<snapdata remixID="15084434"><project name="Weather Reporting Program" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Weather Reporting Program"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="highestTemp" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The highest temperature this week was </l><block s="reportVariadicMax"><block var="Temp"/></block></list></block><l>4</l></block></script></block-definition><block-definition s="&gt;75" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>GREATERTHAN75</l><l>0</l></block><block s="doForEach"><l>item</l><block var="Temp"/><script><block s="doChangeVar"><l>GREATERTHAN75</l><l>1</l></block></script></block><block s="doReport"><block var="GREATERTHAN75"/></block></script></block-definition><block-definition s="find avg" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="range" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportDifference"><block s="reportVariadicMax"><block var="Temp"/></block><block s="reportVariadicMin"><block var="Temp"/></block></block></block></script></block-definition><block-definition s="AVG" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>TOTAL</l><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="Temp"/></block><block s="reportListItem"><l>2</l><block var="Temp"/></block><block s="reportListItem"><l>5</l><block var="Temp"/></block><block s="reportListItem"><l>7</l><block var="Temp"/></block><block s="reportListItem"><l>3</l><block var="Temp"/></block><block s="reportListItem"><l>4</l><block var="Temp"/></block><block s="reportListItem"><l>6</l><block var="Temp"/></block></list></block></block><block s="doReport"><block s="reportRound"><block s="reportQuotient"><block var="TOTAL"/><l>7</l></block></block></block></script></block-definition><block-definition s="HighestTEMP" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportVariadicMax"><block var="Temp"/></block></block></script></block-definition><block-definition s="GREATERTHAN75" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>GREATERTHAN75</l><l>0</l></block><block s="doForEach"><l>item</l><block var="Temp"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><l>75</l></list></block><script><block s="doChangeVar"><l>GREATERTHAN75</l><l>1</l></block></script><list></list></block></script></block><block s="doReport"><block var="GREATERTHAN75"/></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="124"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="125"><item><ref mediaID="Weather Reporting Program_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="126"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-144" y="-75" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="131"><costumes><list id="132"><item><ref mediaID="Weather Reporting Program_Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="133"></list></sounds><blocks></blocks><variables></variables><scripts><script x="50" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>daysOfWeek</l><block s="reportNewList"><list><l>Sunday</l><l>Monday</l><l>Tuesday</l><l>Wednesday</l><l>Thursday</l><l>Friday</l><l>Saturday</l></list></block></block><block s="doSetVar"><l>Temp</l><block s="reportNewList"><list><l></l><l></l><l></l><l></l><l></l><l></l><l></l></list></block></block><block s="doSetVar"><l>Count</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="daysOfWeek"/></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>What was the highest temperature of</l><l> </l><block s="reportListItem"><block var="Count"/><block var="daysOfWeek"/></block></list></block></block><block s="doReplaceInList"><block var="Count"/><block var="Temp"/><block s="getLastAnswer"></block></block><block s="doChangeVar"><l>Count</l><l>1</l></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The highest temperature this week was </l><custom-block s="HighestTEMP"></custom-block></list></block><l>4</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The average temperature for this week was</l><l> </l><custom-block s="AVG"></custom-block></list></block><l>6</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The weather was greater than seventy five</l><l> </l><custom-block s="GREATERTHAN75"></custom-block><l> </l><l>times this week!</l></list></block><l>7</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The range of temperatures was</l><l> </l><custom-block s="range"></custom-block></list></block><l>6</l></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script></scripts></sprite><watcher var="Count" style="normal" x="205" y="33.00000399999999" color="243,118,29" hidden="true"/><watcher var="Avg" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="TOTAL" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="&gt;75" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="GREATERTHAN75" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="daysOfWeek"><list struct="atomic" id="244">Sunday,Monday,Tuesday,Wednesday,Thursday,Friday,Saturday</list></variable><variable name="Temp"><list struct="atomic" id="245">80,32,14,80,99,24,80</list></variable><variable name="Count"><l>8</l></variable><variable name="Avg"><l>61.714285714285715</l></variable><variable name="TOTAL"><l>409</l></variable><variable name="&gt;75"><l>1</l></variable><variable name="GREATERTHAN75"><l>4</l></variable></variables></scene></scenes></project><media name="Weather Reporting Program" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4Aey9C9AlR3Xnmf1QqyV1q/WEFkhGEkggAwOYsVHb3WubIAZYGYfxoz3MbgT2xk4ws2uPkDRjc3c27F17Y4Qf0Mietc1uxAAz48HGYWMbNBDGBjMt+AQYkAyyQDwkWQIJq/Vo9UPdrW711O9+3/m+vPllVWVWZdbj3tPR58uqzJPnnPxX3fzXyaq6d+P2Pzl9WkUx0HNAz4FFPQd2/dljpz/2sY8NUv7XW7+h8/Mcc9RGo/8UAUVAEVhQBH7l7M8bZKjD/+kt3zR/sv0vzU+f+c2hhqhxtUBgsQm4BXDaVRFQBMaLwEs2PT4lNsoxjEKJeAxHKT5GJeB4zLSHIqAIjBgBSHfIWW8VtBCxZsNVCI2rTQl4XMcrZbRqSxFYOAQgXmTMA4eEWZbmQmLM49DYjVEC1rNAEVAE5h4BssZ5Iy0uJJSEx33qKgGP+/hp9E0R0H4LgwBERdY4jwPeqw9njfqwKgGP+vBp8IqAIlCFAOQ7z1kiYyO7r8JA24aLgBLwcI+NRqYI5EJgIezOO/nKQSS7h4hlX8vxIDC3BMwJyZVhjNBnPIdOI1UEFAEfAnyOu7zfe/nll5vLHfHFlbNuUS42cmLYh+25IWA+dJyEfPAQtrkyjBH6rPbVeyt9nI/qUxFohYDMA5VGEjZCvM973vOMKy972csSegkzxfzF+MO0VWsICIyegDnhOPEQtlOAih2IGzImg05hU20oAopAXgT4rDIP5PWyZv28886bEu9azdoWbT/4gz9oIOi12vxbjJ/5K78n9ZACgdERMCeXfNAgyNwnHESMvxRgqw1FQBFIjwBzAvMAn9X01v0WIdiQLJfMeGAk7B9Qg1pwZ26MEfo0cDW3XUZBwBw0PmBCuHzQqOvqqOAP31367Gps6kcRGDMCTP7MDV1+NiFeJBQ3SLjrbDgXJoI38yE+mBtjhD70RbAViuG86g2agPlQccAQtvs+CEOJo28c1L8iMAQE+Dwy+XcVC1kvRErZxGfXRDzFp+WzLLsvPG1+4epT5ree843pd2eDd6q5GFudk3CTA5exzyAJmAPMFRInENsZxx9teogxRQ9COygCDRHg88ik2bcwPxBLw2FEdyPjRaI7ejrYRJx7eRqSAys5Xp5w1lVBun/+/afMoz/ytHnfNQfM6576orn00L3r9FJUSHxdHssUcaeyMSgC5iBAcEiqAeawQ3zEmsO22lQEhoYA5zrnPBM5JZNm39IlRhBv06y3Kk6IGCGr7oKIOWarx7DIjIWU7fJPX/CNaba77YEvmjvvvHMqTzzxRNUwkrRxXnGeJTE2IiMdE3A5MpwEYzoI+hVw5cdSW+YHAT6TyCJOjpAu5EiZ+4hCxBB9bj/Y51hCxj555jv3mvvuu89Augj6XckinmeDIGDIl5OhqwOdwg8nMSdMCltqQxEYIgKc35znQ4wtd0yQIZLbj20fos+dCdv+hrjNOTflgyJDX4Rzr1cCBmiWRMZGvnLicoIgsl9XarsiMBYEmAgX8dyGALvKen3nApkwROxrW5Q6+ADhHIQfELbhC1fGfo72RsBTQLd8c/TnFOMY/SB0AIqAhQCT3NgnNms4wZsQHwQY3CGT4hBiyDS0xmY5HyFlV5h/IWiEbc5dW+jX2GkHHTsnYAABLMoOxteJCw58J45G7USDHwsCTHJjiTVVnJBv10vOZbEPKZayGIdYD6dw7trC3AzfIBDz0OLulIABCECGBkLbeBjXvzlv/Nl8Wxy0//gRGOIklRtViBfJ7SfGvpJwDFphuhDz0Ii4MwKGpOaRfOXQ7zr1TfOFl359+u4cL65LvZaKAAiMQSBfJqkxxJoiRiE5yhT2UtsgrqFdGKQeYx/2OMc51/vw7frshIDnnXwFVB7f/+QnP2ne8qzHpt8eI/VaKgKKwLAQ4GEryA2SG1Zks9EQH3HO1upeWwQg4SFkw9kJeFHI1z4heIEdEuabZPhWGbtNtxWBISJARsCklCe24VgVQhvTg04S83BQnJ9IOOfbEDH8Nv3sNHxtKisBE1zfy86cvFztlkmuUwkS5kX2P9t10igJ50JZ7aZAgM8pE1EKW0O2wRxANsmcMOQ4fbERM7H72rSuPQKc/0LEQqhlJZyGoE9JX4Rt6hD6hkSVlYD7/LYoOWE5abnaLRPaQ4BqoqMk3AQ17dM1An1+TrsaK59z5oCu/Nl+Um3LnJbKntpZjwBEWidcsCLre6/VTG0UWfFajX8rGwFzBVAXpD+kZrWcnHKFy4v0fOCoq7OGDrp1ek3bIeH777/fkAnrw1lNUdR+uRDo+nOaaxxVdvl88zmv0hlLG+NgfmOuG0vMixonJEw2XMWDWQiYDzXOcwPPyciHixOSkitc6mL90ifnCS0PZ/3TM+9t9ZQ0BxKZ4ltcXfVVEkMsxqo/PASm588cfBlOGbJ8rpkbKMt0xlrPXJdzzorFBYyJxxVjYi3Nn37VClNyAu7iQ83BhnARtlMcMk7oVLbK4rGJ+Lee8w0zxaqCSLmngHAVhbCNcHHTpxCDxOMbgxJ02Rmg9V0hwGeZ+aErf334Yc7iAkNIr48YBGewJh5XiA+dPmIbik/mQ+ZJXzxJCZiJGWLwOUpVx8nGwc5xUDl5UsVZZQci5vc1wapKOHBIla0+24jNFz/nAQRddtL1GbP6XkaAY8OxW96br7/MD8h8jap8NMxbCGTH/IiUa6dpYf4FY4TtKqvodBFTVQx9tYlfPmvMl7IvZRICxjATLqUYTl1ykDmQnGipbYs9fCz6iSJYpCg56TgvmOxT2BuiDc55xifC/hDjzB2TfHb4/PQhzA0IJEQsucc7VPvMjwg4gAfHIhUe2MGe2GY/FAdiom+o/jzq+ZaiWxMwEw4ZT07AOHCcTDEHvGk8nChd+Gka3xj7QcQQ1Bhj98Us5zwXF5z70/EV91Ip2aceGeqYiYtYfWNrWsfnpk/hM4s0jX8e+4EHx4S5U0iTuTRW7P7Ya4oVfYkD/01tjLkf8wZij6EVAWOMCcc2mHqbg8+Ba2S3YSd8cvI27K7dPAgw4Q+ZlDwhr6uCuDjfEc79dQpOBWOmj1Pd6y5xE1fKIJhQ9fOSEtE8tjhGzKWxQj8i+tRjregCE1PBvxCx2J42LMCfF29+fGaUjRHlg8xENGMt8U6fRMhJsmgnR+LD5zXH5C9EPDRy8gUs5/k05iLLZd+nV1bHeHN/Tsp8++p9y2A+vdA6PiN8VkL1VW+8CPzABc8kDZ7zhjkeMqbkQk6E8yqps4EYYz6w55BGBIyB3JMKB6TPg4BvYuCEGMixiw1j0PqciMiU2M4c1i9JyflNbJzn7LcBk/5DuNggBmJpMxa3L5OoW6f7ikAsAsy3nEsizL0QM8I287Ar9In1MwR9OwuOJmA+wExKOQcC4EMBlxOCeHKOd9Ft20QMSXSNB+c0fjmvU5GuOwbGiB+3vst9Ykjpj8/FUD6nKceltoaFAOcY87ArnH8QNMK2EPSwol8fzYs3rS1DRxEwEwiT1HqT6WoAEsDTWWxviXiIq70ltVCFAASBQIIQYpVubVuJAucwtjmPEXxR4pe2km5JqlMv/8YExZhj9Ot0mez4XNTpabsi0AUCnItC0JybXfhM4SOYgJmcmKhSOC2zAXAAWdbeZz1xKQl3dwQgRMgR4mgrnLcI9iixzfmMdDciY/CHdOkzhy8+p0x2OWyrTUWgLQKcm2TFCOdqW3up+9tzQBAB04GJK3Ugtj2AAji7bmjbSsLdHxHIsq1w/iLdR7/eo33/Z31rspp1hsBwXaVWKAJzjgCcMkQilvmoloBRzE2+EBtAjeFcINYhHtAxYKcxGmPf/xkjHmO4UB4jrhpzXgTglyHN23Aq3FpJwCigmBMaCG2MS7scUCajnNio7flDgM8UMtaRcd4PPnYNUBEoQYDzV4gY7ilR66SaZ0JKCZhJIjf5QmBjJF85OvbBlDotFYE6BPjg1emkbOceegp7fF5T2FEbikDfCDB3wz2QMSXndqikIm441kvANOQmXwYNCH0fiBT+GQcHkgOYwp7amG8E+HwhXYwS8k11/5fzvIuY1UcrBLRzJAIQKud2jES6KFVfR8BMDF2QL4MujWqkDRxAIWIl45EexI7C7iILTkm+HcGibhSBhUJghoCVfNMce4gYETJOY3XZChcuCATfteB3OQr92xYBPmttbVT1x36qzBc/euxBQWXwCHQQIJ8FJIWrVQLmA6uZbwpIZ20IEQsZNyFNlusRbFAi2O1a8CsxuOOYHbXuhSBAhhqiF6uT47OcasKJHYvqKwJDRIC5N0VcUwLO8YF1g2PyXvQPMQetiYAb4mLa1z6xuOOAkPuKZ6x+yVD57KWOP8fy9o4dO1KHqfYUgdEiwByItB3ARiaAdJmvPxwlXz8u81QLIZMdKxHHHdXUnz2yaj7TcVFUa3NMU0w21V60VREYFwLMeW0j3ph6AnADUvJ1EZnvfU5KIWIm7vkebZrRpfoMQr5k1WmiWrOi2e8aFrqlCAgCXJS2neOmS9BiMHW5aOSbGr8x24OIESHjMY8ld+xkrEisH/pAulLmIF8mGCaa2NhUXxGYFwR+7Z5ymmSOa/P5KLfcEj0l35YAzlF3TlIhYib0MQ+N8xphPCnHEXrfFsIlY7Z/WIL9HOTLxMKxSzlOtaUIjA2BX7z6mcqQ23xGshAwExQf3sqotXHOEKgfDicqAnmNiYg5nxHi5rxGGK2UbHchkC9ES8bbhT+OVRd+1IciMGYEmAeazmfJCZiJioDGDKjGnh8BJncIjRMXye+x3gPnLUI8nMcIMVKHuBYYg1vXdL+KVGkj44V8m9qP7QcGvjHH2lF9RWAREGAuaPJ5SUrATFhNgliEA6Rj9CPAiYtAdEz6fq30tZynCD45b/FPiRAPbUiVZ9oRdHIJWS9LzLns++yCCRj42rROEVAE/Ag0+cwkI2AmrtyTkX/YWjsvCHACQ4QIJJBDOE+xT4ngs815i41U+EO2ti2It8usF99gDiZsqygCikA4AswjfH7CexiThICZhHAe41h1FYEqBCCBHJLjPOX8rxpLaBtkC+miT8nSM9tdCpjH+9MeioAiAAJ8fmLmmNYEzOQT45AgVRSBeUKA8z/2yrds/JDur579eUNZppOrns9yLttqVxFYFAQg4dCxtiJgPrBMPqHOVE8RmFcEYj50dRi8eNPjdSrJ2/Wz3BxS7akINEWgMQHrB7Yp5NpPERgWAvpZHtbx0GjGjQBJKRIyikYErB/YEGhVZ9EQCP3QDQkXls7HGPeQMFzsWHT0PgRCV8SiCVjJ1we31ikC40MA8g2dKMY3Oo1YEegPAS5qkboINv7hiSvrdKbtfFh5fSPE6LSD/lEEFgyBsZGZ/sjCgp2gOtzkCFQZDOHKjX94/EoDCX/51PleWxiBfMc2uXgHo5WKgCIwRYDPNJ/t6Y7+UQQUgeQIhHDmdAkaEv6lo680ZLgsMfPhpJT9EEPJVeaPtAAAEABJREFUo1eDisDIEIDQ+OwMPWzi1M/00I+SxjcPCNTNB1MCZqC/cPUpCiMfTsppxZD/aGyKwMAQgNiG/tkhxoHBpuEoAnOJAJ+1qvlglYDncvQ6KEWgBwRYPar60PUQ0qpLrsiHGttqkLqhCMwRAswHfO58Q1ol4F+s+c1DX2et6xUBdT5gBKo+dH2FzSTAFXlf/tWvIrCoCPC54/PnXvyuEvCiAqPjVgRyISAfulz2Y+zywSeemD6qqwgoAukQ4PPHhbk8WwUhTwl494Wn03lRS4pAFwiMxAcfOsivz3D5oPPB7zMG9a0IKAJrCDAnMDdMCfj7L3xmrUW3FAFFICkCfNCSGgw0xocc8u3Lf2CYqqYILCwCUwJe2NHrwBWBDhCACJGErmpNkfEiSr61UKmCItAbAlMC3n1Rb/7VsSKwEAh0TYQHDx5cCFx1kIrAmBGYEvAPXKBL0GM+iBr78BEgA0a6ivSJJ57oylX3ftSjIjAnCEwJeE7GosNQBAaNQJdZsBLwoE8FDU4RmCKwUZ+AnuKgfxSB7AiQASPZHa04+OQnP2nuvPNOc//996/UaDEHCOgQ5giBjfoE9BwdTR3K4BHoMgsGDDLh++67z0DGSsQgoqIIDAcBXYIezrHQSBYAATJgpI+hQsRKwn0grz6TITBnhjbqE9BzdkR1OINHoOss2AYEEtZs2EZEtxWB/hDYqE9A9we+el5MBPrKgG20IWLNhm1EdFsR6B6ByCXo7gNUj4rAPCIwFBImG+Y+8TxirGNSBIaOgBLw0I+QxjeXCPS5DO0CypPSMST8qcd02nAx1H1FoAkC+kmKQE1VFYFUCJABI6nstbUTQ8J626ot2tpfEVhGQAl4GQf9qwh0jsCQsmAGH0PC6KsoAopAOwSUgNvht0C9daipESADRlLbbWNvXkmYJXYeOisT2tvgNuS+jM0dN3VDjnlRYlMCXpQjreMcJAJDy4IBaV5IGNJhLDxoRsmT32VCO3oI/cBhzALBypgo3XFTx1iRsvFig7YyoX3MGA0hdiXgIRwFjWHwCOQKcGgZsIyTSVe2x1YSO8QC6TQhCfrRHztjGzvxQq5I6NgZr4yVPvRl/JS0lQnt6CHSH/8q4QgoAYdjpZqKQBYEhkjCMhGnHjB2XUnhA5uQAKQAYaSwiR1sprDVhQ0wgAwpY/0xVvqCX9P+Y8IqFp9c+krAuZBVu4pAIAJDXIYmdCZixBj22gl2mNx9wsSNNPFg24VE2G9ip6wPNiGmpvGV2W1az/gQ4rFFcG1qN0U/wYr4UthbBBtKwItwlHWMg0aADBgZYpBM7G0nVGwgZXaYuBEIhXeMf+2ejQZBnzqfYE8EvdzYEV9fRMz4GCv+KRHisQWd3BiE2ie+vuPBv33esB8af5d6SsBdoq2+FIESBIZKwITbZkJlEgyd/CCUk1/6hNn24B3m2oc+Mf0pRep8gk2E+HKLbZ9YGJNdl2sbP2CP9DHWNuPqI2Ywwq9cqHCsRKSeNnBtM7aUfZWAU6KpthSBhgjs2LGjYc9uujWZtOjDBBgb4Us2PR7bpVN9xsREzoTfxjH9EXCyRcgCP7S38dFnX8bRVfz4QkL8gSt494mN+FYCFiS0VAR6RCBVBvyJp5+TZRRMbExwocaZ4JjoQvXHqAcejDNW6AeBUyLgZAtYDwePdpGATTsL1b3BCiwpqzVnW8Gbfrnjm/W6fk8JeD0mWqMI9IJAChL+h9NbzS8dfWWW+JnkQiYs9JjgsgQxMKOMM1bAZ2DDyBYOYw05Z5oEgG0uYJr0lT4cu1zxiY+qUgm4Ch1tUwRGhsCLi+XbL586PxsJ101YKSbFkUGu4dYgwDnDeVGjFtWMvbbkKw6Jr8yW6OQqlYBzIat2FYFIBFJkwOKyDxImk+hrIpNxazlMBDg3UkWWknwlJmymjFHs1pVKwHUIabsi0BECKR7Esh9gyk3CkC2TFiX308gkOoJK3YwMASE4zheE/SZDoC/nW5O+dX04f5vGVWe7rH3YBFwWtdYrAnOIQMoMWODJScJMVn1MWjI2LceFAOeKCCTKRRslpFo3Es41dOlfp9umHR/4amMjpq8ScAxaqqsIjBABSPgPT1w5wsg15HlHALKDVKtImLYuiRFf+OwCeyXgLlBu5kN7KQLJEPjD41caiDiZQTWkCCREABKG+FyT1NHm1ufex2cXJKwEnPtIqn1FYCAI8HqSkvBADoaGsQ4BsmFID4F4WaKmbp1iRxWQMHHkdKcEnBNdtd0cAe2ZBYEPFJlwFsMjMspFiC7JD/OAQXpIn8RrI0MckDAXBXZ9223sYlMJuC2S2l8RGBECkA+Z8IhCThYqY4d4GT9L8j9+6DWG/WQO1NBcIgBZclFARg5pNh0kfSFz7FBiUwm4KZraTxFIjAAf9BWTWQuICBLK6mQgxhkrJMt4EYjXDo19JWIbEd2uQgDSFAKFUKt07TZ06et+xpWAbZR0WxHoEYGDBw925l2IqTOHHTuS8Qnpsl8VAkQMUVfpaJsiIAhApBAqZAy5+gQdBB10pa9dKgHbaOi2IrBACEA6dcTUCxwNnDIOBBKFdBHGF2MKffrF9FFdRQBy9QnLzEgVQkrAVehomyLQIQJ8iNu6g4BibEA4EFdMn651iQ9hbK4QP0vIlAgkim7TGOmLPfw0taH9FIFQBJSAQ5FSPUVgThGYEldPX9QB0ZUJcUGGlAjk6gqE2eSw7LroHoN8YM87zQNvfIu54ZoPTYU67E399IMJ7lUWBAEl4AU50DrMYSPAPaQUEd518vxGZromHIizjFSnsRzP98UhkO0H9rzDILsu+uoUrxtf9GGDUEc7lcTBBQAXCOyrKAKpEVACTo2o2lMEekQAYmvqHsJp0z/UL4QG+Xbhy40JcoVo3Xp7n3b0pA5cIGKE2Mukj/FIjDElcYI/EtOvE92ETjhOQx+jEnDCA66mFIEmCPCkZIr7v018u32YsJi43PoU+9idkliR3aawF2sDUoVcQ/qhh76rCxmXias7hH3IFgF7ji34U1KHsE/bEGJNFQPjYowcJ9lOZTu1HSXg1IgmssekzLKkLdQlMq9mBoRAqtePmGxSDIuJK+WkjK3pRN8T8Qomuy76mmwGlWUkHNS5ByWOPwL5IGBOiXBMafOFRRvHyNc2tjrGwXjtsbJN3RDH4hDwEENcnJggWB5b570xSrIiW6iTNoh5cZCZ75FyjFOM8K5Tze7/+nwzKTOBM6H52uvqmPToO7XRM/FKrHK/V/ZDyljSDrGZUgecIRdbqENi/LQ93jG+cumCAePw2QeP6bk4sAfrlIB9R6uHOsgVgYTr3KPDpA0ZKxHXoTXs9pTHr+kDWFUIMaExcSEQap0wCaJLSd8q2122+ZaTQ/xD2jwpHaLb1fdsQybgKzizj4TEWKfDMcN2nd7Q2ok5BAPGF6LX1fiUgC2k+9oMJV5ffBBxyknc50Pr8iHA8UthHWLMPbEwedVJ7hhSYBVrAxIOIfCcY8c2JGOTbuw4QvXFV6h+n3rECiaUoXGAI5+XUP2cekrAOdENsN2GfMU8kzjZMJmx1Gk5fARSXjjlyH6Hj2B4hLc/8sJwZY8m94M91euqYohgXWenAluQBQRDyb6jkm0XX/gdClH5BgomiK+trm56ITmA5Wgl4LojlakdskxNmu3IPNNA1WwpAlw4lTZGNDBJMmFGdFHVBgiELEVDCG2OBX2xAflRst8g1GRdhkJU4MB5DiYI+FDXZqCMDTvYbWuraRxKwE2Ra9EP8oUsW5go7Ypd7JcqaMMgEEiZ/Q5iQAMPYunA1WbpQLssOHQpGoJgUg+FhMmfPpABJfuhfbvQE6IivphxtY0NHPCHX3AhDuqQtrbt/tjFPn7wZ7fl3t74qceUg3OD7NrPPfkqCbuI1+93rZEq+yVuJhDKocuumq9/zB3/0oGrWrsIXYrmmDCZ15EFEz9Sp9c68EQGGBdEhTC+HAIe2KfEX6LQg8zgjzEFKSdQUvZNAGKMCci3iwwVPzFxqe44EehysmiDEA8x8TWPCJkktiAzhDraEepzyb6732De+ZUfaW2eC4kQI0zmkMgqmRT3HDle1CHUj4V4feNlfDmkb0wYE8cG4XghvvGnqNv4619VDk4BZIgNSDFl5lPlE5LHX5WOtvWDAMcmlWcmi/a28lqAWCHaKi+0I+hW6bVtg4TbLkVfe/Hy90fHxAKpcKwQtpGY/qrbDwIcLyQXGSv7dnhcuyJfGRL+Uk72YlfLdgik+uarnFfm7Ua41htChVjXaqq30KVPtVa71r37b2xlgBhbGdDOo0QAIkYgY1Yw+Py5EjuwjUzQ+7/y94ZsqalgI9bxoumDbR9j7stvH2NdNJ9MBkMf867Ir39kPBBcbhK2l6LxGSu7ivvZsX1Uf34QYAWDz58rkDPiErO7D4EjG3/l7M+bZ75zryFbaio89MMrNYhO+OtPMjAB2/Ut+Wu4OMJ/fk/qIRSBFOcCH+hQf33qyf3e2Bhyk3CKpejYMQ1Vn4sJhNesHnjjWwwXPwh1Q4156HG5xOzuQ+BI8iVoJhed8GdPDzCZrel2D/9cJHXrdRze5AKFc1aEuqFHP4Yv3mASb4MjJJyTBPbd3fyBrBuu+XCboQ2iL9jecM2HDA/BIXKxBO4IdW2P4SAGOuAgkhMwY2XCJxsew0RGvDmFST2n/VDbHIuhxBIacy49sOCChHOUkvPVFupoQ1Jjhu8U4+LqOYWdnDbafvsUseUkuqUDV+OikUBWEFijzgPoBLFCsBBtVTi0o1ulo23NEchCwBIOE1mqCUdsjq1kYh9KzMSyyMeDsXNOImyHHBcwS0nCqR7ACol9HnQgOpZGc42lzb3gnBcHucaLXQgVYmU7RNClT4ju2HT6jjcrATO4lJMX9sYkQxw75DPEuHIeV8bLuJFQ4rXjgYTJhpv0te2k2h7L/V8yzKWW3z4FZjlJmCz9nMc+bnY8/H6z9fCXcRcsxDW2LBgihVCDB7miuKvBw3QrXbWoQCA7ATNpMQFWxDC3TUzcQxwccUEo835cGB/jZLych22PBfba2KA/sbSxMba+Kb59ijFDdjky4R8664/N5hPfwYU58/CXVrenFQF/WMYNUBuECvg1IV+CB/9d+uQ3UCSV7ARMtEw63gmQxjkVJtuhD43j0jQrHPrYGBfjSxkn5/AQjusYHsAS3Pcl+vYp7EECZHBs55LNJx6JNj0GYoJ8wS96cNohKwKdEDAjGMLERRxdCGNNOfmfd9552cKGVCArYs7mpGPDjIdx5XDLcQWrWCEm+qaIaQwPYNnjTEnCZHC5SdiOPWR76PeCU5Fvk28AC8FvkXU6I2AmRCat1GCLXWzXCbqp/bewF9T18ssvNy972ctMThImEMiB5VowZH+sQvy5jzNYxUrumIZ+vFKT8JCyTjLLIcVjnwupyNe2qdvpEOiMgAmZSSvFRIQNMgoIgxK7IYKu9GGiJqYcQiyp7Cs9FsYAABAASURBVP7B8SvMr92z0Xx60xWpTFbaIXYwAh+kUnlgjRxf4h9YWEnDGcsDWL5BpyThoWWdQ4sH/FOTL8cPuyrpEOiUgAm7zWsYQrxMtGxjr4nQl4laiKaJjbI+KUmLyfbX79lkkP/zvgsN+2V+U9eDDwJG4M24wC2Zn8SGiHHI8aUa7pju//rGzCTe5tUfsUnWOaSl6KHFk5p8UzzNLsdOyzUEOifgJpMkfZhgEbbXwm+/BclALu0tLVvA3vJW+79/ePzKGSPs93H/D8wZF/hDyCnxmhlgwx3iIcaG3UfTjQuwPo5/aoAg4bIJPeaVIO4Hp176feDohY2Hu2sAr+rsuugek5p8ASTV0+zYUllDoBcCZiJfC6F6C10k5wQLuUAsbX1ABNWjCW9lsvVp8wXeZW0+/Rx1glfK8TaNkxiIp2n/nvotvFt+kcglYd7DjX0lKPXS7+0j/nYsVgR4LYpsPOUJxooFF00pbaqtZQQ6J2DcQnRMnGyXCTopSLHMvq8eoq+Ly9cvRx3Zbpld2vomYWKD+DhGfWLGeUIsiyAc93kap4+E7fGFvBIE2UA8dr82220yYPymviDAZoiAASsCIboxOkq+MWjF6/ZCwITJ5F02eVIPGaLXtRBXE1KBhOibIt4QcmUyHspyJONugllTrOT8wCfbTe1ov54QsNzWkbClWroJ8bD0WqoQ0bD73NsMpBPRpXfVHOTL6sTe/TcZzXzzHt7eCJhhQVqUIuxDvIjU9VXGkAokgH6qWCHXEFsfcO4Rh/TJqQMGkCLHMYcf7HJuIGCew4fa7B6BfS1+lUiibZp53nZwt5iYlnvO3T8lHQhoWhH5h4w8sksr9RzkywXI3v03mqUWy/GtBrVAnTfKPUWyripZ2nSl4Z3UlO+jMonKpMrEzQRO3ZDwJyZiY9InVhGJk5K2VDFzDEJtkQFz/EL1u9ITzMAqhU/scAywC94pbKqN4SDARM+k3yYiiA8yirWx/8k967osk3DznyqsycbX+WtagR+y/6b93X5LB15o9mrW68KSdX8jkzgZV538xhNXmn/17ecn/0KIsUyqTPzEKgLpQgqUKY8QxyHGHsfvxw+9ptNXlELjAyswgkBD+4geeIMt/bEj9VrOJwL77n7Duoxr04l/iBosZJSChHfvuG0aC4QUFcCKctNsfKV7cJHSD2Pdq1lvMPapFKOWoG97dIP5jW9dkMq32nEQiMl+na4G4m7T37WXch8ChUwh1Sq7tKMH6VKyX6W/SG1caM37eH/jG//LzBDlieiZypodSJjMsEZtpvntD7xtZp/7wDMVkTtk45FdotVTvmok5BsdRJMO2mcGgSgCpuf7H7vAsBzNtsqwEICEh5oNQ6aQKtmwK9Qr6VafS3edOr9aYQ5a93uWg5uQ8PKrOPc0RoQlaGRfi3vTsRcBMcG2IV/3PWsl3xjk0+tGEzAhsBz9wIb5nxAYa1dC9gqBpvCHnaESMdmwK5BzinE3sUFmOcT76O5Yxv4NWO54yvZdEg55FclnK2Z5Fp+Ia2epxUNIMf5dv1X7bclXLmj46cWvPnJmcc/3xip32du4UEEY1wNvfIvhFgJCXXbn3TtY57ERAWPl/z8y+y1N1KkMCwGIGGIfVlTDiQby5UlyyqFesIAWx5AY2Z53ue3J2aeSY+8DCz4sAzORy35d6frlPjB9lg68kCJa8B/dqaYDJNXULpmvkK+4+av7L5HNzksIlvGwWoHIuLiFgFAXc/w6H0Aih40JmAmBicGN4/ztXzWIW6/75QiAI2RZrtG8BbtDJpfmI2vXE8zJfDmPxRJYUS/7QyiJj7iGEEsfMUAafENWE99M5E0ncbkPPJRlaMYhJBWLhY98Y22k0reJt248bY5fqnhz22lMwATGxMAEwfaVz/lz88oX/eaqvOZ7/7lBhkTGxLmowrFSIl47+mVLuoKTYCXn91rP7rbwzUVCdx779+S+l0tELJdSNhEmcSb92L7cA0aWBrAMDfkyjtgxoF9Gviy53/zABJVOhGMgGW8d8doBMW7Gb9fN03YrAgYIJggmiiuf+yFv5ks9eip+BMi4mPT9relr8SXkkt76OCyCOedsXbRgxfkNXpT0ixEeVnxw+xUGiX1mAn9IXYzz1j4lhgfXEwOZcNOxhtyP9RH/UJahIaEmY/eRL/ieu/Skue6uW5uYjO7TlHhtR7sG8CMXdjwpt1sTMMFs3/kxCq+QAZMZexszVLoTZAYXyUxCAkzyyQxWGpptxC/EAl4QxGzr/O41xVz6gVuo8LAi784j1z/5SgPekCqY+4Q2BD38ze9RqB4ZmRlEYWudefguezdqm4yrLovCH2IbHsIydF3cdryyzcVKGfl2RbzEQuzcywV/9psK/Xdd1Pyp9qZ+u+iXhICvPu/OLmKt9CETlzs5Mpkx2VV27qmRB4B6cr3qFrwgCHC6/ZIfNhuffYXhG89WFeZso2/MIVYw9wltyJxB3mg47ru5QiqNjBWdyCLrJnHXJ0vQRdfpl3JQdi0QGHHH+OV++RDIl+Xm2NhjxjkvukkIeM95t1fiQRZcqdCyEfKtmrimk92JYT21XRdzS0gadf/1ezaZH/v68833fOkFBjKeJyLm/OAig7IRONqpUwTIRhHbaVsStpei95x7h0Eml77XILe++Abztsv+xHY33X5y13PNk9f+sNl84qnpfuwf22ds31gCg3x998vBsYvMlwsciJfXichaY8dbpX/txV+tah5tWxIC7mv0TKahkyokjO4QsuEhkq97DCFjiBjMxr5EDd6IO0bdHzYCkAbkYUcJCUM0dl3oNqTwN//Dz00J9dbvvsEgk0vfVxDw+8ye7QUhF2LMcxxzh4zZ8JDZdOKoafLveWc+PCX62L5kv7F9fPrgB46+tpR1xJtiuTllTGOwNVoCZkJFYkHum4iJmQuH2Lj71Jcl6iFcvITiQKxgzQXE2PD2jZHsApEMgyyjTtBlYrzhmg/5TI6iDvKAROxgyfJYZrXrQreffeHT5uSWs8vVT/Nu7Han/dvmjGMPOXVhu8/ZfnBK9GTRZNmTIuMm867rnSL7vfnBSScPW3GexcZbN363fd/db3Cr5mJ/dAScalLtg4iJfcxk0AdmMZ8ysAVjSJdY2Y/pP1RdSJTsAiGLC40TXSZGRMgaW0iojSHoufdmiYlMGGE7Vo5vv7C6y+mri/ZZEt508r6irtl/IXyy7EmRcZN5Q8iTgowR12rs8WFFgIsS107ufbkg5DzL6Wup4Zeh5Iwple3REDCTKRMrZarBY4eJGrtkTKltY18EYshpX/x0UdqYdeGvzgfHjmM4TxjLmJmMIVDZb1tiC4GQyVywz0Ta1m7O/mTAZHOuj9Ano91+J7ecZY5ceJlbPbs/zYTtqkPmzKMP2BXB2yfPPMurOynIGBEy9ioFVPq+LQy8eJo8oHuUCucK583y+fMOk5t8CW7pwFUUcymjIGAmViTnEYBU8MFEzoSeiiyxg01K4ueBNYTtsQuYMTbw6mMs+J36Pz6sB+xSYQE5Qpap7Ll2mDyxT2bNhIo/hEnW1e17HzJhOdqOgwy46VI0JHysMhMmA569H3zG0a/Y7pNu20TMMQk1zvjBwdbPRb6cG5wrnDfiD/87Hn6/IQuXupTlO7/yI2Zel5/BqTMCnk6UJ66c/m4tE2edQIYI/YS8CDhWIDskph/EIr4pJdYYG+jSF2F7csW7zK3f86ZVefLVVxgkNjZsDU3AC4y6iItzAUw5L/Dbhc++fOzq+AsImPgRJlmbkPsa/3q/283Bk9yjXWuBfCCBtZrwrVNV94Ixc3obf1dl08kDBn+rFRk2/s2VfxRslXG78UxXC2a+4SrYXKUiWS/nhq1k+2cJ3I3F1m2yPe/kCyadETDOmDBDhYkWoV8TSUV4xCAxM+kjkE2ZQA4IevQldmKZXHGL8ZHt2668BZXRCxgxZnBJPRhwFEwp2W/i46qTD5vXHftipaDTxHaOPnamkcN+nU0mXITMB6nTz9XOQ0s8wMS90x2byErJTte8MfEjazVhWyeLpWi5P+vvgR9krbXJrzNtPfTomoGarbLlarebTX7Sdt/J787y0BXka5+L+CbrdTFvgo3ELiX3eyHevftvmuvMV8bbKQGL0y7KnIQH2ZQJ5IDYYyQWe9/ehpTJjO26MW+DixCxi0PMuOgL2WKLkv2Y/qILof78kY+aW554j/m5wx8xrz92R6Wgg64QNf3FVpdln4TnjhMSRogJcdtz7dvEywNMq348D0lBClmWQZ17wWR6q3EEbDR9f7jKNGN1yQ/y/Uefq/4+hiqbZW02+eLT57usb2g9pAvhXvbBd09/HpEl56UW38Ft+x369lwS8KRY7i0DvmvCq4qlLMZ5qIeIIU4hUDLjOkEfkT6pSPcFT8e/QiJEbRNyl8fl9kea/QxezhghYQQSRnL5KiVe26FDjDRBjrEkXJ9xzmbA+IGEKEOk6fvDZbbxDRHa7Se3PNu85/C/tatab++66B7DbQgyX/zhF2HbZ5wYjm17ia+ptG7pwAsLwr2pkBt7+7ax0uA6apg7AobwJsVyb0f4VbqZFBcCk4HEUhlo5kaIFEKuE/SQsnDIRiUzLSvJdiHNJqRb5pd6CBmfbC+6QMIIJIykxGNy6Xun783OZLxeBxAjMtsICZeRxKzm8l7Y8jDL3sv6/MU+ZMR2lZx5+FETZr/KylobPvG9VmMMxHfkglfbVa23OaY8B4AhLmh8fmlD8H9w55tMbAzL5Lu4xAt2SF4CxsOKkHmubC5EMYkg39sef9VCYGIPMoRMITwRIVaIsEpSE68dM36Jx67Ltb1ULMEtFRlCLvsp7ELCCBM2GVNbm9znnVz6vnAz06XoWXKkc+i9yODl4Wm2PUv2ECGCP5+MkXw5hiw5c0wZE+TLBQ3brjQlXuws3+O9kc2FlyQEvP+JawcBZCjpdUF4u8//TDAmN9/71mDdsStCvNxjJUuF0EIlJ7HGYEq8jCGmT1Pdsbz/yIRNxgQRNxkrS868C1uf9XqsT8lxjYQhhtCl0Kjl4SnZz5Lw2Y9/wUC0QuSU7J/z6IOjy3w5dhxDlpxBuYx8wZdsF0EvRrig5F4v93hj+s2zbhICDgFo9/npHxAI8duHDhcCe867Pcj1zfdeH6Q3D0oQF8Q79rG87vgdnQyBiYpsoRNnCZxAxNw3ZDIPNTdZWXIO1ffqQcKnX2lMIce37fKquJUQZfTyMH4sQxtOP1EQ7X3mnEcfMDseumdaYnNzw++NtkyvbkKEbqYtJLiqVGxwEVMU0f/drFcM+L7c4/i2l06XmvEveiElxCsPWC0VKzshfRZFJwkB31ayhHpq89ZVHHdHZISrnSI2IL1JwP1WCC93xhkSB0PrIhb8DEHmhXzBkmy8q6XosZEw+IQSMeQ7iVlyxniNQIaQa5Ua7RBllY6/jQwYsVo3HLZ22m9uPl79q0uQny/73H3unWZSXMzERMBp8HHtAAAQAElEQVRys5310heyP+exj6973xnyDV1ZwI7IUnEbZe9+XW4WPNwyEQGvX4I+vvU8c/ScneapQlyn87w/Ke79ho4v94VAaBxZ9CyjkNU8ZL7WkKavMnFRYdfl2oaE9+6/yZANM6E19cPEyvubKQWbZGkIk7cdG0RMNozY9WxDFpPE5ItdBHJlGRii3bzyM4KU7FNPO3qNxMmCG9mI6HRyy8Uz2qe2PGtmX3YYE3hOAkkY8pXlZmxw7DiWCNvUiUD6Sr6CRtoyCQH7Qjpx5nnT6pMrWXDOh7AgvckAsl/GGBIHwJD9Us67QFLcN53HcXa1FA12S8XS3TIR32hYzqsSIWubsH0Eid22wmTNgzoIkzfkji8E25AwAgkj1EESk0zki31kc7EMDCmREaddHiYDlnvOxXZiQibuzSsXDYwD8iP7lG0fEdr64DqpIWGXfDluCMcSP7bg35dx2zru9tI0611+vcht0/1ZBJIQ8P7Ah7AgqFn387W3O/A+N+S7KNnv80/Gv4M7lrOCpWguMDzx9lq1tELWNmH/l4d/tLOYIGMEMkYg4//j0rcbiPhPXvWr5oZrPtxZLFkcQbrF/WYzfTArvQf34TBIt+pVH1d/UlzcTEpI2CZfCLeMeBlVDPkurZAuF4Z7iyXnpeIcxIZKNQJJCBgXoSSMbkqZFEu+kwFkv5PAOBj7opAv5DSv2S/HEekyC8ZfU7n+S79o+JL+pv3b9IOMEcj4NRt/w2wwD5nqH0Jo4238fcncWS4PGQl66Lu6Ew8J2+TLRVEZ+Qrxhma+S1Py1Xd63WMQsp+MgEOchWaIIbaGpjMJuAggZrJfynmXebzv6ztmZMG8VsV4fe1DquMXhc5detK48tqv/Y355Sd+35BlxQqTNEukyOpYazYg480n7jS1PwlYY2eemyFVyLVqjLSjV6Zjk7BNvhAvx8DtZxMv2267b1/I19emdfUIJCPgsieh7RB2Z3gSOoT4IL2cWeekyH7tcVZt54yjym9IG7cIkBDdKh3IaN4zX3f8jJdxi7jtQ95fKpYLWa5m+ZD7xjGxMlGzRIpA3hAxUmdjefnzT83TZx+pU13YdsiVh8YgWrnPS8k+9bTXgQMJ/8UP/crq7/ZCvmDv9uM4cjFF6baV7XOusNxc1q719QgkJOD1T0LXu0+vYb/6lN663+Jk5NnvpLiA4AchRPiZRKQJGUNAkJEfqfmuZdwiZMUIeIiwJD90BJoSsYwLIkYgYwQyRqTdLc946ivm1Bn3z9OStDvEVvubWz1Mdsgc23GW+cen/5Nh+R/xkS/HB/KNCXTv/psW4teKYjBpopuMgEOcN5nQQ+yKTtmrTzmzTshL/FeVubPwKt9VbcQ/KS4gfMcm9qcSIRgIqMrforWBhwivYkHKfK2mkHLqMhW+bYlY4oCMEcgY8WVYm04eMCxJ631hQa1teciYDfdMZeuTtxXYfsf4/nEsIF6Oj6/dV7dU3O9lpWSpWDXxtWtdHALJCLiPh7Bc0nBffYqDIl57UmSOk4K8Qnre9vgwVgjsWCc18YMvWbHdp2wb8oVgytq1fg0B7hsLKacuIXgh9TWPzbdSEbFEwIRPxiX7UpKZKQkLGg3KKeF+3pgNSEG+piBhU/5PyJeyXGu2hax37/4bZyvdPd2PQiAZAeM1hISZ1NFNIbsDXvsJiSlFLFU2yH6HEIcb4yTw4sHt59uf59eNfOMdcp2QupAxF0dt401JxGRcvmxYSbjhUdrAq37VhGtbhnS5ELLrqra516tZbxVCzduSEnDzMJr13B3wUFfIw2FNvE9qskfbZs4lcNtPzHZoZhtik4yLST9EV3W6RYDjwsoEZDw0IoYEIAMbEUj4jGNfsKt0uw6B09tKNcAXnBEuehC2SztYDUvFcvNevddrIVK7Ga0wagK2s+myh6/6Xvol+40+Kpk7cPFgY1flru4ChkmdSb7KhrYNAwGImIulFNGQEZMZIW3sQQaQhG2De8KnzjhhV+l2JQLbi1b5dq5is/gPpmCLsI0U1cH/l8lX3+0NBqyhYlICrpusiXF3wLIxenXiEojc/6Xf5pPHKKaSY+kXApsELt8OLfudRGTuAFgXvy49g9J4hIullCQsRNwGASEJ28bGUw/Yu7pdh8DpS8yRC35s9V1uH6Z1JqRdyFf2tcyHQFICzhfmessukfOd06K15fgT080c5Ds1HPhnaNlvPPlW/1SiZr+BJ8LA1CBhjl2qsCBh7hG2yYaPb3vxTDj81J+Z3tucqdadCgRObjmrojWsSck3DKdUWkkJOGS5d3fAfduQwVXZ2bSSAYdk5CG+bJ1QEoN867JH227u7dC4JY6Q+DX7FbTGV+b4Ck2I+Hc+t8vwRRGxiLBEisz2+7ZREjZB/1K8wqXkGwR1UqWkBJw0shpj7hK0Tz3kgsDXb5x15VHnIF+8kUlRqowPAV6FSrUUbY9+9447Dd/QxC8QbbZ+1cfWKdt2s+BlvYKEa16pWdZb7L+bjz/VCgAl31bwNe48SgIOIV8QSb0EHUpkIdkj8XUhoTFLLGA2pMxd4tIyPQJcQKVciibCPdvvoJgKPwUYQ8JkwL53hM2Gw1N7+icPAkq+eXANsZqUgJm865yGkmeVnd0BD3KFxFLlI7at7CnsWDsp9WPJF99v/2b1fV90kNQTNzbbiPZthkDKpeiJ5yfwIOGYJenT5pJiIPYTvduNOU1dUa3/SxHYfOKo2Ry54oAxJV9Q6E+SEnDoMNqS8G7nPrJNfvIEdOr7v1Vk9tQ5O83RQiiHkv1WxVt2nIg99MJF7/+Woaj1LgIsSYeQMDroTgn39CsL4kWuds3pfgkC7u8Cl6itVh85usns1W+2WsWjj43kBBwyge8OyGCrwHAJ/Oktay+ibzy1/ApSV/d/IX/7CeyquLtsmwS+JiUxQb4xS88sX0pfLftGoLl/7gU37z3bc3Lp+2YrrD2IlfvC/IoPRCvZGiX71KNjddHNSATADyxDuoH7cw7eHaKqOhkRSE7AVZknZMVYdjsZLHWh4pIvP8Dw9BnbzAbHQMiFgNOldBefZYRmk++nD7zMxJBYqcOWDZMr3hVlIZZ8o4yrsiJQIHByy9mG3/89vv1Cc3zbhYZXZiALsjYeINpcLKEWavq/JQIhJAzu3Bpo6Uq7J0AgAwH7f3QAopRlWgitaey7nexZvoDj9IpBlqBTki9mXZ/UIVxQiH/2hyCQ7yQi+1XyHcJRm+8YeEXmyIWXTkkX4pXRQsQIbehIfWyp+rMIQMKsKEC0m1fuC1OyTz3tsz10ry8EkhNwGfkJUUnG2JSEd9dkz7wDXJWFNwHaR2iQLxcUtr03Lv2evdvLti/WskCUfMuQ0fpUCBy58LJpxltnDyI+cXaxjjXzqz78sg8/NFDXW9tdBDYXKwoQLZnu8tL/A9PXw6h3dXW/PwSSEzBDKSNh2kR2O5ms1NeVIcSd8v7vxLOc