Merge ~mthaddon/charm-k8s-ingress/+git/charm-k8s-ingress:icon into charm-k8s-ingress:master

[Tom Haddon]

Add Nginx icon

[🤖 prod-jenkaas-is (prod-jenkaas-is)]

A CI job is currently in progress. A follow up comment will be added when it completes.

[🤖 prod-jenkaas-is (prod-jenkaas-is)]

FAILED: Continuous integration, rev:921b44fbc9964c12fea2e28367ff5b6e723a2943

No commit message was specified in the merge proposal. Click on the following link and set the commit message (if you want jenkins to rebuild you need to trigger it yourself):
https://code.launchpad.net/~mthaddon/charm-k8s-ingress/+git/charm-k8s-ingress/+merge/401998/+edit-commit-message

https://jenkins.canonical.com/is/job/lp-charm-k8s-ingress-ci/44/
Executed test runs:
    FAILURE: https://jenkins.canonical.com/is/job/lp-charm-test/84/
    None: https://jenkins.canonical.com/is/job/lp-update-mp/121937/

Click here to trigger a rebuild:
https://jenkins.canonical.com/is/job/lp-charm-k8s-ingress-ci/44//rebuild

review: Needs Fixing (continuous-integration)

[🤖 Canonical IS Merge Bot (canonical-is-mergebot)]

This merge proposal is being monitored by mergebot. Change the status to Approved to merge.

[🤖 Canonical IS Merge Bot (canonical-is-mergebot)]

