<snapdata remixID="13356086"><project name="Taco Simulaton(Bubble Extention)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Taco Simulaton(Bubble Extention)"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="createBubble" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="setScale"><block s="reportRandom"><l>5</l><l>100</l></block></block><block s="setEffect"><l><option>ghost</option></l><block s="reportRandom"><l>10</l><l>90</l></block></block><block s="show"></block></script></block-definition><block-definition s="setLocationAndSpeed %&apos;speed&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="changeXPosition"><block s="reportRandom"><l>-230</l><l>230</l></block></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>.5</l><l>5</l></block></block></script><scripts><script x="320" y="66.83333333333331"><block s="doGlide"><block var="speed"/><l>0</l><l>160</l></block></script><script x="443" y="138.83333333333331"><block s="setYPosition"><l>-200</l></block></script><script x="411.98046875" y="173.35000000000002"><block s="setXPosition"><l></l></block></script></scripts></block-definition><block-definition s="MoveBubbleUpToTheTop %&apos;speed&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doUntil"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="changeYPosition"><block var="speed"/></block><block s="changeXPosition"><block s="reportRandom"><l>-2</l><l>2</l></block></block></script></block><block s="doWait"><block s="reportRandom"><l>.1</l><l>1</l></block></block><block s="hide"></block></script><scripts><script x="267" y="183.66666666666657"><block s="removeClone"></block></script></scripts></block-definition><block-definition s="CreateTaco" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>158</l></block><block s="doSwitchToCostume"><l>Taco</l></block><block s="setScale"><l>25</l></block><block s="show"></block></script><scripts><script x="171.5078125" y="245.63333333333333"><block s="reportRandom"><l>10</l><l>100</l></block></script><script x="200" y="216.80000000000007"><block s="setEffect"><l><option>ghost</option></l><block s="reportRandom"><l>10</l><l>90</l></block></block></script></scripts></block-definition><block-definition s="setLocationAndSpeed2.0" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-215</l><l>215</l></block></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>-6</l><l>-2</l></block></block></script><scripts><script x="105" y="128.8"><block s="changeXPosition"><l>10</l></block></script></scripts></block-definition><block-definition s="MoveTacoDownToTheBottom" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>-150</l></list></block><script><block s="changeYPosition"><block var="speed"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>-150</l></list></block><script><block s="setYPosition"><l>-150</l></block></script><list></list></block></script></block></script><scripts><script x="45" y="215.46666666666687"><block s="hide"></block></script><script x="190" y="265.05000000000024"><block s="doWait"><block s="reportRandom"><l>.1</l><l>1</l></block></block></script><script x="260.5" y="201.7"><block s="changeXPosition"><block s="reportRandom"><l>-2</l><l>2</l></block></block><block s="doWait"><block var="speed"/></block></script><script x="136.119140625" y="165.8"><block s="reportTouchingObject"><l></l></block></script></scripts></block-definition></blocks><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="144"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="145"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="146"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Taco" idx="1" x="39.99999999999975" y="155" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="5" color="80,80,80,1" pen="tip" id="151"><costumes><list id="152"><item><ref mediaID="Taco_cst_black"></ref></item><item><ref mediaID="Taco_cst_white"></ref></item><item><ref mediaID="Taco_cst_Untitled"></ref></item><item><ref mediaID="Taco_cst_Untitled(2)"></ref></item><item><ref mediaID="Taco_cst_Taco"></ref></item></list></costumes><sounds><list struct="atomic" id="153"></list></sounds><blocks></blocks><variables></variables><scripts><script x="332.95857988165676" y="91.63313609467454"><block s="receiveOnClone"></block><custom-block s="CreateTaco"></custom-block><custom-block s="setLocationAndSpeed2.0"></custom-block><custom-block s="MoveTacoDownToTheBottom"></custom-block></script><script x="378" y="222"><block s="receiveGo"></block><block s="hide"></block><block s="doForever"><script><block s="doWait"><l>.1</l></block><block s="createClone"><l><option>myself</option></l></block></script></block></script><script x="189.95857988165676" y="293.9664694280078"><block s="removeClone"></block></script></scripts></sprite><watcher var="speed" style="normal" x="10.000000000000124" y="9.999999999999993" color="243,118,29"/></sprites></stage><variables><variable name="speed"><l>-6</l></variable></variables></scene></scenes></project><media name="Taco Simulaton(Bubble Extention)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="black" center-x="14" center-y="13.75" image="data:image/png;base64,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" mediaID="Taco_cst_black"/><costume name="white" center-x="18" center-y="17.75" image="data:image/png;base64,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" mediaID="Taco_cst_white"/><costume name="Untitled" center-x="20" center-y="20.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAApCAYAAABHomvIAAAAAXNSR0IArs4c6QAAA3ZJREFUWEftmV9ojWEcxz8vRpazQkab8m+EpfyZmhPNDbWUovy5Ii64YysKmVmKRBl33Igrf4pSWuGC6JhoJKP8X9maidVerTjjOL/tedbTs/c973nfbTkXe262876/5/f7nN/v+fs9DoNv44GFQCFQADhAF/AVeAN0DyaEOIvSKoG1wBqgNMBBM3AXuAM0hA0WFnAfsBNYEDaQspeMXgROZds/W8BtQA1Q4uU4lkh5xnPjvu7fA8eAy0GgQYDjgPPAdstRZyyRmhjk3Hzvxp1OwO5zCdgN/PLzlQlQxtZVa4y1xxKpaWHAbFs37rQDpg8Zo1sA+Tug+QHKrLwNzNQ9pIx5DpTmQ+HYvqcdv6G5G5LeFc74PazyfwbWAa/tTl6AMs5kxs3SxhUvU1QVwfrJMMry8Be49R3q26DpZ7jcWpCf1KrwwfTiBXgfqDAz17Uiu8AFj7Ozs8am+fEBsDoT4PH0gD1owsn/wwko/q1MngAOaQYzg+VAfw7MpWO4AT0gheWJPDcBr6Vn0iZ5aK9r5TGoLoZKn4WloRPOtEKjG77EPuW+np4wm03AsvQsemqX1g43YTQsyocpeX1vviXhVTe4fwYHpntbpV4OPNMZPANUeWVvaEJn78WArAeqNeBbYG6OAb4D5gngEqApF+A8Sr1UAA+rjXvA5Mi+MENraZS5RgCPArU5msG6EcAoxTdKPJLBKAk09+aRDA5JBo+kDw11ObrM1Moys0w25RwFLNN7sVwD5+QCpLHEyNG/RAOeBfbkGOA5YK8G9D1NRxrlETtZ50G5CTWaJ+obwIb/mUUD8Caw0T7yrwQeBp2qIyYnsJuVvVXAIxtQPouoIwJRb/PTXAKjhTSw4E4D+7ULr3txAtA34Z5YIjUmZLxQ5m7c6QF0DLlVxk0HXoDzgXtAsTJMxhIpdU0KFTvQ2I07SUD7blXKgkh0/c1Pm1mstJmi4Sq3VdY2pc28sL9VJnVL7ipyVzY1wZZYIjUjMDUZDNy405IWMU0fsknIHfi5V7cgfVA0Z9EHt5qdo04eD0HzitIHRdP2bEGAutMupbBOt70EwfqorF/URe1CUDWyBRQ/MtMOADvS0u3sIMc+7z8qjfokIBMksIUBNJ3JjqNV/t5DRoYmm75W+WWHCNWiAppBJinVf6r6nUTeyZjqUIrpj1BElvE/xXjzCHoOvmUAAAAASUVORK5CYII=" mediaID="Taco_cst_Untitled"/><costume