id="clip3">
+  <rect x="0" y="0" width="7" height="5"/>
+</clipPath>
+<g id="surface40" clip-path="url(#clip3)">
+<use xlink:href="#surface38" mask="url(#mask3)"/>
+</g>
+<pattern id="pattern0" patternUnits="userSpaceOnUse" width="7" height="5" patternTransform="matrix(1.066836,0,0,1.021236,-688.706663,441.459207)">
+<use xlink:href="#surface40"/>
+</pattern>
+<linearGradient id="linear1" gradientUnits="userSpaceOnUse" x1="127.320999" y1="16.177999" x2="127.320999" y2="119.035004" gradientTransform="matrix(3.8507,0,0,4.8497,-237.061996,-298.614014)">
+<stop offset="0" style="stop-color:rgb(100%,100%,100%);stop-opacity:1;"/>
+<stop offset="1" style="stop-color:rgb(100%,100%,100%);stop-opacity:0;"/>
+</linearGradient>
+<image id="image52" width="512" height="512" xlink:href="data:image/png;base64,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"/>
+</defs>
+<g id="surface1">
+<use xlink:href="#image14" mask="url(#mask0)"/>
+<use xlink:href="#surface17" mask="url(#mask1)"/>
+<use xlink:href="#surface20" mask="url(#mask2)"/>
+<use xlink:href="#image34"/>
+<g style="fill:rgb(28.627452%,38.431373%,68.235296%);fill-opacity:1;">
+  <use xlink:href="#glyph0-1" x="118.671875" y="304.714846"/>
+</g>
+<path style=" stroke:none;fill-rule:nonzero;fill:url(#linear0);" d="M 369.34375 41.292969 L 369.34375 77.230469 C 351.8125 70.542969 335.265625 65.558594 319.703125 62.277344 C 304.148438 58.988281 289.132812 57.339844 274.65625 57.339844 C 249.5 57.339844 230.097656 61.238281 216.453125 69.027344 C 202.804688 76.808594 195.984375 87.871094 195.984375 102.214844 C 195.984375 114.257812 200.515625 123.351562 209.578125 129.496094 C 218.648438 135.632812 235.84375 140.585938 261.15625 144.355469 L 289.0625 148.917969 C 323.519531 154.148438 348.941406 163.363281 365.328125 176.558594 C 381.722656 189.757812 389.921875 207.425781 389.921875 229.558594 C 389.921875 255.945312 378.828125 275.949219 356.640625 289.574219 C 334.460938 303.199219 301.953125 310.011719 259.109375 310.011719 C 242.941406 310.011719 225.75 308.546875 207.53125 305.621094 C 189.3125 302.707031 170.441406 298.386719 150.921875 292.667969 L 150.921875 254.730469 C 169.671875 263.128906 188.039062 269.457031 206.03125 273.714844 C 224.03125 277.964844 241.722656 280.089844 259.109375 280.089844 C 285.484375 280.089844 305.835938 275.957031 320.171875 267.683594 C 334.503906 259.414062 341.671875 247.617188 341.671875 232.292969 C 341.671875 218.917969 336.523438 208.460938 326.234375 200.917969 C 315.941406 193.378906 299.050781 187.722656 275.5625 183.949219 L 247.4375 179.574219 C 212.976562 174.097656 188.046875 165.523438 172.640625 153.855469 C 157.242188 142.179688 149.546875 125.941406 149.546875 105.136719 C 149.546875 81.066406 160.179688 62.097656 181.453125 48.230469 C 202.722656 34.367188 232.035156 27.433594 269.390625 27.433594 C 285.398438 27.433594 301.710938 28.589844 318.328125 30.902344 C 334.953125 33.207031 351.957031 36.667969 369.34375 41.292969 Z M 369.34375 41.292969 "/>
+<path style=" stroke:none;fill-rule:nonzero;fill:url(#pattern0);" d="M 369.34375 41.292969 L 369.34375 77.230469 C 351.8125 70.542969 335.265625 65.558594 319.703125 62.277344 C 304.148438 58.988281 289.132812 57.339844 274.65625 57.339844 C 249.5 57.339844 230.097656 61.238281 216.453125 69.027344 C 202.804688 76.808594 195.984375 87.871094 195.984375 102.214844 C 195.984375 114.257812 200.515625 123.351562 209.578125 129.496094 C 218.648438 135.632812 235.84375 140.585938 261.15625 144.355469 L 289.0625 148.917969 C 323.519531 154.148438 348.941406 163.363281 365.328125 176.558594 C 381.722656 189.757812 389.921875 207.425781 389.921875 229.558594 C 389.921875 255.945312 378.828125 275.949219 356.640625 289.574219 C 334.460938 303.199219 301.953125 310.011719 259.109375 310.011719 C 242.941406 310.011719 225.75 308.546875 207.53125 305.621094 C 189.3125 302.707031 170.441406 298.386719 150.921875 292.667969 L 150.921875 254.730469 C 169.671875 263.128906 188.039062 269.457031 206.03125 273.714844 C 224.03125 277.964844 241.722656 280.089844 259.109375 280.089844 C 285.484375 280.089844 305.835938 275.957031 320.171875 267.683594 C 334.503906 259.414062 341.671875 247.617188 341.671875 232.292969 C 341.671875 218.917969 336.523438 208.460938 326.234375 200.917969 C 315.941406 193.378906 299.050781 187.722656 275.5625 183.949219 L 247.4375 179.574219 C 212.976562 174.097656 188.046875 165.523438 172.640625 153.855469 C 157.242188 142.179688 149.546875 125.941406 149.546875 105.136719 C 149.546875 81.066406 160.179688 62.097656 181.453125 48.230469 C 202.722656 34.367188 232.035156 27.433594 269.390625 27.433594 C 285.398438 27.433594 301.710938 28.589844 318.328125 30.902344 C 334.953125 33.207031 351.957031 36.667969 369.34375 41.292969 Z M 369.34375 41.292969 "/>
+<path style=" stroke:none;fill-rule:evenodd;fill:url(#linear1);" d="M 258.027344 29.78125 C 118.820312 32.152344 22.746094 122.363281 22.035156 215.457031 C 169.285156 256.894531 335.40625 259.414062 486.320312 208.527344 C 473.382812 104.953125 365.5 27.949219 258.027344 29.78125 Z M 258.027344 29.78125 "/>
+<use xlink:href="#image52"/>
+<path style="fill:none;stroke-width:5.875623;stroke-linecap:butt;stroke-linejoin:miter;stroke:rgb(0%,0%,0%);stroke-opacity:1;stroke-miterlimit:4;" d="M 297.876007 122.500953 L 298.831085 165.624 L 447.999054 165.624 " transform="matrix(2,0,0,2,-485.752014,29.752001)"/>
+</g>
+</svg>
diff --git a/src/distro-icons/ubuntucinnamon.svg b/src/distro-icons/ubuntucinnamon.svg
new file mode 100644
index 0000000..2d0e13f
--- /dev/null
+++ b/src/distro-icons/ubuntucinnamon.svg
@@ -0,0 +1,7 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512" version="1.1">
+<g id="surface1">
+<path style=" stroke:none;fill-rule:evenodd;fill:rgb(86.666667%,40.784314%,16.470589%);fill-opacity:1;" d="M 256 512 C 397.382812 512 512 397.382812 512 256 C 512 114.617188 397.382812 0 256 0 C 114.617188 0 0 114.617188 0 256 C 0 397.382812 114.617188 512 256 512 Z M 256 512 "/>
+<path style=" stroke:none;fill-rule:evenodd;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 367.339844 71.109375 L 308.453125 104.722656 C 330.417969 112.085938 350.515625 124.148438 367.339844 140.070312 Z M 42.667969 253.6875 L 102.066406 219.78125 C 99.597656 230.914062 98.351562 242.28125 98.355469 253.6875 C 98.355469 265.324219 99.636719 276.667969 102.0625 287.59375 Z M 121.09375 255.625 C 121.074219 254.332031 121.074219 253.039062 121.09375 251.746094 Z M 367.339844 436.148438 L 308.574219 402.601562 C 330.492188 395.238281 350.546875 