Last active

Embed URL

HTTPS clone URL

SSH clone URL

You can clone with HTTPS or SSH.

Download Gist

Fast prototyping tricks - Glowing screen

View README.md
View README.md
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<svg width="387px" height="801px" viewBox="0 0 387 801" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:sketch="http://www.bohemiancoding.com/sketch/ns">
<title>Glow</title>
<description>Created with Sketch (http://www.bohemiancoding.com/sketch)</description>
<defs>
<rect id="path-1" x="0" y="0" width="320" height="568"></rect>
<mask id="mask-2" sketch:name="ScreenMask" fill="white">
<use xlink:href="#path-1"></use>
</mask>
</defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" sketch:type="MSPage">
<image id="iPhoneBack" sketch:type="MSBitmapLayer" x="0" y="0" width="387" height="801" xlink:href="data:image/png;base64,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"></image>
<g id="AppScreen" sketch:type="MSLayerGroup" transform="translate(33.000000, 111.000000)">
<use id="ScreenMask" fill="#34495E" sketch:type="MSShapeGroup" xlink:href="#path-1"></use>
<circle id="Circle" fill="#9B59B6" sketch:type="MSShapeGroup" mask="url(#mask-2)" cx="160" cy="175" r="50"></circle>
<path d="M92.26,303.52 L95.3,303.52 C95.2066662,302.693329 94.9800018,301.960003 94.62,301.32 C94.2599982,300.679997 93.8033361,300.143335 93.25,299.71 C92.6966639,299.276664 92.0700035,298.946668 91.37,298.72 C90.6699965,298.493332 89.9266706,298.38 89.14,298.38 C88.0466612,298.38 87.0633377,298.573331 86.19,298.96 C85.3166623,299.346669 84.580003,299.879997 83.98,300.56 C83.379997,301.240003 82.9200016,302.036662 82.6,302.95 C82.2799984,303.863338 82.12,304.853328 82.12,305.92 C82.12,306.960005 82.2799984,307.929996 82.6,308.83 C82.9200016,309.730005 83.379997,310.51333 83.98,311.18 C84.580003,311.84667 85.3166623,312.369998 86.19,312.75 C87.0633377,313.130002 88.0466612,313.32 89.14,313.32 C90.0200044,313.32 90.826663,313.186668 91.56,312.92 C92.293337,312.653332 92.9333306,312.266669 93.48,311.76 C94.0266694,311.253331 94.466665,310.640004 94.8,309.92 C95.133335,309.199996 95.3399996,308.393338 95.42,307.5 L92.38,307.5 C92.2599994,308.460005 91.9300027,309.23333 91.39,309.82 C90.8499973,310.40667 90.1000048,310.7 89.14,310.7 C88.4333298,310.7 87.8333358,310.563335 87.34,310.29 C86.8466642,310.016665 86.4466682,309.653336 86.14,309.2 C85.8333318,308.746664 85.6100007,308.23667 85.47,307.67 C85.3299993,307.10333 85.26,306.520003 85.26,305.92 C85.26,305.29333 85.3299993,304.68667 85.47,304.1 C85.6100007,303.51333 85.8333318,302.990002 86.14,302.53 C86.4466682,302.069998 86.8466642,301.703335 87.34,301.43 C87.8333358,301.156665 88.4333298,301.02 89.14,301.02 C89.5266686,301.02 89.8966649,301.083333 90.25,301.21 C90.6033351,301.336667 90.9199986,301.513332 91.2,301.74 C91.4800014,301.966668 91.7133324,302.229999 91.9,302.53 C92.0866676,302.830001 92.2066664,303.159998 92.26,303.52 Z M97.56,298.72 L97.56,313 L107.66,313 L107.66,310.36 L100.7,310.36 L100.7,298.72 L97.56,298.72 Z M109.42,298.72 L109.42,313 L112.56,313 L112.56,298.72 L109.42,298.72 Z M124.84,303.52 L127.88,303.52 C127.786666,302.693329 127.560002,301.960003 127.2,301.32 C126.839998,300.679997 126.383336,300.143335 125.83,299.71 C125.276664,299.276664 124.650003,298.946668 123.95,298.72 C123.249996,298.493332 122.506671,298.38 121.72,298.38 C120.626661,298.38 119.643338,298.573331 118.77,298.96 C117.896662,299.346669 117.160003,299.879997 116.56,300.56 C115.959997,301.240003 115.500002,302.036662 115.18,302.95 C114.859998,303.863338 114.7,304.853328 114.7,305.92 C114.7,306.960005 114.859998,307.929996 115.18,308.83 C115.500002,309.730005 115.959997,310.51333 116.56,311.18 C117.160003,311.84667 117.896662,312.369998 118.77,312.75 C119.643338,313.130002 120.626661,313.32 121.72,313.32 C122.600004,313.32 123.406663,313.186668 124.14,312.92 C124.873337,312.653332 125.513331,312.266669 126.06,311.76 C126.606669,311.253331 127.046665,310.640004 127.38,309.92 C127.713335,309.199996 127.92,308.393338 128,307.5 L124.96,307.5 C124.839999,308.460005 124.510003,309.23333 123.97,309.82 C123.429997,310.40667 122.680005,310.7 121.72,310.7 C121.01333,310.7 120.413336,310.563335 119.92,310.29 C119.426664,310.016665 119.026668,309.653336 118.72,309.2 C118.413332,308.746664 118.190001,308.23667 118.05,307.67 C117.909999,307.10333 117.84,306.520003 117.84,305.92 C117.84,305.29333 117.909999,304.68667 118.05,304.1 C118.190001,303.51333 118.413332,302.990002 118.72,302.53 C119.026668,302.069998 119.426664,301.703335 119.92,301.43 C120.413336,301.156665 121.01333,301.02 121.72,301.02 C122.106669,301.02 122.476665,301.083333 122.83,301.21 C123.183335,301.336667 123.499999,301.513332 123.78,301.74 C124.060001,301.966668 124.293332,302.229999 124.48,302.53 C124.666668,302.830001 124.786666,303.159998 124.84,303.52 Z M130.14,298.72 L130.14,313 L133.28,313 L133.28,308.4 L135.08,306.58 L139.38,313 L143.32,313 L137.2,304.36 L142.78,298.72 L138.86,298.72 L133.28,304.64 L133.28,298.72 L130.14,298.72 Z M150.14,298.72 L150.14,313 L153.08,313 L153.08,302.98 L153.12,302.98 L156.62,313 L159.04,313 L162.54,302.88 L162.58,302.88 L162.58,313 L165.52,313 L165.52,298.72 L161.1,298.72 L157.94,308.54 L157.9,308.54 L154.56,298.72 L150.14,298.72 Z M168.28,298.72 L168.28,313 L179.12,313 L179.12,310.36 L171.42,310.36 L171.42,306.86 L178.34,306.86 L178.34,304.42 L171.42,304.42 L171.42,301.36 L178.96,301.36 L178.96,298.72 L168.28,298.72 Z M188.94,308.26 L185.9,308.26 C185.886667,309.140004 186.046665,309.899997 186.38,310.54 C186.713335,311.180003 187.163331,311.706665 187.73,312.12 C188.29667,312.533335 188.949996,312.836666 189.69,313.03 C190.430004,313.223334 191.193329,313.32 191.98,313.32 C192.953338,313.32 193.809996,313.206668 194.55,312.98 C195.290004,312.753332 195.909998,312.436669 196.41,312.03 C196.910003,311.623331 197.286665,311.140003 197.54,310.58 C197.793335,310.019997 197.92,309.413337 197.92,308.76 C197.92,307.959996 197.750002,307.303336 197.41,306.79 C197.069998,306.276664 196.666669,305.866668 196.2,305.56 C195.733331,305.253332 195.263336,305.030001 194.79,304.89 C194.316664,304.749999 193.946668,304.653334 193.68,304.6 C192.786662,304.373332 192.063336,304.186667 191.51,304.04 C190.956664,303.893333 190.523335,303.746667 190.21,303.6 C189.896665,303.453333 189.686667,303.293334 189.58,303.12 C189.473333,302.946666 189.42,302.720001 189.42,302.44 C189.42,302.133332 189.486666,301.880001 189.62,301.68 C189.753334,301.479999 189.923332,301.313334 190.13,301.18 C190.336668,301.046666 190.566665,300.953334 190.82,300.9 C191.073335,300.846666 191.326665,300.82 191.58,300.82 C191.966669,300.82 192.323332,300.853333 192.65,300.92 C192.976668,300.986667 193.266665,301.099999 193.52,301.26 C193.773335,301.420001 193.976666,301.639999 194.13,301.92 C194.283334,302.200001 194.373333,302.553331 194.4,302.98 L197.44,302.98 C197.44,302.153329 197.283335,301.450003 196.97,300.87 C196.656665,300.289997 196.233336,299.813335 195.7,299.44 C195.166664,299.066665 194.55667,298.796668 193.87,298.63 C193.18333,298.463332 192.46667,298.38 191.72,298.38 C191.079997,298.38 190.440003,298.466666 189.8,298.64 C189.159997,298.813334 188.586669,299.079998 188.08,299.44 C187.573331,299.800002 187.163335,300.249997 186.85,300.79 C186.536665,301.330003 186.38,301.966663 186.38,302.7 C186.38,303.353337 186.503332,303.909998 186.75,304.37 C186.996668,304.830002 187.319998,305.213332 187.72,305.52 C188.120002,305.826668 188.573331,306.076666 189.08,306.27 C189.586669,306.463334 190.106664,306.626666 190.64,306.76 C191.160003,306.906667 191.673331,307.039999 192.18,307.16 C192.686669,307.280001 193.139998,307.419999 193.54,307.58 C193.940002,307.740001 194.263332,307.939999 194.51,308.18 C194.756668,308.420001 194.88,308.733331 194.88,309.12 C194.88,309.480002 194.786668,309.776665 194.6,310.01 C194.413332,310.243335 194.180001,310.426666 193.9,310.56 C193.619999,310.693334 193.320002,310.783333 193,310.83 C192.679998,310.876667 192.380001,310.9 192.1,310.9 C191.686665,310.9 191.286669,310.850001 190.9,310.75 C190.513331,310.649999 190.176668,310.496668 189.89,310.29 C189.603332,310.083332 189.373334,309.813335 189.2,309.48 C189.026666,309.146665 188.94,308.740002 188.94,308.26 Z M199.78,298.72 L199.78,313 L202.92,313 L202.92,298.72 