name="Untitled(2)" center-x="20" center-y="20.5" image="data:image/png;base64,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" mediaID="Taco_cst_Untitled(2)"/><costume name="Taco" center-x="180" center-y="112" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWgAAAEXCAYAAACAkd7BAAAAAXNSR0IArs4c6QAAIABJREFUeF7sfQegXlWV9Tq3ffXV9EJCQgtNSlCqwI80R0QUkaLIgKA/js7oryIDDBFRBHUGQZQiqDAo2BsyYwGRKCgt1AgBEtL7y6tfue38Wfvc+/IlvCQvDZKXezW8dr9b9rl3nX32XntthWzLLLCDWkBrvRuAfQBMAjAewGgAYwA467mluQCWA+gAUOU+QRD07xqGoXxfKBRiAIuDIJjvuu4rSqkVO6iJssvewS2gdvDrzy4/swC01h8CcAEAawBzEIH/AOC7GdBmD8uOZoEMoHe0EcuuN7NAZoGdxgIZQO80Q53daGaBzAI7mgUygN7RRiy73swCmQV2GgtkAL3TDHV2o5kFMgvsaBbIAHpHG7HsejMLZBbYaSyQAfROM9TZjWYWyCywo1kgA+gdbcSy680skFlgh7WA1np4wtufCIA8/sMA1JVSZw10UxlA77BDnV14ZoHMAkPBAlrrcwAcBeBqpdTixnvKAHoojHB2D5kFMgsMCQtorT2llJ/eTAbQQ2JYs5vILJBZYChaIAPooTiq2T1lFsgsMCQskAH0kBjG7CYyC2QWGIoWyAB6KI5qdk+ZBTILDAkLZAA9JIYxu4nMApkFhqIFMoAeiqOa3VNmgcwCQ8ICGUAPiWHMbiKzQGaBoWiBDKCH4qhm95RZILPAkLBABtBDYhizm8gskFlgKFogA+ihOKrZPWUWyCwwJCyQAfSQGMbsJjILZBYYihbIAHoojmp2T5kFMgsMCQtkAD0khjG7icwCmQWGogUygB6Ko5rdU2aBzAJDwgIZQA+JYcxuIrNAZoGhaIEMoIfiqGb3lFkgs8CQsEAG0ENiGLObyCyQWWAoWiAD6KE4qtk9ZRbILDAkLJAB9JAYxuwmMgtkFhiKFsgAeiiOanZPmQUyCwwJC2QAPSSGMbuJzAKZBYaiBTKAHoqjmt1TZoHMAkPCAhlAD4lhzG4is0BmgaFogQygh+Ko7qD3VKlUjsrn87+MouhPruuesbVvQ2t9BIAvr+e4GsDnlVKPb+3zZsfLLLC5FsgAenMtl31uiy1Qq9XeHcfx5Uqp3fL5fMtq8HTTg3Z2dna+9tprJx500EFbBJh//etfdzvggAM+WSqVPt54/DAMoZSCbdvr3kcAoAvAQgAdGWhv8TBnB9gCC2QAvQXGyz66tgW01u8CQCAspn+JoghaaziOI78KgqA8Y8aMkb/97W9HPvnkk/lFixZhwYIFqFarcF0X3J/f8zNxHPNrP2BqrVcN1uZKqTYA47TWLZZluQRjHpP/crkcWlpa0N7ejv322w/HH388Tj75ZIwfP15AmxvPnYL36kmk/xosy+I1ZN72YAci22+LLJAB9BaZb+f+sNZ6t9Ug+B0Au2mtRyql8gRYghy/Pvroo/jd736H6dOn4+mnn0alUhGDESQty0K5XEZfX5/sy9/l83l4nifg2NvbK7/bGlsKzin48rjp9zw+ryUFZH7ddddd8ba3vQ0nnHAC/umf/gkjRox43f7JdRG4bwTwLaXUnK1xrdkxMgs0WiAD6Ox52GQLJJ7yFXEcHwoQuxRmzZqFBx54AHfccYeAcaw1bMuCjjU0YsIgoBWg+L2G7Tgolcvo6e4G/8z9C4U8InrNYYCIn+P+/GPi1fJI8sBqcyjwJ80/81wKYQRYygIs7sfPW9Ca5zMbP0LIN7i/NvivAe/0bwqWxeMTzIFyUzPOO+88fOADH8DBBx8sEwmBPflcBtSb/BRlHxiMBTKAHoyVsn1Sz/c0ANdrrXdduXIl7rzzTkybNk08Y4YwGNft904JzpGGcjRcbcOPYig7hrI8OFojikO0FVthl4CgHiJCDo4O0NPTjQAOVBxAu5aEPYafNB6Fk0dAL46x5KbnUeuoIo4BGzZiFcm1DSu5+McPz8Mw1wJUiEjZsMIQfh2Y21HDc3NX4ZGXu/HsP5bg+UVLsXR574CjalkebCtEECkeHTEnA2I+lHjZvE9+JTCfccYZuO666zB69GgBa0ZwlFJdtm0vjKJoFUMk6epAJogkzJJ+dRzns0qpJ7PHK7PA+iyQAXT2bGzQAlrrw6Io+nel1HEPP/xw+fzzzwfjxkEQrAHj5AgEKQKShAzo1dqAFTJ8EEFbCkcetBf++R174JgpZbSPaYcT1zHt+6/ipw8+j6qy0Nm1HHFIj9lCrC3s+h9TEe+nEcQOrMQLj10Nb6WDZR97FFVicWxCKvSKbUejpVDEH687FftOcFD3HXhWjCgGIrrcWqFXW9j9nDvR54cD3reyOFH4CL08rLCGWBDahbJMGKYxlp2AsvyO8ewrrrgCn/jEJ+Rngnhqj3WTkbRdcpx5cRwfl8/nX80ew8wCA1kgA+jsuVjLAlrr4QA+EkXRqZZl7f+1r32t6bbbbsO8OXMRQZJ2EiwQ0EGMMCYLIpQIhm3lgChAW3MJp719d7z/kDHYa6+RaMtpzF9Vx9yOCH/8+yt45MWVmLu8gko9QF9vDU7kI6CHKvFgBbvJwdhb3obQihkMgaViKM2/xzwNIg1EjgX7v1/Fol8vgqUVFCxEiGDzewvIFT1ccNyeuOrcw9BUjtBR8fCh636HPz0xX+431FF/+EJrTgAhFEMWvD/LwSu3n4OuWg0Pz1iCOx96FU++TFIHYDO+HvNsvBZ+yoRQtLJgS/hGoa29HWeddRa+9KUvoVgsSrIxnbj4PQE69agty6oBuMS27W9mj2JmgXUtkAF09kyk4YupURTd5Pv+od///vfVF7/4RSxfvnxNok5DvGKLcV16x1ohYkhZA2/Zcwzed8Q4nPn2PTF2uANVBzoqAT71/Rm476FZgEdAU8iXm9C1apWAbb5QhJvX6FvVi9ixEIcRXNvBsHdPgv3BEVBk3MUmfPG6h1bizgrdVoy2bo1l016Av7APEUGX3jcni4jXy8c7kmtmzDmGDY0Atu0glpCLwqgzJ8E5fSSsl33Mv+xpIA7l+tpbmjDv+++RGDqPYnkuKnWF+59ciLsffAV/mjEX9Sji9CFAH/GklmGJMP6detdMfF511VW44IIL0NrailqtJvHrdT1xpdRDSqlzlVILskcys0BqgQygd8JnQWu9C4D3A3hHHMcHaK1HPfPMM+5pp52G+fPni8eXxlnXMCkcuDoQUB7VXsZ7jtwLV565F4a3eggqQGzR1w0QqDy+9oun8Z8/egFuIc9UHRzbQWd3J5rLbYijCJW+HpRKBWjbQrW3DqVCNL1tFMqf2UOAmok98abpCg+wxZpQa0lCkbtoWHCXAcu/PAPVZXWAcWkCJgCS+2LHhuZxESWJQgv5MQWMvuEgBMqDFfVBRwpdV7yInjndcl6NEFecfTg+d/oecnwCrosYUahhEfgdBceOceP/LsS3f/UEXlnahbxyUQ9CSY6Kt53YMfWiSe/7wQ9+gKOOOmotVgj3a2CVMNxxKYAHlFKDphWuayat9UQAxwL4hVKqeyd8zIfELWcAPSSGcXA3QfaF1voKrbWwLwg6p59+On7+85/3e3Tp0huKNSOEJjIqLLQ25/GLaSfj2H3bUan4/YAS6hhObCOyNVRgYdSHvwc3346ezg64zS0oaYV67KOvUodXdFF0S5Lgc5WCe2AJxQsnoV4IEYdkYpiQxuZskVLIBQHi9lbUv/A0lv59GSwnB4TkVDsCzrZjwQoVdp02FdV9+2tiDC1Qx7BWBVj88cdMvFq5ULGPUa1FLLjrQ6jVfTCaY4P37khIQzxm34bv+yg0taEnAN79H7/FMy8vQaFogx9gOCbwI9h5S5KatorQG8U4cMreeOSRR/qBvJH6l0yOs5VSswC8BODrg/GstdbtAE4AcA2AyQ12nA2Ax+K/jtW0m6s2x8bZZ954C2QA/cbb/A09o9b6fauLNa5XSo3UWucJBE899ZTESOfOnbsWy0AujNhEj1FpTJk4Frd/8q3Yb7eR8GIfPgMVOjQeZLJZsQNfBVCWgykX/BQVglusUanUkHMtRFYeEz6wF6J9bdSaYmjPRaElh+oTnbCf74Ke2ox4H0Z0HeiYUd3NeyTpqQto0nMNI0S2A3eRj/rdC9D1/HLoJgsjztod6sgWhBKCaLgHxfh1iDi2oH62DIt//gq4VCCkMiTiKhttrXm854jdcdFJu2PKuGY60OjsA3706Gx885fPYvGyKmLHRVtTHlP3GY0vn38A/t+tj+Fvzy1D3gM6VnUJsMc6QE7n4CtfPGxyrG+55Ra8612s8TGhm0aO9vpAdp2HaBiAPQDsuQ4wD/isCS8y23YIC2QDtUMM06ZfpNb6HgCna63dtHjk+uuvF1pcvV5Pq/TW8px5FnrVrS1F3HjxkXjvIWMT0rCN2PaFHkdvVALPyRbqAI7OY7cLf4YK47yWRqWjJmGGUe/fC/b7RqCgXHiui+APHej4n9ewcl6HHMMiu0LFcAo2xn3ncNQdk3jc3I3gLp4wr0OYHaTDOVCKYRPDqbaVJxxqvU58O+VXhyqG/asuLL73BcO61jZ3ls9qEzBJkotaYthyuZp8aKZKNQq5HAr5JjLu8PQN70Q5b+GZ+SE+f8df8PjLy2AFISJbQXEZkRTtkLpHzLzkkktw9dVXy6SZVl5uri028rmDlVIzttGxs8NuRQtkAL0Vjbm9HEprTW/qxTiOLS6/v/zlL+Oaa7jqFf6F4Qgz6Rf7r7vkNHklRRiWwpj2Em7/16NxzL7DJQlnWTZifqV3qTVC5WLXD/4A3TUfTc0tsOMYFb+OiddOhT2+jPDlClZ8+2n0dWgUbQvdlRqisC7LfYZqAykYof/sYcx3piIuOwLyuVghaJgI1mdbes3CwIgdSWLyf5YwMdLSbnPXTGrGlmFfGC7I+icCKTGvB1j1uefhrwhoKFP4Qq87ZrLRHN+KFTQZJlxx2LQXwxoRXI8TUgE5O8Qr33kfnFwev3tqAa6750n8bdYyoaGY4p21tzSxeOGFF+JrX/uaVFqmk2aaC1if89sYImmswEx/v87nLlBKfW97eV6z61i/BTKAHoJPRxRFc3zf3/Xiiy+WYpJ02Wz0LUgHC4XtwCRb45aCc/o7xolZNGJp+oYKt336eHzwmJFgWYlrOZjTXcJ+594mHissD8p10V4oYewVB2DZrTNRWdKLIBfDDmJ0d/Yl4E7gjOAyDWc7sIRnHBHvECkLE+85SmK9JF4wYTjQlpaKy99ihdCqI9YuXGXBWxKgNrcH+UoIXwHehDKCcWWoXASqemiX+Lgm0r1u2bfAeRIBCJWFQk+Mji88i65FffAiTgUBmG4k04MritDxJJRTam+F4rXU66j1VWHZGjmvhMnjW/DSq8vhBzXoKIBWHiL4xinfwEawPuaYY/DrX/8apVJpLW71+mzSqCOSJnkbQyYNIH2DUupTQ/DRH3K3lAH0EBtSJgHf9a53Xf373/9elsrcGr0vhQJOPnA0npi9GMu6qgN6cf0emLLgxjECxYoTIlsdjquIp+KH0iO1mQWTuLENz4tR9w3boc5lexigpakJWikp6bYtm4xpFCfl0X7p/giHWVhx3l8Q9yhEDiv/IpRGFNH6rYMQsvBkPWOTFoLwz/lFFpZd+wTqK+rwY7IhDANDCliE1wzw8lk6bpdcjHvfrtCnj0FcIw+a/19bl6PxlBbj0E6IeswQRAjLduGtjGGtiODX6lBtBcTDPJRb8qhX+1CNgLZaM5Z87hF0dXXC83KIw1CqJjkX0vPmCkY7zBy+/uYIyuvqj7CScu+998aTTz4pIJ162et+WlYzYSihEYZK7r77bgll8WcWF1177bWNse2V1E9h1eMQe/yH3O1kAD2EhvRjH/vYPnfcccezURTZtmKCy0CCFJSsBq5p57wNnz5jL/zl2U6c+h+/kaSaWfIrjDtpIvQZY2AVNFALoV/w0XHXLNRW1BCrGFbsIdK+JMfCdUSMGsMimkUcjCA4QHO+hMh10NvdjeYxTSh/ZDKwbzOsqIa65cBLtDKWnv2I0czQFmJbY9ipu8I9a8zayUhtikJYlAJXwfrTMiy67VWh7Uk9NmPOjNuE/CpydDKyRk9DfHwBR8ajFRw0HToczZ/bHWHAuDTZ0g5gRUYqZIBNPG0uFGCjlC8JkHZX+8S25WIzKrUKwiiA9UAPqr9ejO7ubilIkcQgudUi62G0O+RelTkeJ4iNbSkok3Fzzz339AN1Y2UjwfnEE08UYar+MIywUQwne9iwYVi8eLF8n3zuTqXUP2/s3Nnf31wLZAD95tp/q529WCxOrVarf7VtO8flrYgVwYXjaFxx7tvwudP2QBTGqIY+Rpz5S3C9LxV6lo0xVx4ATCmJRxkzBxiFcMR/1YgiG7XvzkbngwsE5BmLZZEHN4INub308hjrDgLheQhX2nM9DJ80AtZx7XCOHY56WBVmiHi1UjUoskVyQifUmHfeX6FYUh2TzqYw6SeHo06wTZXnFK+oDtVnYclnn0Ktg0lLVvClQKck7ECcHWE5KLkKvo6xMnRQDfsSoSaek3FiCSFLKGXMZw6CPjgHm+CexNU3BNCc8Bjeybt5+Xy9pxf5Qhm272Pxp55BrasPuVxe1Pi4grHhyBQoQCyzhJkqEuyUhOPGQDoF1VSc6corr8Tll1/e723ffPPN+NSnPtUvpyqwr2wzAWhTCs/P8nP817CdqJT6w1Z7CLMDbXULZAC91U36xh+QojtRFH1VG6qCbCXPwWXnHopLTtsNVT+GYzlQOsLUf/s1Xl7oI9RVeXHbjhqD/MUToBmSiHNg5TEBlN6qR7CN6V5GUHkP/vdew/I/LEZcN+tzFmCk4kFSwmxFcIfnUT5zPLyD2hH0VqHp7TLezStTFFMiWBhmBFnWBBMnshDcvxRLf/CygJXL2/BsjLz7MDmPTDjQyM3TmH/JY+Iw86OcLPjfsZ6Fae4wnNkbo45AdDyESsfya+2gCB/PlHL4tNWFGX1V0eZwXBtWANQ8hdZ9mtByyRTE9C7XqY1pDDkYwAM8y0XOy8PWMULLRXX6QvTcPl+unUlDn3HoWk0Ak2GdZs/FsEIBw3Kc0Fz01nws7quho1ZHwHvbSDw6jR2nQJ1OWvfeey8+/OEPi6eeMj/oSYt9LQ2vrYB6B6uIZDZFuVQCRa44oSbbPADHra5gzLRA3vjXdlBnzAB6UGbabnealFf4cQT7kMhxRaaTYY0rzjkKXzhzMnqVhVxQhxV5iJ0Qx1z+Z8yYOR+Bm4OnIwTIYdyP3wqnHiG0X7/UbgQnl5V5KkLdzqFA13V2L4ZbJax0aijuOhKR66NnZa9QyGyJVhiGQ+O2XvqtpRDVA/R88nlUOyuSvHTo2f/XVGBUDoGt0fwMMOeavyKABUdYJEBQBlYEu8Kvd8ESjvGGwwVSBpPT+JcW4FfLOxkNEZB3tII3rIS2m/eVyaLmAE5kilvSTSXIzVsq5l34AVDXEUrfXobOmUuwvLNLPGSWmBMflWPjo3vtgrKroOpVRK6NRhPT+2ZS0VY5/H1lFx6a14VY1xHbOaiILBcXoeIIOajrgYWduMaxLAdBzL8bLRCC+MQvHoqefQGn20bXFTPRO69DQiwEbupvc9XTsFEL5POrBQG/qajbmm3blQUygN6uhmPwF2Pb9q/jOD4FeVfZNV8ScWcfty9u+viBcEn/cuqw4ybEVgjXtrDPJ3+NOQIC9OoiRLqAXb65H+KROQH1FIAar4D7StyWAkSa3AUmy2I61KJx0VZqAbEjRIh6vQ/5fJMEL3rD+lo0so3VRUi0PIph99mY97G/QdFjJ5h6BYz8wWGwXuzCvGkzkGNdI8MscYTvtIzASZ1axItMpJ3qehuuQiS1j/dad4BeW2FqvBJ1JhaZL7QDNO07AuUr9pJwSKx9WMwuCmla/HgxDePIrbkm9MZdWPW55xAuqsItNsOGQld3BwrawnlvGYsmrhQ4UwnnmowPhn7W4B+9bZarxxaNaSY1Ck+9VAtw3+wVCOMYXhyjTrL4ejxsJkQp7qQdG8qKMeb4SdAXjJVJJqa0KyfKp7ux8Lrn5B7J26YS4ciRIwd60P66umrxbKWUUZNaZ6tWq7u6rntnEARfLBQKDwz+Sc323BILZAC9JdZ7cz57NIBfK6XYww+2snDw7mPwiy8cjbY8l+hMY5nQRGTFeG5BBUd/6mdSFEIYizXB28aEy96CeL8cYk3Qov+1Ngr0Mz+0haJXQNWvCcfX8/LwXIUotOD7AfI5wiYLVMiL06j4VRNzTbznjYEz74ETgO/Y8MIA3V+Zje7nVgDSZcrCbv9+MOZcO0OocQxZcN/phZHYvUayH3U8HElaEgA31oCFMXAWsCiGV1jerSwcnevBa5WamXzsGMPPmIzCe0YmUh4O8g4DPQr1oAZqgFA8qT1uwZLPP4XuFT1wHQ27kEetpxf7DW/FySM9sOyc3GjN2IXFohRysE2sfM3GxCZ/Z8u5iNMRk5Sa0whYUI4nOvrw6KJVqK2HbmjJasVGYa92tF+6B8KcFn0Tust2rBFYCgXlYN4HHpKSc2633noryLMeaFw45lrr2VrrWfxnWRblAKRCMY7jyQw1UQgwDMOTM5B+Y17+DKDfGDtv0Vkuuuiij99+++2Xr26tNIKVgaRJkEdczhXxwHXHY6+xBcROQUCKL3rgRFjRFeHsr03HjJcWIohYVGKKLZgYHP+5/RAeXIRWpk/gQJthLXAJbqPg5RPv0eyZ8pD5krN/oOe58js/ZGyboGTQYDDgvO653R6FuRf9VcBQ6NUJ64Dl5Y7SmO6Nxvgq4WvLHl2RDSV3w/Iw2Vkl+tAiwKQ0xt/7dsTw4eoc8ry3OILD6r9OF4tvnIHu51ahVKLtHFhsVFDpxVEjm7B3qw2XkqsbCyoP4mlgEYxvByjpPJZHEX42ZxlW9JGDzaQfuenahHQchfyIIkZfdRDqLbHE0BkbtwX4Y4nlLzhtukxMDAuxndcrr7zyugrSdFz5NekFKbFqUvVS9T3Gt5MtdBznZKVU5kkPYiy3ZJcte8q35MzZZzdqgaOPPnrS9OnTf6yUOiTxXuQzhIZT3j4F91x6CFiNEVo5uJEvcc5HZnbhPdN+hXqdAMRlNJfaEcLYElW50be+DVYL2RMU8ll/IQjPQ1+cySfXslHImT6wtVoVYRyK514olFCt1xDE9GRJYbM3yXMeyACk9HVf9DRqnXUpiEkpfDll4462dpy4SgIy/RPFRo24nh04UYklFVDUPtpVt3j+kXaRKysMu+VgeD0Wii8Avb+djWXzO5BrLcD2Y9hWHh09K6Bj4+0eM3E4DmhhmEHBYShha0hdSHzCkbg1mTX1KEbO9vDdWYuwojeQsBL/JjWdSiNygJEHjIN36WQ4QQCfMXk7lEKgzk+8gPryHlldpXzptA9jap50xZR40eY5S7rk8CtZOgTqVDbAsqxQKZWB9OY+gIP8XAbQgzTUG7kb5UDb29vv6erqOiKpAmmgUBngFEC0gHzRlvhlLWCbJqnfliyVUG2pjUzNCVejdewwNP3nHtCBhdDRUhWXKHL239q6RRKMS/PzDl/sUKNcbhbvqur3ilRzU6kZvZUe4UkbhbeGpFoi+rPuMTdmR4YB4gdXYfGtLwrYp58fmbPxZNAMJislMp60j9rY8db/d3KSWdlnIdQWftdm45Ody1Eja4Vxe5WTij/SEJuKZfT09KDc0gQrZrcYFsJY6OvrxeQ2B+8dN0pi/SQCigb1VvCg0/6N9IiliYAc10GkqnCsEr730kIs7/OT0BLtZJgajm1h9IV7IzqugBgFWFGE+O5FWPJbCtqZFckf//hHHHsslUiNt8ytEaCFNRPHKBQK8je2NGNisbFjTjIJZSC9+Q/goD6ZAfSgzLRtd0pkIi8EcGp3d/d+++yzTwuTOXxpcqy+I9Cyqk0CycJElvhlo7djXj4GPuhfmoQel7pocjDx6sMQjAslUcS467pb48spSUHzKgvQsBrOtVyEYYAgCKXs2JSMG8ZAT63XgOUmxJwHOn+/10lmRbfG/IsegUN1OZvL9RxeKYyFXe8yGtCxDUdodjECxnd5xdSjlpwcgVd6v0icmWL9/ClNdjI8ZPSmTSyafGjLJgUxwP52Dct803lcNv4NCsOamoUmaCkXq/o6pQRdPNBI4/MHToJWfhrV2bYPSlJsY3SfFLoQ4+5ZS9DnM3GbFL9YjoSx8k0FjP7ywehrUyjUNOZ8ZLrwxkNy1708+np7+ic53ouh5xnd63QjfS+l5KVjnoJ8Qwk54x6ZJ72NRj4D6G1k2MEcVms9abU85F0AjoyiSP3kJz/Bhz70of5lpMR6HQtjP3MAnP0KwMt1dP54HrpnrZSEmbRtElJwgicsx5awgIXWyc0ofWQyoikeHN9F6MRwfSaiBqbTybkkSmk2gljRKwmPt79YJPGmyH8mC6FG+ph8Z9gKW7q0T5xAuGGEOec8LjFzskb2yOfx+yCPXjuHJUpjsQJehY8lcYhlOkaX62CpX0Hd8dDr11G3NCIBYlZRMjGoYYcaruOg2c2hUA/Q4tpoDjVGeHm0hCHGQOOFnIO7OjvWDB1DFqz+y9kYOXY4wjElrPjby2ayVAoHjGrBO0cVoJWZGN+IjSGrMMk2MkdgqQgv9Vr49auLJGQVswGBJEFNUrJl33aULt8b3Z+dge4ldSCinrWFltYW6cK+7777SigjHTuCMjvpUKuaoD116lTssssu/fs0dDJvHG+C9JSMT731n4AMoLe+TTd6RArnr86GXwFAhPP5IrznPe/B/fffbxw3qdgzXumYT+4P+8iyeL7EViasKMIT3bcQKx5eDL+L0p6AW/RQ3K0N5XeNQ7ybjbBiOmrTC2aHj4jsAHqO64z4GrYGUMqVUA/qCFiyrC2Ui2XUWEwR+XCoQ+F6CIJ6UuptikeEG2KnpdRrbj1RnVjHFjx54wQhGnFGKY7L88CC1R0hfqULi77+AgLeMH8fG61nxa+cgwIlVXws+5ZkYrJEF+ZEqhsqYQHZrxJ2AAAgAElEQVSz7GdCjT9yVWFK27mZztzcCMIgG4S9ukxuMpnx6GVrOG0e2iePg9tVw8I5S0ynlzDGZ6eOg4pixLaTaJKYU5rOhEnhYMP3G30wBrGDJAGlnSJdegIyqYABPDi4f1EVzyzvEK64rSNE0o1cGiZil/dPwdKf/gM+bZGEh9IELLU6qEfNbjqXXXaZJH4Z3sjl8+jq7JIk8AsvvIAJEyaIhrV5Rl8HHY8rpd42iFvIdtkEC2QAvQnG2tJdtdZHx3H8K8uyWlNQ4Vc+9GlFnhE4YhUDG6A6GPvjoxCTbCyxSHMF5OfGXLhrJv8AO3aSNkuhoWxtAsMhBWjGtYsu44wOavUa/KCOcrFJPOneigljMOZc86sIpJO2KbNeg2VrP0qa+hNWDioIYTkKFQfwyG8W0LSA5hzslyuo/3gJOv68FJFNUaEAReWiJkGJNfxfCaGYjBiUdEcx+sxkVuiIP6VsFNYPGlAWeBTmwpqEoqliNPLO2qIvynNwDQDYroMo4ipCgdcuzWkbBjzVZ2bXccbc2ViWMXoNHxNbCzh8bCum5JsQxFVZAUV2BFeXhLMt0lK8RBGZInf79aJIW/psMeTk2TEsO4+bnluElVEMhxx1O5DQlslLrEm6Np6Pzx+fg5aWFgldMd7ulksoOjl0rqKukoldX3TRRbjxxhsl7JEKMzUch2acuD4e9Zbe3876+Qyg38CR12brT8g88cQTOProo6VUtzGZRu4FWyOVp7ShdNVesDTBgJ6PuViCFylh0umazAnpckL9jfV24xjwLtec0yS2eLxygWLzQL1eheN4a/Un5EvaW+s1frOA8wbodAQvm6GFCLGr4Ok8av+zDL0PvobKIoKYJZofkvITcTfDghBeAjWXBVAoMpTctDTbZtKS18p4qUmSCuiJTLMpKHHIp3YZozbQbPx8etoadT8ScSUCtQnF857XeLy2VD8mtmDhyHqEjGgHjzxzdmFUpOdRwpThlEgU/gq2jbaig7eOaMGezTmm6tAT+1IVuMav3rpFe4x0SeG8ZVZJfXUL35q5UCb5iDFymZAsRBGjEUbBjw1tOfGkcWfqhzQ1mfGH8tBX6UIc+P1RNH5mjz32wMyZM/tBu/HByjq1bH0wyQB669t0fWA4XmstVVr0Uiiif9UXvmC4rAnjQYTmRfXMiM9PvvUo+K0EkRRm1h2u5LOyfjcCPIPd+sGZYJXEnAtuAbblGA0J25YYMy8o5+WkU4nv07dNrlFCBAkVTxsgpV9Lypf0ALQ0rMd70P2Hheh9dqXRPxZuteEaE5gZtjBdT0yRi2hrJEL7spC2HUwa04b999oF+00chrdMGYexo9swbngb2sp5FBx61kncPFGbMydKVDoS8kMyjZhzMTbNC5cJxnTkDoMQtUCjs6+GJR3dWLCkC3PmLcHMOUsxc+4KvDJ3Gbr6jDSrNAQgCz3RyJbYiRyOSxl650ZfxIyHUd+jQt/oYhn7tORw4LBmFKxAJhraSKjM0kyAHWYSb19sYM626RvHgS0JlGipPLIqwAPzF4uin5Nz4NdNDJqUy1JTAfUKp6EQ+XxZWCt93VXscuR42O8eg6BSw6pvvYzKKl+0rNPADSsRFyxYIODemJ/IAHrTR2tjn9iEV3pjh8r+viELhGH4IaXUf/OBft/73off/OY3xnOJmcaKkM+52HX0cMyat1z61vElGv2bI6H6BuYqb66116a9mTJueclY+JIvww98+VcoFOEoB3W/Bj/yTZdtXm8SouA1OgRYTihhiNjNQVVCWH/uwIp7Z6