Change successfully merged at revision 7d47beced0b519d12f1feb1a85a469dda25f2044

diff --git a/icon.svg b/icon.svg
new file mode 100644
index 0000000..dffce06
--- /dev/null
+++ b/icon.svg
@@ -0,0 +1,68 @@
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<!-- Created with Inkscape (http://www.inkscape.org/) -->
+
+<svg xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg" xmlns:svg="http://www.w3.org/2000/svg" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/" width="96" height="96" id="svg6517" version="1.1" inkscape:version="0.48.4 r9939" sodipodi:docname="icon.svg" viewBox="0 0 96 96">
+  <defs id="defs6519">
+    <linearGradient id="Background">
+      <stop id="stop4178" offset="0" style="stop-color:#b8b8b8;stop-opacity:1"></stop>
+      <stop id="stop4180" offset="1" style="stop-color:#c9c9c9;stop-opacity:1"></stop>
+    </linearGradient>
+    <filter style="color-interpolation-filters:sRGB;" inkscape:label="Inner Shadow" id="filter1121">
+      <feFlood flood-opacity="0.59999999999999998" flood-color="rgb(0,0,0)" result="flood" id="feFlood1123"></feFlood>
+      <feComposite in="flood" in2="SourceGraphic" operator="out" result="composite1" id="feComposite1125"></feComposite>
+      <feGaussianBlur in="composite1" stdDeviation="1" result="blur" id="feGaussianBlur1127"></feGaussianBlur>
+      <feOffset dx="0" dy="2" result="offset" id="feOffset1129"></feOffset>
+      <feComposite in="offset" in2="SourceGraphic" operator="atop" result="composite2" id="feComposite1131"></feComposite>
+    </filter>
+    <filter style="color-interpolation-filters:sRGB;" inkscape:label="Drop Shadow" id="filter950">
+      <feFlood flood-opacity="0.25" flood-color="rgb(0,0,0)" result="flood" id="feFlood952"></feFlood>
+      <feComposite in="flood" in2="SourceGraphic" operator="in" result="composite1" id="feComposite954"></feComposite>
+      <feGaussianBlur in="composite1" stdDeviation="1" result="blur" id="feGaussianBlur956"></feGaussianBlur>
+      <feOffset dx="0" dy="1" result="offset" id="feOffset958"></feOffset>
+      <feComposite in="SourceGraphic" in2="offset" operator="over" result="composite2" id="feComposite960"></feComposite>
+    </filter>
+    <clipPath clipPathUnits="userSpaceOnUse" id="clipPath873">
+      <g transform="matrix(0,-0.66666667,0.66604479,0,-258.25992,677.00001)" id="g875" inkscape:label="Layer 1" style="fill:#ff00ff;fill-opacity:1;stroke:none;display:inline">
+        <path style="fill:#ff00ff;fill-opacity:1;stroke:none;display:inline" d="m 46.702703,898.22775 50.594594,0 C 138.16216,898.22775 144,904.06497 144,944.92583 l 0,50.73846 c 0,40.86071 -5.83784,46.69791 -46.702703,46.69791 l -50.594594,0 C 5.8378378,1042.3622 0,1036.525 0,995.66429 L 0,944.92583 C 0,904.06497 5.8378378,898.22775 46.702703,898.22775 Z" id="path877" inkscape:connector-curvature="0" sodipodi:nodetypes="sssssssss"></path>
+      </g>
+    </clipPath>
+    <filter inkscape:collect="always" id="filter891" inkscape:label="Badge Shadow">
+      <feGaussianBlur inkscape:collect="always" stdDeviation="0.71999962" id="feGaussianBlur893"></feGaussianBlur>
+    </filter>
+  </defs>
+  <sodipodi:namedview id="base" pagecolor="#ffffff" bordercolor="#666666" borderopacity="1.0" inkscape:pageopacity="0.0" inkscape:pageshadow="2" inkscape:zoom="4.0745362" inkscape:cx="44.260292" inkscape:cy="49.018169" inkscape:document-units="px" inkscape:current-layer="layer1" showgrid="true" fit-margin-top="0" fit-margin-left="0" fit-margin-right="0" fit-margin-bottom="0" inkscape:window-width="1102" inkscape:window-height="868" inkscape:window-x="2009" inkscape:window-y="122" inkscape:window-maximized="0" showborder="true" showguides="true" inkscape:guide-bbox="true" inkscape:showpageshadow="false">
+    <inkscape:grid type="xygrid" id="grid821"></inkscape:grid>
+    <sodipodi:guide orientation="1,0" position="16,48" id="guide823"></sodipodi:guide>
+    <sodipodi:guide orientation="0,1" position="64,80" id="guide825"></sodipodi:guide>
+    <sodipodi:guide orientation="1,0" position="80,40" id="guide827"></sodipodi:guide>
+    <sodipodi:guide orientation="0,1" position="64,16" id="guide829"></sodipodi:guide>
+  </sodipodi:namedview>
+  <metadata id="metadata6522">
+    <rdf:RDF>
+      <cc:Work rdf:about="">
+        <dc:format>image/svg+xml</dc:format>
+        <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"></dc:type>
+        <dc:title></dc:title>
+      </cc:Work>
+    </rdf:RDF>
+  </metadata>