6yPfD379B+pCz97ui7XMqZJvGTJanwoByNfOeKvsnvPYx82Wp/6mUDlUiP1f3wO20Vi/rTVjRiALAYdkoLtrMtkmoLL8TL+QCwD0QmTiLOf6yPfsIw+bn/vS/xNiLpvOpLhQmDixljlT8i1DRutTICD3e2PIl19BKvWt7wGXQqMN40YgEwH77wPbUIVksrY+23V95AlodFPIpCA1204Z+f76195iq3W+DS6TQPLl4mQID4p1DpI6zI6AEO+Rlfu9IQ7JfCvJ1+h7wCE4LqrO2MedhYCZ5EOAgThC9GJ0Qn2H2HSzdPeeL5kv95z7JrS3XXlLyHCmOqFftDFVLvmjX8JRAswCV99wzYdMDPEClY98+TasU5tfuvIOsL4HDE4q84tAFgIOhWt35H3gWP3QOHx6kyL7tS8QeIrb1lsj3+vt6s633TirAmDpue0FCuTL78pW+dG2xULgA3veaW580YejBl1GvvyM3tNb9ZuvosCsUGZVAjly4WXm4CVXr5MH3vgWUyUcWy6ukAo32tQQgXYE3NCpdNud+D4w94BD7j+L/5hSnuKmDz93SObLdp/ZL+Q7CVx6hnzbxsqX9yv5ctRVQGDXRfcYJuhdF32V3WCpIl+M8PQupUo7BHi160hxOwAJvR/veuTYcnGF2ETNcYeUEbeP7ocj0CsB2xlmeMjlmkKK5RrhLTax2dkvJH/mseXfG4bUwi2m17RjrLOegnz126/qUF6cdibeD+x5h2GCjhl1HfluXnlvNcam6q5HAPLl1a71LWlqOO6QMmITs72tJF2Pda8ETHgxJJw6Y8a/TybF8rPUQ7529ms96CUqvZR2jHUBtL1QYNl5Hsl357kPG6QOP22fRYCJlYl3trZ+r458scA3Y1GqNEcgN/mGRuaSNBdtoX0XRa8XAuZpYgF4d+R9YOlXVqZ4B3hSsqx7xtOHjWS/+G+bVWKjiUyKC4RJSYyuPci3bZxNfnjhs1te4IYymP1XfNed5vUv/YtV+dkf+I8GUTKuP0SQLxNrveasRgj58k1Nuvw8i1uTvVNbzm7SLXsfLtrIkCFiJLvDETjIRsBLB16+OnwIl6Xb1QprY3fEfeCYbNlyEbU5KchNOrjZL985zS8e0Q6xUfYhk0DyJba25IsNO/vdsGEDVcbU/P2+E1+v0einGZJ9+WV3ejPfVzzvb/sJqkevH9m69jmtC0PJtw6hYbSf3HLWMAIpiQIiRiBjhPMKQkZKusxtdTYCdhHjwSWps5d0U5Nq26d8bXKz45TY5as0UxCb2IwpJ9YFAv24uKH0SY6LhNOn5Vu3fR6HXQf5kvmWRVnXXtZvEeqZJHNkvtzz1e8nTncGsfyczlo3ljivIGQEQkY43yBkpJso+vGySsAQIdJFGEJiXfiK8WGTG9lvWd8cxFbmy64nvomV/R7acfnq7xDbemwTY18XCfgfmoSSK3oBy9FDG17jeD669RW1fZkMmSRrFS0Fvlyjbtl5mXwfMJtPHLV66mYbBPhlqTb9h9KX8w1CRiBhZCixpYxj46TIqG79njcZkSdffYVBqE/lCMJ1n1C2M7euiD9mPHb2a2fv2OiD2MBoYpGvLIUTj/tgGKsAKWP8+hmXmA0bwpaeiWdoAqlWZb6+eBdhOTpk+Tk3+fqw1zpFwEYAEkYgYYTX3+z2MW8XBHyLYXJ3B8FkPynI2dfm6vr2+W1ct77sPrCrJ/v4RogDkfpc5WSF4Nzs137wKpfvOrv2t10RHxc1ZX1SfNuVbfujZ4bfJ7T7DWX7kvO+Ex1KE9KOdhLYgQsgyFKE/cCulWp12e/yZOd5x7fCqmS+rsrxbS81fMnG5hNPGZac+ZUeV0f3WyKw4R6z+en9ZsfD728sWw9/uWUQ+bpDwgivv3Fu5vPUneXVJWifSwiJzHhSELGvPbTumU1bp6p2JmlnmLvPv316EYAf/CFk4ZTIpCBGZGok05+JNUY7NjvmTK5rzRIbFyIoQr5ufPYFAkvPZMDoppKvbd5pHt24LZW5YpJ6ggAAEABJREFUTu3wxDMPXXXqNJEziPbfb3u9+e1zXmcgy1Xp4IKICY7JzkT8Y/Jm2dntAvme3PL8VeLdrEvOLkTt9zc8VNhwf0mqqIr8f+bhL1WSN8c40mQWdc5NztEsxjs0WknAEsekIEAIcWKRlLSVlbc/Up012Rnc/3bZe6ZL4JPCD0SDlNmtq59ExGjb2r3yNDYEJ/WQr01uUt9lyXgmBS74ZNm+jnxTLj3jU+T/3v6TsjnYcsOGtWVyMlju5Y6VfMl2IV4uflzAqaPdrY/Zr+vPBBdjj4mZydvts0a+c3Ov1x3iMPZPd3OBzDGWDJtj3ufgOUfHTsJBBCwgQwSThgSHDe4D28vQEAr1OzY/SZFEJgVZkTXHGIPwEcjXJrgYG7l0GQ+2ic3+MQhwdC8OcpEv/hGyMcqhC+Qbe8/XN6aHDz7bV52ljmwXAePrz/vZacZb5YhsuI5Eq/p/Y/Mlpc3c9y1t9DQwETMxu002+bptup8age2FwecU0t1/jnnfZLzroq91N+AMnrwEDDEiPn8QQmw27LNDXS6yg0wnERcKu4slcOKxxc5+IT9ps99vlrpcpYwB/y5WZx15eMYtS88zFRl2yLwgB0iCyb8rCR0Kr0ht2LDBNLnn6/Pxxb9/ma86aZ2QLtkuAsahDiBhjgfHIbQPeuiX+YF8eQIVvRCpIt/T5pJi2fmBEDOqkwKB08VF1Wl+QWpNTp6xxxzb9k+K++8/Zg7ufFOlcMFUG0aJgpAx50OJSpZqztVdF92TxXYXRtcRMJM9mRbCay7s+wKZFJnm5Ip3+ZqmdZ+2vojDXm6G2KYKxR+7vthN+n+yEt+kiFEEYvY5mRS6jNMmOTe7lH6+h8ukLWU5KeL+havebXja2Y6LzJdfYrJ9Qb65s1/bH5M3k39XEkMyL7/sDvPyy+60w220fccDecnXJl7wbBTkSieOAxdFK7uVBXro+5RiyZf7vUy8rq3PbvoZ8wcP/rTRb7Vykel+n/vtHAceetvx0D3mdz63y1z2wXd75eKPfcqcu/TkVF77tb8xv/zE70/lo5v/rylxhxA05wNZcddE3D2yaTxuvO4L75+x9MzKA1NSyeR/aMflxpcRTwriis2Gy5ahxV/KkvhsYWmaeJFJQXAQMiU+GSclYl8ksO9iQl1umRTYchF0cvPyA2z4Iy4yXzBkX6RL8hWfXZeQBqRV5TfVA1eQb87slww0NtutGjdtkDgXKhAs9l2hnnb00HelCfnyxLNr57MF+b7mtt8yP3/3v3KbdH8ACNz84M8ERbF04Gqz7+43TGXv/hunhC0EDTH/9bGfqLQjRAwZIzkJ+dqL457Urwy8ujF560aemD334/casiisM8Ez0bNtC2TgI2F0IItJQWhsh4ht3ya+kL6pdCYFwUHIlGS/tl03+7VJ8J13h53Atr3Y7UmBpRsTmLlxYVeOG9vzLlWvQ3HfN0XmC4Z/dvQHKJILFxAQIRcTyY2vGIRgse8K9SsqMwXLdzHkC+kyoVLahk5uebb5aJEpQb5Sf93f7ZNNLQeAwM0PvjlJFBDzj37xPdNMmYz55gcntXYhZPecqe0UqEA8gaqDU1tdgiaLksmciX77wfvMxmdOrgbM86V1JCyZJZ3ILinr5GSR4ZURe13fVO32RQBEl8puEzuQ743XvM+4MXFMXHscL46bWz+v+5AImZ1vfKnu+1537z7zjpM/ZSBKn5+mdcSdOuttGov04wlS3qnkPprUVZVMoCw7uzqQ718+8y8NmZLdtv/Jl5v9h6rfhrD1F3Z7Q3EPc8PnjZm+SmSy/IN8Q7Pf2ABufmAyJeM6It584pFY07X6SwdeWKszZIVVAiZIJnM7G9761AGqpyLfAHz0nJ3Gzc6mCit/JkVm+XvX/Ovpa0UrVesKllC5l7muoaYiR7M7Fpfo7PZ3fCXNFWTVOMAvhHyxwfGiXCQhs4PM7DGnWnqGfPcfXSYMyD4VCWOHuO2Y+94m6+U1jtA4WEL0kS/3BfmCDZd8xe51d2kWLFh4yynpHlpp+rYxkLFJ/y8X+dqRVhHx/if3mH/34NvMO7/yIyYlaS4duMoOYXTbMwQs0TOxc2+YB6l8GSEEwX1hm5ykL+U/u+SPKSrFtou9SuWMjbZvOyafS8hxedn6XdMvDvHptKmbeJae3QsCsU/2K9uLVkJm15/3s9Ms9VlXPJDkoaubH3mzEfIVPCFh8QPp2yI6VSX69MdOlV7XbZBvaNZLbJAvS4hs2wL5Htv2kumkate727FL0Se3nG2QIxdeZg5ecrXhBwYQ6lzbo99f9/7uIXPyzAeTjpnst0uchIhZnha57q5bp/eTWS7mYg0iRtqQMf2x1+XYUvvyEjBOuDcMCb/z7jcbO1tlKZp2BPKqImJ0RNxlZrJgaetrGdq9gPCR3TPWQ2ngwNL6pMjyIWKW3CknBXHKWJqW2PAtPa/ZW9uCfLlIWqtZvK09Z99h3nXVr5nrnvOJ1oOHfG/+h/J7+xAopG8LxArB+oSMl3b0WweX2EBq8mUCrZsEWYoOJQGI9siFlxpEflbv+LYLDUId7WuQFJkjGWPm5ds1fzm2tptnNl0wY5il/s0n7iwZ84xq7Q64d5H91gbiKHDOIJCxPJUNoSKOqncXPfp7G0dUWUrAMgYm+jcu/a7sGpaiN506trrPRhkRQ1i0l4ndjo0yvdB6l+Tr+tk+y7JfLg7Ejn3RIHVCyJAxJCr1seXu8z8TdN8XuxwTykUVyPfWK24wlCkwqCLfKvsQrE8g7Kp+fbXlIF8m0JDxQAKQQZUu5ArRVunQjt70finkawoSnnYolm9Xt6cVo/jDWA5d/FrDfXQ7YEhYlvxXx2wrBGyDN7gHqA5CBUJFIFeEizs7MPap37v/pmk2bbeNdbuWgBkYS9H2/c9TRVZ4xtOHjUtaEJqdVW60iNomMmwibn/qYsXNyEP723HSx5f92oRuXyyg75PJFbc0+iWpSZFBf9/Or8yY9MWDAtkv5aKJjHfyrPcayFf225Zkv21tDL1/7JPOjIfJ37fszP1elp2ZDPfuvxHVYIEMIAVfB4gIovG1uXUbDN97DOE6LRsOOxXD3rXHDK4pSRicwXvYCPijg4QRzi/JjinZp37pwNX+jiOsDSJgxsXrN/a3QD19xrbp0jQkapMTJMyyNORl19tLudhD7IwSgqYP9TFCRh6jL7rEKduMQbbtkphk376YkLqychJJxLr0XIbkbD3kO7n4fbOVLfYg36bZbwu3nXZt+qQzGZgbqJDE0oEXrnvi2dUt24cUIAe3/VRx39et8+2X3Y82ZrsxfBOUr9NA69wxC752uBwHLoao4wIl5D44+IIzfVSGjUAwATOMn9w/+0QjT0RDsr53h2l7ZtMWuk3FJrNpxcof+q9szizBSl1MWebDtRGS/bp9muwLEVfdJ54U2a97MVCe/b61SRij78NSM1lvSvIFlNsOLz/xzPawpVl0LDnHPOkskz2l7ZHMTMihDfmKTcgBkpB9ypNbzqKoFOJan5VDvEVGdLqQyt7Da/SNWXC2o2XcqyS8/UK7ad02uILvugatGCQCUQTMCH7KQ8JkrpCG+xWJx7ZeYDadOkG3qaA33bD+2NlnKIFa3Rtt2tm47d81ZhMj43PbQ/fL7hNDvmS/tp0yP4u69EzWC/lCwjZObbevu3ffuqee29ocUn8y39gnnWWSt8eRmnzFNiQBWbB/6FlXUtTKmYfvWq8zzXoLEl7fMugalp/LAqwiYUj7yIWXebuCJ7h6G7VykAhEEzD3g30kfHzreYYlZZeET1lZsE1oggZ97CzYR9KiG1LW9SdOm+jLCC/EVxOdSbE8PSmyXkj5J6/4q5ms33cxwHgg30V88AryTZ31sux87l2fmGvyjc18y5Z1ec0IMuA8T5H5YscWyOLvtv1j88ymzXb1um0qiJFMkG2Rk1ueX2yOj3yLoM3m409RlAq4c/FjKzB+LpJ8JKzkayM1nu1oAmZoPhKGXCE3CNUlYfogEN/TZ57L5oxstB7Wws5MY8BO0wexfIQn7iA+2bYvEKSuTTkpSJhl6Z07Dq+aIRb3YoAfYmAp/5WX3r+qtygbZLw5yHcR7vnGZL5M6OuXdY2BfHnYivMtB/lil2/heu72J9msFMjXjZH4lgm4suuoG0NJmPesuZgZ9WAXNPhGBAxWkLBLtJCnTcKQCro2QfLwFnW22AQHSdttIdsxD2IRo9h0CU/quyjByfbjxkJ7Eyxsm2PdhnxZdk4ZP5nvIpBv6D1fsinfdzqDORM/5LtMvDc1fuAKW1XC09lV7bQRp0u+ZIbEt/XQo6iMUviVos0nqrNgBnbkgleXvqJEJvzLB280vGeNrsr4EGhMwJNiGZVsl++MtgkUgoM8aINUIOnNT69leqc3rHeJrm3Dzj5jIa0iLeISe3JxIPtuaduxM3RXr8k+cYCT9HVjcdu7+glEiafvUsk3/ghwzzeUfMkoyXxdLxAb5Eu5TL43mqVMr3y885Xvdd179333fY9ve7FXd2yVm04cDQpZjomtzIUJx5BjHnIhY/fV7eEgsJ4NG8TGU9A2gUIukAimINczTqwR8DMbN3t/2tAmIfrTN7Xkshsbpx0H4+ZCRWxw8WG38/41r4BJ+7yX3PdNOUa+XnLeM1/wYiKmrBPI180o6QPpykS/1OI1I2zVCRcLP/VdS3VqhlghGltxeen52ebMw/myX171QXjYKedXYZLBbw7Ighm/HBu2RcAGEr7hmg9L1dyV8z6gxgQ8Ke5j2uDUkbBL0HZftiFqSoTsEyJiO5XIBQH2iMUmPepcsZ+URt9tb7pvx4ENOw7GzD1f6kUWiXwZ8+5z7qRIJixnpyb1ZMElMgShhZhisvaRL6TGBI+N3ORLthZysQD5urESJ0vPxAl5UaYWnk4+EvxVmO29nxmxjM4x4kLJ9goJ//DWPzbgatfr9jgQaETAk2L52Tc8SJiMTtrI5IRw7PqyJd2URCcxSEkssl3mX9pzlWBhx8HyvO3LJV/aeVjL1pn3bQgz9Rh5mGueSTiE0CBfJmsXW5vUcpMvvkOyNR/5QjxCvrmyX8iXL7sAK+6PEwcx20I7enZdm+3NxTJ0zHh8JMyFSgiubeLUvnkQqCbgBj7J6GyyhXAgHjJc7hdDKuj4TLv9fDpN6sgs7X5l/m0dsnDZJ3bZbloSA1hIf8Zq2wUjaaMEJ9p5Xansgge9eROWjHOMaV5JOCT7hVBc8oXQmMyF1Loh3w8VmdpXKw8vcUIorhKxUre5WLLNkf1CqpArpEsM+CIO2WZfBD30Zb9tyXgYV6gdwcLWJwsOORfsPrrdPwKNCHjiLD+7w4DgIBiph3h4pYZ9SIXSJ3YbBAhp+fRi67Alfey4pM4tU/m17YKB7JPpg5HsU9rtxGhjAd6TklUH+s6T8AUZucYzbyTMhFuX/VaRLyQM1l2QL37qYkWHeCltsQnnklv/o1l+5/XNtkrr7UB+7z4AABAASURBVFMlX4W5+cQjXttl+l7lgMpzHn3AxJAwKxe2WS4WwFeXom1Uhr8dTcBkZCHDgmAgEtGFBIWEpc5XQk5Sb5OS1DUpY+0QqzFm6soew7SiwR+yW9smS/W2Gdpln/GDnexLOSkuevjFpVD8pd8YS14ZyhX3PJEwE24VTpCZm8FBujahLf+6zI1VZpK0cbFQZ4h4XR2Ihpip37v/JoqCgH9mKsvvv6Yh4pNb6r8Kc+p85Q/6PKi1stu62H/o5dPXvbgYCjEmKxe2LvjpUrSNyPC3owl49/m3B48KIrEJDBKChKsyTFs/2FGEIjFFqLdWhVztCwB3fG573f1p7gmPgYSJEWkCIE8t5ybhHPeam4y1aZ86QmMyriNfJnt+XaZpDDH96i4W7KVfsQv5CtFwobDkvBLF+698AcW5t3+iIOQ3T0X6xpQpl5Nj/EK6XEQQ/3V37Zu+z7vv7h8JNgE+tjLH+zUbf7dY5r/HrtbtASMQRMBMpJNiCZTJ/3+65I+jhgPh2aQDCR89Z6f3VSQMs/RKFsg2ulVkjU4OsQlTYmnqx7YFDuBRZquuXfq97cpbZDNfGWGZ8wORc4TzRISsHaE9wqSBhPnKyFxE/LZnp/tVpZhxpdCFfMsIjUk4hHwhtL2RPyfYNPal1/7byq6QL0uothLkYpPvvrvfYDev24aIkSmZ/d2+KRlDcOsUE1acPDMuayYels9d0rVD4iKDY2PXlW2Dj6wOiA7H//1X/6TsajlwBCoJ2J5QJ8USKJPod219MHpIkA7kYnesImFb1yYwu39X21wQNPVFdmv3BQd7n3Z7fG67rWtvcxz+6yv+qZkUF0V9ipCslJOVc4T47HjZbnrRkIuIyYDH+mR0W/LleNQRGjpthfuRfC/1pWcfqDTlki/KkAslEhurZMZklTYhQ37Y60IgWwSfNuFykUB8VTEw3qUDL6xSWW3jdoJLwhecvs/8zgv/9aqObgwXgRoCvsX4JtMmw4FceLLX7ltGwpCeZJ4psmCxZRO7HYe9bWfc0s9uj9m2ydXnu669ytfu8z9TEPAtvQrnBlIVp7ShB1HLfmwJEafOhivuB8eG15k+pOZzRhZJ5uu2MTkzSdv1oRmW3Sd2myyd73qu+15q4nZtk/1KXYpYITyID4GQEUgRckRue/Jl4i6q/PvjOw0ki2AHm8jUfrGkzAUAPvEfZbhQ3hexFM3x5TgX3Vb//88X/H9mz7n7V/d1Y5gIlBLwpMiuUocMsYaSsE1YNlE1iYmHnvDLRUBdfwhfdOrux4qeryS7lXrG4vq229Fz26lTmUUAEpZl6VRkDAnPehn23rUXr3+NBxLzZZEQGZOzPSIIbV/Ncq6t32SbrLcsS7ft+eImZsl+c8YKKUKOCNt2XKHbv//Iaw0ki4idprZcn0vF/e6lwCyYvhxnl4RvvvKXaFIZMAJTAv7+i+4wN17z3hnhp/IgiTZCNonY4w8hYfqQHcuPOECK1Nl2YrfxG9unqT6Y2RcNbibttkPQTX0tYj+IeCqPpHkCdixL0WSVLrGR9ZaRrxCZnCNM6EHkKx0alJBvXdaLWe5VunFDIHbMuWMljiHLvogsmHG435H9j876vGbBADNg2Qjx/tGeG8xNL3rfjOzccdhAIm0EEkUO7bjciPAUNDbPsH6gAXzQg2QRtqk7zZ8Voc/K5kzhkttMY4Odqq+gJDYEAq0SO9ZNp44ZLiBE/+i2nVNcJTTa2Zb2oZfE2lRue/xVTbt6+0HCZMRtv7xjDFmwj3zJICEyFxyyIZvIpD33Q1eh5Es8dT+yQPaL3iLLUmQWzAUMKwg2ZpoF22gMb3vj91+U9rt364YIGSG+nyWEeBHbxqZTJ6a79IH8pjvWH1letqpabeJHDNhZM8RIbAgEWyXSn/LUpq1TwhV99qkXYV/axlByASWxx5Y33/vW2C5B+rcdaXYPT4y3JXCxk6ssI19fBgn5MhG7seQmtBjyJWt3LxwgDjvufZmXyV18rP1Bbe6LzIJPbrl4Jn7NgmfgGNzOxp/cv8/wizs+YWm0jZCdIqlGfeysiwxEaAukbBMlvqijbCvYwRekAzm2tSdL6tixt9kfi2wsMvomsd587/VNugX1aZvBtiXwoCBbKO266Gvrervki0IZ+dJ2+yNhT9WiGytcIIQsO2PXl7VDvnbGnvtigTjGImTBMXhwEYPY49Ms2EZjWNvTe8D84o5PfvzTv2t4OKipkJ0ifAe0CA9DIULsdQR9atMWI2TFTxlChLaQkbK8vfGZk8mRxTa+7KyYeCV2t5TlZAnEbqfNXlLnN5Lt9jFsc9w4F2R8oeV1X3i/yZX9prh/y1J26Fj60HPJDRJz44DE3Dp7n4nc3k+1Dfm696WrbLsXDpCFTb5LB15o9mn2OwMheIDLTGXFju9e8K0vvq6ih9Wkm50iMCXgMo/7n7jWnPvxe83yBHp9MYm2z2LIVhEmciQko7KJS8jYjRlylrpjZz9rmimTwUpdihKS5IKCuH3CcrL4QVd0qHPbth490OriRmx3WXLcGItPOFcQMl0RzhvOH+p9fVLUtc1+U8SQ0wYE59p3SQzytUnM1Y/JoNy+dfsx5Ou7cCBrFx+QTO771OJrbOW+iKVoLmoQe4y8kjS57Ga7SrcHgEAlAUt8TKBkMIjUpSjdpd1NK/d7bdtkjpCZZLiQMQ9wUYfYurL9zIaN0/uuZLBkx/hhKblKpK9b4gOpy/6wbfeFGNnnIoAsmm0EW9LGfmr5+2OXTi+UhARzl5CsLZwjIpw3qcdn20uS/SZ6ktqOK+W2u3TM/VPXfh357suUUXLf140lZp8LB9FX8hUk/OXSgav9DSW1XNi4JDy5VAm4BC6p7rwMIuDUUUFKkKK7tHv24W8biM72J5nj1qfWvk3n9IbNq9mjLG1DbHY/exs/kGCVEI/dh21sQ5ZIVfaHLrYpETsWLgKoQ1i+xhbbuUS+qUxIMHcJySK5xlNld/c57R8gvO3wy6tcDKqNDNL38FJVkLnIl8zcXRqvioM2N3OnDlkqlp018wWJagGnao3ZVkh4tsYYXYp2Eel3vxcChpQgRRk6hMXSLvsQHcRHHfsI5IZIhkxfSJw2EYgNgpN9smR7X+rLyo2njpV+P3VZH6kvy37dehmj9MtVTla+EjKX/SHYJfvl6yTbxMJPHw79CeilIvNZKgiKcbpPuJLh1GW/9EstkG/M0jP+yzJ3xqbkC0L1si9iGVqs2asM1OlSNCgMRzonYDfThGghTyCxhTrapG5Kupu2yO50iXl1Z2XD1idLhvCEzGkrE7Ju/OFjxZRBV7brSi4OREf6Qb6+etHLXTb97uXccaWy3/beL9+kNXTyFayWDlw13YRwZUJl25fhTBWLP9z33Zdp6bkJ+bqZ+9c3/pDZu/+mQvL/FGIBx1z8X7IuxkIHxAUa54qtr0vRNhr9bm/s0j2k5JIcxFcWA21CaK4Odtws2NahXfaxUyVk3ejahMl+E8EP/WxbjEHqaetC9px3e7Lv8e4i3hgfZL8x+q4u5Dv0J5/tmCFSCJU6JtSDO99k+iLf2Pu+vmXzxzZcbr7nU39uIBTGpBKOwL4GWbDvXNGl6HDMc2p2RsCQbxNSgrjIUAWEDbLhKYVIPU3RVfgN7SRL3RAtfRgrpUiYLdHWsgoByLdt9jum+76Cxb4imxUSljpfiQ66vra2dZBvzH1fyNe970s2dvmn/7ZtKEn7+96zTuogoTEuWpZWbknEmJWVE+nDUvSTu841+mS0INJP2QkBk6k2IV+BBGKVpWSegpZ6ed1I9vsqWermIgGihXzdsfYV17wvQzfBlex3LEvP7vggVpZtIVl7EmabOtrQcful2I8lX3y65Evdr/7DOykGJTEXFUMIfF+DLJiVEy5+3PhZjlYSdlHpbj87AUO+PHQlQyJbhKhkP6akHw9XSR953YhXjSA+qe+j5CIBvy75EjP1KtUIhLSmyH5D/AxZZ6m4D7ivyIb37r/RXPbBd0+FbepoyxE7D13FkhTZrxsL932J060f635fY+E4c8EVixtL0WUkTEYca0/12yOQlYBd8iVcskXKpsIXWPj6QnwQsa+tqzr3IqBv8uU+cFdjH4ufMd37HQKmkG/sQ1fE7Wa/LIH+p8f+OU2DEsY3qIACg4H8lxosRUPCHAvXze4dt7lVut8BAtkI2Ee+LNOmGBNZdAo7KW1AvlwEiE25Hyz7WrZDIEX2y/Jzuyhy9R6u3Sbk68t+/92Db5urr5hsQn6pjzIrH03iYDnaJmEeirv5gUnq8NReAALRBBzypQtl5CvLtAFxVarY5AYZs49Udsrc6JJv39lv5uF2aj4F+RLwGB++Iu6+pGl26Ga/f33sJ+aKfDke8moY233Kvgb3g4kXEuZpemTTs3eZpscaWyrNEYgm4DpXucnX9c/rRpAdkirDdn3U7ZP92jrEYu/rdjsE2j71jHey37E+fEX8fUiTp4N9X7jxo198T2X42tgcgaUDV5ulBkvRrkdWOnZddI9brfuZEYgm4Ld/s/wHGboiXzJpMl/BBr9sU08pIvWyn6PEh5v95vCzqDbJftuOHfLVe7/xKDZ58Mr9wo2bH9SlzXjk43o0zYJdLzdc82G3SvczIxBNwGXxQET2087okZG6pEh9CrGXnG0CtInZrk/h02fD9kFMQ8p++SEGX8xjqYN8U2S/uvQcf8SbLEm6X5UZ77X7HmR+3Xu1PbbfXiqy4CZPRbueueDSLNhFJe9+NAFzDxhxw+qSfPENsQvZsgzNBQD1kCClK9Lu1rfZZ+kZ32JjSOQrMY25TEG+ZL+69NzNWcArLvbDPfuf3GOG/HBPG7Jxf6WqG4TLvey7+w1JlqI/sOcd5U60JTkC0QRMBLc9/iqKVXG/3zln5rvqtNiwyVYyUYi5aJr+F3KEKLlAcOOcKrX4Iz4xYcfC/hDktsevHUIYjWIg+23U0eoE+erSswVIB5s83HPu0pMGue6uWzvw2NzFtRd/tXFnss7GnTN1bPpUtBtOmwsT11bd/qK3NyTgtYkdchOiA8yuyBdfkK0vC6bNFiFKO067XbbFVgiZMm673xCzX99KhcQ85JJfOWqb/Sr5tjvCTTO8pQQPBLWLPH/vFMu9uaJMQcJ6LzjX0VlvtxEBM7EjkJCQG6YhLkiR7a4En