NWYySUk5HxY6W0WWh/pjOJxNNNUymUiznsvstoHH7gOJxy5EE4fP8JKJVsqFAjjCjbZEIVJijBGI4JFDeCw+baQ5zFJCZrpJcSWVJGVMSZpsaygu0RjGys6OjDY8/Pxe///jKenPkaXl7Qhc4uU0KvLBaPmPBKIlon95tuYr/kJOPLeRw6phmTih4YVmfCl7FwmbSk9lyubEtuy0woVoycyuOehSuwuGoh8ntQ87XkE/L5nNzfsG8fBKVzKJVyWKW7oGo2LCeAb5HC6aP+61Xo+OHLMqExEUl7kab3hz/8QZ6Jhnj0WUqpH23xRWcH6LfAlj8BmTEHZYEoim6KouhfJk6ciKVLl5oKuYgvNbD/LiPw2H+9E80fuhtVJvcI2C15jLj5AMTO+qv9BnXihp3WJATXsDVSuhwBs0j95jhCX7VXgLu5qUXE5hnWULbpxyfetVThubDZhZAv8e96Mf97z0lhBbuvRMpLSrUJxoYbwrJng+8eWptcnH7cVHz+Iydg1/ElVAMfuuLCdrS048pFgbAwTMGzDc14ryQK6XFGsMm53lhd9yYYp5FTLbk3MmQYCpCeg4xws80Xk6F2ou1sJjWGOBjWyBVyCEON3/71JVz/33/Acy8vQmc1gLLZ9XsNl1ti5gyNaKPDLQ0MKHSkgLdPHIUj2vOwwxqU7SHkimIrvJ28dt8OEQZK+Nw3vrIC1UqfKO61tbUj8IGgtxPjph2M3D4j0FlfDu14CRtIRANECTFe6GP+p/9uwltk/FgWHn74YRxxBKn6/UnDO1Z3HyddNNu2kgW2wiOwla5kCB+GPOc4jv9UKpXeEtSN3jG7dSgrwr+95wBcde6+8MMcRp/5PYTCc1ZoOXQ4Wv5tH0T2AK03GmxFkRwpCGTikHQyepni7mrD2hCGgvlAGv+2Ywtlis6L5xihUqkK+OW9AhyH/pwpfFB2hGqVVWtcptehfFMaHRVtFB7rw9wb/oGwr2Y8PqFVMOnGIhryhLnud2GJ6JCFKz96Cj72gcNQznmIw0DAad2NkwR1LIzvmPqzJiFoboKgLZFU83NDTId7S5GIfLghefm6KEHakdD0JTTgvOY1EL2O5Gfh0kjoRCNs6AK+sUeVzBLbcdHZ5+NXf3wWn7/tfnSu6oRylKHokfkh7AvT9UXGS2iKrG20sd+IEk4Zx4Qjk5oRrNARRoYJIsXyvR1y4hpECET0pmkqC/lCQZKhj66s4E9zl8GOQ+ScsowXZ8/c5BLCz4+FF5Hx4yCi4JJkGB04cYTomT7M+9rzsEMLjgrhlkrSmKDBg35aKXXQxuyT/X3wFsgAevC22uw9Ozo6fjhq1Kizmd2nkLodhYItP7vq3Thu/1bkNHDCtD9i+nPLBIMYi55402EIRkjnvo2eV8TfhYpMgSRTeSYab0wuSizBvMj9jA0RQComIQJ6avQMYynjZoZeWjXpCNVaDRGTYNpG4Ppw+vKo3vAiOp/uZImIHJbNWEOLoGd4x7LAVyFOPnJ/XHrecZi6z1jpFUhBI1dYDxsAFREZSq/TqFKLCD9DIxJPTsTthXdsQj/9KnxrKRE1PNbJvRsQMWeXFCvDSJwGJOydFADJx9KJwfSiSaeKTeE593vkjMtLQtOELhat7MN905/D1+56CAuWkMtukpeGOyKzqnCYmWjkJRVcCwePKuO4kc2oM4mraG/awhTmbGgVsVbSmRRFy0KxXJKqQCvHGLqHbz83F5VqXYp+2NyAxy01uWi5fSp0wPUB5FpkNcOErqVQ+fRM9C7oRiSdamIsXLgQY8aMSZ/RjMmx0bd103bIAHrT7LXJe8+YMeODU6dOvbu/iaflgM1YZ95+BkY2uwIwf5q1Aqde/ltJNAloeArj7jkCKjQJn/Vt4hnZWoINxJWIPeksx2g7E9d86jznYLNbagNA85xUaXNZ2NHbjVyuIEkjsig4iVC5jaEOziLKjaCfrqPr1ldRWdVlWCNkmYmPy8nDlmIJ5RZx6lF746qLTsKU3YYhqtM75JUFCMglFo6yCQ2sb6OesXAiSH2LA1nux4x/R3VYYR0xJzZSxUzGUQ7DFQPDJ2uFbBvxOYkBm2rHJLQjYG1LyIKl3JFNtkpOKgqpxwzblb+ZrogmKm2WKZux0SOn18/iEckdWrC5eioAjz63EDfc8zDue2gG/JAMHDN9kIYhHVESBgo95WG5HE4a34zdiiUEqIle9EDPxuvta5gpjuvAy+eFQsfEZbFcZucw/GjeMjy3uBdWxGpI0jfJ644x8fZjEJZCWYExjMPkJ0HZXeRj0WceZ5NHAW/ypq+++upGw7yqlNp9MyyVfWQAC2QAvQ0fiz/+8Y/DTjzxxBXipSXFGM15B0t/+BHU4irs1SXTV/7wWXzjV88LX5YJJb6kI06ZBOec8YYVQKyVvBhfNNOxg0viQi9Q+c0SdNw/X4RsxJtsAEBlOWgeU0LTGRPhHNIM3zO9+KSDdmw0I5pyRdOWySEHOBApTaqzVeo9MlFYD9ax5PYZqAudzVTlkYEhumhSJm1h/z3H4s6rzsG+k4fDrzGuuiZEkXQFbEh1mbW8SRsS9AIg6INV6UQYVoEwML2otpMtTUISxOE2QVPv2i2JNyqRdXMja+6nv8KPcWVaK2F0bOB+eA7HtrG8XsNnv/IL/OYvL6BXmBWcVF0D0tQ6oda1rCCAg0c34x2jWqVxgfHsWVFoxK/oYQc6QqGpLEp0OpEq5bNRKJcQBSH8Wg1uPgfHddHTU8e8Si9+8soKoW4KO0UojgoTbzscUZPpfCO6JXwMLAvLPkC1QXrlwP7774+nnnpq3Wa2lyqlrttOhnGHvozt523Yoc34+ot/8MEHP3zSSSfdSUK/KC67NnTkoe8Xp8N2yzj9y4/hN3+ZAW0xThsgtm3kmXjSCuN/ejj8IBJPm8BdU55U63Gwig8uxas3vwhFUA3TZfrrvVLRikiocPR+Sp7CyFsPRzUXIqeNPKjjufCcnLy0fVGPaWqaL0DdOgcrHlgAX0jGZJowNEP3j5xZThohfnjdhTjzHfujt7sKL8drc0nn6DeEqSQUv13COfTCwkonUOtGVO9LySDSp1Caugq9cBAx1TfhOZGAEalpElIx1xhxcmGMOF+GVRoB7TUbkOIqKKpLYpMZAUMj3PBrFrKohF3NdR6azRSKFk79xK144C8zJVbPyk7bKQC6Bh0pxE4MK7RRLChcvNt4WDZFneil56QLSyGfl8KUlAZHoK5Vq2huajY+edKjsF6pQgV1xE5ePIGvPM0OWKY7i4hCuTEm/vBEhKpPaHYcY4aWOj78lKgYkoqZCiulK7RURCnT59g6D2oG0FvHjgaKtKb810G//e1v/+3d7373B/oBx1IY0VzGZ844ENf/9Gms6qrKa2Cwict+A2yurTD69iMQFblsT+KrDlNiNRRnhph39QxoKbRgrJLKwEnENPGcGz1oDxZIjjMDbLwveuf5MS0YeeP+iNjoyNIokf8aRvCdXlS/uRAdf1kigG3gXaKQ8lle29Qpu+Huaz+E8e1lOJFCINftQZr7JZVqIrhDFkYUwaquQFxZJS99TOZFUt3H2DgX0yb5x/JAsjKk3G0rjsbWPVTC0jbdZUjuEI6zAWvaifcjY2ZbiJ0ynFIbtMcOM2uvbAa+KiZ0GZMKEWlWc1IEypC4Zy1chXOvuBvPz14kkzVj02JLxXJ8k0otOjbeOXkk9io6COM6LDuHfKkk7a1KnHAdA6R0Frjaki40XC1JSaUtnV94JHar+a9nFwqDheslh31qHI3df/JuVKorRZ2VeeDovmVYfPcsU/IOSINcFr0MsP0cwBmKgirZtlkWyAB6M8yWlGwfl37UsqxxBOYwDPe77777cqeffnq/jGPj4cW7SBTWWKqdshL4/I44djxy/zJJlqSmr5+gALQXoPerc9D12PIkDmpikxy4kmvjw24Jx0ce2PbCCxkrjLHSc/APS+GnqON/690SPxRdYcn6W+LNj//0PggOKqGYz8H6yXLMu+d5SE/upNScYu8GnhU+88FjMO2jJ0q8V6K3THolvblNP1JT9adrXdB9y6GpD70VOLybMTTb1Uf6aY25Ftj5FsArQTkuopgx+UTXOglfmH2TypqGu5DfU+9Z27jxp9Nx9S3/Az8w6nUsoScrRBKpTNTawPHjhuPA1jw8YWxY6OvtQ3OxDJ/SARKqUKh2c7VkMLPRu08JP//1/BKEfJak4tI8p7v88O0IJZkaA3UPi8/7c6LFApxzzjm488471+VEp3fRDYDdw/++XQ3ODnIxGUBv4kBprS9djVFXR1HkpKLn7JT84osvis4uKwQbxfXXPTzBzIghhbDyLlqPG4fihRPgB+QXa9MeiZ2trQg1O0D3+c+i3ke3JfGGtcYhBQ93xc1orQWoWQ68pGiDb6iryR6miI6WhFrRyuHBcoyLa93oCshRjuHELiInwLhj98DCP8+GE9vwVQgnikWOkiEZz3Fw6UXvxL+ffxzimm9KzVkuTG9dBJg0Ampr9K1EWOkAFTRCxZgpmbM8RuY0pd41wzjC344jhJYHJ1cGSiOgnHzifSfaJkx2kn63zkabckInrDuOxoxXluH8K3+El2bPF8F+Iy/LjQljIyn6zsnjcPjoJvlNoOuo9NThsMM6J4akM8q6oRfSvqlq7agY178wH1WfSU3D1mge3oy2b++HgLz3KMLCcx9D7JsKUoY6lixZIloeqZjSAK8Vg+pdq0Mff1NKvXsTX7uddvcMoAc59FprKs9Rge4ULt9nzJghCnTUbU4f0lRTV17MAUTb09hfaXwJY754EHpLjFKG0KEpC6YHwxeKy0h6WktPf0CO7fOd1TYowf5SYTi8XgYG+MoqFBGgLqwrS7pUc1lqUkcaBfb6UwRtHz4c3N4e44udVcSaCniGRCbemXJECN9HiKJr4dpPnYaPv/dI+NQ95lLYpf4zk5UWVFhF0NcFVJZJPi9IXuiUzEtaH8MwFBPKNo5bIlAkPG1XCl8I2P3xeYZ7WsdC5Vulb6DRBVx7Y/91hZyEIQSAyZ8JK7BLBZxw4Z34+wsvwY9CmXjNkcm1t1EqNOF9e47E+Jh9Ik0OQ0JJUvU4QDhJ2mVF8EMLec/DV5+eI9fE4iI+ce3v3QP2GW2IbBfxbbOx4oGF/XkDPqePP/44DjrI0KA3EnfPvOpBvhwZQG/EUFrrY+M4/pjW+izuOnv2bBxwwAESyyMVTXwSeeCJdSYpJPpqluG4poG7wqgCWj49BblxRdRcvkxsD7X+k3df/gJ6Xl4FV3nyQu7R7OHP1ZJ4TJa/cW40wZP9AW2b0egQFQU02TYOtTvxar1udB9EX4gxcCYNA9xy2dk495SDjKRPouhG0SLKW/qV5UCtExYTYNvJU9NYYPL6lUpCsRjki/Bm7iY+sHTnLsAtD4PKtyXl98wDkKBo6G7r5hqFsU1AdVtw6dfvxbd/Pt3ExyP2byQrSKGppRWB34dTdx2FSTnGlS34cU2SzEb/ZOCNXnsPbHzz2XlSpMI8BguSdvnu0ZIjid0IK895DGGdeO/Lc8QiGMaiv/Wtb+Hss89O2qCt6X4jei1cfSWSpRSOBXDT6l6b38q0pNc3Dm/mk7kDnDuO499orU/hpU6bNg1f+cpX+ivyUlEhUs8kfEjOqI7BpHhh/zEoHj4c9n4l+G0OPKkeM1Q57t6Y0Gs0g7ArpndgwS0vm6WoAqYWW/A/VVc6idRUXfiqG4vxyspUpooIeVj4SpOFGypdInpERoISADZ6zP/v3JNxzcUnGlZIUtBB2pYO+hB2LYCS35sQi/nvm8+2SME5LT2WBX5SgpyWmpgE3Zt/rRt7zPu1QETz28R5LbcElEcCuWZh9jhJdWcjopqSeyPURIDn83XdnQ/hS9+5X0IlXqyRL5dQ9SsSU252PZy791hQFomNG1wyQtaD0AL02sKsHh+/nMO8ApO5QGlkCeWb9oWKPbiBiyX/PF3UBf2Eb54q4xGEx44di+OPPx6f/vSnsffee/eLcA1gj87VvSAuAfAjpRS962xLLLCd+ELb53horT8P4FrO+t/97ndx8cUXSya8fwnHB7a9CeUjh8M5og3ehCLqBXFdoUMjlG+KCYwXIdDGB53ZnAEoZSngLzzz0YTOpTHMc/C0n2dUWOBWKslSMZ4NmC0U7nSI5V4ZJ9rLsYKdsEUfmbQ3sgAU3n7QBPzi+ouQV4CnKJ2ZqLLVOhH1LJZ4uPBxpWosFeV/8wHPiO8bBkOaiDPgbIt3xvZc5l65bZzmtn08fSbSbArRzRzImLCk6PKtsJtGJ13Y19jfCDKZ7t5SMRqx24ol+YFLbvwdvvWjh8HwiPCbKcIkz6LGXm0teO+E5kSIb+DxZJ6EY88OLbfOfA3dtUTKVjnY7aYjUB/mSwWpp110XfMSul7okFZg6bvRnyBNlBr5+/POOw833XRTf6/DdexOkD5QKTV3+xiP7eMqMoBezzhorY9f3YrqDwTkWq2GtrY2xPSCtStKX7mRrRhz/X6oJdVfmyKSP9ApGTZg5+3gtlfR8+BiBJZCPnLwnNeKYhDAkSqvDYMjX+iAgKoLiOwqvlrK4Zae5VJZqCKTwNNWiOZCDk/96PMY21wydSGiSAZE3Yuh+5YlgvdrX+XWUo7b8sfehJToMdJbs50cwqiOKPTh5YpCH+P3vFd6mIbKx/t78yeWzb33NDSgnRJyTcMQ5dpMpxzFVHMsvQb7dUgE3An1dVj5UTjlX76BPz35ooQ92PjBVXlEVk0kTt85aRfs3STdhWVlx9zHQFto2/j6DOKmcTK84TmMuOFAaAr9CyID+RhYevnLqNHbZoFN5DObIu+HWXMZ+3PM5syZg3HjxvWHQBrOySsYq5Raurm2GmqfywB6gBHV1JU0jH3h8x588MF47rnnRDODNAnvgJFouWRPxDoHpeqGz5z05NvcYgs7thHlAyx6/2MiKp/TCu9tb8X1PRp24Ekn6Q3FXOVaFZOGLiJbY4JaBuPQmKBEEDvSgPUrHz8Vn/zAkYkiHUvDPUSdLyKs9MFyvLXKqBtNs25I5s0C7NQGBGhuXr4oFZC+X4dtG5W7MKgbsaYEEERiaQcGaIbNAvLLpdmDqepThbGwWoZDhZaIb6UFNDLiBG8K8ccaQaiRK7sYfvwVqPTVUA9YKUjb5CSfwEn/skMmIgqNRvdAG9+B78/uxspKn0zmTBiP+fnbTTMG0Qhh+ToZQhZUyUbu+TqWf/0l9K6sGH1wrgMcWxpT8DliAQ2dnsYGtQ3n/e7qriwfGWpAu7n3kwH0wAD9ewAn8E8k4Tc3czlo5B897WH4jw8TRTVS2ZiZt0jsT0MYmzsSVozi4wFe+foTQERlOIVO3YQ6HPioSZXYxmK/jC3f3BrjP7u7pPccY5nCfrVC7D56JB79wSfR7JIH4CFkEmnVHKh6nzBJKPMpk4wA3+sfi/44Kb3XKHqdWPvm3vamfm5dgGaX73y+JIdJpVNN/NTkBSJmsaSRwI6TNFzXJhxXo4fBUmt2p2Eog93NLehcHnbLHpIjSDcJ98ikxIpH47VStGnmki4cetY3RJifZA7hYjNxpzQOHtGCk8awxdlALBIHHWEdd8yk8L/xhydeezD8ScxuSKRfYtmUmjX6BEnHHb4vVY3qvUux7H/nrMX4+MhHPoLbbrttoOF/Ril14KY+F4PdX2tdVkr1Dnb/N3u/DKAHBmhpTcXtLW95izTM5M+eUtj9O0ehq4WCPVu36o2L0mX/+gzqSysSM9ynkMf9tTyc9WRxjNg944JULlJSwXaCU8M/qowNssrMqNRxgL9z1Tk487gDTAKKDOWe16DYzmgjoy+Jxob3ldKjqzqMvCQT8SNGtm8VzeLBvwQmvCGaEMIGcGA5Luq1OvKsmGOYKGQvRKMXIuJKTLgN4EGbRjamKnBzVz2Dv+5tuWciu+p6UK27wrGos8J7IqivLbYlnBBL4Svfm45pd9wnbB3RnZaoiELRcXDB3mNQdNjPUPqhm64vJNqtLnX/0jPzBfHpgY88cSLsC8bKs0qAH2iB4jGp7Wk4vobu0Fj4ib/AjukcBML2oPMzgBfNh3SCUmrhtrKa1pqa1Z9VSk3ZVufYWsfNAHoDAM2Xnd2N6ZnxJS40FzDy9oNFrD6JgGytcRAvZPE5jyEO63CVje82D8c7utaotg10IgIMY5BzS8CxFUqAGnU7LkFZiThh/DDM/BHragL5OaquRNy3GFbkInZ88cAGu3V39aGvNxDwE5DUMcaOG5nEeAd7lC3ZjzKbSSQz+cqYM7u/RBT8B1AolEQrpF6nCl4kcp5G2MiEOLgUjylKFQErVnQKOA8f0dofDtmSq3uzPruGuWLGnX0kVesEMF5NLW4y7bkZWQGCLtUBFWqxjSMuuB4vzV5qmDuieGhEoA4d14Kjh/PzIWLHE43y/GqlxC+9sJCNxKXMvbBLE9q/foA59npUCvvZNLKYsRF8aQ6WvbCgf9an9Om6JeLJZPm4ZVnbtEO41voupdSH36xxG+x5M4BeD0Dz1+x8wmRGWnQy9qwJiN6/G+ywvjEi/mDt378fvZvFZ/9NlrFUdljhjURA8GlomdR4UEMhs/C9Zo0vdHcicEOynZCLFXxL4YqLT8WlZx0mSml+rQ9Ox6wk9khWLZXITL+8DW3Gw1RYsnglYgFzI6STCgCNGTvsDfE+zUtL9orpzCKg5LqwbBe1ap8ss6kLweKdQr6EkI1O48BoRSRsDgPQCkEQYtnSVUk1p9GhGDmqbZPHa3v7gKk1JABrOCLUXQBG7iFxaG4ytSXNIKR8m0VMocavnurC+Z/7mtGtltCJ0cHO2yE+s+9khHYIi1xnT+HaGYtEeNxje67dWtF6zX4bLOiXjm48pxReRfCQx9wzH0LMuAuAm2++GR/96EfXLjc3TZVjy7J2V0rN2ZZ21lo3b++0vgygB3gC4jiWEAdbzJPDmXoIe93zDlTY8FOKUrZuKbPjB3jtQ48brQsXWBa2oyqZdTNEXK6Sm0AXhr/hS3hCqYJZvT58h7Q+VxTNmEBa+L9Xo63oSkeTcOkzEhM0KnTmVd2UbcXyTgSBuVcR2LEs5PMO2oe19Os5bMrxNnVfc82mkMNcQ0KbY2dtNy+JJ/7LeWyZ5aBeq/Z7xIw7m555xuvv7amis7O3H+v0uK4AACAASURBVBBMqEYNCYB+vV1NMwLqdDvtk2T1ISGPdd54bfmIrWYc8P6rMXvRCiG9iAqfHUr16pl7jsKkPEvQ87huxnwzsUcxRp+5B/TpIw0zKO3Bu8HZXkPnbSw+7WFZwXBcDj/8cEyfzuKaNRfFcUoU8r7red5OnyzMAHo9AM1fT5kyBbNmzerfY8wvjoJbjxBLGfOmAd1GgWllHUs+/oQpPLAVloXDpMwqPY/EXRV50A4sL8YBugsdEdkZMZyEL3vwlAmY/r3/Cyt2EHfOh6quEq9ZdDQ2Y6T5oixd0pEI1xuQa2oqoqnZxHu3pTpoI2NFXlr60DZ5zgwvKYk1k/Ms3UpSCdA4lHBHGtcUNWbqX1s2Old1o1phsYUJz5jVQYxRo0fs0AyP9T1XKcvG6DbHsL122K1jKOliaO2J7+vHPjyL1DuFnzzwLP75yv82WiuOactGz3vXthJ6Awcr+rqhqIrnuZhw+9sQDShgN/AV8TihBlad+7f+CZ/dwRcvXrxWiCQFaABPu66707fP2ozXdqNQs8PvQA+a4MT2T6ZIUKHQlsewWw4UVCL/c2vjM1b4WPIvjwkpzrYcLIpaRfSGJ6KwKHmrfLMWFmwcUesUSUhWg9HlsZSDqz56Ii750HHQYRfClfPJapKlpRS1SDk3vd9NA1Wevq/XR+eqHiF2DBveilwuFfMZmO2xpYOfgj6TXKZJrJkIuTpw3YLcN6sc04SgVN1ZljBLTENZI6RvQkDpBGdh8aLlSQyadqBnDYwaPby/Ee6WXvf2+HkZ86SilBKv/Nlp2wWahS+aASFDrDNdxQ0fuhLFmPKeL2NlZ6+0TyM3mkqIpNCx3w2Tr7mci+F3vnUgss/6zcAQVKSx8qK/I+hluzSNYcOGYdmyZf2TrMltmH+2bcfszLKtwxzb47g1XlMG0OuMUCKK9DeKnEsCw3KhVIj2qaPhfWaSoRUllLqtObhu3cL886dDChUthVVoQy2mMhnliPJSCfZUKcCpfatM1zxNgXZ6lR6evPdfsfvYFlidCxH5Pabn3lZQkzNLz+SfzBVrOlRvzXsXGE3izAZSWR1nzpC+sI6Xk4mrWu0V3nO+WJCJqVY1TIB0mWzodKlYTxqGUli0cLl0lJHmKK4tk43RoN45NoniJ0qEyi7AGTZJ4JY2Ff0Ygjl3cqh2Z+PcL/0Qv/zDTIRxbS1fpGB7GHf3oagl+w7WelwRURCs48OPoV4nu0ZjXQ+6EaDpHGmtX2UserDnGIr7ZQD9eoD+JIAbH3roIZxwwgmylM6RVvSZ/aHf2rzNngFHKcw7c7oI3PD7xXY7qqLNTCF1F3ePtHHVsi4U4joqtnQClFLyyjPXI+7sQrR0JkJWcHFJn8QFt/Ri09j7tg9nmCQgtzTWzASo63nC0mC/RHpfLHCo1yoSo3Q8D47tIvCr8jnawjzMry/tNstmgEyUUqkAL5fIpgoVccN9ErfUhtvL581azHjCZGeQKe3k2uG2jUZATWnqenCVwqrMyDRXmDF3FY795/+CH6/pLF+EjfZP7o/oWBd2RG7+YDcFL29j7mkPSZiF59tnn33wzDPP9B8gXS0lHnQaqvqcUurrgz3LUNsvA+h1RjSKolsBfPSQQw4RSVEWSIeWhYn3HsVyjm02/uzlN/+sv7KphkDVfaPHYN8lEWI7xH8Ms/Czvhr6+irihfBV23viBDxzz8cRrXwN2ufvhfnbH1vcZhe61Q/MBKC5ZwnYJEtcnoY0Om6cJOt+FeVSs3jW9KAdx0LARrIhQx4SxJF9N9xdKn3cjT7KG7mJ+H3as3A7mBR492IFDTjDdkfsFKVHJgMfDBOJJqOO0VOLMeb4f5dACLu1S+IRFkYcMRbupyaKGeOIuYANvxsMoXh5F/Pe+3C/WNiVV16JK664QsaXk2/jSijNMSguX43g/5/eyPHaXs71xj6l28tdr+c6tNYlrfX0l1566SA2w5S4pqVRbCmi7ZYDTbPUbbQRmJZ/9CmEvTV4tofDWofhxzUbH4z78Ch5zArordTg6gDv+j9T8d9fOB3W8pc2K/m3jW5hsw9LtTbpS0vg9dhd25LiE89b46GRnRHrCF6OusimCIWcZmmxlZx5+y3nNvF6Xp+RCU9DR+uazFSrvpEbKwmdOEZcaIHdMlH0q6VJbHIREnawbPyfj92CJ2e+KisZ6RmsbDRPbkHLNfsjJHFzIzlzTqGF5yqY/eVnEJIPCnLRV4jIfypBynORkUOw5j9+L6slxwkdx9lXKbUmY/9GGulNPNcb/Di8iXc6iFNHUcT+8VcMHz4cnZ0U1zKe3ZgrDgLeUjZZt220saIrP70L82+ZKS9IoZjDfs15zOz1EfsBbLeAqFbFRR/4P/jy+YdBdc2W5eqO3rmEHpmohZA5IIBsGf53okgnCdqC8aQjvtj08tj9m+HSftH57V2xzlDeGoFoIDxLX8Y3cqIhezxk0wBBWBtW+17Sq5JdydON+Q6qI37uhvtwy88fhWJnHraLsBVKbQW03/JW0Ubf0MaQSfWrr6DjyRVS35jL5eQdIyizG8sNN9yAO+64Q6oLL7nkElxzzTVyuBSwAdRt2z5YKTVzG72C2+VhM4Be4ykcprV+9IMf/CB+/KOfSgNPHblwLGDETw+BHYrY5zYbRPYCjEsKi977d6HF0YMgjUzipaDovo3//NQ7cfrho+H55CYTpAjl2zs4bdhkXPqLWD1L6fNFhH4dIasAyXP28gJqjDvni2Uj+hTWhQbGsMb27znz3jV6uuvo6iE/W6OplEe5qYAwiS8YRoppmsswzZsB0ukIkSMt7I7iWLjlEf1KdWmWkGP0m0dm48xLbwf1xJQVmg4xnofRP3kb7N4QscUmwqR1CqFaNokp6xgdn3sZ1YWdshJqamrCN77xDZHxffbZZw3DxPUkjMcY+fgJE6WNnGEfmSSwojIZ8JadyZPOANo8QBO01nP5EHBmB4sf2DxKBZh49aGo7572Edw2+MyH0I0j1G0P/rUvwH/ZaDf39PTAy3loKTbh9uvOxWGtHSjZa4o2CFADdS7aNle59Y+aFqHwyCFpjRK+WHcSJOc5MBKiiXYG9x+YrbH1r3HzjkhutvEoO1b2IAgiuT9OvOzjuOvkicY7ZIKTYk+lJtTr1X4O5Jp728pc+43dTMKcJJiGdh72yCmiUkexpjUgbmFRVwV7n3INIl0VjWop2lLA+B8dASuyEZAfInrSDTTJyEJ+XgXzv/QCEJhilHK5LPFnKtsxnNhSajaCpp5GrerjmGOOwS9/+UtDd10T+yFIv0sp9cDGbmco/H2nB2it9Q2r36N/5QNDWp0I8isbDpfTZRejv3ekKNfR49kWS880c82egIEGer44E9aSSJZ68rcoxv3f+TiOGRkKVzWmZKNFfqvJy7/RMcut9dCnhSjGkUyk5FmhLGp7QBgQlEMUimWxA8GMKwoDBomG2nasUEce97KlLJEXEQzRr+B9ep6LtuEtcFyuDiLU/RryOQJVVVYG3GR10E8XfANBmmX00hjYaEorHUIN21Oa26absOtijcV+HXue8EXUqdchioksD/Qw+ea3otJM/jTrBUSoWmLutqKAgYPgKy+i46VVII2VXnQa9unr60McKkR2KLoxKbgzDEIgb6w2TDQHdorE4U4L0FprKr385+qk4DsIAN/85jelrJsbF8+WrTD2ziMQu9su7sxEC59hdllhd4rKf8xCfX4Pil4ZXb3dov/8u29egLeOYrVXjICdvVme/Ga8vFsLmWXFYh67/grAZBkrZdwJk0O8ZMeF6+Tgh7Wk2Wra6Gv7D+ssWbTK9KyUcnPSB20U8x5a20rGm7YsuC475fCejYdq+Mj8hjrLpEtuG6dgU4dSFUdAlUdLmMKUipuu9JXYxYSTr0RPhVRHEdwQNZAJtx+GapmUatOhnh+xtY28V0DNr6F651x0/24RAls4Ixg9oh2tH9sd1tQ88Pde/OOax/snqz333BMzZ84cSNyfmcYDtseYdL1ePzuXy92zqXYeaP+dEqC11iS/v6S1tggSXGKls7mUDsPG8BPGwT5/Apz1tZnYAuunwMQXkNQmPt7WNxZj1Yz5jK6grbVZFMQe+saZ2KMN8GwyOHpBKp55addQtrbgMt60jxKgRUs7MjxkesTSCqxhE4qdpaR0O46pQkLmt9m2xUpm6xrDwqKFK8QTFQ55bKHcWkAh75kiJ5tSAUo69HgeO2anWtbG22Q4R0rUE+bH1r22zTgamR7KQzRiCixel9IiuMWOKYGuYdRJV6O7l3RHs/rkRLPLvUcgUCb2zLGjPG/BK8APArjkWxfzyL0WIBqdw/KgE01OAb6KUa30oPtfn0W1s5ZWFEqoj6vbdbxo3siQj0nvrAD9BICpjHtx0CdOnIgFCxb0P7m5Vg+jbj9UqFyN2ezNeLTX+kgKzOkvnciCrzSK9yzHioeWSmkzQbhS6cNfv/FBvGViE8KIrIUulhWIV7Ejg3Mac+aaxCxtHThuLtF4jhDU/SRss6YaUJJEDZWBA7ykWzos2+DzGitXdMP3WX6uMXr0MMrtG2+ayV/LRRD6CH3qhjgoFIuIokBkUoXTnfzbXjxoOwbqjgUnjOGNnILAsuFQD50Tq4pEe7x85CWoK1f6GMoqT9vY9a6j0WtVJOHNpUHJK5uEH8c/qsvKgcBfiSuo01bKgqd9OC/6ePmLT/aPy+WXX46rr756fQqSBOl3DlWe9E4H0FrrSVrrV5RSFkHi2GOPxSOPPCLJCdKNlF3Hrt87FrFbhw0Xvlo/fYgPojTslFCbhqssBFya2qmwvFmS82Fl5tp0XrZQokYGpRhDhfh/VqB+/3Ks7OmT7HVzuYxvfvpo/NPezXAs9nI23VrSsMaO4UGuwbx123TRXmkxSq5QgC8gZcFhgrReSeKVSRFFQ4B9ewGrwaB5yjwgZzidUISpIsU3OVGJY4m6hDX4fNiuJKdZjMM4tQD568rVB3Pmbb+PdAtvm4zQYTcVLghiaMY9nDzGnHgZOnsqkjCk3gnHecI9R4onTVVGHYVSWi766ix9sWzk80VU6j3SuZyCqUZh0MbCM/8GNw5Rt/i5SGLWTBZySzv6NNztq9Tt2PZ3/8afYWcEaKHT8SG58MILcdddd5lYqOgU2JjwrUOgRrDZpSXFIame7vqGRoBdaSH7Bx4JcS50XwQ3oESjQpjTCPOA8jVstihiyyLGVasVOE9XsezWWXBdDz2d3XBtF1/92Ntx/kmTENUqJhkIZ4cHZ+bJ0jZUjeW8uXyp/2Wr1iqiXS16EeyE0kCjM5NSCmdv/EuyqWc0j1MaVzYTkmk2oOHl8pI0JGuDtiAwcxILw3q/95y2q9r6ilybeiev35/pO7osueZdpHmtEgdG+ERCr9vln67Gsq5e6cASxAHcQg6j7jgMceJZC+WOnrKdF8+a4le1oEqTrLX59y7Eyl8tgBdr1BDhuOOOw+9///t+pcIBVlKnKqV+s+V3uH0dYWcE6P8bRdHNTz31FI444ggBCLNZmDztQPh7U0rTEqqQcFQ3oKmZagbof/Si8otFWPX0Cnnp6Ask5VYmG21FcK082t8xBoVTJqA4oRleT4y5//YX9HVX0VwqCq/5rOP2wdcvPAie5aDu98GW1ihJR4ztmLEw0CNtWgKaAmy+TNKKKlm6m5hzDJdVg1bSTNTS4kUHfk2YGilAb//x5sa7NyunxrSyeNOOI3FY/iVimEAKctawM/yA92ySaW8Ke2MTMCntzi3U0KYx0MURRu5WJqFYeluOP2EauqoV2HYO5XIOXksexa/vLboqac6h7JUQxD7qSSNZI2GQilyxM4zCwjP+gihmJ51IvOpp06bhsssuk+8H2IZks9mdEaAfCMPwOEnO8KXgEkppjDlrL+RPHY4eC9JRe0DQUVyCWXADG6Gtoe987f+39x2AlhVVtqtOuPGFzoEGG5osGRVFTHxRR1SCIDAOYpo/ozMfHRUd/Y4CH3FAncHAjBhQVDDrNztjROWLiihREZpMBzq97hduPOfUZ+06de99jw4v3PfevZeqGezXr+89p2pX1a5de6+9Ntb94BHDZwCgllp5whYtVzMuZ8MyQWu4L5tFrRohP7gQOqmilkQolyIUsh6OOXAvfPfClyGbIaexwce2VgOZwh7qiI+2wugIKWMWYBLFopTFNZQkcjgaTmduOFagrsp1tnnFn0OI2YykxkxBcyjT1WUTTq1yJhLFFrTl73hdl/WnEgPrTOF1u0PnEK7n+yzZxTgE5TV76KLJioIZhrqwCCjuBU8UrGHur8YKi096N/qLWVTrHnJejGB1P/LvWIFqYQBBWgCCSpl7R2pr0gXoM4ec/NUaKg4Q3zuE9RfeijDyJZORl5I3n/8mXHbZZROCq2J+z2qx2cnKpN2fe8Ip6CRJ6tdee21w3nnnGbwzNIoHLkbh4v1Q8HJS4y/ehVSEWy6Kkft/Zay76nZTuDRDq69q1DD9Z6QIDTS82AD1CaPzVYDiYFEqMZdHyyhkcojJOZDPCL56xUCIGz/0UgQFBb9GtiTDttatWYKtlbdNhpiJwPM/UwGlinxKF1oaGxHFY/22hviIrfOhdOJ0aS3HlQY0hc7KZkdmGQCMzc3AI5dyvoHrNhA8c7ffFULFuoRYDWZkZAx9fQUMLuiT70wMOrdbOezpefQbk8Bf5foRLNwPES3dWEtF+ZqqYv+X/wdqpR0IM/2oVEaw4vCVSC54UoOKRIrSSvaih5h+bAYcuRYEQ82U/xiZTz2EDb/YIHsh0kTyxFi6dCnWrVsnh7vcWI3/a9aLze5JHrPx708oBa21ZoL/u0gUPjQ0JAnUTJhefd0JqLH2mtKIvTy8hGiCxzdyD+x4220YeWQYiM2VNQtPFuY++QAXeP04IfKxiAkJvJpBY8yLsWNwED/MJLhiy3psrycIeSVMNLJ9A1jcl8HaT58JvjEplQzgX9J/lfF/74mFZjZWxQye2Wo5WyUVE06WzcuGssqKGOFCoV8Ul0m4aQ2MdQOUbgKHtQSAmZYcCvUpLWM5nDKhWIWVckn86Ll8cYKCNtze5novanec8qUC37xpSBAhlBHPg2XLFwin9XwqaOPKYyCQ1TQBHQ4gGNwPCnXxUWsdYkOpguPP+xhGd4wgRh3F/gEMnrs3kmf2p5VtNIJsFv7GGmp3bkeyvorRTaPo33sA3guXwOvzzL74t/uw9aZHzS0kPcwLhYIgr0i21NJ+p5R6+gyWb8d99QmloKMoKiml8gxO2JN3cN+F6LvsEHN/2kljVlM11MhGPjb9zxtQHzZWj6A3EOP0Qh8+Ui8wbxexNsxqrRdzWuP5/oWoqyr+TUX4XDyGyPeELnNoeDse+sKrsKiQR1Qn7pNUj3ZKusOCbLUirfhaLUhjJfqCfyW3hsiOvCM8xMIMqtWxcbAyo6i6w7XBgqi28cA19Q2YgGJY+Hhb4CGeSf9uoYWML8jVfrd8IoanetOj28QD0rQUFVasXEwsw65gZ3OiZISAX4ZrfA/M/EyyA+hbeggSVUO9Sr4UD9/59X34h8s/J1hwwlbLY2Xs84HjUH9gFENfexDlTWNSuSXQMej5aMQpkKB/WT+KHz7GmFHf2IL1/3etFLbl7TQiy2Qhj+Hh4VY5sEurlVIPz4kQ5uAlTxgFrbX+AoBzb7nlFpDrWTDQXgYr33Iw/KcvlI20s8YABdEF2177ByFysczFi8MAd3iLEJcNgbOfkNSImVEmRNiqrFQxwANLCzhtxxCqtKvrrAqex81XnoZF+Qgh+QxYjLNLk1BaOTUs8RHHzxqC9Dknscmmq1TLArPiAWkCh4a1rpna3E2Hktk6psCAQpjJycxXalUpZsvxcY0ROhdIRiQTUrTgncXPPgma1A3rt4r1zau/dYIUizkMDBYaPu050BGPe0WrC4uFej2fSBQmE+UQhxnkFqxBpCJEVSbbaLz3C7/Cxz//M5SjUZNXqH2ESgsk1dIV6ITORhNIlkaMPOl+FbDkS89CyJzDhzUeeMdvoHgYpvbU+eefjyuuuKLxPdUdQPlJT9sTQkFb7DNX+Rvf+EZ88pOfTKF1wOqrTkC8gObMzi1o+ktH330vKg8MQQcM0sQ4um8xfjysUPMi9CVcOh6qVM47IWKna63ge1gcb5babwTjM5X3srecivOfvxS1Ul1cGl5LxiItSHOd7XxLsjVtmz54Wom2ZXK8GZBsv4JCnnwKQKVcRjaXF+WVxLX5452Y9BbZ2QeNq8EqaHJYM825Uh6R3xGxIUyEmYzcFpgVSMIn+TfPwC2lWOAErHOLPxVbt4zKd0yFa0M6tHTZQmQyJLZnwDA0AcZ5aDLnYkEn5iYpB1AOiS6jMlpHku/HwIoj4GEMpQot/QjHn/cJ/OWhRyQOo6XyD+MONYkBEflhAvYsRxYKNt5HFhEqCJQve27l158DFWnhSn/oFddLAWW2Y445Br/97W9NMoyRZ0/ptJ4azK7Wqtb6GUmS3Mi540Q2lYiHJ335mUgIeG5RhiS2CZNQrlHBz0bw0FW3wxffsMaT8wX8eLRPfG+tTSgU5D/jm+MVlFUouJkOzm3FSNXs6KwX4ilHHYifXvxs1KtpOmsXc2tI2naqaPzAwMcqxHALM2BBFLIwuyklxEf1ekUCpBYq1dmsdLvWfnLFl2rpSoKglWqpkZrMWwIzBZkxSCXNz3HcooTSud5T4s2O7WMolappsDHBypXL5JY1P/qnWTndSsTelAzPNRCEoSjXmLjmSg19A0vgLdoP9XpZMg1ZALn/ee+Ez8MmrYBTVB6+m1mCA+okSCKiQyHyE2SjDN63IMGVO7bKjVR7CQb3XYb+9x+A5N4E697zO2NFK4WzzjoLX/ziF50FPQ8HddteqbV+g9b6429+85tx5ZVXNi1T5WGfrzxTlGprCSSfC4UWrEqw6ZW/hq6bRbU0k8fttQCRComQGtda/yoX0kIOyWPxoQuDGj63fYtYyWGisWTJAtxz9elSMYRp3d1MfNQaEDQBHG5So5BK5TEU8kQsKHPN933h+61VTFDQpvyK27ZLfM5mwpvWMy07ZtbRvTH+sDaHNHms6cow7HDNQKix9PZ0O/JQLlXEmlywcCBds3v6Ttu2zPjxTICd2qxIuqZ8cd0YdI4cypnAMD9Kdd5+qMJiSW0h/whrHg4885+Z5y08Hiw48bXBBThuJBH0E2M4CZEuzCD0FS4s1vH5kRHx18eBh33fdBTWf/g2VIQP3GQ/bdiwQYrP2uYs6NlZA7P6VK01uWP/BwlXiEG1LUSA5d94JkiW36RKN1ZwmCiUP/0ANv38EYG9ebHGOn+pUGBKUVbZK2nEPQWGWQs6LOSBTIjbcgleVR7F9koVcbUiNez/cs0rsbQ/QCb2EKdujT1v1lkVz9Qf3pKEwi/b1G3PDyRAZmVDS9pUQzE4YVpX9DnLoZTC6bopQ7BVOZtxM9hJJRUKrwgPJipUKiRSiNajCnTC2tkMHnPM8gQJnu0q5tGiaMa5uCwMca7dXo2EozRV3fZP0tYzBblJWv6QGm+EykM2Y9A6OqpA9a+GV1yIgArYA3588wN4+Vs+IRVZJNELIe4JFyFfI10pA4mGMU9KmSUeDvS3YoQWulQFT2lpJcM3wllnn43rrruuAVU0B59zcUx9Q8/zN4h9/va3vx2cccYZ43ykxCev/Orx4hNuIlHJPqbE4nvorF8YX5uv8frCQryn5sGvQ5Q38dKmVKl1aQCslUxYXHZgMbzKDhxUiCS+s310SHxuV7/jJJzxtBVpkdPmUu+mJTWRW8NW4TZ457z4C+OkjmyGPyeoVplRlvoY04E2bw3NQ26el8ikXt86dskYlKohKe9KemBToTEwSoXN6z2XxO7RGpN69Tx9KC3VJYUhPHheFrXamPSFVdU9FaBcHhXccrHPWPmV8lgD1+57WWiUhLvDy/Qj8X0k9RivueTr+OaPb0JdB3JoLS/4+EO5TzDVzN61CWRU1FEuwH6VjZKb4LHauCIVqymZRc50y93RIqBXKqXaQvU5T0If99qe90ET+6y1fldL2ZyGkiaWdPkXnyGZX60HL31ewe1VPHTJbcLO5SU+1gcLJO2U2GQGA7mIzP+Z7wroLg10eIMBTs/5uKcyhjFSJRb7cPjei/GTi58rQSJrDXVCNthUFuHOMM42mMkx5fL9KJdLSOK6uDOy2ZyxKqmkG3524TKbJ1/qVEY7/rMNX7vURmT/qZjJ39z0K1MWxHtT6zB9m87ZblXOQgBmZiodo4dAkCoapbFRhNkcAj+QeINJ288hCH3UKmWjNKXoQIQoIUc04C87UmpIVlETutHBEy8Sv73QJmmFf+pfgHeM+IDviX+Zd1pmGjAM+vcLavjv4ZKgX2y8Y+vWrVi4cOHO0CxXK6X+dvoz3Vnf7HkFHcdx6c4778wz2svW5N4A+lf0Y8FHj6A9YOrPE9LElFMkGH3P3Ri5Z0is3WMKGXyvVDTR9HT+eLqHhT4hPaLVGBYKhvwlSfCbYh1/V65KRXCDgw1wzyeeD6Wzcr01h8H8p+pOdSla7KscMPQ90sKpka9ZkM/I5Qvic67XauJ7ZYCMCA5yazQzBLulCow4jlM3g3jKDekRWC8yIzSh/PckiWS8wqGRYr4binsct0Z33RYMSiMNfBNJwiQcP4PAN4