383.191406 367.339844 367.296875 Z M 204.933594 154.746094 C 221.203125 146.269531 239.285156 141.859375 257.628906 141.890625 C 316.253906 141.890625 364.441406 185.980469 370.136719 242.457031 L 393.480469 242.457031 C 387.707031 173.277344 329.101562 118.910156 257.628906 118.910156 C 235.207031 118.871094 213.117188 124.335938 193.300781 134.832031 L 204.933594 154.742188 Z M 174.21875 147.078125 L 185.96875 167.203125 C 160.6875 187.699219 144.554688 218.828125 144.554688 253.6875 C 144.535156 275.726562 151.113281 297.265625 163.445312 315.535156 L 261.195312 204.46875 L 276.765625 231.984375 L 167.484375 354.78125 C 139.167969 330.089844 121.3125 293.949219 121.3125 253.683594 C 121.3125 210.3125 142.03125 171.730469 174.21875 147.070312 Z M 393.480469 264.921875 L 370.101562 264.921875 C 369.503906 270.398438 368.511719 275.824219 367.136719 281.160156 L 313.425781 222.132812 L 184.25 367.292969 C 206.203125 381.171875 231.65625 388.515625 257.628906 388.464844 C 329.097656 388.464844 387.710938 334.109375 393.480469 264.921875 Z M 393.480469 264.921875 "/>
+</g>
+</svg>
diff --git a/src/distro-icons/ubuntustudio.svg b/src/distro-icons/ubuntustudio.svg
new file mode 100644
index 0000000..30b34ca
--- /dev/null
+++ b/src/distro-icons/ubuntustudio.svg
@@ -0,0 +1,7 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512" version="1.1">
+<g id="surface1">
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 481 255.5 C 481 388.324219 375.5625 496 245.5 496 C 115.4375 496 10 388.324219 10 255.5 C 10 122.675781 115.4375 15 245.5 15 C 375.5625 15 481 122.675781 481 255.5 Z M 481 255.5 "/>
+<path style=" stroke:none;fill-rule:evenodd;fill:rgb(1.568628%,61.176473%,98.823529%);fill-opacity:1;" d="M 246.335938 0.269531 C 196.488281 2.75 152.15625 17.304688 112.863281 44.085938 C -19.976562 134.636719 -37.5 323.632812 76.402344 437.375 C 190.289062 551.105469 379.335938 532.285156 468.582031 398.335938 C 554.035156 270.070312 508.277344 95.804688 371.121094 27.183594 C 332.703125 7.960938 287.53125 -1.78125 246.335938 0.269531 Z M 321.476562 40.84375 C 357.078125 51.132812 389.726562 70.359375 414.414062 95.578125 C 420.132812 101.421875 422.410156 106.046875 422.683594 112.378906 C 423.417969 129.472656 403.515625 140.75 389.328125 131.273438 C 388.460938 130.695312 385.515625 128.039062 382.785156 125.371094 C 360.515625 103.625 339.058594 90.949219 309.578125 82.121094 C 306.890625 81.316406 304.089844 80.355469 303.347656 79.984375 C 285.378906 70.964844 289.699219 43.007812 309.527344 40.003906 C 314.914062 39.1875 316.011719 39.265625 321.476562 40.84375 Z M 264.890625 106.414062 C 360.117188 112.660156 425.113281 202.585938 401.410156 295.285156 C 377.875 387.332031 275.347656 434.972656 189.78125 393.621094 C 169.765625 383.949219 148.308594 367.054688 143.734375 357.367188 C 137.597656 344.371094 146.667969 330.484375 161.640625 329.949219 C 168.554688 329.699219 172.394531 331.296875 178.3125 336.878906 C 226.855469 382.675781 300.738281 377.898438 341.882812 326.300781 C 391.058594 264.632812 361.230469 171.773438 285.304688 150.15625 C 246.714844 139.171875 208.195312 149.292969 177.078125 178.601562 C 165.527344 189.480469 150.414062 187.480469 143.890625 174.203125 C 139.777344 165.832031 141.746094 153.386719 