L199.78,298.72 Z M205.68,298.72 L205.68,313 L215.78,313 L215.78,310.36 L208.82,310.36 L208.82,298.72 L205.68,298.72 Z M217.54,298.72 L217.54,313 L227.64,313 L227.64,310.36 L220.68,310.36 L220.68,298.72 L217.54,298.72 Z M230.88,307.44 L230.88,313 L234.02,313 L234.02,307.52 L239.32,298.72 L235.82,298.72 L232.5,304.36 L229.16,298.72 L225.64,298.72 L230.88,307.44 Z M29.23,323.72 L29.23,338 L39.33,338 L39.33,335.36 L32.37,335.36 L32.37,323.72 L29.23,323.72 Z M41.09,323.72 L41.09,338 L44.23,338 L44.23,323.72 L41.09,323.72 Z M46.99,323.72 L46.99,338 L50.13,338 L50.13,333.4 L51.93,331.58 L56.23,338 L60.17,338 L54.05,329.36 L59.63,323.72 L55.71,323.72 L50.13,329.64 L50.13,323.72 L46.99,323.72 Z M61.43,323.72 L61.43,338 L72.27,338 L72.27,335.36 L64.57,335.36 L64.57,331.86 L71.49,331.86 L71.49,329.42 L64.57,329.42 L64.57,326.36 L72.11,326.36 L72.11,323.72 L61.43,323.72 Z M83.65,332.44 L83.65,338 L86.79,338 L86.79,332.52 L92.09,323.72 L88.59,323.72 L85.27,329.36 L81.93,323.72 L78.41,323.72 L83.65,332.44 Z M92.67,330.92 C92.67,331.960005 92.8299984,332.929996 93.15,333.83 C93.4700016,334.730005 93.929997,335.51333 94.53,336.18 C95.130003,336.84667 95.8666623,337.369998 96.74,337.75 C97.6133377,338.130002 98.5966612,338.32 99.69,338.32 C100.796672,338.32 101.783329,338.130002 102.65,337.75 C103.516671,337.369998 104.249997,336.84667 104.85,336.18 C105.450003,335.51333 105.909998,334.730005 106.23,333.83 C106.550002,332.929996 106.71,331.960005 106.71,330.92 C106.71,329.853328 106.550002,328.863338 106.23,327.95 C105.909998,327.036662 105.450003,326.240003 104.85,325.56 C104.249997,324.879997 103.516671,324.346669 102.65,323.96 C101.783329,323.573331 100.796672,323.38 99.69,323.38 C98.5966612,323.38 97.6133377,323.573331 96.74,323.96 C95.8666623,324.346669 95.130003,324.879997 94.53,325.56 C93.929997,326.240003 93.4700016,327.036662 93.15,327.95 C92.8299984,328.863338 92.67,329.853328 92.67,330.92 Z M95.81,330.92 C95.81,330.29333 95.8799993,329.68667 96.02,329.1 C96.1600007,328.51333 96.3833318,327.990002 96.69,327.53 C96.9966682,327.069998 97.3966642,326.703335 97.89,326.43 C98.3833358,326.156665 98.9833298,326.02 99.69,326.02 C100.39667,326.02 100.996664,326.156665 101.49,326.43 C101.983336,326.703335 102.383332,327.069998 102.69,327.53 C102.996668,327.990002 103.219999,328.51333 103.36,329.1 C103.500001,329.68667 103.57,330.29333 103.57,330.92 C103.57,331.520003 103.500001,332.10333 103.36,332.67 C103.219999,333.23667 102.996668,333.746664 102.69,334.2 C102.383332,334.653336 101.983336,335.016665 101.49,335.29 C100.996664,335.563335 100.39667,335.7 99.69,335.7 C98.9833298,335.7 98.3833358,335.563335 97.89,335.29 C97.3966642,335.016665 96.9966682,334.653336 96.69,334.2 C96.3833318,333.746664 96.1600007,333.23667 96.02,332.67 C95.8799993,332.10333 95.81,331.520003 95.81,330.92 Z M120.97,332.6 L120.97,323.72 L117.83,323.72 L117.83,332.6 C117.83,333.666672 117.616669,334.449997 117.19,334.95 C116.763331,335.450002 115.990006,335.7 114.87,335.7 C114.229997,335.7 113.720002,335.610001 113.34,335.43 C112.959998,335.249999 112.663334,335.016668 112.45,334.73 C112.236666,334.443332 112.096667,334.113335 112.03,333.74 C111.963333,333.366665 111.93,332.986669 111.93,332.6 L111.93,323.72 L108.79,323.72 L108.79,332.6 C108.79,334.546676 109.319995,335.986662 110.38,336.92 C111.440005,337.853338 112.936657,338.32 114.87,338.32 C116.776676,338.32 118.269995,337.850005 119.35,336.91 C120.430005,335.969995 120.97,334.533343 120.97,332.6 Z M129.23,323.72 L129.23,338 L132.37,338 L132.37,332.42 L135.51,332.42 C136.296671,332.42 136.863332,332.593332 137.21,332.94 C137.556668,333.286668 137.783333,333.83333 137.89,334.58 C137.97,335.153336 138.03,335.75333 138.07,336.38 C138.11,337.00667 138.216666,337.546664 138.39,338 L141.53,338 C141.383333,337.799999 141.273334,337.556668 141.2,337.27 C141.126666,336.983332 141.073333,336.680002 141.04,336.36 C141.006666,336.039998 140.983333,335.726668 140.97,335.42 C140.956667,335.113332 140.943333,334.846668 140.93,334.62 C140.903333,334.259998 140.853334,333.900002 140.78,333.54 C140.706666,333.179998 140.590001,332.850002 140.43,332.55 C140.269999,332.249999 140.063335,331.990001 139.81,331.77 C139.556665,331.549999 139.236669,331.386667 138.85,331.28 L138.85,331.24 C139.650004,330.919998 140.226665,330.453336 140.58,329.84 C140.933335,329.226664 141.11,328.500004 141.11,327.66 C141.11,327.113331 141.013334,326.603336 140.82,326.13 C140.626666,325.656664 140.346668,325.240002 139.98,324.88 C139.613331,324.519998 139.173336,324.236668 138.66,324.03 C138.146664,323.823332 137.570003,323.72 136.93,323.72 L129.23,323.72 Z M132.37,330.18 L132.37,326.16 L135.81,326.16 C136.530004,326.16 137.069998,326.316665 137.43,326.63 C137.790002,326.943335 137.97,327.446663 137.97,328.14 C137.97,328.860004 137.790002,329.379998 137.43,329.7 C137.069998,330.020002 136.530004,330.18 135.81,330.18 L132.37,330.18 Z M143.67,323.72 L143.67,338 L154.51,338 L154.51,335.36 L146.81,335.36 L146.81,331.86 L153.73,331.86 L153.73,329.42 L146.81,329.42 L146.81,326.36 L154.35,326.36 L154.35,323.72 L143.67,323.72 Z M160.53,323.72 L155.13,338 L158.29,338 L159.41,334.82 L164.75,334.82 L165.83,338 L169.09,338 L163.75,323.72 L160.53,323.72 Z M160.23,332.48 L162.09,327.24 L162.13,327.24 L163.93,332.48 L160.23,332.48 Z M170.33,323.72 L170.33,338 L180.43,338 L180.43,335.36 L173.47,335.36 L173.47,323.72 L170.33,323.72 Z M182.19,323.72 L182.19,338 L192.29,338 L192.29,335.36 L185.33,335.36 L185.33,323.72 L182.19,323.72 Z M195.53,332.44 L195.53,338 L198.67,338 L198.67,332.52 L203.97,323.72 L200.47,323.72 L197.15,329.36 L193.81,323.72 L190.29,323.72 L195.53,332.44 Z M210.73,323.72 L210.73,338 L213.67,338 L213.67,327.98 L213.71,327.98 L217.21,338 L219.63,338 L223.13,327.88 L223.17,327.88 L223.17,338 L226.11,338 L226.11,323.72 L221.69,323.72 L218.53,333.54 L218.49,333.54 L215.15,323.72 L210.73,323.72 Z M228.87,323.72 L228.87,338 L239.71,338 L239.71,335.36 L232.01,335.36 L232.01,331.86 L238.93,331.86 L238.93,329.42 L232.01,329.42 L232.01,326.36 L239.55,326.36 L239.55,323.72 L228.87,323.72 Z M245.73,323.72 L240.33,338 L243.49,338 L244.61,334.82 L249.95,334.82 L251.03,338 L254.29,338 L248.95,323.72 L245.73,323.72 Z M245.43,332.48 L247.29,327.24 L247.33,327.24 L249.13,332.48 L245.43,332.48 Z M255.53,323.72 L255.53,338 L258.47,338 L258.47,328.44 L258.51,328.44 L264.45,338 L267.59,338 L267.59,323.72 L264.65,323.72 L264.65,333.3 L264.61,333.3 L258.65,323.72 L255.53,323.72 Z M275.91,323.72 L275.91,338 L279.05,338 L279.05,323.72 L275.91,323.72 Z M284.97,326.36 L284.97,338 L288.11,338 L288.11,326.36 L292.39,326.36 L292.39,323.72 L280.69,323.72 L280.69,326.36 L284.97,326.36 Z" id="CLICK-ME-SILLY" fill="#FFFFFF" sketch:type="MSShapeGroup" mask="url(#mask-2)"></path>
</g>
<image id="iPhoneGloss" sketch:type="MSBitmapLayer" x="0" y="0" width="387" height="801" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYMAAAMhCAYAAAAKL93eAAAEJGlDQ1BJQ0MgUHJvZmlsZQAAOBGFVd9v21QUPolvUqQWPyBYR4eKxa9VU1u5GxqtxgZJk6XtShal6dgqJOQ6N4mpGwfb6baqT3uBNwb8AUDZAw9IPCENBmJ72fbAtElThyqqSUh76MQPISbtBVXhu3ZiJ1PEXPX6yznfOec7517bRD1fabWaGVWIlquunc8klZOnFpSeTYrSs9RLA9Sr6U4tkcvNEi7BFffO6+EdigjL7ZHu/k72I796i9zRiSJPwG4VHX0Z+AxRzNRrtksUvwf7+Gm3BtzzHPDTNgQCqwKXfZwSeNHHJz1OIT8JjtAq6xWtCLwGPLzYZi+3YV8DGMiT4VVuG7oiZpGzrZJhcs/hL49xtzH/Dy6bdfTsXYNY+5yluWO4D4neK/ZUvok/17X0HPBLsF+vuUlhfwX4j/rSfAJ4H1H0qZJ9dN7nR19frRTeBt4Fe9FwpwtN+2p1MXscGLHR9SXrmMgjONd1ZxKzpBeA71b4tNhj6JGoyFNp4GHgwUp9qplfmnFW5oTdy7NamcwCI49kv6fN5IAHgD+0rbyoBc3SOjczohbyS1drbq6pQdqumllRC/0ymTtej8gpbbuVwpQfyw66dqEZyxZKxtHpJn+tZnpnEdrYBbueF9qQn93S7HQGGHnYP7w6L+YGHNtd1FJitqPAR+hERCNOFi1i1alKO6RQnjKUxL1GNjwlMsiEhcPLYTEiT9ISbN15OY/jx4SMshe9LaJRpTvHr3C/ybFYP1PZAfwfYrPsMBtnE6SwN9ib7AhLwTrBDgUKcm06FSrTfSj187xPdVQWOk5Q8vxAfSiIUc7Z7xr6zY/+hpqwSyv0I0/QMTRb7RMgBxNodTfSPqdraz/sDjzKBrv4zu2+a2t0/HHzjd2Lbcc2sG7GtsL42K+xLfxtUgI7YHqKlqHK8HbCCXgjHT1cAdMlDetv4FnQ2lLasaOl6vmB0CMmwT/IPszSueHQqv6i/qluqF+oF9TfO2qEGTumJH0qfSv9KH0nfS/9TIp0Wboi/SRdlb6RLgU5u++9nyXYe69fYRPdil1o1WufNSdTTsp75BfllPy8/LI8G7AUuV8ek6fkvfDsCfbNDP0dvRh0CrNqTbV7LfEEGDQPJQadBtfGVMWEq3QWWdufk6ZSNsjG2PQjp3ZcnOWWing6noonSInvi0/Ex+IzAreevPhe+CawpgP1/pMTMDo64G0sTCXIM+KdOnFWRfQKdJvQzV1+Bt8OokmrdtY2yhVX2a+qrykJfMq4Ml3VR4cVzTQVz+UoNne4vcKLoyS+gyKO6EHe+75Fdt0Mbe5bRIf/wjvrVmhbqBN97RD1vxrahvBOfOYzoosH9bq94uejSOQGkVM6sN/7HelL