xypVIJhSJjDIY6lso6jgmbpAvQZN0YoIrZMcQ5eyuORGQqEmDbaA17n3yxoDhYSYi30TuzS7C0DJR9jQxpdgUfRdY7jVVqGESVq0TBz/gol4x/3x6QLQflLUops9l7oPW0gib2+TFq0XMPOOAA3H///TJdrT68xU9fhexbnyRFO2V/SXquhzjrYfPLr28knnw+uxjPqxlmO6tWmYoa9PWJb7EeRQjCAHE9Rj2rcXQ8ilJ1GCSdZ9T6Zx86GYcszpjqErak0Lh0lu5YSWJFClWbJxaT3RTk2agJVWcVSQAAIABJREFUlzMrcJtUZnMY1gT3Sx+ssaC7STk/HuZogmNKEm7I3ZzJ5AVZQavR6KTx2ZB2VrsnxtAMgNq+y3pP2fiy2aKwz1kEDgtd8BAmPI5JKKKcd4HvjhlzoC952REmizCJcd2Pbsffvf8rANkLPQ+L/AB3xQOoUZm30NvxtvLD/gSvH95qDCnl4cUvfjG+853viMwNP0mDR7unklV6VkFrrQ/UWt+1Y8cOj6ndjQXXgtNd+cpDEJy6VHyJJGPhVSyoA3rMx/r/+SvxmdGH/KfMIgxWTUpr68JNQh+5QlF+X2XZn7iOUwbr2FzX2FKuItI1nH78Abjmn46Hl80AMTk7do637gYVbRU01ZQQIDGgk8QpO5uxpCSanypimxlpbgzdopxbSnKlyqlhSfLmkAZCa7U6wpA+2BJy2azwi9irfesq6aaY1eN87C2LkoYFbw5EppAAzFY4oc9ZUDlUkC28IhMPJfJGE6ER+INQC/aWmE8lVjjiFZfgkUeHJbhIRf+mxQN4xya+uLlPDKUpcGp/hJtGq+TuJRAEa9aswS9/+UvstddejZ6m8u4ZfuheVtA3R1F07AUXXICPfIR1YU2zG4Z/7nXhYcBRCxHeX8fQxX/Gjh07xl2ZzBeA9eEKJDVG48VdJnjNxNOIhGHMR26wKMVdf4oa/mZ0Ewb7ixgmAX+iMPrtc2HzCbrHkjIWycSAoPXDWss5zOTBYp/kRWiVb7VWIsRhWkkoE6+srRbSXBxiHCPfSVeVvQmkx4vBJMstwYx3dGwU2UzWJFdUDfbbqBUmZxiGPs45s+Q2bdqKIPCxeMmCRsXvuRjPZN9h55YMMvT/MtuPh68wyyWsBBMKpI4Kmr+nsia3Nf9OuChvVrwlTWaNZ/tXIM4vlb0V5D2Ex76dy0VcgrSy1+b7kauaMlmh9hFJTgGQVQn20dtBz7VxigAJMw6VBumDDzvssJZUcbzzMVqHyyc7/k79XE8qaGYOPpbWvTZJEo/R3l1lXC05eBm2rd2KIIYkpVhKyNZsOO6z9XqJkBsJakMCgoCfzcKjWyOKUa/U0L+4gMP0DozWY+RYQ3Asxi8+9Fc4bFUxXTTzg2Gd6sLbUwajMJhpLQFRKmixdVimqzyWKmQ6fbjFrVvDHoqT87m3Bt3sgTpX0LLWFGZJR/fCBobb903tQDbeEkx1D6rjBFFckwDWREw7ZRlHGo8+Sp5wUymECW9U0p3WWg9fKmJLAcu9Q2gkV38uZ+a7sU90ZMp2Wf/7JAsriJto+cFIdAAdJ7jy27/D2//9O1K/kLkHy/M53FzuN0eFQPFSa5qB2SDGGq8s3DUxQXqEOvqexJYWLFiAO+64AytXrmQ3I6XUEqXUjk6T9VT606sKmg7nfXn9OfHEE9NsrKaCFMIeBjYUyQuJ36HS4XXdWo7Nz3LtrcMSg9CQEldAWMwzdapR6opW9Rv1dlxPflsW1Byp4cTj9sIX33oCk36hyDnaJY3u45FhQqUCFPsM6U9ro4LmdqGFaWsKGqa2NBjUEriZjlvDKGMPGzdsFn/m0qWLjBU3B1hEGwQVPzuDU5KAYqCU9bqplyhESOR0rpThBZ6sAf6dDHbmQGnOdblUx44do+PiHvzY8hULxyVGdcLSaKbsSw2uRio5DyLOCRU1DyIWGyAULorrSCKTnEJ0hjlYJ7fOUxwPvKVPFmKlQBdw8FmX4KEN20XG3DNXFxbhhaU6EvJDN9wdGolHNkgfnyt6ePfYEBIeErytpfLnwVouS0zgCt/339oJsp1JH3pOQWut/+WxJXYJT9Tjjz8eN910k2FQS33PvHrKlpPFxOiGubbS+unPK6zpK2DNgiy+ee9miVAT4/nowJNQK1cEw8lPZwcXICZ6I4oR0LdcyGPN8MMghWZMREhSw/avnSfZTpZXYyaTNFvfHW+t8irOzKxtKe0l0N+fR18/r/OUlSGkbyA5UksqZPVtFjSqVswVn5lzouAmD6UzVrtRbtVqjC2btzdToj2F5Stocc7WUrVoDfN86TmDYrJeFLK5gvSFm55JJ8Q4k/xIsgQFuGFcIq18zpTryHAZo/SXEomQKjA+fMVeLBM1W2OZ/kqxhFcW1x6EBSnDxcCfQeeYQ5JBwjj1t8u4GwlHk1PORsYsKhsjyS5EZsFqQYg8sq2EJ7/sQggjAuGKysPD3gCimIbQ4+uCmgKzCX7d7+FN9R14gPEdUgDrBG9729vu+uAHP3iUUmrnvMHTF9Ocf7PzVsoMRaC1vk1rfYSc7AGhP/E4BU1UZuyTsjCWVNOMB5y0ejmeOZDFcFIR1rEIET70h/UCAWJ0+bZFe2NRPYtqeUQsiVxfv5AjRaMlBB7w9AGFbaVRxLWyLNgf/Ou5OH4NlZUNjnW+mEkHuXHjFlE6BgmlQGNxyRJae+Nbq6VpSNOlTHNLmaqpwgip5BKMjUXYPjTcUGiS/BJ4WLFyifg9298ej1pockyIppBMQfrYTdJNWVLZWWCAWXOtyrkVOsmDbuPGreMwulwLZhwGBdHqRmv/uKb+xFbSK8qAZbpYgsxi9gmXJMSOh5SkuPMzk2Dk21lPuMaMqyyBt3B/hEEBkVfHGy7/Nq757h/he3V4scI5/Qvw/hGaPAba19oE9keDwQtR86p4GkYwFBku6gMPPPCCu++++9+mLoXO+0bna44pyMwiN2jqMQX0Na95jakgPIEVjjY0///1h++FRWTLCk3VYZbtEZ+XDnDpreugvEi4Zz/YP4C/DhaLtc2oNekkPdJo1kbx28Ei3ljaiq3D2xHBx36LC7j5P1+CrLBrdb54iecd3jGK7dtZ2aRZ640ERyv3WtK0/lrmoTVhRaCJu+U13vME0urZumVEKmhYS80EByPstWq5CbTNArNfcxy2ZJXpK1039MPad9J6JnzQ+ucNd3crt8b42wITnzZuHBJrjkosDD0sWWr8zlaRt4CJ9iygOfnEeIY+cedkjOXMogoci5SmEldCa4GFyVvOdhjm6DMyJ9VWuPwwhgBJNoq+Z78FidCRGrKxzWoZSnGTnsE+g7uLv5USdLqKy/IaHytXUEcNq1evfumDDz74/TkR2yy/pPM1yBQEoLX+vdb6KbSaCb3ZssUUcTWgec+kkaoIBy/ox0v3WQhvJ1cnvo4WxNce3o6HhsqiYw9a1I9f1heL35U1DCulMsJAQeVyOERvRXl0VFAcifLxyFdfi0Gf+U9cYJ0tXiq+OAI2bhhK/bwsN2RKDy1fsVg4nHfVJiI8zOcm79YY/1wfGzeYubKKz/cVli5b0GZ3gLnRsDWUs2R/miATHcp0gRHfXJNKL1SutBo1KjXC6Vi+qi6YX2s9tlrOzTEpYXQb3lEC+Zv7+g1mvPObKUQhPngaKkEoXM+1qkmptgcMfxKyojY0OofiIINw8YG82+K7v3kQZ739KpE5b7gH57K4vlJEousSuNQ7q0f32G35fQs1rtq+Q3zS+++//wFr1669tw3dm/dHdLYGmYJ4LHKDa4cWT19fX9PvzHQSWseeh7P2XYU1/Qk8HSJJ8ZWtrxELWoVYV4nxhbXrhYO2b9Egfh8V4I2U0TewQBJO6uUqPpAfw1XDo+Iy4VX47Ofth6vf+Ay5lsdiHXR6Y/AH2LRxyGxARZcCFeOS9ICZm/5TKa5ft8lUvtZAruBj4ULW3ZsdCTau81JUgGgNonFqUhVEEAy+L+gN3piYiEFFZQOhtNiaV/tdYbuNjdiNzbqvJDmFhEg8lOiLTlEqErlpk3KWI52QPRUAg3vDzw1C+wp7/dXF2MbgKtkeEx9/ySxAoUpbm1mKj7caKOlTixX8ltmFJvuzO4W/kwXTMwPRWl8D4NVUsN/73vdwyimnNIbLQfJK9Q9HrsaAlyAOFAKSoUstbmtRNTkyhDVLKXzgj+sR+sDA4ACeE2RwxRaD9CgOLkA9o/CkLfcLLIhU0doHSv/39VC6LlYWlKmg0flNiYtjdLQkJYQWLupvoFnmqu+cM175R4ZHkcvnkMsZ5MBsBdNa4XR8T0jIpAoME10SI5srSrUXXu0t8VG1YkiA6JtPufZ3iVqYiOU2luc4yvG5Eu203tMKueOtk6x9s0dwJeVgJXPQX3GYBBDvuG8Lnv7qD0mwmdb8snyIm6v9IM3dTkt0qgSHqlHs4JGiY7z2ta89+jOf+cyt0xp8h32plxQ0J+RIKlBaz0xDlZoPgY8Msjj/6L0RkmrUY6Zb09dq58NuqlyfqZhMK/nnj2zHrx7YiP6+fni+wp39ixGM8Eqs8JpoK344NgxNzaw1/u0fT8QbTnrShIJXHTbbrjsN14ZNRhG4Ja1kj5DCRJS08RuHjYOKSIYkMZCyXVXf7iXRWqijRa43xzzV4O/UpKKDfngLV8vBd8RfX4G1D2+Q26ynI/y/3DI8qWJogeVA54GXmkCcuZWKkDsG5jV+8YtfvOZZz3rW56b29s78dE8oaAYHAdzF2xcVc7FoKieTYyPQGs/bfwmeOtgPLy4ZGNxOiIpk0qFR6B9AEmuEXohYRfjI7Y9gpFSRMk3FYha3jiZI4iz2q25CTKiQmEc+Kt8815Th4cpxreMkMPHWK0xtKSsd8c5UzET9MFBKznBBKYhP2vA+05I0VVA4tG64Gc18Cpqc53QRzv6YeQCGi/ZF4hexduMWHHbWhwQd5OsQe+czuKGSkyxezgMD/aT39ZHgjqKPk8c2o57y3NRqtQ/7vv+WmUtg/p/QE9qEwUEAT+GmuuSSS3DRRReJZLnBVhaLeNX+C2Rnif8sZemaKHobxMnkCwK83z5WRn8hi0ejEN+851GUozKqlRqW5nJYomPcWa4Jhwf9ZD9838vwrIMWSGmfLnU9zv9KnMUeWIswFh2TMhKmQTtW+siG5BY21aGJe6YFzWxBaJPeL5lyaXuiKGhDafC4XTKrvnXu0Ej7CJYfIRC8417977jj/g1CYEbI68+LK7D/aC1F0yRC8B/Aw0HZ7RjizScBDjv8cNx8882PhmF4cLdnEYrtN4v7Ys4eHUVR4nme4qaymFXZlJ6Pdxy1GkESpYkpu+6SVdDcsLlioZHOG0cK33r4UTw4SpzuMOJ6Wm6HWNYYKBZy2PL506BJP6kIE+teMqQ5m7A5flGTJpXFogPhc2b6skQmPIUwNCgLZgdmsoZsv1Ylr3E3k+3vfq1PTOmfLX//VKaa5KIhS2EUV8IrLsIDm+s47PT3IEoPiqPyOfygUkTAFHEydCgPd+UTvKi2wwQxfR/f+ta3cPLJJ/OQ7Qnd1hODSEjU/JhtdOGFF+LSSy+VNcHr6/9YvRxPW8hMJF9QHHtqAvNSQC5fhBeYZIKR0R3IwcNV92zG9pKG9mPhDyB+mBbGL684A0etLoifjJZWN2A39iSHXvt3y8JHVwZXis3sY/p2VK8Jyb6pGGIwvvWoKlmiu4fSda+UDJwRqNdibNnC9Gqmny8WBM+8NpuVGEdQK4+UDMNlL7wQIyNplqry8UA4ANQT1gUX83IfNSYFetnIu0OeairrTCYzz4NpjyR7YhD1el3z9LTESNxYnKR3H7UakZfA1/RWmbLsu2sNrKrnI99XRL1SNdWYSXITxfjs2s1YX4qhAq5uheWL+nD3p16MrA5R92htmTRy1zpLAq081lTG5YpJNrJWI9EaJsBEHHgklrPxNzexv91YYGF3s0COkNIYbxExdOLDDxJR0vPZLNJFLOlwAHrhKmwZrmDfl14kByv/56iBPnyr3A+/XsXfFCv49ViEOqoSP7jhhhtw7LHHimGVy+V6Qrf1xCC01vq+++4DifkJpyNz89NWLsTzl/WnvBs786ftfClaJZ0tGCu6MrxDeGxZL+1Lj2zDw0NVQW1wA//w/afh+IMLAtFyrXMlYBU010UQGEY28jeTeL9xtVck3jeWGls3V1vf1UyY1HQPmzYNoValcmZjIJT8zgEWLhromEkUDPayQxGrECtfdBF2jJItUXjwMIQ8XlWM8P1yCZEwAGg873nPww9/+MNGNmwYhj2h23piEFEU6VNPPVUmyBZxfcfRKyXiKz4Lw+Q86cVnXR1cuLGqI4izqCuFK255CLEfCz/u4EABGz93GhJNnoDJP3vSnXAfbJsEWkt1kWRHGOnS6jpS1NYzsEtba7sXlbNZowobN2yVOIlNQ6d3kMp58ZLBjsp2NJxJAfwlh+BXf16HF/z9R2UrhxpYnFfYPKaQ+IaiIVfIgjUKCY20xGg+U1F7oPXEIKigly1bhqGhISiECH0PbzlimYmAClwqLdU0yQlrBAyJ/BDCO4UfbxzBrY8OC6yHRtaX//eL8aJj9oKnaoLNdK1