147.660156 150.382812 C 148.28125 150.070312 150.160156 148.488281 151.84375 146.867188 C 180.953125 118.84375 223.3125 103.6875 264.890625 106.414062 Z M 261.976562 176.925781 C 304.761719 180.808594 336.519531 216.691406 335.183594 259.632812 C 333.824219 303.308594 298.726562 337.566406 255.332031 337.566406 C 203.730469 337.566406 165.917969 289.507812 177.53125 238.691406 C 186.339844 200.164062 222.953125 173.382812 261.976562 176.925781 Z M 67.464844 184.761719 C 76.730469 187.035156 83.160156 196.769531 81.855469 206.550781 C 81.6875 207.808594 81.03125 210.871094 80.398438 213.359375 C 72.800781 243.132812 72.8125 269.710938 80.433594 300.058594 C 82.246094 307.292969 82.242188 311.0625 80.402344 315.640625 C 74.425781 330.503906 53.835938 333.347656 43.597656 320.726562 C 37.742188 313.507812 32.023438 281.828125 32.015625 256.585938 C 32.011719 234.296875 37.285156 202.097656 42.054688 195.3125 C 48.480469 186.175781 57.671875 182.355469 67.464844 184.761719 Z M 130.359375 202.382812 C 144.027344 204.539062 151.476562 216.570312 147.921875 230.738281 C 143.230469 249.449219 143.1875 264.097656 147.765625 283.070312 C 150.160156 292.992188 148.851562 299.019531 142.96875 305.1875 C 131.460938 317.246094 113.15625 311.660156 108.792969 294.757812 C 102.964844 272.160156 102.332031 249.652344 106.914062 227.792969 C 109.4375 215.734375 111.183594 210.957031 114.144531 207.996094 C 118.394531 203.75 124.847656 201.515625 130.359375 202.382812 Z M 250.976562 216.164062 C 220.34375 220.421875 204.386719 255.046875 221.328125 280.480469 C 243.664062 314.003906 296.304688 297.882812 296.304688 257.519531 C 296.304688 233.707031 273.621094 213.015625 250.976562 216.164062 Z M 401.910156 381.042969 C 418.375 384.683594 425.171875 404.21875 414.308594 416.695312 C 405.039062 427.34375 384.800781 443.128906 368.277344 452.601562 C 350.355469 462.878906 320.191406 474.605469 310.472656 475.074219 C 292.25 475.957031 281.183594 455.398438 292.328125 441.371094 C 295.46875 437.417969 298.628906 435.589844 306.300781 433.277344 C 336.554688 424.167969 356.722656 412.160156 380.765625 388.9375 C 388.476562 381.488281 394.21875 379.34375 401.910156 381.042969 Z M 401.910156 381.042969 "/>
+</g>
+</svg>
diff --git a/src/distro-icons/vanillaos.svg b/src/distro-icons/vanillaos.svg
new file mode 100644
index 0000000..a77fd3f
--- /dev/null
+++ b/src/distro-icons/vanillaos.svg
@@ -0,0 +1,69 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512" version="1.1">
+<defs>
+<clipPath id="clip1">
+  <path d="M 236 309 L 451 309 L 451 501 L 236 501 Z M 236 309 "/>
+</clipPath>
+<clipPath id="clip2">
+  <path d="M 316.644531 312.023438 C 373.039062 320.660156 405.429688 342.566406 412.328125 350.550781 C 419.230469 358.53125 442.402344 388.621094 453.816406 428.828125 C 459.941406 450.394531 464.765625 477.746094 468.292969 510.890625 C 453.199219 507.46875 437.675781 506.105469 421.730469 506.804688 C 370.246094 509.054688 324.753906 502.859375 293.679688 464.042969 C 272.960938 438.164062 253.910156 388.464844 236.523438 314.949219 C 267.054688 309.496094 293.761719 308.519531 316.644531 312.023438 Z M 316.644531 312.023438 "/>
+</clipPath>
+<clipPath id="clip3">
+  <path d="M 255 159 L 479 159 L 479 329 L 255 329 Z M 255 159 "/>