+JLYokhUulLyZeEcAFRR6buuPkpQ/oPSTg+Q4onJpbd2+6IUffqaubrhSV75VBez8k+0AE7aEvCei+4q4NrTCMCJry/euq1Mz8JCBHWERf92ojvPi6EL4RLhotOKJH6YsGer17qsC9ET52Mm3qImbohiHubYAgxhcaQIvsN9aV6fgSWDsS/3rJUZL/ci/Rb1NouEdjX8P1giVGzYEEib9mIgG+85r3mphe9bzUyIaHVigwbkFvZfVz8i0shxzoiFf2YEpIlBrsPFx0SG75T32e2fS3CNsvPbcepTz23RXC5f2w2G6u/7EW9f0IFAAAQAElEQVT/5kBgqbiAarNUThbMD3DkiE1triEQTcDff9EdM+RL9gkJrZlMvwXxQW5YJsultAWyJQ7qaEef7RqJbnbJl+VqjDyzaSvFVHL6nzoI/DPWB7DaLj9z71efeg48SWrU9t39BhM6iaOHfo1Jbe4QAY7HUrEq0dQlJNzkdbSm/haxXzQB/9GeG1ZxgvRY7l2tyLABmdrEh0+fG18W7NNrWkeWa/eFfCF+6sDAjksuFmjrS8Z4D5gnn9ssP0O+eu837RnHJA65VlmlHb0qHW3rB4F9LZei5+E96X6QD/MaRcAsPdtmbdKz61Ntu+SL3TKfkKGQYI6HomxSJQb8EY8IdbI9inLOglTybX5Arzr5sHndsS+Wyt1fvNT8yp/9lPkPH3u1+YtPvcywT8k+9exjo3kE/fRcBHJZKpai26KrS9FtESzvH0XA7n1fl4TK3TRrsTNfLNhZJ/uukImik3pJ3M1+ffbBQi4A+l6GHus3YDXNfpV83U9C2D6ke8sT7zE/d/gj5vXH7qiUlzz2gDnvwaPm8D1nmbvvuHRask89fbGBLWyGeVetrhBYarEMTYy6FA0KeSSYgD+461/MROAjoRmFljsu6UGskFyd2RCdOhtuu5v9uu2yb2fBdh9p76oc4/3fNg9fNXjoqqtDMTg/ZKo/f+SjBrKEOFMHiE1sD52I29zb3FfcG0+NW057+1ouQxPbrou+RqGSGIEgAp5c8S7zfTu/uuraJprVyoQbkK9NYPjLQawhIROLrVd14UGMfWfBZL9jvP/b9OErsl996Mo+Q/3bQrxkqi94+iG/UsJaiHjoJJxwuIM2tVQsQ3Ofvk2QZMG79NeS2kDo7VtLwJDvjdesvXKElSoSov2/PPQTFI0EwnPJt85fI0eBndxY6rpxsSA6dl+py13uOe/23C6S2yf7bbL8DPnqQ1fVhwMSJCOdId7qLsla55GE2xJZMnAjDe0rsvallkvRkS5VPQCBSgKGfH/hqnev+8KNKrtkYP/i7t80133h/SY2E+OhK5u0ILPU5AvB1wlxIOjZYw2Jpe8sePf5nzFPvvqKqXD8hk7IkO+tV6w9WW/jXbWt5FuFjjGS8UKC1Zp5W/FPLHm9qPUQBPiGrBC9Mp02351dZnPR60sJmMkb8nUfhKoiIcj35nvfOsV0/xPXRpEwhBfja+qkwR8Ivk6IA0EPFxuKPxufOWkg5BA5TYeiD/+PnXURRS8yueIWc+v3vGmVjCfFrYShEXKTped5Il/IiSy1TGiPPXmw1UfGWxbn6463/2rRMtsN6he6S5sMnix6ocHLMHgvATNRT4rJWwhI/J595GHZXFfa5Gs3kgnTZte52z7yrfLl9pd97PgI0uJDUY0qTxfaz2zcPF0JAJM6OWV9MQf9Du243CBHtl9qjm7bOZVjZ1+0jtCJv3CV5T/HExFCppwUhIzs6XHZOnbpeV7IF2LlYSiIkiyxTGhnCRlSrTsx0EEXW3W6XbZzz5nYUvsEQ+z6hLbU/ubBHiTaZCm6SZ95wCv3GNYRMBPypCBfHPM6DSUCIbK8yrYrEKxkvm4b+7Shw7YrkA7Zpl1f5cvWs7chXuz4yBECtXXrtiFspE4vth0yhpyRp8/Yto7QiR+iFuFrLRmXCFjF+izTh3Q5zghkLMvWbE8GQMxlcc/DE88QBsQKMZWN062HVOnn1kM01A+ReO1YiZ9Y7bqm2zJeMMSuT2gDE3Rj/JzccnGM+vh0i4hZio4lVP2a0QK4DP89BHyL101T8hVjZSQM6YgOZRPypZ/9dZDstxEIG2ljQ/q2IXII9+kzz1slarAScqZ0CVp8til9xGyTspAzJbptfMX2ve7efWbsTzxDCBBG7NjRpx/9ITKyZwSioZ72oUvbpWjGDqnGjBdd+oVic3LLs83xbS+dqrN9bNtLptvz9ieGhFm2JnOeNwyGMJ4ZAmZSjQmKrBZijelj60Ig9n5T8sUGX8LBQ1s+od0nZzx92Nj6Pp1Np47N6Nj6ddvcNxYixw7+KBHafP7sOvoidp29DUHbGT+kjJQtc9t9Y7Yh2kmxKuIKxOzLnCdFBh1qP4RQWXY+965PjJp8IYFbnnjP9MsuQrHx6UEokC7ZM+LTGWpdk3jlYqMNdmBGf2wJNlW/dwzpHtz5JnPkgleL+lyWkDDkWjU42ueIfKuG2kvbDAHzBG1oFLHkK5O42GdZNXSJW/rUlTwg5hNfP8h+69EDxtb36h1+eEbH1q/b3vrUgVWTGwomxd/ZhT3knEMPmu0H7zPEYRO5vEe82rFiozDpbWWJG3GXubkHDe4+8RqKqJTjO1khaiHmSUHGSISpGVXId8yvGjHpM/lDAjMDW9Ad8AgZOnqS4Tchbp8PLlyw62sLrZs3MmI8e/ffNP3RDVmWpoR4qac9FBvVi0dghoDd7kIGEITdFku+9CVbokQgADI3thHsly1x095GyBLd/pBemT97yRg9t2/MPj4EQy42fLGgYxM5mTzEjOAfbETEVkwMti73oMHdJ+5qhN2vzfbEIuRJQcaurbd/581u1cz+mO/5kvUy6c8MaMF3QpahBbdUxGtDLv6XDjT7vWPb1rxsgwVEu3f/jeayD77bULJP/byMcajjqCRgyAASgCBkAG3IFxs+8rXto5NKIDzum9r2GA+kZ9fZ25JVQoBVenafqm37hyEgvipdtw3/YCPC8SAuEcby2YdfaN7xlTcbSsRe5nbtVe3bcVbptWmbFGRMZky2LHZYgvbd2y2rl35DLyERzXrXHyVItSwLBbPcqwX4xwe+7v7ic6c/LHHg4XPXB+qp0QeRPKBoVSsEZgiYV4Zca5CA1DUlX5lw+yZfxmGPh/3cAnmKj7IsWNpjy1//2lvMG5d+z7zz7p+Zlmw/68OfMz/13/aZW7700+aO+3dOl7klgy4rIXI7ztg4YvXfduXsg35CthCxLdTH2h6CPpO7km/5kZAsVDQgZJabu8QMX/yYxN13XGr+20e+2/zJe641+z/64ikh8+tOEpuULMmSFcq+lopACgRmCBiDPhLe/8S1pgn5Toolxz0r75iSjdoZIMupuSZ9fLmZL2OrE2ISHWzIdtty2e6yFRuD5Zrmf8segFs+Xm+dfhHKuR+/tyDoN0/lsw+/yHs/u+uLEs4J+5aEIADhikjd2Eol3/ojRhYK6aJJyTI9dez3KY88tH36S0+QMoQMESO/89nXGiVfo/8yILCOgJm8mbQhYkiXEimb7MtignwnxZIj7ZCZTYgQEsuptInc9virZLNV6fpqZSxRZzJPMZUqC+bYiM26kmOHcBw5tgj9Rer6a3s9AhBJ11lcfVTD1SAL5mIF8h1qlBAxsvOug9Nfj+IYDzVWjWucCKwjYBkGRMykTSl1oeWkyHwnK+TLsrNNvtiwCYl9iOB//OIfTLNs9puKj3xZXg21Z98HhShD+9XpkWFy0SF6bW2DF8dG7DUp6S8CISMQ9LLt66O/x7suhnluFyIZQhY3FpzBimXgscRLnFwsKAmDhEoqBEoJuKmDiUO+9pIrJAQhQkhif3nCf+t0F0KACKibVkT+cYne9VVnjvhEJ+UXe2DTvuiwMaEtRsAGnGL6hOpysYVtBDLmWFAu+7x+eoEk2+giobZdvVQrHq7drvch37ERSdcYzZM/Mvd5Go+OpV8EMhDw8gM2vNZiEw3kxrKzTb5M4Ez2LgTUMdG79VX7ZNp2eyz52n1zbDNuMBDbZOuyHVOCTYx+W105Rvi1BWJGIGmEbY4ZEuITWyF6Q9YJJ98hj0Jji0GAzJ3jHtNHdRWBMgSSEjDZL8QC+drLrGR/kK8dBBM7k7ZdZ28zQTOxh0zokK9N9viD8Gx7Idt2Hzv+kL4hOsQlena8UldXhmBRZyNXO8eTY4Zw3BBfvMt61+cKozO7TMKa+XYG96Accdy536/L0YM6LKMMJhkBQ76T4r4vy8A2eUE6vqed3/7NsEmYCd03kQvaEL5NZmX+RL+uTJGllvlwCZ7Yy3TdejAAC7d+yPvECxFzoUX8lAj1Q447JDYm4RA91TFmHjEgE+aeMBdi8zg+HVM3CCQh4MnKfV8yXztsloF95MskTCZk61ZtM2GX9bHJF/L0+auy3XUbMYpPO3ap85WQFxj42sZQx7EmfsoxxFsXo066dQgtTjsXYno+LM7xTj3SRAR8y/S3bd3M1874JHDIpMlETB/3wR2Wnl2f4qdpmetJaImHDF22ib0uC2bckJf00bJfBJhsmXT7jUK9DwkBzgfOC39MWqsIlCPQmoDJfiFCO5uDZHyZKOTblEzwMymWuGUoPp8+whf90NLOUFM/CU0MxGj7sHGj3RbIl8zfrtNtRUARGB4CSsLDOyZjiKgVAU+KpedfuOrd09+rlcF2Qb74somrzCd6QxTilbjIgmXbLrlYUfK1Eel/myyHibb/SDSCISLAucE5ggwxvj5iUp/VCDQmYMh3UmSkPHQlLsjsfJkv7U0zX762ED/YEHHvNds+//7YpaLWqCRDlY5l5CjtTUt8gJX0J5uXbUrItyle9FdRBBSBfhCAhBH5wYd+olCvY0GgBQEv3/e1B+q+aiRtEIpsx5buF/dDVjYx8qCX2GTJ9iWf3m948haR+jZl3T3aprbtLFiWurl4IOtV8m2Kar5+ZDVMrPk8qOV5Q4DzRYl43o5qzHjqdRsRMF+kDxG6y8A+d5BvU0KZFEvcZMBi1+eTbFLaIS/ZblPa2WkbO1V9iVv8cEEB0X/X1gf1KyCrQNM2RWCECEDEXMDlEH0XeYQnhBVyNAELKUrWhi2yOXsZmDqkLflOiiVu7CA+8rV9NiVf+hEn2TN+kNxPQuMDATdKRC5muLhhX2U4CDBxMokOJyKNZGwIcP7kEN5FJstWIh7bGbEcbxQBT4qMdGKRIibI4mwipE6kTeZr+yE7FILCNsRl+3QJFB1jTFAB8RInRMyyNeVff+f7VvvaFxqrlcUGy8X4DZXff+gnil6z/31ZMBk/Mqupe30gwKTGNx4xcfbhX30qAqEIQMScr6H6qjcMBIIJeOKQL/d7uf9K6RsKxOSrr6uDfCYOyVc96IUfCLTObmg7hPyXj/7gqjrLw6s71gbLxfgNlX959296l5e5mBCzcpHh3veWdi3jEGBCQshgbQmxgj6TGt94FKKvOopA3wjoD0X0fQTi/QcR8MQhX3FDBifbdtmGFN0lWPeJZ5vw2/ix43W3333fP5upIgOfqWi44/v6TTBkFQGTkD2+uAhxcaA9ShZYGfIkc4VAETJYW1iyQwdxYYKwaUffbdP9fhD41vk7DdKPd/WqCORDoJaAy8i3LKQ2pOiSDvd9ISXxRcYt22SqZJ+yn7o8cmxLrUmIslbJUliOef13YPuyYGyDvdVdN0sQgDQhUxHIsy5zRQeBbOmHaUoIm22V/hH43PNfYf70e1+/Kv/vP/lZgygZ+49N3Tnv76W1fSJQScAQwMRZDq4Kdplgln/bpzSg9wAAEABJREFUt0rP1zYpsmxIR9ogX1mSpQ6SIltkG+FeLWUuOXR8jYDti4C2/rhoACfbDuNys2DaJwX2NibUqawhAPFKpguZihhj1pQCtuiHHcoAdVXpCIHPPv/l3sz3cy94RUcRjM8Nn4nxRb24EZcS8KQgxElBADHQ+JZYQ/pPHF8+8rUfuspNvsR82MqAyx7EQq+J+HDiAkNscc+bpWj29X4wKMwKkwyESbaa6qo/lZ3ZSHWvKQJkv2V9yYDJjMvaF7le7wOP6+h7CdglxJAhsfTsZnYh/VxfEI+b+drk29RPSCy2zpcOXbO6W5YB7z7/9lWdmA1wYhx2HzsLpl4wIAMGI+pUjJFlYiXMirNhDpq+dcHOORhF90Pgc8EFavee1WMTBNYR8PKEf0uULciEpdWoToUyxDKxsmzIl+yvaJr+Z1nWJd8mfqbGIv986/BFMz2Ibaai5Q7jgIhtM3YWbL+LDEYcF1t30baZVLhfq8vEi3HkyXKrRlrXXtV33ts0Cx7PEV5HwLFZXS7yBcIunnjGj09ue/xawwWAr03qdp//GdlsVLpL0WTB2w/eZ3jYzL7wwPgiL0VL1gsOKopADQLa3AIBLnT5vImw38Kcdq1BYB0Bk23V9Fltzkm+kJA4IlMkY5T9rko7I5Ul4ZS+l8e1/qloiNj1QwaMuPXzvs9EsGhZL9kdMu/HVseXBwGWoWMt8zljhYnnKvi8ibBPPe2xNlW/HoEZAp5c8a76HisaTckXEplULDtjHvK1ScjNFNHpWsruA7eNgwsLiDjEzqJlwVx9MxGEYDMPOjx4xMNFIrxygywaGYPDPBzPXsYQ6ZTPGARb9zmjXUk4EtwA9RkCDl1SbUq+xLPbeXDJzSxd8sVXKEFhP5Xg074I8NnlYsJXH1sX+lQ3/iYRF0mxcQxJn4lh0e5lDf21Gy4EkCGdJxpLcwQgVDLcUAtKwqFIhevNEHBoN7K2UF1bD/KYWNkvbXZm6SPfpr6wnULs+8CpH8Sy4wslYfCbzDkJy8TQZCnNxnRM21VZH6RHVtzXeIgN/yJk5Qhx5YiJC5E6u9/3jTvqVLS9AgE+YxBqhYq3iT5cHHsb+68cXQTRBExGmmuUdsaJn77JN9c4fXbJuBFfm1s3KS5iJnNKwny4+ZC7Y573/SG/dgMh+sg2xxdiQPbzfqy7GB+fozI/TclX7C3aypSMO0c5Q8AhWRhPBzcJBMKYFMTh9pUM037gaUjka78OZGfr7jhS7Mfc6wZLlqRT+B2SjeeffGhI4XQWi4/gbOd17bZuyu0qQiQmsuKU/kJskf1+7ze+GKK6sDplJNmWfBcW0EwDnyFgfFSRMG1VWRr9ywTC8LXxqhFLz/LazZDIl3jlAoHt1N+IhU1bwJbx23VV23x39jyRsE4OVUe7n7auM3Oy7X5GuhheU6wuLdKtodxnxToChgTkd3EhAwTipY62JgFNapZLZekZX4u07OzDkvHH4LxoT0b7MCurI0NDytq1vh6BOvzq2us9rGlUZdtrWsYMKftl/Igd3xC2fSTJBW6q2KqWuFP5WAQ76whYBg0JQAYI21IfW0K+E8/Sc6ydNvqSxdrL3KH25OIA/eolaDTSSMxSNBkwmXAaz/1ZYXJIcXXOCJjIWRoV4YEhZIgTpcRLqVKPAMvP9Vr5NcZ2jqX8fIHuot4qYuwppZSAUziBHELJN2f26y5zpxib2GCMsp2q5IIHPFLZG7qd1JMDy5g+ss3x0NDQsR1TfBy3McQL+RLr0M8xyVJTf744Rled+g6FSksEshKw+85vy1hbdbcz2VBDEGGobmo9Vh7GRMJNx596cmByLIuFCZOsuKy9r3om8zrffWR+VVjWxRvbHuqr7+Vnzp+q4zWkc4x3fCHhVCtL9jFliRvbdp1uxyOQlYD7zH5zZKbx8LbrAQmHXATc9vir2jnqsXfKyYFJvGpy7HGYc+s61YVByHFL5avJwRBipWzSv68+kHAu32VPWufyN492sxJwKGAQTahuqF5I9l1HbkJsVfeQQ/yExuzTC7kfnAM/Xyyp68h+U9vsx15+r31kfiGkmGLkXDilsJPLBvGR+Y6NfHPhIXbJgmVby2YI9E7AuZZZdwf8UpEQbBl08s5z1T3kED9l9kPquUjgKXSfLm258PP5S1kH+faR/T73sYdTDqO1LSb31kZ6NJDiwiD0VacUvmKh4vjEXogM7RyLHXOMvi5Dx6C1XjcrAUMQ612u1dCeK3sLWYIWgl2LqHyryT3kcmtxLeDEa2AQMYSLsI3kwi8uwjhtPrR9kG9clKodikAXen0sPzchX7Do40IBv32ILkO3Qz0rAdeFVpeB1vVv2w6xtbURQvRtfUh/4oVwEbalfmxlylcYYiZJJvGhTY4h2RVxj+0Yp4636+MWc17ZY120Y6XL0PbRj9/OSsBkaFUhQSRV7X23jZnk+sauzH/Kpeemk2RZbFq/hkCX9zt/7HMfWXPs2fKRGvEhHvXWVXHn1Zo7xtH1hcKa9/62WNHqz/u4PWclYKDxkTDExjIq7SqLg0BK8gW1kOwRPYRJfKyTYx9xf/uCS4CtUp77eLr76ZCX6wz77nGDHHkgSoQvWEFSkTH2Y84rYibO//0v3mMo2V800WXo5kc8OwFDtvb9SwgZGXr22xxS7elDIDX5MlH6/JTVPeexxfyRhzI86upDHoxK+bAR5AWJQcSQLiXiXnxAjj6yTfElK5xT2K/Dxm6XWO26RdpmrLoMDQrNJDsBS1gQMaRLKXU5yzo/de05Y1s02znIN2aiZJJkgl803NuM10dyrr0cFzUcJ0iX0vUHQbp1sk+8ZMWyH1tiO+acwj7nFbGyraIINEGgMwJuElzOPn0/AJZzbEOynZp8GVvMRKmTJIjFCWQW0sNHkiH9murEHPdYH7G29byKRXge9duPaW4JmGXuKnjIxqvata09AjyckfJ1IyIiU6EMkTFMknUkVtcegkOsTtf3f0PiC70oCLHl6sScU/Qdw3lFnCrDR2BuCRjofSTM0nPqB8C6fBWJcY1FUr5uxJiZKEMzlXmZJFPeZwXDEOn6/m9ITCEXBSF2XJ2Yc4q+83JeMRaV/hEYMwHXogfZtn0ADBt1jt525S11KgvX3vfS81juzfGgUdXJ0cc4QrLNHPd/q3DIdVEQekFHbEq+oKCSEoG5JmABChJlyZlS6kLLkO9i1gw4FM3memQqob2ZKEN1h6DnI2GWnoc8DuLrErscFwWx51QfF0NdYqy+ukdgIQi4e1g78DhgF6mzXybf0EwF0hrbRAmZhbyCM+BDnjW0UKIEx9BAsJnznOKcRULjUb3FREAJuOa4h2bNmgXXANmiOeb+39jI14YFAiF+Srtet+sRiMEshnzxzDGhDBFs8zqUCF8SgigZh6C3eDpKwAHHPISE9T7wGpCpn3z2ZCprzqwtsl9rVzcbIlBHZnXtDd2Wdgs5/qEPq0GQIfYkmJhzSmz7yDbFF4VITFrODwJKwImOJRkwksicmolEgIkyJlOJNK/qFgKhZGd1abzpIzOfsZCHwoQgff19dTHnFHFWETvtZMU+P1q3uAgoAQcc+5AHsTCjWTAopJeQjGuhyDc9xDMWfQ+F2QpdYh16+6HuHIklX8YbM87QOLGroggIAkrAgkRFyRI0UqGiTT0iQKbSo/vRuiYrQ3wD8JEwJNc11iGvH4XEVJWd+sYfYtPuF2vf7qvbi4uAEnDgsQ/NggPNqVoEAj4ysLvHZCrSD+JBZH+RSrJBlkNFeEgIsfGAbPt+Mps47ZhWjlF0gZ2YTpBvk3OqzkeXS/d1sWj7MBBQAg48DmTASJW6fr90FTrt2nwkDEkwWcZYZjIW4qGEeJAUE31MHH3qkq35xut7UAiMISPKPmOu8k18Ze0cb8Zb1u7Wcz7Z9r5+xiXmI1tfXitbDx52Ta3bt+2uaxxgBWMPCQt8QvRUZz0CSsDrMSmt8X21pa3Ml33Y+7qdDgEIIEVGxmQcSj7poh+OJQipLBpw4aKkrL3LeuLkWNX5hDCrdEJsSH9sCUlCKv9+2+vNb5/zOvPRra+olcc2bjNV/7Bd1R7c1qFi6M8MfmPzJR1GNV+ulIAjj6ePhMmMU3+/dGRYC6MOETNJUsYOmkm9rM+QyKcsxhT1IfdUU/gZgo2q4+3GB0FyXpH1QbyQ7tc273TVSvcfvLu0adqA7enGnP3hQiUGpzkbfuvhKAFHQgjZtv1+6UiXo1NnEhti0ItEPj78ISQuNHxtUlfXLno5S+IMyVyFNH2xhNqgr9iBTMh4mxDK2duNeeR+rM0KF4rYn62dn72Os9/5AW5lJErAK0DEFhAxS86UsX3nXf+jZ758kEOsI5e69raDwj7S1o72r0cghMDFCtkp5EvWK3Wh5YXPNebSa5bl4udZvf7hKcNzCwj2rZa52QSzJhcrcwNAgoEoAScAUU3MIsCHkg/nbO3i7pGNcW9VhIe+kC7JmBhCSKnvbC0mzjJiw0bo2cZ4OVebki8ETPbr+jt61lnmb58KX8J2+49hX7Pf9kcpioDbu1MLi4IAExoT26KMt2qcEJ+PbH1PHVfZadO2KMvv4AzeIVhBvge+ddpwrobouzqQr1sn+5Dyl1/xCtmdu5LPNhfaczewjgekBNwx4IvkjomND+oijdkda1U2BlmQFbt9Uu8TA77q7EJIZVllXd9U7SHkWRVnzDdSMVbO0SaxV5GvbY8Huuz9ednW7DfNkVQCDsZRFZsgwAR3/Xk/O32Pskn/sfcZQuYZQmpDwDnkIqEuzlC8IfE2F4ehBEyWONSHEuuwLGvnooJxlbVrfTgCSsDhWKlmCwQWlYjrSKWuvQXk065kv9ONmj8QEhlhjVrW5pDslaeK28bJWHMtPdsAPfXk8t5QH0okOi4OuBAJEYiXi2klX5BLI0rAaXCceyupBggR82FPZU/tlCMA+Y4l+2UUIdlriq9z/Mx3dja+70ucodnvo99C2xgIC6Jb3kvzl88QZEjZRCBThNeu+EyGCONIE71aEQSUgAUJLTtDgA+7O3nkdh6SaZJd5Y6jS/uh5EtG2DarTDGukGNU97ODvPZTFQtfmNGGSGLJV2JJmQVD5nyGsE3ZRMAAwYZKfwgoAfeH/cJ7ticOl5C5qk8JUNDy5mMPl7gcXzXZb2jUYyFfxhNykeQjYb6rmYz06CGsNBPIFwnpjS9bD7KDOO26pttkrU37ar9hIaAEPKzjsdDR2ISsT1k2PxUg35jst7mndD2DLpAeD7tAgqTle8NfcO/XzekvP2b+9qvbjEuKMdFDvEhInzI/KbJglo1DYlCdcSCgBDyO47RwUabMGAAv5P4iemOXGPJlrJL9kp2x6uATt45+qSXk+MTc/2U8H3z6Fea/PvIC87WjF6QOt5G9tuc0xwEbjZxrp0EioAQ8yMOiQYFAiowBO0iK+4vYmSfh3i9ERVb124G/+sMqBUSQGodUx8ceTyqyIvNFQsZM9pAulAIAAAMUSURBVIuU6TY9p8Ec7Mvsav04EVACHudxW4iomUCZUNsONmRyxwdLl5RjlpilZ17FgXjBOWbMEIF9zz6mr0831fGBpJqMxxfTWl34FsSLVPUAa+Ks0nHb0Adzt173x4+AEvD4j+Fcj6BpxmCDkvL+om13aNssP4fEdP79D5v//OjLW72Kgx9IAYEg2G8qbY4PF2hk8FwQEEvTGMr6kfkiZe12fR35ii5xErfsV5Vgi36VjraNFwEl4PEeu4WInIwhdLLyAQIphWSFMfcXfX7GVMd7sCnjhSAgiqY2Y+7/ci4gkC7SZ8ZrjzeUfKVPyIUlmIKt9OmjVJ95EVACzouvWk+AQMhkVeYmhHzpW/d+KTpDl5CxxhJF6JghCggjVN/WC1mC/sxT32WEcIV0uTiz7eTYDsl+wRSJ8U/sjKesD21gWtau9fOBgBLwfBzHuR4FkxVZT+wgyX5D+9Td/4VcWOZE2G4ST2gsOfViiSImFghD8AGjEPngs3cHueBJZs6DIOVESvyiUSJTXjOMB7wgW8GKbepo83bSyg4RyO9KCTg/xuohAQJNsuCQpU1C42lgSlcgWZkQIRdpZ5ssjIlSJs6yUvpUlWV9Y+urfHTZBj6h8qWLrqoNrc2XZ9Qar1A469yKxpUmYmt7UQPZCl5sr5jWYgEQUAJegIM8D0NkYoIMc4xF3oUV2xAfviBZ/Eq9r5SJs6z09XHryvrG1kMGrm17v67d1u1qO4Tk5EcNuoopxs+QY4sZh+r2g8CQCbgfRNTrYBGADCHGlAHyRDCEi2CbrBbiw1dKP0OwNUSyCFnm7SvukIuDIRxXjWG8CCgBj/fYLWTkECMkCVlCmlVy5pceqsSIpUOeCIZwEWxXdhh4Iz80UBUi461qH2rbEDN3waqviwPxr+W4EVACHurx07gqEYAsIc068ZESEzpkhFQ6GWFj1XhHOJzBh8y5NPggNcDBIqAEPNhDo4GlQIAJ8p7PGgMxQbiUCNsp7NfZwH+VTl17VV9fG/b6HK8vpqo64m3TXtU3d1tX51Ducaj9/hD47wAAAP//yP0TEgAAAAZJREFUAwDjYhDwzoR6uwAAAABJRU5ErkJggg==" mediaID="Weather Reporting Program_Stage_cst_Untitled"/><costume name="Untitled" center-x="73.5" center-y="72.5" image="data:image/png;base64,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" mediaID="Weather Reporting Program_Sprite_cst_Untitled"/></media></snapdata>