4t10t9F4gPdVzydEOx83Gv+uNxo7XyL/FtFl8z9ZAHF4bBsrEwAAQABJREFUeAHsvVusfdlV5ndcN9fVLl/KNhia0LgxTdOYgLgoETSQhzwEBaVFhFAUAkQJuUE/ghQJhEREJB5IC0IeyEOLRIoUJZFQnlqKxMUP+AWCo+7m0mC7bJfxtcq3sutemd/e53f+3xlnzj3nXHvtffY5Z0xp7fGtMb7xzTHH/7/n2mud29lZjuxAdiA7kB3IDmQHsgPZgexAdiA7kB3IDmQHsgPZgexAdiA7kB3IDmQHsgPZgexAdiA7kB3IDmQHsgPZgexAdiA7kB3IDmQHsgPZgexAdiA7kB3IDmQHsgPZgexAdiA7kB3IDmQHsgPZgexAdiA7kB3IDmQHsgPZgezARQfecIESZAdOuAOvv/76u0p5f/+8xNeL1f9dWQ0w/5978W1W+7WX34tH5Vl+zI/nPb1ePOrF815+Lz6rF/m98978vXjUF//VcrxUjhfPD+Hny/HsG97wBuFbPx649SvMBd6WDny+LOTfLsf95Yibf2+NcXOI/Kh36vxYb1xPPD/19cR64/pi/TEe8+N5zI/xqHeJXz6IfKkkfPb8+FSxHykXiM9FkZt+ribkyA7ciA6UN+WPlUK/rRyX3qwDxe98s5f8GI+Scb5D8+P8cb5YT+TH815+jMf8ON+h+XH+OF+sJ/LjeS8/xmN+nE/8L5bjI+X4cDn+ulwcdMG40UOLypEduBEdKBeD95ZCf6JSbO3Nik90sGxtxM0g8nvxqNnjx3jM780/y496MT/WE/m9+L56Mb83/yw/6sX83vp6cel/qBwfLMdflAvDy3GCm3Cej4luwr9S1kgH/qYAPdN9CMe57b1ZYzykVy8WeoO3hvQ0sNuzy6+7YmhjL2devVMRjzVErs6JMWfkx3jUiHzFW7UpxjxY+eLYFUMbW8ulJsXAS/mHXr/033N+vFQ+tPyrgj9QLgqfLPbGjF3/YDdmEVno3elAeaP9+2W1/2Y5eIPXFk+M/99xM9k3XpvTfbP6nis8W2/Mn51/3/n2nT/m71vPqaz/X5eF/VG5KHw8LvAUz9W0HNmBG9OBcjH4xlLsT96YgrPQ7MD26wq/Xy4KHzvlZtx3ysVlbdmBSgeeLr6vBL8+SWrIOt44D/DiczhmKvc5Jt6znuO4leccxy3+vn6fwzG67nNMvGc9x3ErzzmOW/x9/T6HY3TdJ6wPMD9dPsj8aDkeg3RqNu8MTu1fJOvpdqC8of7dQvq+HUS9AfV/mzdlpBJr/f+fzY/8Wf3In9WL64v5MR7ni/HZ/Mif1Y/8Wb196983f6beF8pk/085/rTcKSjvZIb+EXJkB25UB8rF4N2l4P90oujeZjMhdSOpuf57X4fRP2DcvK/jH1VfR/i/ygVBPz9zEiMfE53EP0MWMdmBTxS+vs97dPAJTNbxaP6heV6T47XmdU3Ha+nvq+M1Od5Xl3zXdEz8OuzXlUn/8/LBRt8ufRIjLwYn8c+QRcx04Pz2+s8sx9/gjqG4Tzge4sEhxy0x8tbmc4cu65gaevPPxlkHdu319OphXVhfs2PiPb3ZOOvGXtf6Hy4T/7gee5ZDP1l/rSMvBtfa/px8jw78RckdfTPHaXzDEZYOFk23ytf50kGuazqWLhzHcNznuBUXZ9fI9W+7oz7w746lp27F1vnSQa5rOv7eIvwflwuCLg7XNvJicG2tz4n36UC5O9AP9Oj3xNRGfPOJg88xb0j3CfcGWuRHq3w4PS3nouO+kfzIYe6WXi8e9eJ5zGcerPhwYm7tHO7S/KjZ0+vFo148j/nUjRUfTsytnYv79eX4qXJBeKJGOIYvLwbH6HLOcagO/IsizJsOe6i5TkmXtco6PqUaD1mLr9nxIec8hvZTZRJ9C+rbjzFZnCMvBrEjeX6TOqBHRdzeY2ubg/uEZw/1BA3Hozqe43g0P/JYq6xjeD6HY+Kz1jUcj+p4juPR/MjzNTuG53M4Jj5rXcPxqI7nOK7lv6kQ/pNyQXiniMcceTE4ZrdzrlU7UB4VPVsEP3ouqjcWA8ybTX58cNxqQ9GQdbxxlhdyR/XIw87mew2OR/WOPR91teyx6zn2fK1145+t59GS+BPlgvAkAseweTE4RpdzjkN24F+uIB7frDr3Q1PAWWG6rgRzUcOh54/zMS/20PPHhsR6Dj1/nI91Yw89f239jxfnf1QuCEf7ieW8GMR/hjy/aR34y1Lw2m9m/zQuLH2sz7VWr1xTOB6aB05tTmIxj/NeftTM9W87oj7w7471Xse+LT13Tf7NZHVnoG89jb+ld+k8O/PyYrCzPRk89Q6UR0X6oyL61da7RuvN5m+8XZiNoLU57ModiUV9rUU+hjQ00AJvnAMvMR+dURvrUx6+UY1dPLRkdWhghZWrgQZ44xx4ifnojNpYn/LwjWrs4qElq0MD+zUF6zf1HnzkxeDgLc4JjtABPSrSm2108EarvflqGmjzhlae8Gh+TdN9UV8xfM4DE5N1TLxnc/3bDo3++3mPhY/97//ecnfwPb1/1H3jeTHYt4OZfwod0O+N1x80Hx3xza1zP6QDp6b52rlT1nGNKx9azOG+Vs4u/756MZ+6sL36fM2OWzXH+Xr6LR38++rFfNaN7dXna3ZMfdHG+Xr6MV/n/065IHxtLbCWLy8Ga3Uyda6tA+VRkX4T5F+VgzdztKqNN6RjePGTnvz44LglJusYjs8h3BvK0xjN15warfnRwYrLHI6J+xocE4/WOY7h+RzCvaE8jdF8zakhW5sfHay4zOGYuGs4Jh6tcxzD8zmEe0N5GrvytVf/B+WCcLCfUs6LwebfIF9uQQf2+a6i3ptRb3gN2ZE3f09vI7bjJeazSbSspMjZIdsMkYt+1Mv1b1t33f/+by5l/HDzX3HPQP4N5D0bmOkn04EPlUr0h8gfrFTkm93ZK6+88oZf/uVf/rY/+IM/eN+nP/3pd7/00kuPPvTQQ1956qmnnvmhH/qhD/7Kr/zKv3jggQfIkRwY677KdF0XOth99XoTMg92dj7ysLP5sT50sPvqRf14zjzY2fnIw87mr1nPd5S7gw+Wu+Fnoui+51zx99XJ/OzAtXegvEn+vVLEt5fDP71fquuP/uiP3vJzP/dzP/Hcc8+9u/AvxXRS3mRnb3nLW575zd/8zf/tB37gB/RDbRpRT4n4NoTwQkxWI/JjfMu699rjx/i9zC1aWz/qzc4f+VEv1t/jx3jMX1s/6s3OH/lRL9bf4+v3cv2z8n+Vr1fE/EXn+ZhoUdsy6UQ78K/O69KbSUP24vjDP/zDJ3/6p3/6v3j22WcvXQh0AdCxSSgXCF0oxHv/+9//1uLzNy5aG+omYfuyTd5yR/iWuoGxXjnxRe7IObnUG63X6Bie+xwTj/WJoyE7wt+Q7UW6Gi39bXT8Neqhi/UaHY/GqZWKpKEhW9NTjJqE4yDG/Irji1yd61dVfGctsI+PReyjkbnZgZPoQPmkrw83P1+OR2JBejT0Xd/1Xf9VvCPQReC+++47e+21187incJb3/rWZ/7kT/7kfyqPjPQJjDd5lL6N56yV/UEbE77buN64JtZ6yut/sRT9P5b/v7KrjLwzWKWNKXIKHShvDG3a1S8kl68R/EPuCLgLuP/xp85e+Jp/6+xL3/hjZy983T86O3vbN509+OCDm6NcAM6+8IUvvPuXfumX/kHR1GYobVkdGtjt2eVXYi1+L35Z7erZvvlXFS97ePwgy7qxPvflrHtnznEMw32Oifes5zju5Y3Gb8L631gWs+rdQV4MRv97JO+mdECPinyDEH7993//99/HRWBzB/Cmd5994ev/8dkrb/v2s1def/TspTd+09lX3/PjZ68/9o6z8sXksze+8Y0b+8d//MffUfL1CdEPafLpcaOvOewgRk7k9+KuJayBFVa+BvrgjbO8wI06o+exPubBSgdOTZNYi9+LR02tSz6G8jXQB2+c5QVu1Bk9j/UxD1Y6cGqaxFr8Xjxqal3yMZSv8b3l/3LtGya20cnXvBhMNizpJ98B/X1k/YoKf/OcfeYzn9l8nUAXBB0vPvF3z95w/xvOHvnmbzi7/+H7zl790rNnDzzx0NlX3/ldFxcDXRA+//nPv/tcy9+gasIlfTkmBrloKhXfiAxc8qPt6bGZsFlFKz35oi7nPX3Fdw3paCzVi/noYNHeTFJ5uS3r188c6MPKKiMvBqu0MUVOpQNlo9eG4H/0ZlPaiy++qF8LvPm6gL5G8OojX3P26vPPn33lz//i7OVPfeLstRe+evbQ2584e/3t7z27//4HLi4IRW+TtxG59xI3o430vfDFxj66Oe2r18u30jYw8nkEJOuPSGIe5zFffnyO5cOPVTwOYi3+vvHefDd5/bo7WOXvJ+fFIP43yfPb0AH9JlM+/W3WUz7lf0VAdwX6YvEDXy03EOXrza989nNnr734ytl9jz5R/A+fveHZvzl79NFHzh5++OHNBeGxxx7b5G1Elr/0NjNqlXXcmjHqKUe+0fyo63M6jryl57Fe6eAT9jkdK1Yb5MrqUA52JD9qeo7jyFt6HuuVDj5hn9OxYrVBrqx+xfXfrZFmfflDZ7MdS/7Jd6Bs+J8sn5Y+Uwp96rzY1/UDZR/72MfepK8X3H///WePfuVDZ6984/eWO4THzh544I1nD779a89e/tzzZ48+9xdnj73lsc0dRPkOpLN3vOMdHy8avPlYu96w8vHGBUfeIfmtuZjTba8+547gXP9p/ft/W/lH0+/n2mvkncFe7cvkE+6AvpB88djjB3/wB/9f3RVo6GLwxpe+cPbYx/7vs4fP/vbsocfvP7vvE+8/e+KDv3X2D9754Nkjjzxy8QXk7//+7/+zTdLlFzZiWceXWffOnOP4HuMyco7jy6x7Z84Rnn3scU9pDMX5lIWvpkBM1nGNK59zHI/y79r6v6l8yNn7dxbxyabV5PRnB25kB8qbQz8w9p9R/PnPGfw3+jkDffuoHgPpC8T6FtL77rv/7LHHHj17/PHHNz5dNF5++WVxnvnd3/3d3xSnDG1KrfcLMTau3ifnGKfMY9m1611b79B9WLvetfWWrP+fl/+3tQ8uw1p5ZzDcqiTepA6UN4Z+lYR+f4veqNr0X/uN3/iN/7VcCL6szZ5DG72+RqALg+4YuFCUu4Mv/8Iv/ML/UuKbfGnsGFwkZB23UtCUrR3Kg+O4xoWHrfHdJ+w1OlZsyXANxy0tal26npinedB0DM99wl6jY8WWDNdw3NKiVuqLVnlwHEce5+J8i172GXkx2Kd7mXvqHfjzUqDenHrTvOGHf/iHn/2d3/md33ryySef0dcOdGiAZV999VU9JnrmF3/xF3/rfe9733Mbwr03Jm++WbuZ5lxrxGwL284rfLGGcywNNh3hHt81hHuHazru5bXiriHcG9LRQC/Xv+2F+sC/O5Y+6Vun9/qZAxeUaI7swK3pQHlzPFEW81/GBemR0a/92q99+wc+8IHv+PKXv/x15S7h0fKI6Cvvete7Pv593/d9f/ZTP/VT/9/gHUGUzvPswHV24H8v/5c/srSAvBgs7Vzm3YgOlAvCj5dCvyEUq0+c+r/PJ1Aw74e142H6i7mZL8bj/DE+W2/Mj/qzerP5cf44X4xH/RiP+ZEf4zG/x187Huefra+XT70fKBeDP4rk0fN8TDTaqeTd1A7w6yn0huHwN6OwBnZ7dvlVeRqtfPnRdO4m6TwmLA48bI0vrg9xNcgHb5znfnzoYqnZLbGWHrpYr1E45rvPueSLr8F8Pf6Wfe815qMFI8ajvs79EB+O56IXrbgaaMR8tIjD3SSVF5/Dc1t88rAxX358jr+BhCU2f85gSdcy5yZ14K9LsbxZeQNxLtsaIzHnOI6axLCK13DN51yPxzniuXN9A0IPX8zj3PPxYYlh5XcMD0sMG/n4sSNxtFvWtVjrbf/3f2e5E76/3B3M/D3wi/7lncFFKxLcxg6UN8ZXy7p0QdDQBsEmgd0ErvmFWg5V36H1923foes7tP6prF8XuyeXFpMXg6Wdy7yb1AF9V5EGm220xDakyktvM4nxnn7k+ydXPr1ivTZ03ed4NA4P6xrCcYin0eLHODwsuRuRcx184uT6t71VH/h3x9InrPdaPg33vWXrmn/Nx0TzPcuMm9eBD5eSXykHv9DLNx+txjckndcGbzjFwNieHjysa7TmQpN4Lbfmg7/Loi2rIR18G0flpTYXPnJbevCwknccp1MMTWLOB2PFcUxOy6LdqreW5/pgbE8PHlb6juN8iqFJzPlgrDhg/bDlopF3Bovalkk3qQPlUdFLpV798jq9YUYOLY83l3BvwEVbfHy9XOeSH61z1tCL+vF83/n2zV+7nqjXO9+3/n3zY30zenkxULdyZAd2dIAfQOPTIFYpYFnHO+SuNaTNQoNNA7xxVl58TY6hus8x8VOzuf7tv0jt3//NS/+x8jHR0s5l3k3rwEdLwS+UQ38ucHZog9Qbj40SzKbU01uS79pgrOarYXxL5tu1hn31luSzFl9rzVeLL5nvtqx/8U8h52OiXf8FMnZrOnD+7XZ/0ViQNg8NWccbZ3lhE5J1TLxnPcdxK89rcNziR7/P4TjyOPc5HBN3DcfEe9ZzHLfyvAbHLX70+xyOI49zn8MxcddwTLxnPcdxK89rcNziu/8hP5nBeTGY6VZyb3oH/LuKtBa9MUcOuLIjw9/wjkdyxfEcx6P5PZ5rCvcO6ZHT03Yuuu47Rn5vDtZCfT177PpjfTPzL74Y5GOi3n+bjN+mDpQ/b3b2fDlqf8rS1xk/jenNKR9vUucKEyMvxnvns/o9fpxvtj7Wge3NN6sf65vV7/Gj/mx9rBvbm29WP9Y3q7+Ln4+JYnfzPDsQO1AeFelN9C/P/cIMsGztEA8OOW6JkRv5MQ4P65sJGxDWtUb5Xlst332O0Y/WOcJxiK9BHnjjPPfjg+M217/tnfrAvzuWvmHVt139youBOpUjOzDQAX2L6akNvcE12CDBG2flZZZfkTgp1+x6ZvkntdhKMbPrmeVXprzqyq8ZXO1Jem5xB8rdwafL8j5fDt5QWi1Y1rFiGu6Ds8t6jmNy3CccR5xPcXyOj6XH3MzXs16jY/LcJxxHnE9xfI6PpcfczNezXqNj8twnHEecT3F8jkf1on71PL9mUG1LOq+hA/pg8k/K8WPleG859DtW+InhAtcb5YKwntgypdfKX1Z74U1vetOnvvM7v/ODv/d7v/f+cu5vdn8MoBkUw6dzMAuJcXF89Pi9uLRm6vO5axgtbOT06unFD6Hntc7OH+tBCxvjPf1ePOoNnUs0R3bgujvwD0sB/2c5/t51F3Id8z/xxBOf/fVf//V/9rM/+7P6AvddGAfZzG5Q4w66/vJh5zeW9CIfEy3pWuas2QFdCN5fjjt5IVAjv/SlL73953/+5//r3/7t3/5anR9g8AlU1nFrKuc4bvFn/a+dJ8g6ntUZ5fsaHLfyneO4xZ/1+5odz+qsys87g1XbmWKTHdCHEf0g2J29EHi/yh3CZ8r478sjI20QfHoUBcz7VRsUPsXjIAY/xmN+5M/Go35Pb5a/r16cb3Z9+84f54v19PR78Ut65c7gf7jkGDzJO4PBRiXtIB34+aJ66UJw//33vkzw8MMPn73lLfd+I+9tO48dLXcIT/3oj/7o95/7tYEsHeTK1g7fXBzDdZ9j4qpLmCGOhuwh+BvxiRdqo95ovUbH8NznmLhKEWaIoyF7CP5G/NAvwxeDp9719a/rOHRBqX+nOvAf+mp1IXj11Xt/pOmpp546e+655y4ot+3cL3Qs8k//9E/fBzbrjxIcQ+F92dqsYhweVjpwHBOP1jmOI49z5zhuxcXx4Wt2DEc6Gi29GIeHJXcjcq6DD45bYmvxox66WF+zY+KqTYMaNyeze/bwxWCjni/ZgXU78C0ux4XgPe95z9mjjz569swzz2zC3/qt33rrznWX8/nP6ztcL48vfvGL77jsqZ7FN79/GvVPqSS7zzHxaKO+4vgid8k5WrKOR7U8RzjXv+2j+sC/72gvL3h5MbhoRYJr6MATtTk/8YlPnH3zN3/z2WuvbT8EffSjHz37lm/5lltz/vTTT5/pglf+Xu1m+f6tri+++OLDxamAH73NLrZxK3xZw/V6WHpoCLPBsNkoRk01LWItfi8eNSPfaxKOg9qjzui59NAQ1vwarfVE3Viv4vgcL9WjFtnVhooZGjwi+swnPzacMyScpLvcgc+VxV/8MY4HHnjg7G1ve9vZpz71qU1P3vzmN5+9613vOvvLv9z+