+  <g inkscape:label="BACKGROUND" inkscape:groupmode="layer" id="layer1" transform="translate(268,-635.29076)" style="display:inline">
+    <path style="fill:#369750;fill-opacity:1;stroke:none;display:inline;filter:url(#filter1121)" d="m -268,700.15563 0,-33.72973 c 0,-27.24324 3.88785,-31.13513 31.10302,-31.13513 l 33.79408,0 c 27.21507,0 31.1029,3.89189 31.1029,31.13513 l 0,33.72973 c 0,27.24325 -3.88783,31.13514 -31.1029,31.13514 l -33.79408,0 c -27.21517,0 -31.10302,-3.89189 -31.10302,-31.13514 z" id="path6455" inkscape:connector-curvature="0" sodipodi:nodetypes="sssssssss"></path>
+    <image y="651.29077" x="-253.23019" id="image3169" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAABHNCSVQICAgIfAhkiAAAIABJREFU&#xA;eJzt3Xl0VXWa7//nZJ4Zw5SAQBjCPCcEBAcG0XIAHFFAcARFre7StrTvb926w1KrrL73VgFCqSUa&#xA;BlEBUVGRQREUMjCFMQxhTIQQxiRkTs7vD8VlKSE5yT7n2d+z36+1et1e3bfiu6tPJ59zzt7f7Uqa&#xA;N94tAADAUQK0AwAAgO8xAAAAcCAGAAAADsQAAADAgRgAAAA4EAMAAAAHYgAAAOBADAAAAByIAQAA&#xA;gAMxAAAAcCAGAAAADsQAAADAgRgAAAA4EAMAAAAHYgAAAOBADAAAAByIAQAAgAMxAAAAcCAGAAAA&#xA;DsQAAADAgRgAAAA4EAMAAAAHYgAAAOBADAAAAByIAQAAgAMxAAAAcCAGAAAADsQAAADAgRgAAAA4&#xA;EAMAAAAHYgAAAOBADAAAAByIAQAAgAMxAAAAcCAGAAAADsQAAADAgRgAAAA4EAMAAAAHYgAAAOBA&#xA;DAAAAByIAQAAgAMxAAAAcKAg7QDARImxCTKq8zBJjE2QuJg2EhMaKSIi0aFRtf5risqLRUQkrzBf&#xA;CsuLJbsgR9Yf2Sx5hfk///cAwFdcSfPGu7UjYI1XxrwgoxKGWf5zX904T1buW2Ppz5w6YKI8nTyl&#xA;Qf/auekLJXXHCkt76pIYmyBT+0/86Q9+a8t/flF5sewvyJHMvF3y8b41lg0CK14TyfMn+PyfeTWm&#xA;vQ4b87N/qai8WEYvaPzP+aXxPcfKSyNnWvKz1udslpfXvm7Jz4Jv8QkA6jS1/0TLf/GaIDo0SmYl&#xA;T5FRCcOu+c7eqn9WUnw/SYrvJ08nT5Gi8mJZn7NZUneukLzCfK/+s01h2uswdceKnz8laozo0Ch5&#xA;aeRMeXXjPIvKfvz30gpF5cWWdsG3uAYAdYqLaS3je47VzvCZ6NAomX37n2Td9IUyvudYr//xr61h&#xA;fM+xsuLB+bJu+kKZOsCaX9gmM/F1aNU74/E9x1r2ydPUARMt+1lz0hfy9ZXBGACoF6veMdhZdGiU&#xA;vDLmBVk3faEkxffTzvlZdGiUjOps/UfqJjLtdZhXmG/Z11V/tOAj++jQKJna37OvdGqTXZBj1Ccy&#xA;+C0GAOolLqa1X78LTYrvJx8/OM8r311bIXWnb695sCsTX4dz0xda8jXOla+IGmNW8hTLPtHie3/z&#xA;MQBQb1a9c7CbqQMmyuzb/6TyUX995BXmy/qczdoZtmHi6/A1i74nb8ynAFZ+hZK6g2tT/AEDAPUW&#xA;HRpl3Luvurwy5gVLrtT2pvU532sn2IqJr8OM3CxLRlxjPgGx4isEkR8H6dz0hZb8LOhiAMAjJr77&#xA;qo23blezWurOj7UTbMfE1+GrG+dZcsHc1P4TPP60KjE2wbLrWqz6NAP6GADwSHRolO3fMdeHKX/8&#xA;M3KzuMr6Kkx8HRaVF8scC945X7kt0BNW3fOfkZslGblZlvws6GMAwGMTlG6Ns8rUARON+OMvIrJy&#xA;P1dZ18bE1+HKfWss+QM6KmFYvW/lG99zbKPPIhD5ccC8vPavjf45sA8GADx25YAcEyXGJhjzzpGL&#xA;/67N1Nfhy2v/asmnOq+MeaFe//+sunUydefHfBrlZxgAaBBfnI7nDfX9pWkHXPxXNxNfh0XlxZZc&#xA;15EYm1DnVf1PJ0+x5NCf7IIcnx+/De9jAKBBTHz3ZdUvw9oU/fSAn4zcLEndseLn/8jIzZLsghyP&#xA;H/rDxX91M/F1KPLjbXTZBTmN/jnX+p89OjRKJlh02x/3/PsnngWABhvfc6wxZ9Vb+cvwl4rKi+Xj&#xA;fWs8/ng0MTZBJvQYK0Pi+111lHDxX/2Z9Dr8pZfXvi4rHpzfqJ9x5WLIq92W99LImZZ8OrJy3xrj&#xA;/r1F/fAJABrl6eSp2gn1YuUJaFfMTV8ooxf8+MvX0z/W2QU58urGeTJxyYyff8Yvf8ly8Z9nTHkd&#xA;/pJVxwRPuMpzAuJiWltyoWteYT4P+/FjDAA0iidXI2u58mAdq+QV5svEJTMs+060qLxYUneskIlL&#xA;ZsjDy5+XlfvWcPGfh0x4HV6NFccER4dG/eaQH6sO/eEIav/GAECjWfXLxlusPDQmrzBfHl7+vNc+&#xA;Er3yyQA8Z/fXYW2sOFjnl88JsOKZASI/fg3Fw378GwMAjZZUy/fYdmHVCWhF5cXyzKr/znfzNmX3&#xA;12FtrDom+MoAsmIIFZUXc+KfAzAAYMnKt+u7r7iY1pYcgiLy47PPuRjKe/z5dVgXK44JjotpLbNv&#xA;/5MlI+hjLvxzBAYApLC8uNGnkyXF97PsD62VRiUMt+Tn8Oxz7/Pn12FdrDom2IpPu3jYj3MwACBx&#xA;MW0s+bjPqvPGrTQkrq8lP4fv5b3Pn1+H9WHVMcGNxT3/zsEAgIj8uPob+8vHyieOWSUupk2jf0Z2&#xA;QY4lh7agbv76Oqyv1yx6YmBDrc/ZzGvdQRgA+Pk7QyvefdnpnP3o0ChLvg+1w7syJ/DX16En8grz&#xA;1U6ALCov5pMuh2EA4GdWPHwmMTbBNk/a62HRd8Hrj3BPvi/52+vQU1YdE+ypOQ040ApmYwDgX07I&#xA;m5ue2uifZ5dT2ax6BCofifqGv74OG8LX38Nzkasz8SwASExo5M//eV5hvqzct6ZRJ+fFxbSW8T3H&#xA;qv9CSWzZ+AFQ31uh0mf45mPbZ1b9yW+/kvDX12FDWPE/vye48M+Z+AQAv2HF7UhWPYNcG/dC63H6&#xA;6/DVjfN88vpL3WHeg5RgDQYAfqOovLjR75quvPvSZMUFgHmFpy0oQUP4y+uwMbx9Gh/3/DsbAwBX&#xA;fUqeFRcEmfzu64qiisvaCY7B6/C3rDomuDZWXGsBczEAcFVF5cWN/sUTF9Napg4w95cv9PE6tOaY&#xA;4Kvx9riA/TEAUCtr3n1Z9yQ+OJPTX4c9YhOu+ulIYxSVF8vLa/9q6c+EeRgAqFVRebF83MjvYKND&#xA;o656KAu31qG+nP46NPUBR7A/BgCuaa4F774m9Bxr+TsYOItTX4cvjZzplUccR4dGyStjnrf858Is&#xA;DADUyYp3XyZ/BAt7cNrr0Nt3MCTF9zP6Dgk0HgMAdTL13ZcV9zbHRVv/7gsNY+rrsKFm3/4/vP7P&#xA;mJU8xZh/P2A9BgDqpbEPKIkOjZJZBj6gpZ0XPn5Fwznldfh08hSvfPT/a9GhUTLn9j95/Z8De2IA&#xA;oF6sOC1s/C/effniONvss42/wMuKxwnDOia+Dj3l69sWE2MTjL5NEg3HAEC9rdzf+DPVX/LhFc1W&#xA;nOL3y/PpryW7IKfe/4HGMe116KlXxrzg83/m1P4TfPKJA+yFhwGh3lJ3rJDxPcY26hfFqIRhEpfe&#xA;2idnj1vxxzY6NEqS4vvV+U7x4eX1u6I6Kb6fzOYj10Yx7XXoiakDJlryFEtP/XhXwAv1fh3DP/AJ&#xA;ADySunNFo3/Glfuavf3s8bzCfEv+GaM6m/lceX9m0uuwvrTvUkiMTbjqWQnwXwwAeGTlvjWNfteU&#xA;FN/PZx83WvEOb1QCA8BuTHsd1scrY55XvyJf6xMI6GAAwGNWvfsqLPf+g3as+hqAi6Tsx6