+</clipPath>
+<clipPath id="clip4">
+  <path d="M 282.597656 240.214844 C 310.871094 187.0625 341.761719 162.785156 351.210938 158.835938 C 360.660156 154.882812 395.226562 142.835938 434.203125 146.265625 C 455.109375 148.105469 480.542969 153.378906 510.5 162.078125 C 501.972656 175.898438 495.066406 190.902344 489.789062 207.09375 C 472.738281 259.359375 450.597656 302.523438 405.566406 319.25 C 375.546875 330.402344 325.546875 331.097656 255.5625 321.347656 C 262.113281 288.828125 271.125 261.785156 282.597656 240.214844 Z M 282.597656 240.214844 "/>
+</clipPath>
+<clipPath id="clip5">
+  <path d="M 214 37 L 287 37 L 287 317 L 214 317 Z M 214 37 "/>
+</clipPath>
+<clipPath id="clip6">
+  <path d="M 204.230469 251.183594 C 175.582031 198.261719 171.5 157.359375 173.050781 146.589844 C 174.601562 135.820312 182.207031 97.625 204.488281 63.078125 C 216.4375 44.546875 233.414062 23.519531 255.425781 0 C 262.285156 14.855469 270.910156 28.792969 281.300781 41.8125 C 314.851562 83.847656 338.527344 126.066406 329.449219 176.335938 C 323.398438 209.855469 298.921875 256.726562 256.023438 316.960938 C 233.117188 294.582031 215.851562 272.660156 204.230469 251.183594 Z M 204.230469 251.183594 "/>
+</clipPath>
+<clipPath id="clip7">
+  <path d="M 25 168 L 256 168 L 256 337 L 25 337 Z M 25 168 "/>
+</clipPath>
+<clipPath id="clip8">
+  <path d="M 176.632812 336.210938 C 119.671875 336.363281 84.691406 319.679688 76.796875 312.847656 C 68.898438 306.011719 41.949219 279.808594 25.285156 241.78125 C 16.34375 221.382812 7.917969 195.054688 0 162.800781 C 15.394531 163.859375 30.9375 162.8125 46.628906 159.660156 C 97.277344 149.488281 143.125 148.601562 179.066406 182.222656 C 203.023438 204.636719 228.515625 250.878906 255.539062 320.953125 C 226.046875 331.0625 199.746094 336.148438 176.632812 336.210938 Z M 176.632812 336.210938 "/>
+</clipPath>
+<clipPath id="clip9">
+  <path d="M 49 320 L 269 320 L 269 499 L 49 499 Z M 49 320 "/>
+</clipPath>
+<clipPath id="clip10">
+  <path d="M 247.425781 404.707031 C 222.867188 459.953125 193.71875 486.605469 184.5625 491.292969 C 175.410156 495.976562 141.761719 510.722656 102.65625 510.386719 C 81.683594 510.203125 55.957031 506.957031 25.484375 500.644531 C 33.042969 486.1875 38.902344 470.679688 43.0625 454.117188 C 56.488281 400.644531 75.617188 355.847656 119.382812 335.605469 C 148.558594 322.113281 198.375 317.464844 268.835938 321.660156 C 264.527344 354.609375 257.390625 382.289062 247.425781 404.707031 Z M 247.425781 404.707031 "/>
+</clipPath>
+</defs>
+<g id="surface1">
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(98.431373%,74.117649%,30.588236%);fill-opacity:1;" d="M 316.644531 312.023438 C 373.039062 320.660156 405.429688 342.566406 412.328125 350.550781 C 419.230469 358.53125 442.402344 388.621094 453.816406 428.828125 C 459.941406 450.394531 464.765625 477.746094 468.292969 510.890625 C 453.199219 507.46875 437.675781 506.105469 421.730469 506.804688 C 370.246094 509.054688 324.753906 502.859375 293.679688 464.042969 C 272.960938 438.164062 253.910156 388.464844 236.523438 314.949219 C 267.054688 309.496094 293.761719 308.519531 316.644531 312.023438 Z M 316.644531 312.023438 "/>
+<g clip-path="url(#clip1)" clip-rule="nonzero">
+<g clip-path="url(#clip2)" clip-rule="nonzero">