0PBtO9fdD4/GXnrppc0jsoceeuj5F1544b8N/ynYSHjv+YYSqItO19Y/db3YpFOvd6q+8uHin2qBs3t23hnE/xZ5fswOXPmV0lwIVET5oayLC8FtPC/fNbS5GDz++OObx2A6f/LJJ/UT0hra8BlgWcdrxf05tLDmwC6ZL+qpTnzCcfgcjuG5z/FacWqT1aE5sEvmi3qqE59wHD6HY3juc7wrTmzY5sVguFVJPEAH/g/X1KfkRx55ZHMREP74xz++Cb/1rW/dbJq35VxfONZdkO4M9PjrHe94x+a7ph577LGz7/7u7/6z857o02Br+IYg7J8cHStWi0vX9cGyjsVbMlxD2GsQ1sAKR777hOMgV1aHz+G4FZceczqWDz9W8dlBLnpeo7AGVjjy3SccB7myOpSPRSvmdM+HE2dvObozJyE7cHamDyObnzO47777zvRF1fK99puN8cEHHzx75ZVXLn130W1omC4CWqcOXfi0Tn3h/Pnnnz8rj4c+84EPfOC/Kz7e7KNL9s2glsNGMatb05Ivzre2fmvelj/WE3lr1xfnW1s/1t87v1TP0sdEw7+bKL9W0Pv3yPiCDujWWd9e+odlk3xzeV6+2SB1V6AvrvIF5AW6J53CF451AdSazx8PffUnf/In/+dyIVBPLr25BxbDJu8WDaULozsg16X4PJDxcT5jlRvrxTeiw9xuo95dWv+mZ7N7dj4mGvmvlpxDduCDZQP8R+UC8NfaFHVok9SnZTbNQ05+3dr6TqKy5s/8zM/8zD/9kR/5kU+WerSJaWC3Z3Ov5MrqYGOVrR1SZyN1DNd9jolH6xzH8NwnHOt1n/DsiHqalz5Qg1vp65wBhiM/PsfEo3WOY3juE471uk/4KGP4zuAo1eQkd7IDL7/88gfL8d7yxdN/Ui4AP1YuBO8tdwUH+62l193kssbXysXvq+Ux0afe+973/tmv/uqv/uGCR0O+DDY6NhVtOvjgyccgNsonD0setjYf3JqlFmyNM+ObXc8sP9bCurGntv5Y79A5ixkiJyk7cFs7UDbod5e1/ePbur5c193pQLnb/M0lq83HREu6ljm3sQN/Wxb11fOF8YlV1vGh1u1zOD7UfD1dr8FxL29p3OdwvFRv3zyvwfG+uq18n8Nxi38Qf14MDtLWFL1pHSifpvQFxis/99BYh79hHUN3n3A8xIMjzB26rA7FsDGXPGyhXmjBdZ9wHOSO8mfzoz7zYKUHRzjXry5s+8C/O5aeuRXX+weGo/j0yIvBdMsy4RZ34K8aa4tvNt6oso79zUhOTZIY/GiVA6eW3/ORG3U5n9WPer5mx6P6UY887Gx9sR9r60c9X7Pj0fqjHnnYfdcf+zF0nheDoTYl6S50oNwd6Kd/v3i+Vt6wtaUTu64379rzz+rN8ms93Me39vyzerP8fdZayz3I/HkxqLU6fXe5A39+gMX33ry9+AFKOqpkb329+FGLPcBkvfX14gco6apkfmvp1Z6k52534G/K8r+nHHqD6hGABpg37dY79+q5YCxztBTF43GEOOA16/O5D6FfW2vN53WAc/33/s3Vk0P8+2x+HQANT5sduPMdKI+K9JtU/ZfFsWFhD9EjNnVZf6NrTubFan5wKx71lINPuDd6+r382Ti1yerQ/FivBV33OSYe9eTHB2eXdU3Hu3L2iVGbrA7Nia3N7z7H+9SQF4O9upfJt7UD/7osjDfZyBrhyjom132OW3F0sOKRR84uC5f8aKNe5Mf4rrmcyzzuczwah4d1DeHeUJ4G+dES25DOefg8l3jPeo5j8tznuBUXxw/xyCNndZtfM1i9pSl4CzqgR0V8WtNyeCPyBnWf8L5jVj/yqQureuCM1MZaZR2Ti9ZSfXRadlY/8qkLq3ngtOZ0v6/ZMRy0luqj07Kz+pFPXdjWPDv9+TWDne3J4F3sQHlU9MXyE8n6m5tfe75+bRB6o7FRgGUZNYxvNh9NLDpY+R3DG7XkYnt5s/Wji53Nj/Wgg1XcceT3zsnF9viz9aOLnc2P9aCDVdxx5C86zzuDRW3LpDvQAT0qYvDGk3VMvGf1A20aso43zgO8eI2Ol07lGo5H9XzNjkfzZ3leo+NZHfiu4Zh4z/qaHffyjhrPi8FR252T3aAOfLjUqjeu3vzx0DLYFBxHHuf+ydAx8Whd0zE89wn3hvI0yI+W2IZ0zsMXua41yvc1O65pj+hTG/P3rGvW5ox6a/N9zY5rtfjcrMt9jomvYvNisEobU+S2daA8KvpKWdPHyqE3rwZW2N+Qwv4Gh4cVPw5iso7h9fR9TuHeoTnIqc3HvFjnOCYuLQ3mPbY+a2H+nj12feoNfROOg5isY3hajwbrEkcYPph4tMqdHvk1g+mWZcId6oAeFf2d8/XqDdcaxLDi1bD7XMvf7OTi49xtxDrfNZgXK24Nuy/qjcScU8Puc33WKqshHj7O3Uas812DebHi1rD7ot5IzDk17D7XZ62HWr/P1cR5Z9BsTQayA2cfKT3gGe+a7WBTkK0dmguOY7juE46D3FF+zD/0eayPOrGaH47jVjzWS+4oP+Yf+jzWR51YX7PjVnyVevNisEobU+Q2dqA8KnqprOtD5ei9eXmTYtUOchwT90+CfBrEjvClgwbzYJWPliw8LDys+GBZx4ppuA/OLus5jsmhFuoTR5gR54t8xfE5l3y0ZOFha3z3OUbPfcK9Q3nkOCaPWqhPHGEGuS2+/Gg4l/xFNi8Gi9qWSXeoA3xXEW86LZ03buvN3GsPWrK1gzc6+uLgc9yKR03VIx8DDE9+fI5bcc2rwfzgjXPghbnQj5a1oq84PseteNRTSfIxwPDkx+e4Fde8GswP3jgHXpgL/WhZK/qK43Pcig+UcJWSXzO42pP0ZAe8Ax8vJy+X40Fz6g2pgW3hVpw3tiy5+Dh328ItffEPOZgXq7lquOYTl7Xm+tWNbe/oCeduW7jVX/GnR94ZTLcsE+5SB8qjolfKevUTyf7G27cFfB1C1jG6zCXrmHjPeg4abpUPp6ZFjJwev6axy+drdkzOvvPHfNaB7a0n5vf41D1qfc2OyT/0/MxzyeadwaV25El2oNoBPSp6r0X0ZvVPchbaQGKtT74i8YaPubVzuNgax31xfo8J9+qHE/M47+XH+Wv80bV4LaM5cX7qxtbqIYbdNVcvP85f4+/SpwYsXCz+VW1eDFZtZ4rd0g7o7yO/UI6HbX3+xpx98x+Cb6VdXGi8Ro8L74q1uJ7j+BDrmdX3msnFegy8KwYHCxcrv+NTWz91T9l8TDTVriTfxQ6UR0W6ldfdgTYANgGsWgImHq1zHMNzn3Ac/ijBMbw4v/z4HI/Ohy4WrVZ+jMPDeg2OW3HmxfqaHROP8/scjkfnQxc7q888WK/BcSvOvFhfs2PitfqIDdu8GAy3Kol3vAN/veL6a29efCPTwJV13MrVJ1cNWccbZ+XFNR1XqItcrul4VMxzHLfyfc2OW3zXdNziz/pd0/Gojuc4Hs2v8vIxUbUt6cwOXOnAZ4rn+XI8Xg69AbWp8EYs8MrwGBhLLhuT/PiuCFmsxSe3Fa9p9nzUKt4Sfc8HY2f1evxevLfWWpxab+L6a+vp+vLOoNuiJGQHym74hjdoc/ircrBJYJe0h1xZxy0t55Czy0qHnJbmjB8t5txXf1Yv8qmjZfetL/Ymzr+v/qxe5LfWjT/WP3SeF4OhNiUpO7DpwIfO+xDfnHLjc+xvzl1xeFjXEI5Dn4Q1ZP1TcSufuYnPWs2FhmN03Od4NA4P6xrCceT6tx3Z9e8fe9Y9z8dE3RYlITuw7UC5O/hc+aM3z5azt3R64puVqNrk2LRJlY9BjDz5HcPDRr2Y34uj07Ixv8Vr+akdW9OTjxHrl59cOG6jXszvxV2rhmN+jbPLR+3Ymp58jFi//OTCcRv1avnOH8J5MRhqU5KyAxcd0HcVfU85/M0Mxl6QDYzEdnFMagOdC8aKUMPui3rx3Llg7BJ9z23NtYvTyvFaPL+G3Rf14rlzwVif07HHd+m1YrvyWzmj88f8K+f5mOhKS9KRHdjZgQ+fR2feuDsFSxAt2dqhfDjCcRCr5Xos5o2eu4bj0fwezzWF46F8ODUtYjGP815+TdN9UX9fPdd2LeqN1jkx12Pk1ThdX94ZdFuUhOzAvQ6UR0X6+8ifLJ53lYNN4h5hi+Jtu3j4xADLakS79V5+hXPZuz0jho2cOH+MKw+OYmBZjV58y7r32uPHuM41sNuzy68jsRYnrueycn990kVDuWD6s68edWOjns5HYrs4Nc1LvrwYXGpHnmQHhjqg31X0znLw5oubA5sEVqI17D5xDjl8LtWt81b9qsP5YGwvHx62p6f4oYfX0qtftTgfjO3lw8P29A699iH9fEw01KYkZQcudeAj52f6adDaT4ReIp/gCZuUbO1QyXBq5fuaHde4p+hjbbW1e6xVu6/ZcYt/I/x5MbgR/0xZ5Cl1oDwq0t9H/ng59AlRhwZ2ezb36huQ41EVz3E8mk/trEcawrI1vcjXPPiEZ4fP4XhUx3Mcj+ZTu6wOaWBrepGvefAJzw6fw/GojueAR3MvePmY6KIVCbIDUx3Qo6J3T2XcI7PRtDYQ3tDYe5lt5FwwNs4nP76WIrm1+Eh+LQ8fc+f66chlS++xl6P1sxluVSEvBtW2pDM70O3ARwtDjwiW3F3zxsVqMsc6X3OgjZW2495ccLGz+VEfHey+elE/njMPdnY+8rCz+WvXE/VWOV/yH3mViVMkO3CTO1AeFb1Y6tcFQYNNQtbxJhh8tTg8rHMcE4/WOY4jb/TcNRy38p3jGL77HBOP1jmOI49z5zgmPmtdw3FLxzmO4bvPMfFoneM48jh3DpjYsM2LwXCrkpgduNIB/gKaP/bg0Qf2SlLFwRtY1nGFWnUxl6wOaWBH9JzjuehpUmHGLJ+8lo164uFr5bif2qjX14AO1vPAxGR1SAfr2kv55LVsnF88fK0c93uNYI8P4XxMNNSmJGUHqh3QF5H1ZzF5H+16A3sMjJW4Y537IIb1zUo8+fGRB5e4Wzhune9+8tbUZy4sc8R5OYeHpRZZDfnxbRznvojJx++2F1tTn7mwqsOx1+UxONSya/1Ro3uedwbdFiUhO1DvQHlUpAvBh+vRg3rZFGQdrzWpazpeS39fHa/J8b665LumY+LXbb0mx3vVlReDvdqXydmBsw+VHvgb0jHtcZ9j4tE6x3Hktc49RzgeyoPjGJ77hHsDrVZ+Lx71Z/m9fOrCis8cjlvxqB/P0Wrl9+KzepG/yjm3t6uIpUh24A52QH8fWV9M9r+P3GuDbw4tLpxaXDEeFdTi8u3Kjzk8bsD29JkbftTrnVMbtsbvxaihlivfrvyYwzqwyt2lTwx+1OudUxu2xu/FqKGWu8iXdwaL2pZJ2YFtB8qjIn17qd8dKMAbWdaxYkuGazhuabFJyTqG7xrC8RAPDjluiZEX+b24a43gWT1fs2PminqsAxvXQx425kd+L47OqF1brzpvXgyqbUlndmCqA7oY7Bprv5l7er34rloPEVu7np5eL36INe7SXLuetfU2tedjol3/hBnLDox1QH8fWb+i4pEGXZ9O9QbmUyqYN3VMG+G3cqOWznvz1XJ2+Ubq8/xD8HP93uEVcN4ZrNDElLjbHSiPirQx/XU5tOnp0MBuz+Ze2ehkdfhmii5WypFPHtY5wnGgJVs7xIcjHOdTTD5yxXG+zmfGrH7k69wPzQ2nVge1Un+0yoEjjBZzKCZMnjjO1/nMmNWP/Jm5Lrh5MbhoRYLswF4d4OsG/sZE0H2Oifes5zju5Y3GXVM4HtKBU9MkRl7k9+I1Tfftm+9aNRz1WQdWOXBG8iOf3FG9OMe++VGvep4Xg2pb0pkdmOtAuTt4rmR8cTArvrnZJLCSgeOYeLTOcQzPfcK9wdxL82f1mQerfGpwTDxa5ziG5z7h3mDupfmz+syDVT41OCYerXOEF428GCxqWyZlB6od0KMi3sRYEcG8ieNjBR4vYMWD45i4NIUZPX3XcO7SfGnsOqTLPI7JYW2sJ1rx4DiGJ01hBnO19F3DuUvzmadlpcs8juGzNtYTrXhwHMOTpjCDudDHP2XzYjDVriRnB3Z24Omd0XvB+OblTYwVE47jVvye8haR2+LvG4/zzZ7H+akTKz04jlvxOD+5Lf6+8Tjf7HmcnzqxvmbHrfjs/FV+XgyqbUlndmC+A+VR0RdK1mfLoZ890JB1vHEOvMTNQin4aunERjeLWX6cs5fva3YcdVrnPf2Yd2j+7Hy+ZsdRp3W+xnpa2k1/fmtpszUZyA4s6sCHStbby6E3tN/KOybGm14xfAVOD7SxaKEfBWvzkSvubH7kz+rX+LHmXefUjo31xNzafOSKO5sf+bP6NX6sedc5tWN3cZuxvDNotiYD2YFFHXi6kqXNQkPW8cYZfCNxdFrWNxfheCgPTk1DdcnfGsTIFQ9fLYdYiz8bR6dlWVtcN+fKg1PT2Hc9sQeaQ4O5wBvnuR+fc1txdFqWvCmbF4OpdiU5O7C7A+VRkX747BPnLN6sOuVNfh66ZIiN8i8lV06iHrpYpcCppO/tQnt0vll+r8CoRx1Y5cPpaS2Joz063yx/SU3dnLwYdFuUhOzAdAc+fJ4xuhnoU6oGn1zBG2d56W0Ws3HqwmoeNJjTLbFD8XP9226v+e/v/35DOC8GQ21KUnZgqgMfK2w20FoisdHNNWrsm7/v5hvrmT3ft/598+/6+qv/XvkF5Gpb0pkdWN6B8qjoxddff10XhK8/V/HNC2F8Oge71YbFubC+K4VNrMCdgzysyDXsvig4Ehvh+NzOr2F8srn+e/9ms//+8d9y6DzvDIbalKTswHQHPjydMZ7gm6bjcYWbzfQ1O77Zqxqv3tfseFyhwsw7g0pT0pUdWKED+iKy/izm/eXgUy6f7PUGxlfglUGsxd83fmXCjmPf+Xr5cfoef994nK93vu98vfw4f4/fi0e9ofO8MxhqU5KyA3MdKI+KXi4ZelTkb1xdBGqf5MTRkHW8cQbfiJ7P4ReeUX3NSx3UsMv25vManIsmc43W19PzOZw7qq+6qIkad9nefF6Dc9FkrtH6enroTtm8M5hqV5KzA1Md0A+g/RvnGWwCNQFi2Bon+pZwPaeG8UWrufFRRzzH71znOHZuix858XyXXovrOTWML1qvEW04nLslhq3l9/ger2HXrsWnfXkxmG5ZJmQHhjvwqcJ8qRwPdTL0xtanwtYbnJhsbeybHzWZBxv1e/VEvd551I/83nz75tfmk++2rD+ur3qej4mqbUlndmD/DpRHRa8WlY+UQ5uVhqzjjbO8sOnIOiY+a11D2DdLanArfepyDMc1HBOP1jUcw3OfcKzXfcKzI+ppXuqmBrfS1zkDDIdcWcfEo5UOGo7huU9YmhrogzfOY73kxeBYnc557moHPnK+8F2bA5sEVilr8qNe3Hw0F5sc82I9Vz7ntjYvcuG7hmPi0TrHceRx7hzHrfhtX796MD3yYjDdskzIDkx1gL+PrKTW5jQleK4zo6d5nU8dLQt3m3X11X8Tp+OrzK0nzi8vvlbOLj+51N/Ti3zyWran52t23Ko5zt/Tb+ngX1tvo5sXA9qbNjtwgA6UR0V6437kXHrpJ+lYWe+TbdzkxJevNX9PT/OzAQnvy3cNYbSp233CcfTmRwcrvrCs56LrPueSL54wY1++dNAQRrs1nzg+yJXVoTwsWs4fwvkF5KE2JSk7sFcHPlKy/74p8MaVrQ3e0NgaJ/pmudQQdTjfpadYzHc+GIsmltxcPx25bOkb9nK0fjbDrSrknUG1LenMDqzXgXJ3oL+P/GVT5I0r69goq0Kfw/HoJJ7jeDQ/8lzDceStde5zOB7V9xzHo/mR5xqOI++o53kxOGq7c7I73IEPl7XrjT/y5neOY9rnPuF4iAeHHLfEyIv82Tg62Fk9r81zR/XgYV0janusxZcfnuNz90VvyY+W3BY/xuFhfU7HrXhtfrjDNi8Gw61KYnZgrw48vSPb3/COd6TsDLlG3Ch07o9pHMN1n2PimlyYIY6G7Ah/Q7YXtFr6Rh2CUQ9drNfoeDSuIphDWBoasjU9xZyvcx/EmF8xfM47KM6LwUHbm+LZgW0HyqOiLxb07Hk/eKOPvvln+b229/R68ah/avxYXzzv1duLz+odmx/nGzrPi8FQm5KUHVilA0+vopIi2YEDdCAvBgdoakpmBxod8D96w6dPUcGytcM5juG6zzHxfa1rOm7pOscxfPc5Jh6tcxzDc59j4vta13Tc0nWOY/juc0w8Wuc4huc+4UUjLwaL2pZJ2YH5DpRHRc+XrE+XQ29ijbXezPvqxWfeqg0fdWJ9LvmWDNdwvERLOa7heFSPtco6Jt81HROfta7heFYHvmuAiQ3bvBgMtyqJ2YFVOvD0AhXe4LKOF0hVU1zTcZU84HQNxwOpVYprOK6SFzhd0/ECqU2Kazg+Fb1qHXkxqLYlndmBg3Xg40VZGwSbxJKJyHUdfNIDt+JL5vScWf1Zvs9Vwz29XrymOeOb1Z/l92pZW28zX/4Ecq/tGc8OrNiB8qhIfx9ZfwXt3eXgTb1khl258VGHuPLtypmpAS3m6enP8kdq2bUW6sL26huZzzmz65nl+1wtvGv9rZyd/rwz2NmeDGYHDtKBj66sysYgWzs0HZza1Gyaso5rXPnQYi73tXIO6Y/1UBe2V5+v2XGr5jhfT7+ls5a/Vs+0dt4ZTLcsE7IDe3dAdwb6s5jX9f7T5qFNj02kwComDpeNspYvDUbk6zd7ysdv+ASjR96xbK1+1qoawNi4nlq+1x75p7Z+r/UC553BRSsSZAeO04HyqEgXgmfKoU2ldqgQNiLHNS48bI3vPmE2YVnfuNCPfJ37iPmK4XNeC1Mr80WrPDiOI49z5zhuxalVVod4WGEN7Pbs8mvMVxTfZWb9DG3Z2qEsOI5rXHhY8ReNvBgsalsmZQf27oAeFWkDYRPBSpg3Nm9+xYSX8slFz+cQjoNamC/mo4NVvjAD3IpHfeXhE475islHPeLM8Mlt1SM9H2gzX8xHB6tcYQa4FY/6ysMnHPMVk496xNnFV3x6XNdt6nShmZAduGUd4O8jP3i+LjaA2jKJYcVxHHOIYSMfP3Y2HuebPWdebJw/6sHD7stHBxv18GNjPNY3e44utqcPD9vjz9az4eedwaK2ZVJ2YL8OlEdF+vvI+onk2uBNL1s7lAPHMVz3CcdBbou/dpx5sKqHOWJtHoMfrXMcw3OfcBzM3eKvHWcerOphjlibx+BH6xzH8GqaXV9eDLotSkJ24GAdeLoosylga5PxSKD1mCDGpSUfm0O0xFp6sQZqQyfmy4/PuegopsF8Pf6Wfe815qMFI8ajvs79EB+O56IXrbgaaMR8tIjD3SSVF5/Dc1t88rAxX358juVzv2LDIx8TDbcqidmB1Tvw2aL4YjneeK6szYFRw+6D17LO1QahczYKsHOizkjMOY5H5nM+GKtaath9sd547tyRenblt2I+h+OR+ZwPxmq+GnZfrGnv87wz2LuFKZAdWNaB8qhIb+6ny8GbXNbxMuGrWa7p+CpzHY/P4bil7hzHLf6s3zUdz+qM8n0Ox6185zhu8Q/iz4vBQdqaotmB4Q58tDD9k6SwBlbYNwjHimm4z/E2ejUuzq7DNR2T4z7HxKN1jmN4uf7tv4f6wL87ttYv9zmmn/JNj7wYTLcsE7ID63Wg3B3o7yPrt5n60Jtaw9/c+PBj8WPl7w02GjafaKUlnyy62Jp21BMHX43f8zFXa/5evKdPbbK1Q/ryt+aP+lFPcXyRO3LeW18vPjLHFU5eDK60JB3ZgaN34OnzGdl8olWYDWCkOLhRp3Wun5BVTJafEsbW5ov6vfzIlyY+x/LVDucI9wbaNa2ar1d/nC/q9/IjX3r4HNdqg4eNtax2nheD1VqZQtmBxR34+GQmG8Po5sGnVFnHTOs+x8TjfPLjE/Ycx4odYjB3rr998Zzue3430XTLMiE7sG4HyqOiL5TfZKrHRU+aMhueXGCsNlxhNl4wceX46MWdW8Oz80WNJfm+FjB2Vu+urz/+e1TP886g2pZ0ZgeO3oHWD6DVCmFTlHUM132Oic9a13A8quM5jkfzI881HMNzn2Pis9Y1HI/qeI7j0fzIcw3HkTd1nheDqXYlOTtwsA7oF9cda/gG4pj53eeYeM96juNe3rHiXpNj5nefY+I96zmOe3nXGs/HRNfa/pw8O7DtQHlU9Hx5VKQfQntbpSezj0WiRMzXuQa2hYlrQ0MDLj6d7zvQYuOMeszdqify43nMRwcrfg3ji/XJjy/OteQcrUOtf6imvBgMtSlJ2YGjdECPit5ejrg5sElg42YU+bFY8rAxPnLuuWBsLd9jYGzk99ZDHrbHj/rkYWN85NxzwdhavsfA2MjvrYc8bI8f9YfO8zHRUJuSlB04Sgf0R294w2M1MVi2djhH+NTH7Hpm+bn+BR3Ii8GCpmVKduAQHSiPil4oup8sR9z8/JOgYy4MKocc4TiItfi9eE8PXaz4aDom7msQ1sAKk9viy4+Gc5VbG85xDNd9jolH6xzheIgPxzE8apdl3dgRvnTQYB6s8heNfEy0qG2ZlB04WAf0qOhd5eANr4nAvOHZCNhAYlw5cZArPxg7qzfLb9XC/DHe0+/Fo57OfS4wdlZvlh/rYV5sjPf0e/GoN3SeF4OhNiUpO3C0DujOQH/rQHftvlnUcM23pFB0sNJwHDWJYSMfPzbGe5sZediYjx8b4zqfGehgles4ahHDRj5+bIyf2vo368vHRPGfOc+zA9fYgfKoSH8f+W9XLoFNSdZxaxrnOG7xZ/2u6XhWZ5Tvczhu5TvHcYs/63dNx7M6q/LzYrBqO1MsO7BKB/gBNG0Utc3CfXDcqgg4wvokqiHrn0rJUcz5Ot814JIfrXLhOIbnPuE4yG3xYxweVnpwhO/i+rXuqZGPiabaleTswFE68Okyi+4Qlr4/2QixsWi/ICgmHj64ngvGkgOXXDbdnh552Fk+eS1LndjIm60XHaz0HM/qxXqkhQYx18d3UJt3Bgdtb4pnB+Y7UB4V6WsG/hPJbAyyjufFtxmu4bil5xzH8N3nmHi0znEceZw7xzHxWesajls6znEM332OiUfrHMeRx7lzHBNfxebFYJU2pkh2YPUOfHx1xXFB33CE+dQqq0MDuz2be436ysY3p3QYNrXI6rgT6196G3qYf4JUzQ5kB+gAfx/5oeLwzUhx36B03ouLMzvYEGt5cf4aZ5dvtt4evxffVUsrdpPX31rTTn/eGexsTwazA9fTgfKoSJvR6N0BG5es47WKd03HLX1tzhqyjjfO8uIajonPWtdwPKvT4rum4xbf1+wYvms4Jj5rXQM8q7H5XubppEzIDmQHjtIBLga8wWUdH6WIyiReg2Oo7nNMPFrnOIbnPsfEj229BsfU4T7HxKN1jmN47nNMfBWbdwartDFFsgMH6cDni+pXK8q+ITiG6j7HxHvWcxz38lpx13AM3z89OyYerWs4huc+x8R71nMc9/JacddwDN/X7Jh4tK7hOPKmzvNrBlPtSnJ24Hgd0KOiMvQzB3+vMiubQCV05dGMuNpkduVEHeeCsWixccmPL+pwTq7OwVg4M3ZXLnVhxe3VF+d2fTAWrRl9cjUPGBvnHjnfJ7eqn3cG1bakMztwMh3QbzLtDTYG2dqhfDg9rZE4WszV02fTlHU8MtcIJ9ZDXdhefSNzOCfO19P3NTt2zX1wrZ5pvbwYTLcsE7IDx+tAuTv4Qpnti3vOGDcLNkms5OE4Ho3Dw7qG8Gt6KUPW8cZ5hBfWRn3RqgQ4juG5zzHxaJ0j7Gt2rNjJjLwYnMw/RRaSHWh2QF9IjhuOnytR5wwwHPnxCfunU2HFsPCw4scR8xXHF7m1c7Rl1zg0B5qO0XafMLXK6hAPiw62hK6MmC8CvivkigNt2TUOTYFmZboxV14MxvqUrOzAdXaAX1ynDYdNB6u62AjYWBQTbvGVs2ugTT5a6EcrLfkYYHjy4xOO+u4TjqPHR5v5xBemfumhIdwbcMlHC/1opScfAwxPfnzCUd99wnH0+Gj7fFGje54Xg26LkpAduN4OlEdFz5cKniuHv9nZAFQcmHi0znEMz33C/ijDsWJrjLXrXVvP1+x4jbVLY+16o96iOvO7iRa1LZOyA0fvgB4VPbljVjaEHZSLkLj6tEkOmE+gF8QG6OXHeJSJ8zEvtpcf9XTOWmqx6Iv6sZ7Ij+e9/BiP+XE+1o3t5Uc9nStnr5F3Bnu1L5OzA0frgP7ojTaLkcM3E+F4qOiZzQMuOqpBmFrAxKO+eBqj/C373mvMR6dlYz3UhZWy8OiAS77mFWZ+MHHpCjPE0xjlb9n3XmM+Oi17L3MC5Z3BRLOSmh24rg6UR0UvlJ850K+2fmqwBt+MeilwseI7jvnEWlablGJsYpEnPXyO8UXrHOGRgcYM13McRw1iLXsK6481d8/zzqDboiRkB06mAyM/c6BifZNyfKiFsOnLOmY+r8FxK+6baU2PvJb1ORy3+Pv6vUbH6HoNjlvxfdeP7pTNi8FUu5KcHbjWDuhREV/QZFNRQWBZHXEzcR+cXdY1HZPjPsfEo3WOY3ixXnHYVGt89zlu6cnPHHB2Wdd0TI77HBOP1jmO4VGbLOvG1vjuc4yefNMjLwbTLcuE7MD1dKA8KtJfP/tUOfSm1/A3Pz78WPxY+XsDrqxj8tznmPi+1jUdo+s+x6NxeC3rmo7hu88x8X2tazpG132OiS+yeTFY1LZMyg5cWwdGHxV5gb5hOIbjPsfEe9ZzHJPnPsetuDh+iEceOTOWXDSjXi/em6uXPxunTmyst1fPonh+AXlR2zIpO3BtHdAXkV8ph967bDKxGH/soBiPHLDuc9yKax404ePTeW+gixXfcS8/xpk71x87s8d5Xgz2aF6mZgeO3YHyqOjV8l1F+trBu8vBhtrbHHvx3jI0DxrigmUZNYxvJB8dLLk6B2Nn9ZRHDvozllxZjZoetRF3O5Ivvo+19Vy7ivMxUbUt6cwOnHQHeFSkDYNNA6vCwa347OL21eOL3rKOZ+uA36unF0dn1O6r52t2PDp/5O1bT9TbnOfFoNqWdGYHTroDnyvVvbRHhb3NpBfvTR3z/ZMxn66xPS3Fo577RvIjp6fXi0e9eB7zT239sd7NeV4Mqm1JZ3bgdDtQHhXp06V+eZ02nZFDi2GDEu4NNmpZ38iYS/kzer350EI/Wq/BceS1zmfr1RwasrX5FNNcaw20WvV7DY5b/EV15dcMFrUtk7ID194BPSr6O4NV+GZDCj6dg7Fw3HoMjHUe2GNgLBy3IzHnOHadGoaLFaeG3Rd1PAbGRu6++lGPebBRP/IXneedwaK2ZVJ24No7oL+P/EKjCjYNWccN+tHdXpPjViHOcbwWv6VzKL+vwXFrPuc4bvEX+fNisKhtmZQduN4OlEdF2hSeKUdtc9CjBA3Z2mMFxchzLB9+rOJxEIMfrfhwHMPzmrxW5iG3xZcfDeeS75rwsDW++xyjF61zhOMhPhzH8KhFVocGVpjcFl9+NJyr3MUjHxMtbl0mZgeuvQP6usE3lcM3h1ZRbBqKg7Huc+xx+agooTIAAEAASURBVH3sijmvhsnF7uIoBg/LRsgGKj++mpZrOEbPfY49Lr+PXTHn1TC52F0cxeBhWevM+mtzXPLlncGlduRJduDmdKDcHXypVPvlcmiT8EOLYOMQPvZgbmrS/PjWqAUt9KNde77ZmmN9a9cT9Wvrn635LC8G0y3LhOzASXVAX0jmE6KsYwqNm4f8+OC4JcYm0+N77gheW9/X7JhaZueb5TPPqF1b39cMHq3lgpePiS5akSA7cCM7oJ9Gfk+oXBuCNhw2hmiJsSmF9M1pL8YctVxizFubbx/92pzui/NTB7ZWj+cL71NfnL823z76sdZVzvPOYJU2pkh24Ho6UB4V6e8jfyHMzkYjWztEhxNSq6dw0Yr5bLKyvhEeiq/5mVM4jlgvdWDFhxNza+dwW/nUcirrr62h68uLQbdFScgOnHwH9IVkjdZmtY0uf+1thjFOHVhqo4LIj3F42B6/F0dnqe3px7jO/dC8cBzDcZ9wHOS2+LV41Oie58Wg26IkZAdOvgP+Nw7WKLa2ueC7Dn3mlq0dqgnOddQ3Oye1spZe/ZFPHraXP1Rffs1gqE1Jyg6cbgfKoyL9feRnS4VvO69SmwSPa5YWzgakfLR4HDKi7/lg7Kxej9+LL+kBtd7E9S9Zb3430aKuZVJ24PQ64L+rSNX5ZrZvtWjJOl6q6xqOW3rOcQzffY6J72td0/FSXddw3NJzjmP47gMTG7b5mGi4VUnMDpx0B/RHb/QL7NgMsCoaLLvkcA3HaLnP8WgcHtY1HK8VR2fUeg2OyXef49E4PKxrOJ6JK29q5GOiqXYlOTtwmh0oj4peLo+KPluqe6oc2jQ0sPExyjbaflUeOW3WvQjzYMmV1ajpwVU88vHJaqCD7emhja3pb5XrrzX9OnPrZR5snK+mB1cKkY9vqz6/fvKmbF4MptqV5OzASXdAP3PwjkqFtc2oQrvk8s0KjI2bV9SHh5Ww40sTWWwXp5Ujf6ynxoUTY61zrwWMRUtWQ358nLuNWOc+0MV6rIWdy9zU08rZ6c+Lwc72ZDA7cKM68JlSrf4+cnz8q01Cj5CWbhZxsytSVzZ335wUnxk1fc/vbXasTbY27vr6az254ov/aa4Q0pEdyA7cjA6UR0Wvlkr1tQNtfn74Ziscj+K6tLkrrgHPN2PHxKMldyNyroPPtYlLU4OawRvnwEvMRwerOYVjnZxrCupyTJzctfR8DmHpaqAP3jgHXmr5A2mXKXkxuNyPPMsO3PQO6FERGxubmdaETzhuHorJ1+KTSxyurGuV06ER9dDFSgSOY+LROscxPPcJe82+lhZffg3inuNaW1b/Neqhi2UulGb55E3ZvBhMtSvJ2YGT74B+3kB3CNpAtFHVNqu4uRTapc1X57tGL78X36Vdi/kaHMON84kjn+wIXzpoCPcGXFnH5LnPMfFZ62twjI7PASY2bPNiMNyqJGYHTr8D5VGRnpvzMwfCPEfHjiyCDUXW8UjuEo7P4Rgt9zluxbVW8e7q+unLlM2LwVS7kpwduBEd0K+n2DV8QxWOh3Lh1HSIkRf5MQ4PG/lxjl4+Otie3qx+Ty/WF/kxTp3YyJ+tDx1sTy/qV8/zYlBtSzqzAze6A/r7yC/ZCrRpaLQ2D3/04Hibde/CQL44wrKOiStPuDWIwXcNYQ3s9uzyKzFZx5dZ987ifIrgE3YNx4ppwG3VK7/yiHuOcBw9PfGpI+Z6TBx42Bp/yJcXg6E2JSk7cHM6UB4VabPhN5mOFB43JzY1rDTgOCYerXMcw3OfY+LROsdx5HHuHOHeUJ4G+dES25DOefgi17VafHJb8ai5hI/2sM2LwXCrkpgduFEd4DeZ1januBDnCOtTJpZPnFjlzvKVs2tEPXHx7cojRm2yOqhdFh0sOW6JwXcN1yZnlk9ey0Y98fC1ctzvNYI9PoTzh86G2pSk7MDN6kC5O/hS+fUUL5SqHymHNhY2uNZCdm0+tXzng7G1OTwGxorvmFrZ2BTDJy54aVwacfj8tRhzEnM+GAvHrcfAWPEcM9ea6/NaqjjvDKptSWd24FZ0gO8q0mJ8s+ktDq6s417eWnGf0zH67nM8GofXsq7puMVf2+9zOmYe9zkmvsjmxWBR2zIpO3AjOqCfRtZmEQ8VzybiGJ77hHsDrVZ+Lx71Z/m9fOrCis8cjlvxqB/P0Wrl9+KzepG/ynleDFZpY4pkB06vA+VRkf4+8pfPK+ORQ61QYrKO4c5uZuQdysZ62ISxWoNwaz2xLl+zY3hxPvnxwTmmZW7Z2rGolrwYLGpbJmUHbkwH9OspNNhAHNc2kprPcxzDdZ/j0Tg8rGs4bsXF8SGeRosf4/BaFq2N6LkuPtdaGo/zoj2qB28vmxeDvdqXydmBk++AfpPpdQ/fMB0vrcs1HC/VO3Se1+h46byu4Xip3iYvLwZ7tS+TswOn3YHyqEjfUfTceZXaOGqHwmwqjuG6T7g30CK/99gm8qWPz/GoXqwPLfKj9Tkcw3Nf1K6dx/mue/21Gq/48ltLr7QkHdmBW9cBfSH5yYlVxefm2tzY0GoyxMircdxX02MDFQ+Mjfq1fNevYbRqsehjHdjefLG+qBfPa3peHxgb9Wv5cY7p87wzmG5ZJmQHblwH9Ocw2VhqxROTrR3KgTOSH/nkoh3jNU337ZvvWjUc9akTqxw4I/mRT+6oXpxj3/yoVz3Pi0G1LenMDtyeDpRHRfo9RZ87oRXNbm6H5h+7NSe5nnxMdOz/BjlfduB6OqAvJL/tfOreY4devLeCXn6MS08+hjZLOPKB4cQ4edgef98487TsrL50WJtwXF9PTzl7j7wY7N3CFMgO3IgO6FGRfr+/ngb4J1OKx6dzMNZ98Pex6GJrWh4DY3v1wMNGPn7sbLxW74yPebG1XI+BsbHeWv60Lx8TTbcsE7IDN68D5VGR/vrZsR4V8Yd0jvXHZdgkZR1f1z/UKax/eu15MZhuWSZkB25sB/hNploAm2ZtMcTYXKON+ZHvjzV4/IH1XHTdV6un50NbVod0sczhVno6bw1inuNYeXAcw2Fu6hFHmEEufPnxwZmxaPt8M/kbbj4mmm5ZJmQHbmwH9PMGPCrSxrFrAxqJOcdxbJBicT7ng7HKr2H3xTn8nLlka0M6cGpx+XbNRQw7wo/z1XJrPtf2uPyrjrwzWLWdKZYdON0OlEdFuhDoZw40DrmxoC3reDPxEV58TmpwqxLgHKIctJnz0POtsoa8GKzSxhTJDtyYDiy5GMxubrP8XvN6evvG950/5vfqifzeeU+vFu9pXonnxeBKS9KRHbjVHfhCWd3LnRXWNhd8ndShMFqyjoeSQ86S/N48rum4lzcad03Hx8qvzpNfM6i2JZ3ZgdvZgfKoqPwBtNf1heR3l4ONqLZYj/G8m2fwiuGr5crn+WAsuUv1WnPiZx5srx7y3HruvvWihd1Xz+tcDeedwWqtTKHswI3pwOxvMmUTk3W8dMGu4Xip3qHzvEbHS+d1DcdL9VbJy4vBKm1MkezAzelAuTv4Uqn2q+XQRjRyaHFsWo7JdZ/j0Tg8rGs4XiuOzqj1GhyT7z7Ho3F4WNdwPBNX3tTIi8FUu5KcHbg1HfC7Ax7XyDpmsdqENEY3I38M4riV73M63s56uaYRvViv54zoa154wlHPfY5ZX5xPfnyupVwN5pJ1vAkGHzrYmh55UzYvBlPtSnJ24NZ0QL+eguEbimPi0fqG5RieazgmHq1zhHuH8skR9hocK6YBF133OW7FxfHhcziG05sPHjbyqaNllUeOsNcAln9q5MVgql1Jzg7cjg6UR0X6+8g6RgYbz+jmFPmaA19tPmKj+lEj/voH6ciHnvjMITw7yEUvWunBcQzPfcJxkAs/WvHhxFydx/XXOF1fXgy6LUpCduDWdkA/c8Amg9ViwbI69GkT65h4tM5xDK/IXcwhLI6GrOONc8GLawhTO/NHqynkY4DhuYZj4tE6xzE8zSPMEEdD1vHGeayXvBgcq9M5T3bg9DqgX1w3slmxcbGZec6SzSvqoYtVp+A4Jh6tcxzDc5+w1+xrafHl1yDuOa61ZfVfox66WOZCaZZP3pTNi8FUu5KcHbg9HSiPivT3kfVDaGxCWC2SDUg4jtpjCXzikotetM6J2iPnUb+nF/mxnnje02Otso6pvTdfTx+dlo36++pt5smLQavd6c8O3I0O6LuK4iddbTb4fOOhI/5pGB62xievZT3HcYvfm18aflCbrGM47nNMXHUIM8TRkB3hb8g7XtBuzRdTR+aPOd3zvBh0W5SE7MCt7sCzZXWzm1Hk+4boeHRziw2O+ui0rPLJiVoj5+Si39OLfF+z41G9WGPUR6dle/VG/ep5XgyqbUlnduBudKA8KtLfR/58WG1vMxIdjmM2K/cJx0HuKD/mz57Pzhf51InV/HAct+KxXnJH+TH/IOd5MThIW1M0O3CjOqBHRWxQI4XDZTOLVhpwHMNzn3Ac5Lb4MQ4PKz04Udtjo/yogTb50focjuG5L2p7rMWXHx4ct+fhOZO/qG6uX8nODtzGDuiP3miwyfijjm1k+2wcHO0sP+ZrXjSIUQvnuyy5sho1vW1k+9rjx7iy0HYd8CyfPGyt3n3Wj+6UzYvBVLuSnB24fR0oj4peKb/JVN9m+rbz1bERYWuL9hgYu4Q/kuucGq75dtXS4uPH7tJQDB52CX8k1zk17L5aDTt9+ZhoZ3symB24Mx3wX09xZxadC73XgbwY3OtFouzAXe6Avoj8Sjn4dIkd6QlcWcfkus9xK44OVjzyyNll4ZIfbdSL/BjfNZdzmcd9jkfj8LCuIXyQkY+JDtLWFM0O3KwOlEdFr5VHRfrawVPl0CbEc/DRhShndMDFKs9xT0fcXn279Ihh0ZLVGNHfMu+9onXP00ZwsWI6bmduI+JSc487HM87g+FWJTE7cOs74N9VNLM5xcaQK+s48kbPXcPxaH6P55qOe3mtuGs4bvF7ftdw3MubiufFYKpdSc4O3OoOfLGsTo+KesM3JMetPOc4bvF7ftdw3MtbK+5zOm7pO8dxi9/zu4bjXt7OeD4m2tmeDGYH7k4HyqMi/X1kfSH5neXY9RiC2OhjlbX5UU//SNQiHIc2THJiTOfE0Dh1fqyXNdTWNuzLO4PhViUxO3AnOqBvMe0N/zTquJc3GndNx+S7T7h3KI8cNPaxaDHvsfXj/NSBXbS2vBgsalsmZQdubQe+XFamX1HBhjOyULi+GeFTPrgVH5njkJx96+vl9+KHXNuwdl4MhluVxOzA7e+AHhWVVc7+zAGPV2Qdtxo2uzkemt+qc9Tva3bcyj/J9eTXDFr/XOnPDtzdDuhR0deUg41Nm5cwm1iBew20RvXX5vf0evG9Fl+SZ/Vn+YvqyzuDRW3LpOzA7e1AuTv4SlndV8uhzZ8LAHaNhaM1qr82v6fXi+/bg1n9Wf6i+vJisKhtmZQduPUdGPlCcqsJ+25es/mz/Fbda/n3rWc2v8afXkteDKZblgnZgTvRAf7ojTaaeKgBbECO4blPOA5yR/kxP57rMYqGrD9SQT9acalBOA5iMY9z8eE4bsV7+q4RuSPncf0jOVc4+TWDKy1JR3YgO1AeFb1QfuZA31n0eKUbbIRYURzHFGLYyMePHYnHOeK5a/kFAm18MY9zz8eHJYaV3zE8LDFs5OPHjsTRXs3mncFqrUyh7MCt64DuDm7DYJOVdXwb1rbaGvJisForUyg7cOs6wMXAN1DHLNh9wvEQD45jeO4TjoPcFn82jk7Lan40HcN3n2Pi0TrHMTz3CcchnkaLX4tvMyZe82Iw0aykZgfuUgfKo6KXy3q/cL5mNpxaC2rPrPHV+D0fc81sfuT0tBWnNlnH5KLVmh8e1jUcE5+1vfl78dn5Nvz8msGitmVSduDOdEB3B28uhzYgNjowm1KtGR4DY8Wv4Zqvpt3zoYPddz6tW1o3Zf29/lTjeWdQbUs6swPZgfMO6I/evHqOXytWhwZ2e7buK5u4rGNmcR8ct+LBIWcfy1pv0vqn15t3BtMty4TswN3pQHlUpL+PrF9trbuDmU/G3qS1P1nP6unCQI7XNYrJldWY1VuS7xczMHaJ3rbyHa95Z7CjORnKDmQHNh3gB9C0GbEhYWstYtOU9Y2rlR/55GE1Bxxh5m7p9eLS8IH20vlcSzjqqR75WvVGPnVgXVN4dn3K6Y68M+i2KAnZgTvfAX0RWY+K7h/shB6naCPj8QpYtjZ8c6vF5YPTis/4paVaXLOG8cFt1R/nPvX1x3o353lnUG1LOrMD2QE6UB4VaXPT1w60ObJBYqHtY9FCP1ppw3Ecea1zzxFmU5d1rJiG+4Sli6UOrPj7DrRka4f04TiucZ0n7vDIO4PhViUxO3CnO6DvKnrbeQe04bA51ppCTFbjEHzpjuqzQWKV66NXby/uWsLH4DOPbK+/4nRHXgy6LUpCdiA7UDrwpXLo7yPzqKi1sapZxLDuA7Nh6lzDufG89thFfGkwPJ8YPuZyPnmy8LDuc9yKi+MDHlaxiKmJPI9H/uz60Zyy+Zhoql1Jzg7czQ6UR0XarFo/kayYH2qSb25gOGyEsmzQWM9t8eVHw7WVq4GWLDxsje8+xxuxyotzhOOhFDiO4VEL9YkjzCC3xZcfDeeSv8jmxWBR2zIpO3AnO/Dc+arZuFqb2WxzfEPzja6lH+f3HOF4iA/HMTz3OSau9QgzxNGQdbxxLnhBm/m8hpq++5xL/oISzs7yMdGitmVSduBOduD5smr9igrtG2xCNIINTedgrPvg77LkYXdxic1wycGSi5XfMTysYrdp/Zt15Z0B/7xpswPZgZ0dOH9U5D9zsJO/I8hGK+t4R8peIT1z15B1vHFWXrwmanSrFDiV9K6LXDT31etOOELIi8FIl5KTHcgO0AE9KoqbGZsaVlw4jltxcXyQ2+LHODystOAIjzxWcb5ydg24zBetcuE4huc+4TjIbfFjHB426g2d58VgqE1Jyg5kB9SBcnegv438YjnYkDZuvZShTdc33o1z4AUt38zwDaRfmpPHN1g03RKTdQzHfY6JqyZhhjgaso43zoEXtFr6PQmfE9zLuRLPi8GVlqQjO5Ad6HTA7w5EjZsZmxrWOY5bcXF8RH3F8Dk+lB66WJ/TMfFoneMYnvuE4xBPo8WvxbcZE695MZhoVlKzA9mBTQf4rqKl7ahtXviWaq6ZRy2yjteawzUdr6W/SCe/m2hR2zIpO3B3O1AeFb1YfpOpHhc9et4FbWh6PMHGBuaRxWz8XPbCRL2LQAPE+Rq0pntkPtYmkThfzJ+Nx8KiXoyvcp4Xg1XamCLZgTvXAd0dPGKr1oY3OuBilee4pyMuG2SLO6MXNcjFxnjtfAnXcxzX9N0nbm/9zh/C+ZhoqE1Jyg5kB0IHdv3iOjY2WcdB4uLUOY4huM8x8WNbr8ExdbjPMfFoneMYnvscE1/F5sVglTamSHbgbnWgPCrSD599eXDVvoE5Jl2fcjVkHW+clRfXcFyhnoTLa3RMcb5mx8SjdQ3HkTd1no+JptqV5OxAdsA6oL9z8EQ5tCFpE2NjKvDK8BgYe4U84JjJFbdX38CUFxS02LhH9L1eMPZCeALsk1udJu8Mqm1JZ3YgOzDQAV0M2JSwtTQ2TVnHNe4SH3PL1g5pwlmiH3PQYq6evq/ZcdRdel6rZ1orLwbTLcuE7EB2QB0oj4r0K63195FrmxE+UcGyjhU7xeE1Om7V6hzH8N3nmPhJ2HxMdBL/DFlEduDGdkBfSNajol1DG6A+EbMR7uIuiaHNp+7efCN8rxWMjfm9mnv19PJ78dl6qnp5Z1BtSzqzA9mBwQ5wZ8BGqTSwrGMk2bRlHROP1jmO4fkcwuJgR/jSQUPYcxwrpgFX1vEmGHy1uGs6Jj9a5ziG53OAiQ3bvBgMtyqJ2YHsQOxAeVSk3wKqrx3MDDYsWcctDec4XosfdXwOx5G39Nw1Hbf0nOO4xV/kz8dEi9qWSdmB7IB1QBeDN5eDT63asITZuAq8NIjBvxQsJ738yI/ns/qRH+ffN75vfTH/IOd5MThIW1M0O3CnOqC/j6w7BH/S4BeC2c2017yoF/lxM49xnXt9tbj74GLj/LX54Eqnx49xn7uGZ/k1jSs+/8e7EkxHdiA7kB3odaA8KtLGt+tRERujrGOk3eeYeLTOEY6H+HCEtXlqyDreOMsLXHTkxwfHLbG1+PvqUQfWax3GeTEYblUSswPZgR0d0HcVtUZvs4txNjWsdOG05nA/XPKjndVzbc9F132R67EWX354cNwS27IO9JqPiQ7U2JTNDtyxDnylrJe/j1xbOhueYmBs77GHeHCUD+ZT/mxcGrvGIfRZq+YFY+N8sba11xf1N+d5Z1BtSzqzA9mBmQ7YoyI2aOyMDFw2SVnHo3F4LUttso7h+5yOW3FpiNfSI2/U+pyOyXefY+KLbF4MFrUtk7ID2YFKB0Z/PUVM9Q1NOB7iw4m5tXO46MT8Xrymucu3r17Mp25srH9XLYtjeTFY3LpMzA5kB7wD5e5Af/DmpXMfG5xT1sJos1lGq3ngrDEnWswT9XvxNWpwjTgfdWGdO4zzYjDcqiRmB7IDAx3g7xyI6psTGxh+LBy3xGQ1yIUz+1gm5qMzauN8ysPn2ptiK/XKD89xa37nOIbP3LI6NLDbswWveTFY0LRMyQ5kB5od0K+niIONkM1McXyRq3M2ttZmR25LrxePc+47X9SL56dWT6xvc54Xg2pb0pkdyA4s6UB5VPRiydPjIo3WZr2N3nuNmyV5LYv2PYXdaFY/zrvvfL382fp6eru70Yjmt5Y2GpPu7EB2YHEHdHfgfx95Vsg3R+Xqk7t8fIIHwxNn15jNZx5snC/q7Zp7SYx1YeN8sZ4lc1zJyTuDKy1JR3YgO7BnB/hNpsiwqcnWDt/s2ICx0oj5PT7zYmO+azqu1SZfnM99tRzXdFzjupbmYd3YWn6sRxzn63x65MVgumWZkB3IDuzqQHlUpB8+0w+htYY2QI3W5khsQzrn4avlEGvxYxzeqI31rq0X1xT14/w9/ui6LvHyYnCpHXmSHcgOrNQB/11FcTPrfbLt8RVHw7mUzqdkWXjYGt99jtGL1jnC8RAfjmN41EJ94ggzyG3x5UfDueQvsvk1g0Vty6TsQHag04Ev74j3NjA2Ot8gaxifb461aaNe5PfiUXOWH/OPvf44f/U8LwbVtqQzO5Ad2KcD5VHRK6+//rp+tfVj5dDmqV9xLTsyeptl1Ij82matHHgt3Ir35ot6rFVW49jr3846+ZqPiSYblvTsQHZguAP6QjIXAKyS2XRlHSu2ZKAt6xgtn8Mx8Wid4zjyWudeg2P4rumY+Kz1OcCzGmd5ZzDdskzIDmQHBjugR0VsdtqkIvaNy7F4u/gxHsshF81oY37kR714HvNjPOpFfowrnxqFe/wYV87eI+8M9m5hCmQHsgO1DpRHRXpMokdFGtrAWoOYrOMWv+d3DTTdKh+OYzjuc9yKs5HL+kbf4kvTB7WM8j13NZwXg9VamULZgexApQP8ego2PFHAo5tfj79vvFL2JdesPuvC+podt+KXJi8ns/PH/KHzvBgMtSlJ2YHswMIO6OcN+EIqEr3NDV7Lxnz/NO6f0sl3n2Pi0UZ9xfFF7pJztGQdj2p5jnBt/aNaF7z8msFFKxJkB7IDa3dAj4rKdxXp7uDN5WAT881LU/qGpvORgVaNu0Qv6rj+kno9H4xdorervhhbdJ53BovalknZgezARAf4ugEpbIqyjonPWtdwPKvT4rum4xa/53cNx728Vtw1wC1u058Xg2ZrMpAdyA6s1AH9FtNXd2ixgck63pFyKeQ5jiG5z/FoHB7WNRwTn7Wu4XhUx3PAo7kXvLwYXLQiQXYgO3CIDpRHRdqgdHcgWzv8sYmwBnZ7dvmVDQ8tRfE5Jh715cfnWD78WHSx0o+DmKxjeO6D45a5mF95wq0R9cTD18rp+vNrBt0WJSE7kB1YoQN83aAmxUaGrXGiz7m+mYqnGD7O3bawa9YwPrTZsGfn0/w+0MV6rIWdG+tp5ez0553BzvZkMDuQHVijA+Xu4IWi88oaWhUNNkbZ2qEUOJX0aRdazLW2/mxBtXpmNc7yYjDdskzIDmQHFnZAdwe+cS2U6abxiV3WMYleg+PRODysazgejcO7VpuPia61/Tl5duBOdUC/nuIt5ahtmPs0Ij4mkT6+mi4xLhQ1PjUqH4yN+bU5dvnQwe7ijsT2rWczR94ZjLQ6OdmB7MDeHSiPivT3kV9aIMSmLesYKTZVWcfEo3WO48hrnXuOY/juc0x81vqaHaPjc4CJDdu8GAy3KonZgezACh2IP3MwIskGJ+t4JPc2cHzNjlddWz4mWrWdKZYdyA50OqBHRW8rhzY1PuWC2eg6EtNhzcMcSgaPztfL78VjwbP8mH+Q87wzOEhbUzQ7kB2odaA8KtLfR9YPoWloM/aNWZukDg3s9uzyK7FRPps+80kNn3BPDy754gszP5i4NIVbgxj8qKc8aqppEGP+Hr+mccWXF4MrLUlHdiA7cOAOxD+JGTdHTY+vVgoxNtMev6bhvlm9Wb7PVcOzerP82pxXfHkxuNKSdGQHsgMH7sDzRZ8NTVOBZWuHc4R7I+qJj6+WS4y5j82P81MHtldPbU3TvrwYTLcsE7ID2YF9OlAeFemHz/SoqLXZxccg4snX4suvQRwuj1FiPjwsuRuRyot4Gi1+jMPDkrsROdfB57nE910/OlM2LwZT7UpydiA7sFIH/FHRGpsfm+oa5aHV2szXmMM1TmL9eTHwf5LE2YHswLE64I+K4ubLJoxVTXBG6uOP6cjqUC4WHaz0wLKOFRsZnuOYXPc5bsXF8UM88shZ3ebFYPWWpmB2IDvQ60B5VKTNWX8FbclgY/QN07E+aetc1j91t+ZyjmP4cT758cE5pmVu2dqxqJb8OYNFbcuk7EB2YIUO6FHRow0dNjyFwVj3NdJ3utHB7iSXoC4Q4nKhAHt+DeMbyY81kCs/GOu+mLf4PO8MFrcuE7MD2YE9O8AXkWdl2BRlHaPjPsfEZ61rCMdDenBq2roL0pB1vHEueGEu6pAEvgVy25S8GCxuXSZmB7ID+3Tg/FFR/NoBmxpWU4BldfgnbT6tY8WPI+ajgxUfjmPi0fbmR4u8Wb7X4HhUTznTIx8TTbcsE7ID2YEVO6BHRY8FPd9MFfLNVOeK49N5b8CV1ejlw8NGfq++7SzLX3v6sZ7lM1lmXgysGQmzA9mBo3dAf/RGj052