TXYV3G&#xA;9xwrSfH9tDNEROcaBOhgAMBjVr37qu8Fdo2x/og1DzsZ34MDU+zGpNfhtVh5a2LqjsaPoriY1owA&#xA;h2AAoEGseIyoLz7uzMjNsuQ7Xn4p2pMpr8NreWnkTEsa1udslrnpCy25tXFUwjC++nIABgAaZH3O&#xA;ZmNuadtvUSe/FO3HpNfh1Vj1mioqL5ZXN84TEZHXLHp88NPJU9XHEbyLAYAGm5u+UDuhXhY28vS4&#xA;X3plzAucn24zprwOr+bp5KmW/JxfPjI5rzC/0c9NEPnxUy87n5eAxmMAoMEycrOMePeVkZtl6f3e&#xA;L42cKa+MeYF3RzZhyuvw114Z84IldyFkF+TIyl/9wZ+bvtCyO2AYvP6LAYBGufKxo91ZcXrcL41K&#xA;GCbrpi/0+HGtPFvAO0x5HV6RGJtg2ddJL6993aP/uqd4YJD/4iRANMqV423tfu+wFafHXc34nmNl&#xA;fM+xUlReLIXll6WovFiyC3KksLxYEmMTJOanX5xxMa35JepFprwOr7DqgtJrPRshuyBH1udsbvTQ&#xA;uPLAIE4J9D98AoBGM+XdlxX3jdcmOjRK4mJaS2JsgozvOVamDpgoSfH9JDE2QRJjE/jj7wOmvA6t&#xA;etJfXmF+ndc/vGrRBYE8MMg/MQDQaNkFObZ8qtqvrdy3xohONIwJr0Mrn/RXn1sgi8qLZY5FF0ny&#xA;wCD/wwCAJV4z5N3Xy2v/apuz32E9u78OrfroPyM3S9bn1O+QK6uG75UHBsF/MABgibzCfNu/+xL5&#xA;1/ul4X/s/Dp8OnmKJdcoFJUXy8tr/+rRv8aqYcQDg/wLAwCWsfu7ryuunJgG/2TH12FcTGuZYNHt&#xA;dKk7P/b4U6y8wnxLjgkW+fGBQXwV4B8YALCMnd99/VrqjhWMAD9lx9ehVedGNOYPuVVnA4iIzL79&#xA;f1jyc6CLAQBL2fHdV20YAf7LTq/D8T3HWnZ7YmPv7bfq3xeejeEfGACwVF5hfr0vTrKD1B0r5JlV&#xA;f+LCQD9jl9ehlU/6s+K5B55cPFgXno1hPgYALGfFE9p8KSM3SyYsmWnkcbKonR1eh6+Med6Sj/6t&#xA;vHjVqrMBRHhgkOkYALBcXmH+b84mt7ui8mJ5ePnz8syqP1n63ACrFJUXy/qczZY92dAJtF+H43uO&#xA;laT4fpb8rF8+7KexrDwbgAcGmY0BAK+w6heMr2XkZsnEJTPk5bWvq38icOUP2MQlM2T0giny8trX&#xA;+arCQ1qvQys/+r/aw34aa+W+NZa9vvkqwFw8CwBeUVReLCv3rTH2SWLrczbL+pzNEh0aJVP7T5BR&#xA;CcO9eutTUXnxz1evrz9i9jPu7UTrdfjSyJmWfTRu1UN9rvZzVzw435Kf9dLImZKRu4uBahhX0rzx&#xA;bu0IwBSJsQkyqvMwSYxNkLiYNhITGikics1f9r/8pZhXmC+FPz0wKPvsjw+wseNXDgD8H58AAB64&#xA;8tQ5ADAd1wAAAOBADAAAAByIAQAAgAMxAAAAcCAGAAAADsQAAADAgRgAAAA4EAMAAAAHYgAAAOBA&#xA;DAAAAByIAQAAgAMxAAAAcCAGAAAADsQAAADAgRgAAAA4EAMAAAAHYgAAAOBADAAAAByIAQAAgAMx&#xA;AAAAcCAGAAAADsQAAADAgRgAAAA4EAMAAAAHYgAAAOBADAAAAByIAQAAgAMxAAAAcCAGAAAADhSk&#xA;HQBcS2RIhHz9yGLtDEBV8vwJ2gnwQ3wCANvq16aHfDr5Le0MQF2nZu21E+CHGACwraeHTpGokAjt&#xA;DEDdH0fOEJe4tDPgZxgAsKXrrxss/dr00M4AbKF/255yR+Io7Qz4GQYAbCfA5ZKnkqdoZwC2Mmvo&#xA;VGkWHqOdAT/CAIDt3NL1Bklo3kE7A7CVJmHR8lzKdO0M+BEGAGwlOCBInhjygHYGYEvjut0gg+L6&#xA;aGfATzAAYCvje46VdtGttTMAW3KJS14c8aSEBAZrp8APMABgG+HBYfLIoHu1MwBbu65pnEwdMFE7&#xA;A36AAQDbeLDvndI8vKl2BmB7Dw+4Wzo0aaedAcMxAGALTcNi5KF+d2lnAEYICQyWFzkbAI3EAIAt&#xA;PDzwbonk0B+g3gbH9ZFx3W7QzoDBGABQ1zqqpdzT61btDMA4z6VMlyZh0doZMBQDAOoeG3w/VzUD&#xA;DdAsPEZmDZ2qnQFDMQCgqlOz9nJ795u1MwBj3ZE4imOz0SAMAKiakfSgBLh4GQIN5RKXvHTDTAkK&#xA;CNROgWH4zQs1vVp1kxs6JWtnAMbr1Ky9TO4/QTsDhmEAQM1TyZO5jQmwyCMD75X4mDbaGTAIAwAq&#xA;kuL7yWDONAcsExoUIi+MeEI7AwZhAMDnXOLiymXAC4a2HyBjulyvnQFDMADgc6MThkv3lp21MwC/&#xA;9G/DHpXo0EjtDBiAAQCfCgwIlCeTHtTOAPxWi4im8lTyFO0MGIABAJ+6I3GUtG/SVjsD8Gvje4yV&#xA;Pq27a2fA5hgA8JnQoBB5bNB92hmA3wtwueTFkTMkkLMBcA0MAPjMA31ul9jIFtoZgCN0bdFRJvW9&#xA;QzsDNsYAgE9Eh0bJFA4qAXzqscH3S5voWO0M2BQDAD4xpf8EiQ6N0s4AHCU8KExeuJ6zAXB1DAB4&#xA;XcuIZnJ/n99pZwCOdP11g+WmzinaGbAhBgC87pFB90lYUKh2BuBYfxj+qESGRGhnwGYYAPCq9k3a&#xA;yl09xmhnAI4WG9lCZnD+Bn6FAQCvejLpQR5TCtjAPb1ulR6xXbQzYCMMAHhN95adZXTCcO0MACIS&#xA;4AqQl26YKQEufu3jR7wS4DUzedwvYCvdW3aW+7ggFz9hAMArBrbrJSntB2hnAPiVJ4dMklYcyAVh&#xA;AMALeNwvYF8RweHyh+sf086ADTAAYLkbOiVLr1bdtDMA1OLGTkNlxHVDtDOgjAEASwW4ArjdCDDA&#xA;8yMel/DgMO0MKGIAwFK3dbtROjVrr50BoA5tomLl8cEPaGdAEQMAlgkJDOYXCmCQB/rcLt1adtLO&#xA;gBIGACxzd69befIYYJDAgED548iZEuDidl0nYgDAEpEhETJt4N3aGQA81KtVV5nYa5x2BhQwAGCJ&#xA;h/rdJU3DYrQzADTAzKTJ0jKimXYGfIwBgEZrFt5EJvW9QzsDQANFhUTI74c/op0BH2MAoNEeG3y/&#xA;RASHa2cAaIQxCdfLsA4DtTPgQwwANMp1TeNkQo+x2hkALPD89U9IWFCodgZ8hAGARnk6eYoE8rhf&#xA;wC/ExbSWRwbdp50BH2EAoMEGtO0lN3RK1s4AYKGH+t0lCc07aGfABxgAaBCXuOTZlGnaGQAsFhQQ&#xA;KC+OnMmjvB2AAYAGGdPleunZqot2BgAv6NcmUe7qOUY7A17GAIDHQgKD5ankydoZALxoVvIUaRbe&#xA;RDsDXsQAgMfu7X2btI1upZ0BwIuiQ6PkuZTp2hnwIgYAPNIkLFqmD7xXOwOAD9za7QYZEtdXOwNe&#xA;wgCARx4ZeK9Eh0ZqZwDwkRdHzpCQwGDtDHgBAwD1Fh/TRu7ufat2BgAfat+krUwbeI92BryAAYB6&#xA;eyp5igQHBGlnAPCxKf0nSMemcdoZsBgDAPXSp3V3uTkhRTsDgIKQwGDOBvBDDADU6cqhP/wfP+Bc&#xA;A9v1kt91v0k7AxZiAKBON3YeKn3bJGpnAFD2TMrD0jQsRjsDFmEA4JqCAgJlVvIU7QwANtA0LEae&#xA;GTpVOwMWYQDgmu7uNU7im7TVzgBgE79LvFkGtuulnQELMABQq+jQSHl00P3aGQBsxCUueXEEZwP4&#xA;AwYAajVtwD3SJCxaOwOAzXRsFi+T+4/XzkAjMQBwVW2iY+W+Pr/TzgBgU9MH3svXg4ZjAOCqZiZN&#xA;5iM+ALUKCQyWF0c8qZ2BRmAA4Dd6xHaRW7qO0M4AYHNJ8f1kXNeR2hloIAYAfoNDfwDU1++HPSLR&#xA;oVHaGWgADnbHvxjRMYlbfBrof30zW1Yd+Fo7Aw0UEhgsi+/7f9KhSTvtFKM0C28is5KnyKsb52mn&#xA;wEN8AoCfBXLoT4MdPHtUvjj4jXYGGqGiulL+vHG+uMWtnWKcu3qOkX6cFmocBgB+dlfiaOnYLF47&#xA;w0iz096TGjd/OEy3NW+3rD74rXaGcVzikhdHzpCggEDtFHiAAQAREYkMiZAnhkzSzjDSlpM7JCM3&#xA;SzsDFvnblgVyqaxIO8M4Cc2vkwf73aWdAQ8wACAiPz7vu1l4E+0M49S4a2T2lve0M2ChC6WFMjd9&#xA;oXaGkR4ddJ+0i26tnYF6YgBAWkW2kEl979DOMNJn2esl5/xx7QxY7NP96yTr9H7tDOOEBYXKCyOe&#xA;0M5APTEAIE8OmSRhQaHaGcYprSqTNzPf186AF7jFLa9+O0+qaqq1U4wzrMNAGZ0wXDsD9cAAcLiu&#xA;LTrKbd1v1s4w0uKdn8jZkgvaGfCSoxdOyqKdH2tnGOnfhj0iUSER2hmoAwPA4Z5NmSYBLg798dS5&#xA;kouyKGuldga87J3tH0lu4WntDOO0jGwuM5Mma2egDgwAB0tpP0CS4vtpZxjpzcwlUlpZpp0BLyuv&#xA;qpDXN72pnWGkib3GSa9WXbUzcA0MAIcKcAXIMykPa2cY6cj5E/Jp9nrtDPhI2skdsvbwd9oZxglw&#xA;ueSPI2dKIGcD2BYDwKFu736zJDS/TjvDSLPTUqXGXaOdAR/6v5v/KUXll7UzjNOtZSe5vzePFbcr&#xA;BoADhQeFyZNJD2pnGCkzb5dsPrFNOwM+dq7korzB2QAN8sSQSdI6qqV2Bq6CAeBAD/W/S1pGNNPO&#xA;ME6N282hPw62cv8a2ZN/UDvDOOHBYfLC9Y9rZ+AqGAAO0yKiqUzuN147w0hfHtwgB84e0c6Akhq3&#xA;W17bOE+qORvAYyM6JskNnZK1M/ArDACHeWLwJAkPDtPOME55VYX8I3OJdgaUHTp3TN7f9Zl2hpGe&#xA;v/5xfvfYDAPAQTo37yB39hitnWGkpbs/k/zis9oZsIG3t34gp4sKtDOM0yqyhcwYwrVHdsIAcJBn&#xA;hk6VABf/K/fUhdJCeW/HCu0M2ERpVZm8/h1nAzTEfX1+J91bdtbOwE/4a+AQQ+L6yrAOg7QzjPT2&#xA;1qVyuaJEOwM28t3xrfLNkS3aGcYJcAXISzfM5I2ITfC/BQcIcLk49KeBjl/Mk4/3r9HOgA391/f/&#xA;ZBg2QI/YLjKh51jtDAgDwBHGdb2Rj90aaG76Qq76xlUVXD4n8zO4MLQh3G63dgKEAeD3QoNCZAaH&#xA;/jTIzlP75Nuj6doZsLFle7+U7IIc7QzjPDb4AYnkaYHqGAB+7oE+d3AKVwO4xS1/27JAOwM2V+Ou&#xA;kVe+fYOjoT3UIqKpPDroPu0Mx2MA+LFm4THy8ICJ2hlGWnv4O9l35rB2Bgxw4OwR+WjPF9oZxrm/&#xA;z+3SsWmcdoajMQD82KOD7udjtgaoqK6UN9IXaWfAIPMzlsiZy+e0M4wSFBAoz494QjvD0RgAfuq6&#xA;pnEysect2hlG+mjPF3Kq6Ix2BgxSUlkq//Xd29oZxhkS11dGJQzTznAsBoCfejp5Cs/hboBLZUWy&#xA;YPsy7QwYaMPRNNl0PFM7wzjPpkyTsKBQ7QxHYgD4of5te/LgjQZ6Z/tHUlRerJ0BQ/1101tSWlmm&#xA;nWGUNlGxMpVrlVQwAPyMS1zybMo07Qwj5RaeluV7vtTOgMFOFxfIW1uXamcYZ0r/CdIuurV2huMw&#xA;APzM6C7DpVerrtoZRnojfaFU1lRpZ8BwS3evkkPnjmlnGCUkMFh+P2y6dobjMAD8SEhgsDydPEU7&#xA;w0h78g/K1zmc7Y7Gq66plle/nSc1nHbnkRs6JUtK+wHaGY7CAPAj9/a+TdpGt9LOMM6VQ3/cwi9s&#xA;WGPvmYOyYt9q7Qzj/OH6xyUkMFg7wzEYAH4iJjRKpg+8RzvDSBuOpMmu09naGfAz89IXydmSC9oZ&#xA;RmnfpK1M6nuHdoZjMAD8xCOD7pXo0CjtDONU1VTLnPSF2hnwQ8UVJfL/vn9HO8M40wfeK7GRLbQz&#xA;HIEB4AfiY9rIPb1v084w0vK9qyX30intDPiptTnfyeYT27UzjBIeHCbPDJ2qneEIDAA/8FTyFAkO&#xA;CNLOME5R+WV5Z9uH2hnwc3/97k0pqyrXzjDK2K4jpH/bntoZfo8BYLjerbvJzQkp2hlGenfHMrlY&#xA;VqidAT+XV5jP0PSQS1zyh+GPcZqplzEADPdsynRxiUs7wziniwrkw92fa2fAIRZnfSJHzp/QzjBK&#xA;t5ad5J5e47Qz/BoDwGA3dU6Rfm0StTOMNC9jkVRUV2pnwCGqaqrltY3zuNXUQ48PniTNwmO0M/wW&#xA;A8BQQQGBMotDfxokuyBHvjq0STsDDpN1Ols+2b9OO8Mo0aGRMjNpsnaG32IAGOruXuMkvklb7Qwj&#xA;cegPtMxNS5ULpZe0M4xyR+Jo6RHbRTvDLzEADBQVEiGPDLpPO8NIm45lyPYf9mpnwKEKy4vlb1sW&#xA;aGcYJcDlkuevf5xrnbyAAWCgaQPvkaZhfC/mqWoO/YENfHnwW8nM26WdYZTerbvJbd1v1M7wOwwA&#xA;w7SJjpX7+9yunWGkT7LXybELudoZgPx543wuQvXQM0OnSXRopHaGX2EAGGZm0mQeltEAlytK5K1M&#xA;ntMOezh56ZS8u32ZdoZRmoXHyOODJ2ln+BUGgEESYxPklq4jtDOMtHDnx3K+9KJ2BvCzhTs/lmMX&#xA;87QzjHJPr3GS0LyDdobfYAAY5NmhD3MhTAOcuXxO3t/1mXYG8C8qqivlzxvnc0eKBwIDAuUPwx/T&#xA;zvAbDABDjOiYJIPi+mhnGOkfme9zFjtsafsPe+SLAxu0M4wyKK6PjOlyvXaGX2AAGCCQQ38a7PC5&#xA;Y/LFga+1M4Ba/X3Lu3KprEg7wyj/ecPTEh/TRjvDeAwAA9yVOFo6NovXzjDS37a8KzVuPmKFfV0s&#xA;K5S/p72nnWGU8OAw+W83zZIAF1+JNgYDwOYigsPl8SEPaGcYacvJHZKRm6WdAdTp8+yvOaDKQwPa&#xA;9pL7+9yhnWE0BoDNTR0wUZqHN9XOME6Nu0Zmb+FdFczgFrf8eRNnA3hqZtJDcl3TOO0MYzEAbKxV&#xA;ZAuZ1JeF2xCfH/hGcs4f184A6u3YhVxZtHOldoZRQoNC5D9vnKWdYSwGgI09OWSShAWFamcYp7Sq&#xA;TOZnLtHOADy2YPtHknvplHaGUXgkesMxAGyqS4uOclv3m7UzjLR45ydy9vJ57QzAYxXVlfLnTf/Q&#xA;zoBDBGkH4OqeS5nGFa4NcK7koizK4mNUmCsjN0tS/jGRu1fgdXwCYEMp7QdIUnw/7Qwjvbn1fSmt&#xA;LNPOABqFP/7wBQaAzQS4AuSZlIe1M4x05PwJ+Sx7vXYGABiBAWAzv+t+kyQ0v047w0iz01KluqZa&#xA;OwMAjMAAsJGwoFCZMeRB7QwjZebtks0ntmlnAIAxGAA2Mrn/eGkZ2Vw7wzg1bjeH/gCAhxgANtEi&#xA;oqlM7jdeO8NIXx36Vg6cPaKdAQBGYQDYxBODJ0l4cJh2hnHKqypkXsbaULTgAAAetUlEQVRi7QwA&#xA;MA4DwAY6NWsvdySO0s4w0tLdn0l+8VntDAAwDgPABp4Z+rAEBgRqZxjnQmmhvLdjhXYGABiJAaBs&#xA;SFxfGX7dIO0MI/1z2wdyuaJEOwMAjMQAUBTgcnHoTwMdv5gnH+/7SjsDAIzFAFB0S9cbpHvLztoZ&#xA;RpqbvlCqOPQHABqMAaAkJDBYZiRx6E9D7Dy1T749mq6dAQBGYwAomdT3TmkTFaudYRy3uOXvW97V&#xA;zgAA4zEAFDQLj5GHB0zUzjDSupzvZe+ZQ9oZAGA8BoCCRwfdL5EhEdoZxqmorpS5aQu1MwDALzAA&#xA;fKxDk3Yyoect2hlG+mjPF3Kq6Ix2BgD4BQaAjz09dIoEceiPxwrLi2XB9mXaGQDgNxgAPtS/bU+5&#xA;sdNQ7QwjvbPtIykqL9bOAAC/wQDwEZe45NmUadoZRsotPC3L936pnQEAfoUB4COjE4ZLr1ZdtTOM&#xA;9Eb6QqmortTOAAC/wgDwgZDAYJmZPFk7w0h78g/K1zlbtDMAwO8wAHzg3t63SVxMa+0MI/19ywJx&#xA;i1s7AwD8DgPAy2JCo2T6wHu0M4z0zdE0yTqdrZ0BAH6JAeBljwy6V6JDo7QzjFNVUy1z0lK1MwDA&#xA;bzEAvCguprXc3etW7QwjLd+7WnIvndLOAAC/xQDwoqeSp0hIYLB2hnGKK0rknW0famcAgF8L0g7w&#xA;V71bd5NRCcO0M4z03o7lcrGsUDvDaGFBodKpWXvp1Ky9xMW0lnYxreS2bjdpZwFGSJ4/QTvBJxgA&#xA;XvJsynRxiUs7wziniwpk6a7PtDOM0yKiqaS0HygD2vaUXq27yXVN4yXAxesP8MSR8yfk1Y3ztDN8&#xA;hgHgBTd1Gir92iRqZxhpXsYiDv2pB5e4pG+bRBnZMUlSOgyQzs07MDiBRrpUXiS7HHTnEQPAYkEB&#xA;gfLU0CnaGUbKLsiRrw5t0s6wtfiYNnJXjzFyS9eR0jqqpXYO4Dfyi8/K7C3OuvOIAWCxu3uNkw5N&#xA;2mlnGOnvae9x6E8tBrbrLVP6j5eUDgN5pw94wd4zB2XvmYPaGT7FALBQVEiEPDLoPu0MI206ninb&#xA;8nZrZ9jOiI5JMn3gPTxHAvCii2WFMjd9kXaGzzEALPTwgLulaViMdoZxqjn05ze6t+wsvx82XQa2&#xA;662dAvi9dYe/d+S5IwwAi7SJipUH+t6hnWGkT7LXybELudoZttAsvIk8nTxFftf9Zq7iB3zk7W0f&#xA;aCeoYABYpEerLhLg4lwlT5VUlspbmUu1M2xhTML18vyIx/kUCfCR1Yc2yomLeXKh9JJ2igoGgEXO&#xA;lVyQoIBA7QzjLNq5Us6XXtTOUBUeHCb/MeIJDuoBfGxwXB957Vvn3Pf/awwAizjp3lGrnLl8ThZn&#xA;faKdoapNVKy8Pu4l6dayk3YK4ChlVeXy4e7PpbSqTDtFDZ9ZW+iRFS9qJxjlH5nvS1lVuXaGmt6t&#xA;u8k7E//CH39AgUtcsvrQt9oZqhgAFtp75qB8fWSzdoYRDp87Jl8c+Fo7Q01K+wEy787/LS0immqn&#xA;AI60ZNenkl98VjtDFQPAYm848F7Shth+aq/UuJ156E9SfD/58y1/5EmRgJILpZdk4c6PtTPUMQAs&#xA;dvLSKVm+d7V2hu2N7zFW2ka30s7wuYHtesvr416S0KAQ7RTAsd7e+oFcrijRzlDHAPCCt7c6855S&#xA;T4QEBsvTDntmQsdm8fL6uJckLChUOwVwrGMX8+Tj/Wu0M2yBAeAF50svMgLqYXTCcOnTurt2hk9E&#xA;hkTI6+NekqiQCO0UwNHmpKVKdU21doYtMAC8xOm3t9WHS1zy3LDpjni4zUsjZ/KQKEDZ9h/2yqZj&#xA;GdoZtsEA8JKSylJ5fdOb2hm216d1dxmdMFw7w6tGJwyXMV2u184AHM0tbpmd9q52hq0wALxoJd8z&#xA;1cvTQ6f47RXx0aGR8u/DH9POABzvq0ObZN+Zw9oZtsIA8KKqmmp5ac3r2hm21za6ldzf53btDK94&#xA;bND93OsPKKuorpR5Gdyi/WsMAC/75sgW2XvmoHaG7U0beI80C/evh+C0imwhE3uN084AHO/D3Z/L&#xA;6aIC7QzbYQB4mVvcMnsLz7qvS1RIhDw26AHtDEtN7j/eb7/aAExxsaxQ3t2xTDvDlhgAPrDj1F75&#xA;7vhW7Qzbm9BzrHRsFq+dYYmI4HC5M3G0dgbgeO9s+1CKyi9rZ9gSA8BH5qYvdPxjb+sSGBAozw6d&#xA;pp1hiZs7p0h4cJh2BuBouZzMek0MAB85cv6EfH98m3aG7Q2/bpAkxffTzmi0sV1GaCcAjjcnfaFU&#xA;cehPrRgAPvRm5vtyqaxIO8P2nkuZJgEuc1+akSERMqBdL+0MwNGyTmfLN0e2aGfYmrm/ZQ105vI5&#xA;Wbl/rXaG7XVp0VFu736zdkaD9W3dnYv/AEVuccvftyzQzrA9BoCPpe5YLhdKL2ln2N6MpIeM/Q69&#xA;t0OebwDY1dc5W2RPPrdf14UB4GPFFSWSumOFdobttYhoKlP7T9TOaJCE5h20EwDHqqiulLnp3Hpd&#xA;HwwABcv2fsmhFPXwYL87pXVUS+0Mj7WNbqWdADjW8r1fSl5hvnaGERgACiqqK2V+5mLtDNsLCwqV&#xA;mUkPaWd4LCo0UjsBcKSi8mJ5Z9tH2hnGYAAo+erQRjl49qh2hu2N63aD9Ijtop3hkZjQKO0EwJEW&#xA;bF8mheXF2hnGYAAoqXG7ZQ7fU9XJJS55btg07QyPRPMJAOBzp4sK5KM9X2hnGIUBoCj95E7JyM3S&#xA;zrC9AW17yU2dhmpn1FtFVaV2AuA4/8h8Xyqq+b89TzAAlM1JS5Wzl89rZ9jerKFTJTggSDujXkoq&#xA;S7UTAEc5dO6YrD60QTvDOAwAZQfOHpFtP+zRzrC9+CZt5Z7et2ln1EsBgw7wqTlpqVLjdmtnGIcB&#xA;YAPzM5ZoJxjh0UH3GnGBXV7hae0EwDEy83ZJ2skd2hlGYgDYwA9F+bJ012faGbYXHRoljw66Tzuj&#xA;TjnnT2gnAI7gFrfMSeNi6oZiANjEgu3L5GJZoXaG7d3T+zZp36StdsY17ck/oJ0AOMLaw99JdkGO&#xA;doaxGAA2cbGsUJZkfSrrcr7XTrG1oIBAmTV0qnbGNe3KP8DVyICXVdZUyfwMDlRrDAaAjXywe5X0&#xA;bZOonWF7N3YaKgNt/LjdyxUlsuOHvdoZgF9bvocjfxuLAWAjZVXl8lbmUtmWt1s7xfaeS5kuAS6X&#xA;dkat1uR8p50A+K3iihJZsH2ZdobxGAA2s+rA19I8oql2hu0lxibIuK43amfU6uuczVJaWaadAfil&#xA;1B0ruGbKAgwAm6lx18jc9EWSc/64dortzUx+SMKCQrUzrqqkslQ+O7BeOwPwOwWXz8kHu1dpZ/gF&#xA;BoANbTqWIcUVJdoZttcqsoU81O8u7YxaLdq5kosBAYu9mblUyqrKtTP8AgPApmZveU9OFxdoZ9je&#xA;lP4TpGVEM+2Mq8ovPivL936pnQH4jaMXTsqqA19rZ/gNBoBN7c4/IPu5v7VO4cFhMiPpIe2MWr2Z&#xA;uVTOXD6nnQH4hblpC6XGXaOd4TcYADY2L32RXCjlQpe6/K77zdK1RUftjKsqqSyVv2z8h3YGYLyd&#xA;p/bJpuOZ2hl+hQFgY8cv5sk3R7fI4qyV2im2FuByyXPDpmtn1GrT8UxZe5jbAoGGcotbZqe9p53h&#xA;dxgANvf21qVye/dR2hm2NySur4y4boh2Rq1e2zhPTlz6QTsDMNKGI2myJ/+gdobfYQDY3LmSi7KM&#xA;C8nqZVbKwxIYEKidcVXFFSXyH6tf4+4OwEPVNdXyRvoi7Qy/xAAwwKKdK+VcyUXtDNvr2DROJva8&#xA;RTujVkcvnJT/+Oo1bmECPLBy/1o+PfOSwLjbE/+kHYFrq6ypkvLqCnGJy/ZPwtPWs1VXWblvjW3v&#xA;vz9VdEb2FxyWmzsPkyCbfloB2EVJZan88au/SGkVp2p6A58AGGLlvjXSgT/+dWoaFiPTB96rnXFN&#xA;6Sd3yotfvWbbkQLYxeKsT+R8KZ9+egsDwBBVNdXyRsYi2V9wWDvF9u7r8ztpF91aO+OatpzcIU99&#xA;+v/x1Q5Qi/OlF2Vx1ifaGX6NAWCQr3O2SI3brZ1heyGBwfL00CnaGXXanX9AHlnxH3Lo3DHtFMB2&#xA;3t76AQ/U8jIGgEHc4pY5aamSW3haO8X2RiUMk75tErUz6nS6uEAeX/mSfHlwg3YKYBsnLv0gK/ev&#xA;1c7wewwAw2z/YY8cv5CnnWF7LnHJ74dNF5e4tFPqVFpZJn/6+m/y39b9l1wqK9LOAdS9kb5Iqmuq&#xA;tTP8HgPAQHPTU7kwph56teomo7sM186ot7WHv5MHPnhWPstez1c9cKw9+Qdlw5E07QxHYAAYKOf8&#xA;Cdl8Yrt2hhFmJU+VkMBg7Yx6O196Uf73hjkybfnznHwGR5qd9p64hQHsC5wDYKgDZ4/IpL53amfY&#xA;XlRopJRVlUnW6f3aKR45V3JBPsteL4fPHZO2Ma2lVWQL7STA6zYdz5TUHSu0MxyDAWCoyxUlEhYU&#xA;Kv3a9NBOsb2erbrKp9nrjTyB79jFXPlk/1rZcWqfNI9oKvFN2hhxXQPgqRp3jfzxq7/IxTKegOor&#xA;DACD7S/IkakDJmpn2F5IYLBEhoTLd8e3aqc02KmiM7L60Ley5tAmKasql7YxrSQyJEI7C7DMZwfW&#xA;y6fZ67QzHIUBYLCK6goprSyT5Pb9tVNsr1uLTvLN0TS5UHpJO6VRLpUXSWbeLvlg92eSkZsll8qK&#xA;JDIkXJqHN9VOAxqsrKpcXvzqL1JSWaqd4igMAMMdOHtEbut2o0SFRmqn2FqAK0DiYtrI6kPfaqdY&#xA;wi0i+cVnJSM3S5bvXS0r962RI+dPSFHFZQkJDJaYsGhxufiqAGZYtHOlfHssXTvDcVxJ88ZzuaXh&#xA;but2k/z3m5/VzjDCc5//T0k7uUM7w+vCg8KkU/N46di0vcQ3aSPtolvJrd1u1M4Crurmdx6Syzwq&#xA;2+cYAH4gwOWS1Hv+j3Rt0VE7xfZyzp+QyR/9m9S4a7RT4BDxTdrKB/fP5umPtfg/3/9TPti9SjvD&#xA;kTgHwA/UuH88Ihh1S2jeQe7sMVo7Aw4yK3kKf/xrkVeYLyv2rtbOcCwGgJ9IO7lDMvN2aWcY4ckh&#xA;kyQiOFw7Aw7Qu3U3ubHzUO0M25qfsVgqa6q0MxyLAeBH+BSgfpqHN+X2SfjEsynTOLehFtkFObL2&#xA;8HfaGY7GAPAj2QU5subwJu0MIzzY905pExWrnQE/dkOnZA7quoY5aakc+auMAeBn5mcs5iSteggN&#xA;CpEZSQ9pZ8BPBQYEylPJU7QzbIuvLO2BAeBn8grz5atDG7UzjDCu20jp2aqLdgb80F2Jo6Vj0zjt&#xA;DFviomX7YAD4oXe2fcSnAPXgEpf8ftgj2hnwM+HBYfL4kAe0M2xr9aENcujcMe0MCAPAL10sK5QP&#xA;dq/iApt66Nemh9zUOUU7A35kcr/xHM1ci4rqSvlH5vvaGfgJA8BPLcn6VAa07amdYYRZQ6dKSGCw&#xA;dgb8QIuIpvJQ/7u0M2zroz1fyOmiAu0M/IQB4KfKqsrlra1LZWvebu0U24uPaSP39LpVOwN+4InB&#xA;kyQ8KEw7w5aKyovl3e3LtDPwCwwAP/bZga+lZUQz7QwjPDLoPmkSFq2dAYN1bBYvdySO0s6wrQXb&#xA;l0thebF2Bn6BAeDHqmuq5Y2MRVxwUw/RoZHy2OD7tTNgsFnJUySQI3+v6nRxgXy053PtDPwKA8DP&#xA;fXs0XUoqy7QzjDCx5zi5jlu30AD92/aUER2TtDNs683M96WiulI7A7/CAHCAOWnvaScYISggUJ4Z&#xA;OlU7A4ZxiUueTZmmnWFbh88dky8PbtDOwFUwABxg1+ls2XA0TTvDCCM6JsnguD7aGTDIzQkp0qtV&#xA;V+0M25qbvlBq3Bz5a0cMAIeYl75ILpRe0s4wwrMp0yTAxQNcULcgjvy9pq15u2Xzie3aGagFA8Ah&#xA;jl3M41OAeuresrPc1v1m7QwY4O5e4yQ+po12hi25hSN/7Y4B4CBvb/1ALpUVaWcYYeaQByUsKFQ7&#xA;AzYWGRIhjwy6TzvDttYd/l72FxzWzsA1MAAc5GzJBVm290vtDCO0jGwuk/uP186AjT08YKI0DYvR&#xA;zrClypoqmZ+xWDsDdWAAOMzirE/kXMlF7QwjTO4/XlpGNtfOgA21imwhD/S5QzvDtlbs/UpyC09r&#xA;Z6AODACHuVxRIu9uXyabT2zTTrG98KAwmTnkQe0M2NCTQyZJaFCIdoYtXa4okQXbP9TOQD0wABxo&#xA;xb7V0oEDb+rltu43S/eWnbUzYCMJza/jItFrWLjzY7lQyuPITcAAcKCqmmqZn75Y9p3hAp26BLg4&#xA;5AX/6pmUh7lNtBZnL5+X93d9pp2BemIAONS6nO+F32H1MziuD8e8QkREhsT1lZT2A7QzbOvNrUul&#xA;rKpcOwP1xABwqCv36HKhTv08M3SqBPGgF0cLcLnkmZSHtTNs6+iFk7LqwNfaGfAAA8DBtubtlhMX&#xA;f9DOMMJ1TeNkYs9x2hlQNLbLCK4HuYY30hdJdU21dgY8wABwuLnpC7ktsJ4eG3y/RIdGamdAQUhg&#xA;sMxMmqydYVtZp/fLxmMZ2hnwEAPA4Q6fOyZpJ3doZxihSVg0J7851L29b5M20bHaGbbkFrfM3sIT&#xA;R03EAIC8mfk+RwTX0z29buXsd4eJDo2S6QPv0c6wrQ1H02V3/gHtDDQAAwByurhAVh1YLyv2faWd&#xA;YnshgcEya+hU7Qz40PSB90h0aJR2hi1V11TLvPRF2hloIAYARERkwfblclOnFO0MI9zUOUX6temh&#xA;nQEfaBMdK/f2vk07w7Y+yV4nxy/maWeggRgAEBGRovJiWbjzY/mGRwbXy++HPSIu4SAFfzczabKE&#xA;BAZrZ9hSaVWZvL11qXYGGoEBgJ99tOdz6dEyQTvDCD1bdZFx3UZqZ8CLerfuJrd0HaGdYVtLsj7l&#xA;DiLDMQDws4rqSnlz6/uSdXq/dooRZiQ9xLtDPxXgcsnz1z/Opzy1OF96URbtXKmdgUZiAOBffHlw&#xA;g0QGh2tnGKFNVKw82O8u7Qx4wR2Jo6VHbBftDNv659YPpaSyVDsDjcQAwL+ocbtlbvpCOXrhpHaK&#xA;Eab2nyDNw5tqZ8BC0aGRHPpzDScvnZKV+9doZ8ACDAD8xuYT2/lur54iQyLkySGTtDNgoRlJD0mz&#xA;8BjtDNt6I32RVHHkr19gAOCq5qSlSsHlc9oZRrizx2hJaN5BOwMW6Nayk0zseYt2hm3tPXNQvjmy&#xA;RTsDFmEA4Kr2FxyWrNPZ2hlGCHAFyLMp07Qz0Egucckfhj8mAS5+LdZm9pZUcYtbOwMW4ZWOWs1L&#xA;X8QRwfU0tP0AnhNvuLFdR0j/tj21M2zru+NbZcepvdoZsBADALXKLTwtXx3eKB/sXqWdYoRnU6ZJ&#xA;YECgdgYaICI4XJ7hiOda1bhrZG76Qu0MWIwBgGt6Z9tHMrYLB97UR+fmHeTOxNHaGWiAxwbfL7GR&#xA;LbQzbOvzA9/IkfMntDNgMQYArulC6SX5aM/n8tWhjdopRnhyyCSJDInQzoAHOjaNk/v73K6dYVvl&#xA;VRXyZub72hnwAgYA6rQk61MZ1K63doYRmoU3kYcH3K2dAQ/8+/DHJIivbmq1dPcqOcMdQX6JAYA6&#xA;lVaVydvbPpSM3CztFCNM6nuHtImO1c5APdzQKVmS2/fXzrCtS2VFkrpjuXYGvIQBgHr5NHudtIpq&#xA;qZ1hhJDAYJmVzAVldhcWFCr/PuxR7Qxbe2f7R1JcUaKdAS9hAKBeqmuqZV76Ijl49qh2ihFGdxku&#xA;vVp1087ANUwdMJFPaq7hh6J8WbF3tXYGvChIOwDm2HA0TR7i4Tf14hKXvDPxz9oZQIPNz1giFdWV&#xA;2hnwIj4BgEfmpL0np4sKtDMAeNGBs0dkzaFN2hnwMgYAPJJ1OlsOnD0if9u8QDsFgJfMSePIXydg&#xA;AMBjb2QskqkDJmpnAPCC9JM7uePHIRgA8NixC7ny7bEMSd2xQjsFgIVq3G6Zk56qnQEfYQCgQd7K&#xA;fF/u6jFGOwOAhb46tJE7fRyEAYAGOVtyQVbs+0pWZa/XTgFggYrqSpmfuVg7Az7EAECDLdz5sQy7&#xA;bpB2BgALLNv7JXf4OAwDAA12uaJE3t2+XL4/vk07BUAjFJVflgXbPtLOgI8xANAoK/aulo7N4rUz&#xA;ADRC6s4VUlherJ0BH2MAoFEqa6pkfsZi2XvmoHYKgAbILz4rH+xepZ0BBQwANNraw99JoIvHqQIm&#xA;ejPzfSmvqtDOgAIGABrNLW6Zk5YqJy+d0k4B4IGc88fli4PfaGdACQMAlsjM2yV5hae1MwB4YE7a&#xA;Qqlxc+SvUzEAYJk5aalytuSCdgaAetiWt1s2n+AOHidjAMAyh84dk4zcndoZAOrgFo78BQMAFvtH&#xA;5vtysaxQOwPANazP2Sz7zhzWzoAyBgAsdbqoQD4/8I0s37taOwXAVVTVVMu89EXaGbABBgAs9+72&#xA;ZXJz52HaGQCuYsW+1ZLLBbsQBgC8oLC8WBZnrZRvjmzRTgHwC5crSuQdjvzFTxgA8IoPdq+SHq26&#xA;aGcA+IXFWZ/IhdJL2hmwCQYAvKKiulLeylwqO0/t004BID8+wntJ1qfaGbARBgC85ouDGyQ6NEo7&#xA;A4CIvLV1qZRWlWlnwEYYAPCaGneNzE1PlaMXTmqnAI527EKufJa9XjsDNsMAgFd9f3wb3zkCyt7I&#xA;WCTVNdXaGbAZBgC8bk5aquQXn9XOABwp63S2fHs0XTsDNsQAgNftPXNI9uQf1M4AHGlO2nvaCbAp&#xA;BgB84o2MRRwRDPjYhqNpsut0tnYGbIoBAJ/IvXRK1h3+Xt7fxW1IgLe5xS3VHPmLOjAA4DNvb/tA&#xA;bu12o3YG4Pfcbrd8mr1Ojl3M006BjTEA4DMXSi/Jh7s/l9WHNmqnAH6rqqZayqrK5e2tH2inwOYY&#xA;APCpJVmfyuB2vbUzAL9VVVMl7+/6TM6WXNBOgc0xAOBTpVVl8s9tH0pGbpZ2CuB3yqrKpaSyVBZn&#xA;faKdAgMwAOBzn2Svk9ZRLbUzAL/iFrdU1VTLgm3L5HJFiXYODMAAgM9duTr5wNkj2imA3yguvywX&#xA;Sy/Jin2rtVNgCAYAVGw4mi4V1ZXaGYBf+PGYX5e8kbFIqjjyF/XEAIAKt7hl9pb35FTRGe0UwHiX&#xA;yovkxKUf5OucLdopMAgDAGqyTu+Xw+eOaWcARiurKpfggGCZk5YqbnFr58AgDACompu+iKcFAo1Q&#xA;VF4su05ny/Yf9minwDAMAKg6euGkbDqeKe/tWKGdAhinqLxYwoPDZW56qnYKDMQAgLo3M5fKXT1