+<path style="fill:none;stroke-width:15.26;stroke-linecap:round;stroke-linejoin:miter;stroke:rgb(99.215686%,86.274511%,44.313726%);stroke-opacity:1;stroke-miterlimit:1;" d="M 379.999098 325.999872 C 331.803712 287.13393 318.114646 266.340706 273.4993 217.38468 " transform="matrix(1.41932,-0.120179,0.111803,1.525654,-156.467737,15.797094)"/>
+</g>
+</g>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(98.431373%,74.117649%,30.588236%);fill-opacity:1;" d="M 282.597656 240.214844 C 310.871094 187.0625 341.761719 162.785156 351.210938 158.835938 C 360.660156 154.882812 395.226562 142.835938 434.203125 146.265625 C 455.109375 148.105469 480.542969 153.378906 510.5 162.078125 C 501.972656 175.898438 495.066406 190.902344 489.789062 207.09375 C 472.738281 259.359375 450.597656 302.523438 405.566406 319.25 C 375.546875 330.402344 325.546875 331.097656 255.5625 321.347656 C 262.113281 288.828125 271.125 261.785156 282.597656 240.214844 Z M 282.597656 240.214844 "/>
+<g clip-path="url(#clip3)" clip-rule="nonzero">
+<g clip-path="url(#clip4)" clip-rule="nonzero">
+<path style="fill:none;stroke-width:15.26;stroke-linecap:round;stroke-linejoin:miter;stroke:rgb(99.215686%,86.274511%,44.313726%);stroke-opacity:1;stroke-miterlimit:1;" d="M 260.776392 212.519375 C 311.909673 192.510301 349.097136 177.251624 409.886917 165.000501 " transform="matrix(1.387784,-0.341689,0.317874,1.491754,-173.428362,86.659755)"/>
+</g>
+</g>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(98.431373%,74.117649%,30.588236%);fill-opacity:1;" d="M 204.230469 251.183594 C 175.582031 198.261719 171.5 157.359375 173.050781 146.589844 C 174.601562 135.820312 182.207031 97.625 204.488281 63.078125 C 216.4375 44.546875 233.414062 23.519531 255.425781 0 C 262.285156 14.855469 270.910156 28.792969 281.300781 41.8125 C 314.851562 83.847656 338.527344 126.066406 329.449219 176.335938 C 323.398438 209.855469 298.921875 256.726562 256.023438 316.960938 C 233.117188 294.582031 215.851562 272.660156 204.230469 251.183594 Z M 204.230469 251.183594 "/>
+<g clip-path="url(#clip5)" clip-rule="nonzero">
+<g clip-path="url(#clip6)" clip-rule="nonzero">
+<path style="fill:none;stroke-width:15.26;stroke-linecap:round;stroke-linejoin:miter;stroke:rgb(99.215686%,86.274511%,44.313726%);stroke-opacity:1;stroke-miterlimit:1;" d="M 259.915197 215.673805 C 265.752378 162.09735 273.001101 111.046401 291.08915 59.000764 " transform="matrix(1.387793,-0.341687,0.317873,1.491765,-173.101349,81.657098)"/>
+</g>
+</g>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(98.431373%,74.117649%,30.588236%);fill-opacity:1;" d="M 176.632812 336.210938 C 119.671875 336.363281 84.691406 319.679688 76.796875 312.847656 C 68.898438 306.011719 41.949219 279.808594 25.285156 241.78125 C 16.34375 221.382812 7.917969 195.054688 0 162.800781 C 15.394531 163.859375 30.9375 162.8125 46.628906 159.660156 C 97.277344 149.488281 143.125 148.601562 179.066406 182.222656 C 203.023438 204.636719 228.515625 250.878906 255.539062 320.953125 C 226.046875 331.0625 199.746094 336.148438 176.632812 336.210938 Z M 176.632812 336.210938 "/>
+<g clip-path="url(#clip7)" clip-rule="nonzero">
+<g clip-path="url(#clip8)" clip-rule="nonzero">