PaWIm6OKxCfcG3Cx4tew+6LmSMw5Ney+NfWj1qLzXf8AiwQzKTuQHcgOjHagPCrSBumPimqpbKKyjmtc+ZzjuMU/tt9rctyqwzmOW/xF/rwYLGpbJmUHsgMrdkCPingkI1nf8IQVwzqWz7nldDPQkh3hu4bjc7lLczDnLqs8dByT4zV5ra35Il86+JgHi8a0zcdE0y3LhOxAdmDlDugP3uhXVNxvur65gbGi1bD7TGoDPQbGjug5N2rPnqOFreV7DIwdqbemudOXdwY725PB7EB24NAdsEdFTMWmJ+uYeLTOcRx5xzr3bx91PDq/r8FxK9854Ba36c+LQbM1GcgOZAeO2AF93YDhj04cE4/WOY7hsUHKOiYerXMcR17r3GtwDN81HRP3HMfEo3UOOHK653kx6LYoCdmB7MChO1DuDvSoSH/4RsM3SMfb6NW4OH64hjAbpKwOcbE1/RLeOTzH5wUrGY7jVjxORm6LH+PwsFFv6DwvBkNtSlJ2IDtwhA74dxWx4WlasG92+GplEYMfrWs6huc+x624OD7E01iLP6u3nX3yNS8Gkw1LenYgO3CwDvijIp+ktxnuG/e5arinH3Nm+TE/nvf0avGo0T3Pi0G3RUnIDmQHjtGB8qhI31Gkx0W9ETc/HvnwGEj5wgxwKw4PG/XlxwdnH4uWrONRTc8R1rqwrHVU64KX31p60YoE2YHswAl0QHcHD1bqYAOshBZtqDUd9/l8vtmKw8brHM+Fgw8ediROLtZz8WGJYfFP2bwzmGpXkrMD2YEDd2Dp3zg4ZFlssrKODznn0bXzYnD0lueE2YHsQKsD5VHRqyX2YjnYdFtU98NtbdazcXSwmgsNx2vF0cH6HMK9QW2e38u5Es+LwZWWpCM7kB245g7oUdGuZ9+1zQ+fSgezOfpjHsetuDR8/qjnczhu6cnPvK6lXA3mknW8CVZeXMNxhTruyq8ZjPcqmdmB7MBxOjDyR2/YBFURGy0bqWL4FIeLdZ/jVlycmYEOVrmOoxYxbIzXzp3LWll/jd/15Z1Bt0VJyA5kB47ZgfKoSL/CQReE0cHGKFs7pANnVPOYPGqj9tl6a/nT9efFYLplmZAdyA4coQPcHfhG15rWOcL+SdmxYrVDumg4hus+x8SjdY7jyOPca3RM3DWE4xBPw/lbz8RrXgwmmpXU7EB24Ggd4GKgCeNmx6aHdY7jVlwbrobsyOYb5/cc19qILniJ+pLA55j1ROsc4UUjLwaL2pZJ2YHswCE7UB4VacObeVQ0Uw4bLZuqcvGN6MBt5ffiI3McnZMXg6O3PCfMDmQHBjswejGImy+bNFbTwXG8NB7LR3upXi8/zhfPa/mR0z3P7ybqtigJ2YHswDV1QD9voJ87GPnQyoa4pFRysdJwHDUV41ERMeeDseI4Jqdl4WJbPPfPcD3vAo80+YKcIDuQHcgOHKsD54+KXqjM58/pHVeoGxcbpaxj+K7hmLjnOCY+a13D8aiO1+h4NL/Ky4tBtS3pzA5kB06kA/x6CjZNleV/PUxYMSw8rPhxEJMdOZRPjuNWrnMcw3efcBzM1eKPrD9qds/zMVG3RUnIDmQHrrED+oM32vz4BFwrRTFtnHDAbKoxp8fvxaXn2pGvOLUI90atXtfv5dfm7+VcieedwZWWpCM7kB04lQ6cPyrS3QEbnm+c8uHHsolia0shJuu4xh3xuQaabqUBxzEc9wlrLRqt9bHWVnybPfmaF4PJhiU9O5AdOHoH/GcONDkba2sz3bfA+BhGevj21R7J762vFx+Z4wonHxNdaUk6sgPZgVPqQLk7ePn111/XH74Z3a+0WfLpeclSyJVlOMaHjfPF/Nk4utioh39Vm3cGq7YzxbID2YEDdcB/5iB+Mta5H755soljVR5YtnY4RzjO5z7hY49Yj6+d2HRNo1faaeFMyA5kB7IDK3ZA32L6uOkt3vSKBrlYk21C54KxSqphfLrgCHMRAhOP+Tr3AQ+rmGPnLsZ5Z7C4dZmYHcgOHKsD5VGRHhPpO4s02AhlHW+CwVeLw1tqXdNxS4+vN8g6bvF7fp/TcS9vZzzvDHa2J4PZgezACXVAdwfas+InbZXIp27hOLRhkhNjOieGxqnzY72soba2YV9eDIZblcTsQHbgmjugi8ET5eht1rHMuHn28rkoYCNf5xrYU9PfVjf5mo+JJhuW9OxAduB6OlAeFfH3kVUAG/FIMXBlHZPrPmE9ysGOPNZxjuOWvrT9EE/nrUGMHPHwtXKm/XkxmG5ZJmQHsgPX2AF+V9GuzZDYQTdP6wF3ELKOjXIJxvqoEysyHMet+CXxpSf5mGhp5zIvO5AduI4O6DeZalPk0YxqAMeNmPMefzauOXeNWE9PP2r1+L141Bs6z4vBUJuSlB3IDpxCB8qjotfKD6C9VGp5yOrR5qiB3Z5dfvUYGBtz8WNj/LLy1TPysDEfP/aqwuW1wMMu0avNccmXj4kutSNPsgPZgRvQAR4VUSqbpKxj4mtbn8Mx87jPMfGe9RzHrTzngFvcpj/vDJqtyUB2IDtwoh3QoyIfPA7CakPkUY3zwMTg48fG/MgnD6u8Gq75xO3pizMzmAc7k3vBzYvBRSsSZAeyAzehA+VRUXlS9LruDt64o17/hKxNkg1YKWDnRCmPgbGRu+TctcBY6dWw+5bMuTMnHxPtbE8GswPZgRPtQLw72FUmm6is4105x4x5TY6PWcPQ3xY9akE5WXYgO5AdGOiAvogcN06dR5+k3AfHrXOE44j5iuOLXI8xh/tqfB7vyDqGy1wtvVqc3GGbdwbDrUpidiA7cCod0KOiUoseFflGOFqeb7jC0sAKx0O6zCO870CLeaSHz/HS+KL68msGi9qWSdmB7MAJdECPih6u1MHGihWlhmu+itzFhYKLiPK4eNT48tW0az7ntuKtOVb1553Bqu1MsexAduCIHdBvMuXXP/hGunYJaMs6XnueUT2vwfFofpWXdwbVtqQzO5AdOPUOnH9XEXcH/kkdPPNJftdy99XbNz/WtrbeRj/vDGKb8zw7kB24SR3gu4r4hKzawbKOW+vioiHrGL5rOCbes57jmDyfkxrcigdH2DUcK7Z45J3B4tZlYnYgO3DdHSh3B6+UnznQo6J9PtjGDTWeayOWzzfkNZce56tpw6nFVvHt08BVCkiR7EB2IDuwZwf4riJtmLVD8r6ZguHGOJu+rF8IWnzl++jpO1c48pkH6xzHxKMVZ3rkncF0yzIhO5AdOLEO6GcOHi2HNsXawI8Vp4bd5zp+QSAXn/McuxYY6zxhtGQ1xMPHuVtiLb640yPvDKZblgnZgezAKXWgPCrSH73RdxaNDjZRWcetfDZxWd+oR/Nbuvijvvz44LglJuvYOdM4LwbTLcuE7EB24AQ7oLuD0eEbKBuqW+nAqWny7ayyjmvcG+PLi8GN+afKQrMD2YEdHeDXU/imDlaab+5g4vqEL8wnfTDxmO93E57b4suPhuNz90VtrXx4Leua4Ba36c+vGTRbk4HsQHbgpnRAj4rKdxXpUdGSPY0NFKtlO45tUIyLADHng7HiOCanZeFiWzz3z3A97wLnncFFKxJkB7IDN7wDrUdFbJSyjkeX6zmOR/MjzzUcR95Rz///9u4+VrarrOP4npfzfs+9PW1vufdSirSUayCVFgQq75bwUhSxGkiqNKL/GLH6h+/R+IfxBVFijKkkJiZiCGogoUGsBYVajSBYQKAUaElRaKFAe2nhnHvP25wZn9/e88ysWWfPmT1z5szLOd+dzFlr773W2nt/5t5n7b32zB46g5FyszEEEDhAgW1ru0hwDcuEed+1cFmY77ZeZcKXynm9MO9lwmXKx5PX7VY+Xu/lPI3bKzQ/yCVVoYYphAACCIxSwIaK9PvI4VCRB814N3yIx8f+Vc6Xqaznu61XmbDtuLy3obTIFG9fdcL2i7Sx7zJ0BvsmpAEEEJggAQ0V9YprHmg91e6H+X4Px+t6mlc/XOd5T3tt38t5Gnc+Wu7L8rZdaBnDRIWYKIQAAlMioKGi/U7hx0WVV7D11AOyp4Nsy+sqDfNF24r3T/V8WdE2dpXr1YPuqsACBBBAYFIFbKjIRooaujqYtZcH2n5318+yleZNatfL5K33dV4/Lt9rfdxmXN7b9VTlw3xcv9A8nUEhJgohgMAUCejqYGaP/Y2Da1w0Dt7x+rh+r/JxfZXX5GmcT1fu8aff7e3RVHsVnUHbghwCCBwOgV6PpvAgHKYe4CWgvIZdlOZNvs6HZuLyYbte35f5fJhqXbx9X6ZyXtfTcJnyQ5m4ZzAURhpBAIFJEdBQke1LP/cOPOgrDfPDOiQP4krDvLcfbjPM+/o4DdsI83G5vua5MuiLi8IIIDAlArpv4ENFCpgKsh4493sI3pYH7l7tH0T5YR1Ly4LOoEVBBgEEDpGAnmTqwzk6rGEGT2/L017tezlPR1Fe2+hrYpioLy4KI4DANAgMMFQUHpYHbaVhPiwT5sMyYT4sM/F5OoOJf4vYQQQQGFCg6OMpBmy+Vc2Hi5SG+VaBKBN2GMrHLxX3MmE+LufzYRnlB5oYJhqIjUoIIDDpAnZ1oCeZajf1x8fti+y2l/XA3m/9Xtvo1X660839Vlv9lu+1/dz1XBnksrAQAQQOiYA/ydQDbJHD8rJKw3yRukXKhG2G+W51wzJhvlv5gZbTGQzERiUEEJgSgbzvHIQBNcz7IYXLwvyw1ns73dJwm8rHL9XzMmHey2lZ3xOdQd9kVEAAgWkR0FCR7ateHig9iHpa5FC8rLcRDtuEeV+vNr1OXvu+rmj5vDaGvox7BkMnpUEEEJgwAXUGOvFV4NakIOxB3OfDNM5rPpzCYO7LfZnPh6mv81Tr8vJ5y8J2PO/lPI3b83J9pVwZ9MVFYQQQmEIB/zaygqcHUE8n4XB8X8a6f3QGk/BPgX1AAIEDE7ChIn35TC8PtnGqbXtAVj6efJ3X03pfFpcN1xUt71csSsO8t+3b6tZe3nqvWzhlmKgwFQURQGCKBXR1oMdaa/IhIg+8Cqa+LC2Q88cDrlZ53lOv6+3F1b2cp/H6uL7K+TIvG9b1vKcqE+a9Tl8pnUFfXBRGAIEpFdCnivxZRTqEOHjG8/0cptf1NK/9vdrzet1S7xi6dTZ7tV14HcNEhakoiAAC0yrQfDxF+KyiAw2sB+wUdhphfl+b5cpgX3xURgCBKRLQ1cEgJ8DxmbkCsC8rcvhe1jugIvU9yKt9z3s6SHs993MQmJ6NUgABBBCYQAF9xDRv8iCtNMx7WQ/CSsO8r++VhnXCfLd64T6EeS8fthHmff1AKZ3BQGxUQgCBaRNoDhX5F9C0+wqkRV5eVukopjDAh/kD3TbDRAfKS+MIIDBhAv4FtL12Kz4bV0DWMg/MnvdycVv7LR+3F28vbj8uP9A8ncFAbFRCAIEpFVBnoE8VeWDXYXjeUy2Lp3Cd5z2Ny2o+XOd5T+PyvYK91/O0V/m4/ULzDBMVYqIQAggcBoHgU0U6HAVVvTR5ms2N9q8HeaVhvttehGXCfLfyhZbTGRRiohACCBwiAX2qyANvXqpD9SAb5vPK5i0L64R5LxsuUz6efNvdyvdaH7dXaJ5hokJMFEIAgUMk4N838KBaZNjFy4qhSPm9uLwtT+OyvdrvtT5ur9C8GmVCAAEEjpSA/QKaHk0xrpGRAwnm/gbaUNiG5/tJx4XRzz5SFgEEEBi2QN6P3vg2/IxdaZj39ftNdWWiSWmYTxeO6w/DROOSZ7sIIDBOgTDQx2fqvfZLdb1OXllfp1RTXnnvZLISnX/j8kXa62xhgDmuDAZAowoCCEy3QPCpojDQKgiHgVjr8tbr4MNgrjKaDqp81voB/+XK4ICBaR4BBCZWIPwCWhjcPd8tDTsIHVy3cr68V/mwjTwsb8fTuLyW+zby6hdaxpVBISYKIYDAYROwqwON14cB1g/RlykN875+v2nYZpgv2m5YR3nvCJTqNdDElcFAbFRCAIFDIqCrg0rOsXjA1aow2Go+DMCaj6de5Xut79VevH4o8wP3IkPZOo0ggAACYxSwj5gqBoY/ejPGvRnOpu2KZ2uQlhgmGkSNOgggcCgEghvJOh6d8fsVgad5x+nrupXvtT5us9/yRerHZXrOM0zUk4gCCCBwyAU8GIcjJWG+38P3up6qfeXD7fgyte3lPA2XKR9PXrdbe3H5QvN0BoWYKIQAAodYQDeS+xkl8cDuwTsOzjFVv+Xj+nnz3hHkrRtomR/MQJWphAACCBwGAbt3oBPjQxEPbehre5D3pJ/ecJD2qYMAAghMg4A/FkL76mfdSsO8H0e4zMuEadhGmPcy4TJvc+wpw0RjfwvYAQQQmACBMFBrdzTfbfIrCE9VVvm96oRteTlPw3XKe1tF24/Lx+0VmveNFSpMIQQQQOCwCthQkb5vMIkxMQ72e3Y+Nky010P4ur59DBN1pWEFAggcMQE/Uw/TMD8ujnAfwvxQ94dhoqFy0hgCCEyxgAfaXoegcn62rrKe96uKeH3cXlw+Xt9v/V7l4/Zz57kyyGVhIQIIHDWB5hfQFFjjyZcpDQOvgnoY2H296nsd5ePJ1xUtH9c/kHnvyQ6kcRpFAAEEpkmg+XiKqT5Jtk5Nz1vqe5rqg+77aKmAAAIITJ7ARFwpcM9g8v5hsEcIIDAmAQ0VaWpu3kdONO/DQQe1Z77NvPbj7fu+DHX/6Azy6FmGAAJHWSAOvrLYK1jv16pIcA+373lPh7J/DBPt922kPgIIHEaBMND2Oj4vqzTM96rn68M63kaYqpyX8TpDT+kMhk5KgwggMM0CzU8V+RCMDsUDsQfocFmRQ91v/XgbcXu+X57G5QvNhwdcqAKFEEAAgcMu0PxUkR9mkWEcL5uX7rd+XptdlzU7s67ru62gM+gmw3IEEDjSAlGHMDUWdAZT81axowggMM0C6iQUcLt1Fr7Og3JcPl4fW/QqH6+P6/t24+XMI4AAAggMIKCgq5eqeprXjK/rVj5e7+U83W/7efvEMgQQQACBKROIOwvtvi/LOxRfV7QzyWuDZQgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAhIowYDA4Re4dPnMmdkbZmfnn12tls/Ozs5eXS6Xn2SvRXstlEqlhUajsV6v1/W6YK9vbW1tfblWq91v6We/8Y1v3GVGq4ffiSM8ygJ0Bkf53T/Ex3769OnnLiws3DI/P//yubm5Z+3s7FQtyCd6WeBvpSLQfKlUVi5NrYOwNEnK5Yq9SkmlUqltbm7et7Gxcff6+vq7HnnkkU8dYjoO7YgK0Bkc0Tf+MB728vLyJTbdap3AzTMzs2fr9Z1ke7uW2Bl+62WdQrMjqCc7O3VjaDQ7g+y/ggV+6whKaUdQqZSTanXGXlV7VRJrM+0ctre3719f3/z7c+cevW11dfXcYbTkmI6eAJ3B0XvPD90Rnzx58tSJEyd+d3Fx8c125r9owTqxM3nrCLZbL+8E/OqgXm9YZ1AzC/8v0Ejz6gB0ZRC+1EHMzMy0XnalkeatzAWb3vnd73739x999NFvHjpYDuhICfj/hCN10BzsoRGYu+qqq/7QOoFb7Sx/bnNzI9nY2Ey2tvTasmC/k14RqFNQJ6BJQ0L5k/4rZB1Ctr49dKSOQVcFujqoVKrJ7OxMog5hbm7eXrMaRtq0TuG2Bx988Hes7mZ++yxFYLIF6Awm+/1h77oI2D2Bm2xI6C8syF+uqwAby7eOYCPtBGo1DQ9tWQegIaCsE8iuADqDfXtZl410LC617iPoKkEdw+zsXDI/P5fYsFTaMdj9hYfPnXvilx955OHbO6oyg8AUCNAZTMGbxC52CMxdffXVfzU/v/AzGxvryYUL62lHkF0NaFhoq3n2v/tMf+/g36t853rdYNbVgq4S7NNJ1iEsJouLC9Y5LFintP63X/7yl3/e9pqrhI63jplJFtC/cCYEpkLAbhA/4ylPecrtNtTzzPPnL1gnoNe6XQ14J6DD8GGgzuDdHgIa1vqMTDebdaWQdQgLaaewtLSkq4gvPPTQt29aXX3sganAZSePvEDlyAsAMBUCZ86cefHp02c+YvcCrrBP8CR62Th92hm0bwT7MJCf43jqhxjP+3KlYecR5vM6D633V5J+Kkn3JfTppFotuz9h9xZOXnLJiTdVG9WPrl5Y/Vq4JfIITKIAncEkvivsU4eAdQSvX1m5+P12JbC8urqWrK2tpcNDCsDZ1Ct4e3OIzTn+AAAVJElEQVQq55PnPah7R+LB38t5GpbXsrh8Ke0IdL9CH2nVDWt9