G&#xA;a2cAximquCwbjmyRnPMntFNgIAYA1BVcPief7F8rn2av004BjFFw+ZxEhUTKm1uXaqfAUAwA2ELq&#xA;jhVy/XWDtTMAY5RVVcjKfWskv/isdgoMxQCALRRXlMh7O1bIpuOZ2imA7Z28dEqiQiIkdSfXzqDh&#xA;GACwjRV7V0tC8w7aGYCtVddUS7W7RlJ3rJCi8svaOTAYAwC2UVFdKfMzlsie/IPaKYBtHb1wUsIC&#xA;Q2TZ3i+1U2A4BgBsZc2hTRIcGKSdAdhSSWWphAWHybyMRRyljUZjAMBW3OKWOWmpcuLSD9opgO0c&#xA;v5gnlytKZM3hTdop8AMMANhORm6WnCrkGQHAL50tuSDNwpvInLRUqXFz5C8ajwEAW5qTnipnSy5o&#xA;ZwC2cbqoQE5c/EEycrO0U+AnGACwpYNnj0pm7i7tDMAWTlz6QdrFtJI5aRz5C+swAGBb8zMXy8Wy&#xA;Qu0MQN35kouSkbtLDpw9op0CP8IAgG2dLiqQLw5u4HYnOFp2QY50bBYv8zMWa6fAzzAAYGvvbl8m&#xA;oxOGa2cAKqprqqWksky+PLhBThVxYSysxQCArV0qK5IlWZ/I10c2a6cAPrfz1D7p3Ly9LNi+TDsF&#xA;fogBANtbunuV9GrVTTsD8LmgwCBZkvWJXCor0k6BH2IAwPbKqyrkra1LZfsPe7RTAJ9qExUrS3ev&#xA;0s6An2IAwAifH/hGmobFaGcAPvXW1qVSXlWhnQE/xQCAEWrcNfLkJ/+pnQH41OcHvtFOgB9zJc0b&#xA;z5mSAGAT0aGRcrmiVCJDIqSovFg7B36Mx64BgI0UlV/+6f/ljz+8i68AAABwIAYAAAAOxAAAAMCB&#xA;GAAAADgQAwAAAAdiAAAA4EAMAAAAHIgBAACAAzEAAABwIAYAAAAOxAAAAMCBGAAAADgQAwAAAAdi&#xA;AAAA4EAMAAAAHIgBAACAAzEAAABwIAYAAAAOxAAAAMCBGAAAADgQAwAAAAdiAAAA4EAMAAAAHIgB&#xA;AACAAzEAAABwIAYAAAAOxAAAAMCBGAAAADgQAwAAAAdiAAAA4EAMAAAAHIgBAACAAzEAAABwIAYA&#xA;AAAOxAAAAMCBGAAAADgQAwAAAAdiAAAA4EAMAAAAHIgBAACAAzEAAABwIAYAAAAOxAAAAMCBGAAA&#xA;ADgQAwAAAAdiAAAA4EAMAAAAHIgBAACAAzEAAABwIAYAAAAOxAAAAMCB/n+1Xq4rhzG0lgAAAABJ&#xA;RU5ErkJggg==&#xA;" height="65.230194" width="65.230194"></image>
+  </g>
+  <g inkscape:groupmode="layer" id="layer3" inkscape:label="PLACE YOUR PICTOGRAM HERE" style="display:inline"></g>
+  <g inkscape:groupmode="layer" id="layer2" inkscape:label="BADGE" style="display:none" sodipodi:insensitive="true">
+    <g style="display:inline" transform="translate(-340.00001,-581)" id="g4394" clip-path="none">
+      <g id="g855">
+        <g inkscape:groupmode="maskhelper" id="g870" clip-path="url(#clipPath873)" style="opacity:0.6;filter:url(#filter891)">
+          <path transform="matrix(1.4999992,0,0,1.4999992,-29.999795,-237.54282)" d="m 264,552.36218 c 0,6.62742 -5.37258,12 -12,12 -6.62742,0 -12,-5.37258 -12,-12 0,-6.62741 5.37258,-12 12,-12 6.62742,0 12,5.37259 12,12 z" sodipodi:ry="12" sodipodi:rx="12" sodipodi:cy="552.36218" sodipodi:cx="252" id="path844" style="color:#000000;fill:#000000;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:4;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate" sodipodi:type="arc"></path>
+        </g>
+        <g id="g862">
+          <path sodipodi:type="arc" style="color:#000000;fill:#f5f5f5;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:4;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate" id="path4398" sodipodi:cx="252" sodipodi:cy="552.36218" sodipodi:rx="12" sodipodi:ry="12" d="m 264,552.36218 c 0,6.62742 -5.37258,12 -12,12 -6.62742,0 -12,-5.37258 -12,-12 0,-6.62741 5.37258,-12 12,-12 6.62742,0 12,5.37259 12,12 z" transform="matrix(1.4999992,0,0,1.4999992,-29.999795,-238.54282)"></path>
+          <path transform="matrix(1.25,0,0,1.25,33,-100.45273)" d="m 264,552.36218 c 0,6.62742 -5.37258,12 -12,12 -6.62742,0 -12,-5.37258 -12,-12 0,-6.62741 5.37258,-12 12,-12 6.62742,0 12,5.37259 12,12 z" sodipodi:ry="12" sodipodi:rx="12" sodipodi:cy="552.36218" sodipodi:cx="252" id="path4400" style="color:#000000;fill:#dd4814;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:4;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate" sodipodi:type="arc"></path>
+          <path sodipodi:type="star" style="color:#000000;fill:#f5f5f5;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:3;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate" id="path4459" sodipodi:sides="5" sodipodi:cx="666.19574" sodipodi:cy="589.50385" sodipodi:r1="7.2431178" sodipodi:r2="4.3458705" sodipodi:arg1="1.0471976" sodipodi:arg2="1.6755161" inkscape:flatsided="false" inkscape:rounded="0.1" inkscape:randomized="0" d="m 669.8173,595.77657 c -0.39132,0.22593 -3.62645,-1.90343 -4.07583,-1.95066 -0.44938,-0.0472 -4.05653,1.36297 -4.39232,1.06062 -0.3358,-0.30235 0.68963,-4.03715 0.59569,-4.47913 -0.0939,-0.44198 -2.5498,-3.43681 -2.36602,-3.8496 0.18379,-0.41279 4.05267,-0.59166 4.44398,-0.81759 0.39132,-0.22593 2.48067,-3.48704 2.93005,-3.4398 0.44938,0.0472 1.81505,3.67147 2.15084,3.97382 0.3358,0.30236 4.08294,1.2817 4.17689,1.72369 0.0939,0.44198 -2.9309,2.86076 -3.11469,3.27355 -0.18379,0.41279 0.0427,4.27917 -0.34859,4.5051 z" transform="matrix(1.511423,-0.16366377,0.16366377,1.511423,-755.37346,-191.93651)"></path>
+        </g>
+      </g>
+    </g>
+  </g>
+</svg>