+<path style="fill:none;stroke-width:15.26;stroke-linecap:round;stroke-linejoin:miter;stroke:rgb(99.215686%,86.274511%,44.313726%);stroke-opacity:1;stroke-miterlimit:1;" d="M 140.99952 109.998886 C 179.372256 149.705253 212.971974 181.654173 259.389818 213.001421 " transform="matrix(1.387793,-0.341687,0.317873,1.491765,-174.147753,85.464151)"/>
+</g>
+</g>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(98.431373%,74.117649%,30.588236%);fill-opacity:1;" d="M 247.425781 404.707031 C 222.867188 459.953125 193.71875 486.605469 184.5625 491.292969 C 175.410156 495.976562 141.761719 510.722656 102.65625 510.386719 C 81.683594 510.203125 55.957031 506.957031 25.484375 500.644531 C 33.042969 486.1875 38.902344 470.679688 43.0625 454.117188 C 56.488281 400.644531 75.617188 355.847656 119.382812 335.605469 C 148.558594 322.113281 198.375 317.464844 268.835938 321.660156 C 264.527344 354.609375 257.390625 382.289062 247.425781 404.707031 Z M 247.425781 404.707031 "/>
+<g clip-path="url(#clip9)" clip-rule="nonzero">
+<g clip-path="url(#clip10)" clip-rule="nonzero">
+<path style="fill:none;stroke-width:15.26;stroke-linecap:round;stroke-linejoin:miter;stroke:rgb(99.215686%,86.274511%,44.313726%);stroke-opacity:1;stroke-miterlimit:1;" d="M 105.533565 267.719863 C 164.487357 254.560835 200.133686 237.021914 252.96081 210.080922 " transform="matrix(1.359593,-0.454129,0.422478,1.461451,-176.658617,122.439714)"/>
+</g>
+</g>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(99.215686%,86.274511%,44.313726%);fill-opacity:1;" d="M 328.597656 306.171875 C 329.179688 320.890625 308.804688 321.902344 308.664062 339.875 C 308.546875 355.5 305.691406 369.242188 294.125 377.140625 C 282.558594 385.039062 267.710938 376.714844 254.636719 377.3125 C 241.566406 377.90625 231.859375 387.347656 219.710938 380.53125 C 207.566406 373.714844 207.394531 362.808594 200.378906 350.9375 C 193.363281 339.066406 179.777344 330.40625 179.199219 315.691406 C 178.617188 300.976562 192.246094 293.941406 198.300781 281.472656 C 204.355469 269.007812 202.679688 249.886719 214.246094 241.988281 C 225.8125 234.089844 238.449219 243.660156 251.523438 243.066406 C 264.59375 242.46875 278.832031 232.613281 290.976562 239.429688 C 303.125 246.246094 301.015625 263.707031 308.03125 275.578125 C 315.046875 287.449219 328.019531 291.457031 328.597656 306.171875 Z M 328.597656 306.171875 "/>
+<path style=" stroke:none;fill-rule:nonzero;fill:rgb(99.607843%,93.333334%,81.960785%);fill-opacity:1;" d="M 305.300781 341.03125 C 299.605469 352.96875 280.003906 341.066406 273.636719 351.03125 C 267.132812 361.21875 266.261719 373.597656 254.390625 372.882812 C 243.570312 372.226562 246.867188 351.527344 237.886719 346 C 228.90625 340.46875 208.945312 354.328125 203.90625 341.683594 C 198.660156 328.523438 219.945312 328.144531 219.652344 313.773438 C 219.355469 299.402344 196.019531 291.332031 201.402344 281.226562 C 206.789062 271.117188 226.351562 281.988281 235.292969 276.394531 C 244.238281 270.796875 245.5 246.429688 256.335938 246.390625 C 267.171875 246.351562 264.660156 271.183594 273.636719 276.714844 C 282.617188 282.242188 303.601562 269.96875 309.050781 280.035156 C 314.503906 290.105469 285.796875 298.367188 285.832031 309.492188 C 285.867188 320.617188 310.246094 330.667969 305.300781 341.03125 Z M 305.300781 341.03125 "/>
+</g>
+</svg>