mW35ouP2Mdfq563zut9bIkVgEgXoDCbxXWGfWgLNjuC9a2urc+oILlw4n14R6OZwOyCreBisld8drNvLwrKq65Mv17znlYZ5LxuWaef1aSV9t0E3rpvfY5ixj73+pA0lfY4OIbQjP2kCdAaT9o6wPy2BMyfPvPjExSfeb1cC1hFkw0L66Gj26dA42LeqNTMK4F4mL5j7OqWahls+u0LQN5531HbF7ne8frY0++8MGaXY/JlAATqDCXxT2KUkufTSS89efPLij9iNYhsaWrV7Axv2RTL/pJCEwgCvfPwKyygfB38tC6ewvXC558P1Yd7X725f9zLUcalDsMddzNiQ0U2bm43bt7Yu8K1lZyOdGAE9kIUJgUkTmLN7BO+zj42u6P5A1hFsND8yqqCb99IhaLlPnveyCuDKK817qZ4HeeXj+uGyMN+tfWvBVmXfgdiw+xzplc3KqVMr+g7CnFpgQmCSBLgymKR3g31JBa688sq/tjH3V66ufi+9P6CAmg0NaXVeIPcg7qmX89SXe6rlvSYvqzTMe71wWZj39e1U34T2bz7bR1BPrqysXP7444+/v12CHALjF6AzGP97wB4EAqcvO33T/MLCW7N7BOfTx0t4IA2KFcj6VYCf4Stg+7K86r6uaPm8NsJlYXt6DlL2UDx1LPYFtWvnqrOfWzu/9qWwBnkExinAMNE49dl2JHD5wrETx/78/PnsU0P6QtlgHYGaDc/Ww3y0ydZsWCbMtwpEGe80lIZ5Lxa2UUqPQ8Nd+jSUjk/HaSUZLnIu0rELFO4MTp56SkOvse8xO3BoBa64ovJ7+lJZ9u1i3SMY5qF6Y0rD/KDb6Az2WSu+LL9NdWzqEHR8Os4rrnjq7+eXZCkCoxco3BmMftfY4lESWFo6eco+i/9L+lax7hFonH24kwdqpWF+uFvp1ZqOS8en49Tx6rh71WE9AoMI9HsCT2cwiDJ1hi5wySWLv21PHZ3X0JCC5WGedHzNp6zO67gP87FybNMjQGcwPe/Vod3T5eUnX2I/KvNz/tC5we4ThGf7Yb4oW1gnzBetX7ycjk8P19Px6rh1/MVrUxKBgxGgMzgYV1rtQ+D48fIv2Nnykh5D3X7eUNxAGKDDvJcL7wOEeV8f1gnzvj6sE+Z9fa80bDPM59fTIyt0vPZFuiUdf34pliIwOoHq6DbFlhDIF7Cz45vX1nRTdbt501jBVAHZU9XLC9C+TOs7p6WlxeT5178w+b4rr0qefObypGI/RhNO3rqWNer2wzXlzrZ8WcOegbRtv6H88ENfS776f/+bfOqeT6Q3gPe7f3p2kY5XP8hz7Nixm203/iDcP/IIjFqAzmDU4myvQ+Cii05eZzdVn9m+KgiDcpjvqGYz3lH4WbiH90Zy+eWXJ2+4+Zbk+PHlVqV2cM8Cf0etuCNQ67ZMdfQoCQ3rnDp9JrnsSaeS73/ms5I7/vF9ydcf/rqVCvev+/60diLK6CpIx72zs/BMOTzxxKP/ExVhFoGRCRQeJnr0mw+V9BrZnrGhIyGwtDT/JgXEWq2eBt0syOufWfwSR/jPzwOx0nZeVwRv/KmsI0jXWEBPazYDfhrk0yXZn44WrazqaJmeirqzYz+aY1cFO/Y4an/Nzy8mr37tjyVLx5aarai0Xl4z3Wq0zLfiaVZVnYweaKfjt/1+U7aUvwiMR4Arg/G4s9WmQKnUeKn/Ulm2SME0bwoDbt76LBi/wIaG7AmhaYG6BdoPffCfki998QvJ6vdWo0pxe2Ew7yx6bPlYctXTzyYveunL0hWzc3PJNT9wXfLxj33U5sP9DfOdbXSby64Otu03lHde2q0MyxEYRKDfk3c6g0GUqTMkgUuX7TEN1+lmqn4Mpn2GreaLB+tsZ7LyT7V7BD4k9KEP3pHc84lPZKsLtRcG8/b211bPJ5/9n0+n+6gOQd8VOHXmTLNdT9rlsyVqy5d5md3t6wpEx29tXmfParVe7LG41/LKpAgcqEDhYaID3QsaP5ICKyvJy+wxz5VsXF4EHkA9iHrqyz3Vck2eKp8FWt0s9qGgL33xPq0oOHlbSvXybSnNXv/74AOt4aITKxcn5Y7/Pdn2vWxnG95mmGbt60ayjt86xYo8Cu4sxRAYukDHP+eht06DCOwhUK1WrtEwSfZx0jiYqqIvy2tEgVVTGGBLrU8Naenq99aC9VnwbQdr1e2n/cQeQ30h2bF7CHW7MtCVTDntDXz7as/3SfniU2awlcijeC1KIjBcAYaJhutJa30I2G8En9XTPLOfsOwVSMNg3n0jPkSUlQiDvdr3NrrVD/fBy3obWX3dSFZHsLOtx2XoXMofmxG3H9ePt9kun92srtvjKSpn41LMIzAqATqDUUmznRyBxjOyewVaVTx45jTUWtT5fYEwuKtIOB9vrx2cW43lZHS/QPvc3u+wzby8L4u319m4horM4OrOpcwhMDoBOoPRWbOlSMA+WXmZf46/HaiLBc9unYdfGSj0ZmWijbZmtR0P0Fro+axmtj++rL1enUHDOoNaGrx109snL+v1fbmn8fa0PDtWfcRUnYvdP3iSlyZFYNQCdAajFmd7LQELgssWA5tTHEy7B8+sQhZIPaB6K35lkK31Mr42TnutD8tnZdOrgmaHsPcwUVjX8923p6EieXhJUgRGLcAN5FGLs72WwOzcwmJ2chx2BAqYHjQ9bVXZI9M+I8/Lta8StNZLeKpmfVvdtp+V1c1jXR3oZV9Na9YL66qtIpNvW6m9SqXEvr+wWKQmZRA4CAGuDA5ClTYLCdi3bhfqjUuTzcWNZHtry76Ja6/NjWZdBUkFWQ+acZO+bncg9jXtAK+6cbm4fa/l5fK2Z7eLrRPwewaN9AZy69ImqhC3H622/dGX12Zn55KZ2Vn70tm8fQt5aSEuxTwCoxKgMxiVNNvZJVCqltbL5dKxOQuKc/P2C5AWPxVoN61D2LZn/m9sbtnHOGu76rUX7A7cfs8gZ41V84CvFjwflgzzcTDPyrc6Ahvn33vytjy1QaVKNZmfm01mdLzWCZQr7YfnlSvlRB57t8laBA5OgM7g4GxpuYdAKSmvlawzsEfHZSUtqZQryWJ1KSktHbO+Qc8H2kmvGnTlUKvZUz7tNwBahdOrhnawTZc3n0GkTqFz8nlPtTbMd5ZurwvL6MF12TOUdvcFuzuPufl5+7ioBf/ZmfTsv5IGf2+vs7yNEtnelPXFCCYExiJAZzAWdjYqAfuewVrZgr8mBVcFxFaQVXBslJLqTNleM8ni0lIa+jVMX6ttZY9wsC+A1ezKQV8E27IrCX0qx0Ot30huDzNpjQfgdJPRH1+nVFN+eW1D+6hvDqelsrF++8JY1X6oppqm1Rmls/ZN6LRI+md36/5QvGyPy1a4bB7tGuQQGK0AncFovdlaIGBXBY9YAHx6GjVbUTwrkAZPW+ahWUvTItZ3zFbmbYy9M7Tbh3E6hpR0ZXDiohU7k7ebvTqbt1SBXJ9eqlsg1+8UpK9GtrxkwbhUqtiu6BHXdo6u4GzB3Dosm6/YFYvmK2kb2peGdVRPOnXG1qne7q4jDv7qF7Qs6B/UTGtKv81sHq0FZBAYsQCdwYjB2VxboFyqPFCuVl5Sr4UhP1sf9Q3tSs2cgrRF5DRYa1HZ8hU7G9ekjqBeryXHVy5K5/P+qH56JaF2bPK8Uk1a6gFd857XenUEmqo2/BNeIdhMa39a+WZ7Kp/VUm73ZA7WAVUe2L2GJQiMRoDOYDTObCVPoFF6QEMrOkPvNcXBWuXTDqFZUWfWaaC2tnQ1ULN7Dbr/4FNcPw321hG0ArQuAxS4lWpSvtnhpPNBXm1p0k3fpHlvQst8H9J1zf3Jnl+k5rKOwuvGnZEckgadQQrLn7EI0BmMhZ2NSqBeqX++slNOdmxYJo69sZB96qgZq1vhu6OI6qtM+iM06fOObDxIwd6L29l8mm+e1Wf5LN6roXT7zW2kDXvFZqpEVwQaZtKUBn8b9KmXsgV5+xd0NVYhb/vt/bPhMutcks9nrfMXgdEL0BmM3pwtNgXK29v/UZ6Zq9lUbZ2ie/DOUyqwzr8Qpk5B4/ytyet6qhV5+XBZq3Iz01znZ/c66y9lFwlZgaBufCWQdRa6eggKBVn7rkGtvr3+H/EmmUdgVAJ0BqOSZju7BO677761a6573idtuOX6NKbqjwdIz4fBdlcLuxdkj8POvhw2bx/t3LSPpKaT2vU2tcDzfbRf1VCOqtplhD5iqrvBpUbQ4aRrsz9+GJ5qaZgPiqZXLPadg0/e+9n7+DRRCEN+pAJ0BiPlZmOxgJ1c323j5dfrMQ8d0dIjZyu1jI8lqRHPK9WUjeMk3/nO48mJE8fT+wann3x58rWv/l+6Oi2vs/JW+Wxxa5vN+u1xpeZ6T6ze8okTWSdgy9Tp2HWBdQjNHeyyP6324vXerqX68pk1c3ewiCwCIxegMxg5ORsMBcr12j/Y5/J/aztcmJdXMNWwj1JNCt5xauvOnXvUfqx+MQ3aV175NLs5vZN8+9vfSrbspyWzDiE7k1dttdRspZVvtp6VbXYQVQvWS8vHk5WVS1qb39y4kJT0JTLfH983pZoK7q+OQ99LkENWkb8IjEfA/y+MZ+tsFQETuPa5L/jM5tbms4eBocD6/Odfb9/8nWk9UM5/kEZDO+kvlVma5tMbzdn3DPw+gEZ/7Na2xXL911CaxfX2ehsisquYb37r62k6jH22R1N89jOf+sS1w2iLNhAYVIArg0HlqDc0AXtmz7sr1Z1n63cC9jvVLcDf9/l7k6ufcTbtENLHR6gTsACedgDNjsCfPqrtZb+0ll0TZCf62XcQ/KRfZdqdQS059/hjaQ/hHxvV+kEnfWlNxz9ofeohMCwBrgyGJUk7Awtcc801KzPzS1/d3qkthwF4rwbjIX7V82Wqp6Gdyy47nQ4Z6UF4CubqEPQlMf3UpvKatLwd6NMl6fKsg2iv397WU1U3k/Nrq9k3mKPtpZWCP74vSveaZqozq9vra0+99957H9+rHOsQOGiBHv9UD3rztI9AJvCDP/SSP9ne2vz17Pw8G8tXvts/UAVw/+JWrmEcjePeIqrkbfkX2Xq132/5Vk/lvYP2364KZmaqf/rJ//rob0S7wywCIxdgmGjk5GwwT2C2tPD2ZKZ+q31zOHumfzPY22l7XvE0kGqdAupAk9r1DkMNWL7kyzTbbNTT5mxHEq7zvKfpfoftq6Z3BMrbflcq5fXZ0tLbNcuEwLgF2t/XH/eesP0jLfDQQw+ev+LKp81YPH55enausXQFT0vTcXUFfS1rziuwpmP2lqp8/ErrqkxzXVre8kpV1usOrb1m27497XO6T76/zX3XMWidvhBXma3+0cf/8647jvQbz8FPjABXBhPzVrAj8+XyH+9UGrfUdxpX6nxf1wR+3u95v06I16en8lrpp+aeb1aIZncV37WgV4VovWZ9nyy7a/J1fjylSukr31laeuuugixAYEwC/l9nTJtnswh0Clz/shturNdq/6ylPm7fWSKb83VKNeks3Jdp3vNF16vOXlO/7cdthfuTXplUq6/9+L/fdWdcjnkExiVAZzAuebbbVeBFL3/lbdu1rV/0AKyC+ofqJ+NpRQ3LBGP86bI9/oTBWMW8baUHMe21vWpl5i8/eve/3noQ26VNBAYVYJhoUDnqHZjA8YXqrz6xsfND9p2v53Q7sz+wjXdpeK/g3qVKx2IfRrKxpE9/a776qx0rmUFgAgQO5rRoAg6MXZhugRtuvPGq7Y3tj9vPE1w60JFElxJ+EdEcVdp9pTHQRvqrZANZj23WSi+45z8//JX+alIagYMXoDM4eGO2MKDAK17zuudtbW38m1VfsnGdvYeF4mjfa5txe73q77/8+dnZ+R/+yAc/cE+vXWM9AuMQoDMYhzrbLCxww42ve1Wttv1Pdn9gptUhqHYcnOMW4+DeZ/n4noLfr1CaTr3aD9Zbdtt+r+BH77rzA//i1UkRmDQBOoNJe0fYn10CNmT0qnq99D7rELIrBJUIgm1aoUew1z90D+hZ9egbzD3q97u9dJ+yP+fL5cpP0BEEImQnUoDOYCLfFnYqFnjF6173vHqt8c/2pa70HsKuG7pWIQz2cX1f1zqzjwrEnUW0utW214/Lx+3ryqLeaDxWrpZe+5EPMDQUezI/eQJ0BpP3nrBHXQRuuPHHr7IQ+x6Ls8/pUqTw4l3DQHal4csKNxIU9LpKNdmD7j5dKu+84cN33MHN4sCJ7OQK0BlM7nvDnuUI3HjjjXO1ytzbLeje6mfnKub5ov+gd11ZWBD3ZWrP80o1xcF+15WA6qicveyK4Lbqzuav3XnnnZs2y4TAVAgU/b8zFQfDTh4dgVf/2E2vsQB9mwXrq9Kj1hm530fQAs83g3kssyu4WzlfVqQ9L6tUU7PzeNDSWz/0j7d/MF3IHwSmSIDOYIreLHa1U+Dlb37z/PwTa79pvx/8m7Yme9ppZ5HCc35Wn10H9L7SiMqvW1/yto2Ljr3t7ne+c6PwRimIwAQJ0BlM0JvBrgwmcNNNt1y2VV7/laRReoud3i+rFf3D9oCtec93DfY9rixy6zcaq+VS4x3V+sKf3X77u76t7TAhMK0CdAbT+s6x37sEfuRHfmqltLjzs/Zk0FvsOdHXtoaKdpVsDeukwztaHXce1qmokK1o/hfxvNKk8Zl6Un5X40Lpb+644+/4hbIcXxZNnwCdwfS9Z+xxAYHXv+GnrylVGm+0H7a/wSL98+2Ha6qtAK/6cbCP2wyCv4X/mlX471KpcVdjp/Se97/33ffGxZlHYNoF6Aym/R1k/3sKvOEtbznWOPfdF+5Uys+yTuGsBfez9hM3ZxqlZNnmNayk+w3rjVJptdRIVu1Xkb9h/zHut/n7Kzv1+0qXnPjYe9/xjrWeG6IAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBwOAX+HxsF9tMHDna8AAAAAElFTkSuQmCC"></image>
</g>
</svg>
View README.md
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59
<!DOCTYPE html>
<meta charset="utf-8">
<style>
body {
width: 960px;
padding-top: 40px;
margin: auto;
position: relative;
}
svg {
width: 100%;
max-height: 400px;
}
</style>
 
<script src="http://d3js.org/d3.v3.min.js" charset="utf-8"></script>
<script type='text/javascript'>
function animateGrowingCircle(fromRadius, toRadius) {
var animateFunction = function () {
d3.select(this)
.attr('r', fromRadius)
.transition()
.duration(1000)
.attr('r', toRadius)
.transition()
.duration(1000)
.attr('r', fromRadius)
.each('end', function () {
d3.select(this).each(animateFunction);
});
};
return animateFunction;
}
window.addEventListener('load', function () {
d3.xml('iPhone.svg', 'image/svg+xml', function (error, data) {
d3.select('body').node().appendChild(data.documentElement);
var svg = d3.select('svg');
svg.select('#iPhoneGloss')
.style('pointer-events', 'none');
var circle = svg.select('#Circle');
var r = +circle.attr('r');
circle.on('click', function () {
d3.select(this)
.attr('r', r)
.transition()
.duration(500)
.attr('r', r * 2)
.transition()
.duration(500)
.attr('r', r);
});
});
});
</script>
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment
Something went wrong with that request. Please try again.