zJdCaHcc0fhY/Zep/pWI4rNloXfqW4bCFM6NzRzWdnnl45OFHhY2PhV65bPOFEIOEoDIHp5PsDBbFUEBm6cHwckX0PfMC1ITylfsxKzElHqj5vowQbMmtJ+WSEYikCxJOZ4HMznfo4uDpKcT8yseqwRxesy9TsmeOqCDcJwhDXHLzQwh0YnzNSYDKd8+DrtWkHLypntE5bVeZrjYZZy4wrZ0jDdOT1uxB3oz8TB5xnRSiJnhsrWajrDtJU7VPkrRIH35onXA9sy1ePIhMtrPWrh2trFW6K5mosnQ/XPTJ6/HBa38uMQLbqJCZ92CtZjlk09/l8/mesJp6YhBEcTBIYCYVOP3AFTgk70u69kwbE1F/tamCX60fkgQXUh9e/fbn4YwTVglWU5F6USo8d0ZrZZqzN4HUopAOPhEy4XY2E63Zcfw5EAXNeIKpOD6d4gKdMeOT74VZByS0ryCXy0oNQHtATf4pc/PJBgyQZj2t6LAf+ePfPM4Nw88IyVWK2mJwkIYafxfMOySlPXKauQZrTz9m9JTh4WHNcjdmEyq86ckrUSDR80wNIdZMeyy78AO3b0YUxVKHkCiNHV9/NQJGv+VeOLvpr5MXjKn2YqxFw+BHPyPlQRYwoe8kfCmFMvWypbgrmdFV1RqNsHLiVbkNZ/nkp2oGn9x5AokJghuKoMkSNU32czPo7Ey+apzQJrFI+/CWHoQXvfnT+NUf16bFHQzq5tprr8XZZ59t0r/Tiki0olUnALtnMv70u12voLXWr9uwYcPVq1ataojjn4/dD0o4ZGfu4tgWKVx95yPGlQGFs57/ZHzmH4+xu6ENU9CeR1iCG5lQRdhUBvVaWRYts+PihLXlqlI+yFbBmD49aHv6PPdPeTxBfzcfVK2urF51yxjzWCNYfjD+eN82POO1H4HHqi5pnODZz342fvaznxkDJHVXST1Jp6Dnfnvt7I1a669t27btzMWLDYaTSvSfjt4HBZAnY2YKmnP84T9vQKkam/x/BYx8+UwkhGqlR5v16863NGg0M0nGIFAUMiEDKZ4pMJDNy7WPCppNylKlxD89vbHne1Jm4f2tLqxdre5em1MWj9DBIMJl+6Nw/AXCmWP1by6Xw8jISKOYgnXrORfHLCy+6TxSa/2n0dHRQ/v7+80kKR9vOHQFFoYmK2w6TaqEeImUdP/gzQ+n6dsKB+yzAD9/33MQgmWPFIp9Oan6QUU4MXV2Ou+d7Hd29i57fY9YhIARcK1RyBcEgdJEpVAiLMJpsuX8KdYOnGz/3OdmQwKGTF8YGmmGNNxY1p1lYILN5Jrprf3Z6PlMn8k17OsavKVH4b2f+S984HO/SNe0lqAgKR4aSWbpyxzMbqZSb9P3oyga+9jHPlZ429veZnxQCHDa/ktwSP/j65hN9pXkg/YTDz/YVMIfN26Br7NCU3rDv74U+yzPgnUNTRmmGIViQVJkjdI0Pt+5bhNJ1hUzH/2MFDplqSa5JbL0F7n8vKBRodpYYNOtgjLXo3xiv691jskxwxanMQXekMgjQuVtq4v3UtCT91fGfLzcYgwFS7H6Rf8bVaIE04K9119/PU444YRx/OEOZtch+4UIjjVr1uDBBx9MKUZDHL10AH+1F6tNT7cl0CrEZbc8CEVQv6/Rnwlw3yfOgBcliPzxAZYw9JHLzxdBvyl5bzJhjdXEKhi0KqK0+jJ90GysEmItL8LKJIWnRyFl0535Tv1ea7KNn8lKLIG3IKm6nSvutsp4p45pqv3iOvdXHo788e9o3I3prnv+85+PH/3oRy03RfV2pdSHpvr8Tvz83Jt7bZYCk1TIwdGM4oZYVPDwtwcu2Wl5nMm8XnkJ1pU1vnLXerAyHS3mt5x2NC447YDdfD1Bsa8grg8bTZ7Mu2bymda6ekJe3lKNmb7nVv84CaCosFliiFaWmXhnPc9E/nP13XEVt3moShWYgliMrLYdhgGimqmpaGGDBtBBtr49k4TN1Thm/B7ypQzujQ9//c9451XfaHgwieBiJqG1qAGcopT67ozf1wEP6HoFTQvasJCZRjB+3td482ErLbv6lMVMuNLV9wxhc2WMFWQRej4e/sxp4j7ZXaNCLBRy8Mk8Osu4LWMsNw8DZsgxbZfVQQI/lHJNTNxhTT1yTpTLYymjn9eTPBNTnuQu+sLEEl1CQaATZDOm0nhrk8/qSMquGcKn3vFF0/vuJQFyBx4B/+gLGqgNy9/doqDJBX13F03xLrva9Qp6y5YtkuZtKBQNYX7G83DBYSsNTnkaLfF8fOCWh0CGUoZlDlk1gOvf98I9oPYMhIsbIgw95PLke2j/5mhcdcVCMjXbvCAQpUwLihSSKcyoMXJehT0m1LDgqbOcp7Ei5vcrFkLZrABTkOB0pVpGPmcs6VrdVIHh+qNO7k0+EUAFPtTig7HPyZdg8/ZRmRgmp2zatAkDAwMWodT1eq1hcM7v0pv52++880595JFHmiBYWmiUON93HrlqJ4WtdvM+5QnQXycebt8xhv96YDN87SPxInzpn0/Ccw5ZOqV6g9woff30/bZHSbfCq4xuNgcSrSnyHMd0XTA1jJu1ZqpOkJogiVlEwPCR2FXbS1bVzFfQzp5gMwsVyqU6xsZKKBYLyOUZnJs+OmjqfTWHPp0Udr7DjAn6Visl+VP4y8Xd4Qnu3a43O989N9cUSHYAf3fV7/HlH/wWSeJL8PsXv/iFBApTCKlT0FNfbO3/htZ6+Ve/+tWN55xzTgvMhhlGwD8ftVoq/E62kflOs2qwV8fH127D9hK9z75UYtn0mTOnnDZugPMx8oUcyB0u3DTTdHs0fJAtgUDr52ZAkK1UGhEMeL7QJ++plEdTAqC01FeDFEi29WTF8oT8nEmJ9rFjO6udl2XTx5HGylULUlL/2RfLuDkn8pe3Oa2l4jjnni4snWj4mUCKC/DWZFEdTeXca3PNdUuFrDBW3A8r/upiU/kbCc4991xcc801TkHP/tKc/BuiKHrFG9/4xq9+6lOfavmSB+VpvHOqCloy7DQSL8Blf3xA/LnUaUes6scPL3mxKP2pO0yMJcbvFor0F05dMU5UztZiZmFT4R8Bg34hatWKbFBCrogNrVVLjaDJE5V/Y/IrqflJSxq/6dEhOVRtdhppDZevXCBB4Nluxo/Mg9UUMrY3JVMphBwavsQXuM6DIItIKsCkafw9nIBkSBU8eLqOYOWhKJ5wkShn+uPp5iBxUuqHnv1Jmu1FkD6/qwcSRdHHn/a0p73h1ltvbWwkbrBABbjg6L2lIvBkW0zfnRfgd1tGcP1DQwZehxi//cjLsf9gBjFrCNOFMI1m01AzGQvHm9xDrL85YWKrcPiaUkVEZFBx0EKvVqooFM3f2chUVo8q0LEpweXQGpOTtf0Ug8zrHtkgrgxTYQVStzCbDbBgYXHat6A998LMLxtnkiuNubAMTPtBKNBn3vCopC1rGz8bxTWxoMUQmOR8E6/Pg17sa0PN2VFc0HuWFRD7BbzsfT/Hr35/H+LE0JDStUdF3Stp3hxTVyvoWq12/7Jly/YdHh5uUdBKqnK/7fBVU7JYuejruoqr/rwDo7VIdojvARs+cSoiyRSkRT09asYm3M0kszCISNcHn2ks9cdPQyuEjhuWlpJQKVZLyEolELPBxkoj8iehhh7Zqsm5kdThS/kt2YJdQASU9nQ3F4y5qqY9tG0ElQorepuy1jz4Bhf0o7+fWaOzA0tsJKGk5SZEUafY9kyW7zU+Z/7Mgra8PZnEfgNUkpXQUM67nm9rKHAdk0O5UqlhydLmrWC6LrjJKNR2f4Z1k756h8JrL7xWDhfujRtvvBFPfepTnYJut7Cn+7xqtaqXLl0qGXPGoqSjTiEbKLzl0JWGPGOSjZ/MPlYI+KJbHwIYeFAKT957MX52yfPg0XqdRNHZPb+qmeDCPcgMRKI9dgY2aYVWkfjIY6XpSilVErTugVzOwKyimAqFlaptPT2T2dgdyrnJ1Wytx53Jca4gYzu2l1CS+IOxLhcvHkAmK+Q7KSEPLdjp3aR2Ni5jNZPU1ryPzza/M4c3k4w4v/VqVc6MQn7AuDTiektaN9NWJgup87Bxw5aUH1sjiTX2fhJRUJO/be55nc/+J7i6a31rsPAFF0uciI3ZxJdffjmV9eQ3/ux3dUZv6OqBMElln332kUq+to2ODmNJIYO/3X/JlMiSaM0+WPXw1T+vRyxFZn389F9PwZNXypVpRkLe/ZfNZsxkQ+SyOcO0oOj7BBLF4JBCmM0hrscCpfJTSF2iY8kWzOcY1aeSrkGnfkg+wGxYY0FPtbUyg/HnkeEyRkdH0ddXwMBgX5uvwwygSqltOXwaGAlzgokghBulMSbjiZytRgW5ZfMQ4liLdWkqjez8ljOTPljFbGeIcEnOPRE5CrypafEz02KmC4JWswQJszlBa9jyXJNBa1juFh76G9ZvbhwwcrhHEfbeZ9m01slMxj/T79L15PcPovjiKxHHiciIMLtt27b1TDUVymg2Nc9M52CP36/Vane+6U1vevInP/lJmSCpqOIBRyxdjJNX5eAlk7d0lI5w+Z1DSKIKwZaiBHZc+3KUo+m5NfbYefkArSXjU7QWGw8Kuj/oS6unEDkqaBampXvE+gwTnSCJGc0vyyY7rmbkAAAgAElEQVTmv9G1Y9r0r+Ktypn+7Ec3bkZUpzXH1ZJgxcrFbQ2UGey4qcLuZ02twFqtKpROhJQRrWAPmbmqemJknEqSisAPxN/fztaIL6RwSR68cgskiix1YZVKY+JmKRb6Gr5nrpeoXptQdXzXh7A9XFgklsViORbr5TY3hEFkc3NbcKIdNKnMVUC9itP+/U789MZbGzcc+qGdBd3OlTqDZ2mtV9100033nHjiiXla0WYxAvsuKuKcvRdOLZNQ+bj8lgfgKV/gSwevXojrLzpJahLOZbOBIlHYnkY2zMDPhAgzGbmO0lJGnCBX6EOS1FGvmQBJUzlP9qq761HZQ4DWlk58URJa030SYOXKJaKo29UsTapYyX4oCTeJrqNarghksFYrm0MsDdqJ33XS1/np9dJanOawmh0fvk0+Ef9pmJUaiUTh8JbEDEG6tOi2Ysq+NN4gxJyntUhpmEN9crckhXWPbBLooFXY/HPFisWCBOG7DZvL7LVWpdy6erzU1z9VhJPPsL0K8IPbazjrvV9KZaFw55134tBDD+1qw7N1Frp+IENDQ9cvW7bsubSeZbErX3zQ5x+5Ah5Z9ifRuBGH6hqf+NPDBsbzGOHQ+197Al73nBVCzzlXbZxythU8lS9pu0QShJlQXByEWtHCpvJiMIn9b2dVkCThVdhs6FQ7iIXe15fHwGCxrddhS5PKVHU5GPwwvRG0uhVM0IyWHy3tyftb52rmpvoeQx3KMcVKiULmXMaRSSqyMs8XKGv6voFa1SSh2NvWVGTA7zy6cSs4r+bA4U1o6ZSC6FMdYfPz48m8xJdvM2B9BrWTaWY9GkbJLbUMVp/zqcbBc+mll+Jd73rX5Db+9Ac1Z9/s+oForZf4vv+Q1jpvLeisVnj70fshQn23giTqgfA5gtH+e+MYbt24DXEA+ImP9Z99BbSXgUoMyf1cNF5vhfE3Ld1FI8kUX5YQkihMVqRmY/HMMCAONoTvcRMbS69VyU+nz/z+9qFRVMo8FNIAVpJg0aKBlky66Tx54neaG1cUlaSss9q0sZBZqJdN/NIpuVMU1eSgmIpyakdP2/0M697gOGlDhEFOIGJB4DcORaJxarW6oHPoXomjushhqpj2psWssG3rdnn+woX9hlhpDlprpR+D3zZ7kmMJWPWHjIv8eyORanL94tIUnuhMBrlTmgr6uc99Lq6//vqu12t2anpiIKeccspt3/ve944QC0wrxL6HvQc8vGr1crPbpVjb4yeeZd2DBIh8Hx+85UETiEq0EAyt++QpiCQ4NZs+aDMNTfyrUVpUVEGYMbhnkuuXDdev4hVXlDDgpYTtVN5UYkHoIZsN000+E1yrxuhIFUQzyI0awPLlC+H5AvYj8nbacMPx+sCkMRuaVLNh/SArG5bKiMgV3hJYR7Ee1cwmnoaCmgMdNOVXtHI7MxydzTSpcTnnTM/3wwA1+t+Je+bB7ClEqbU5ObfGxG61IkR2vh+mPJBJfMEqaH40CAvQdF9VK/B8H5kw10yoMshzOTgm4+4gVFDHCVQI9J32ecRSkJNkZQWCBnpCr1FmPTGQarV6TbFYfDWvv60W5BmHrMRBeZIIGS0wMRpP+Fzs8dqs8aHb16XLTePM5x6Kj736cKl6PJ38wT2t24lWri3NZZNNmIhSqlQQ+OTZyKAqKBXrynh8ANBee63vlK4AvoMKjugQZhza31kZ2O/Yd7YiVfjz8I4xiY4vWDggVms7gSzctLavzAKjoiZ6gRPFq7yVTxhmxaUT1SuNuTPW8+wiOfY0f9P993F+2LQCvYXXSZFfSedOxM1Dy5nZoMZtZ2GTM48vTLfv0/leK3+MCYYHCMKsoFWqlZoUk6CPvQkJVZN2dzSQKQBe/5+34Ss/u9UYMZCAc0/otZ5R0Frrv85kMl+0fmi7mAiHPOOAVTgwmyBOy1K1LjRZ/F6Ae8YifPXuR9JIMPCdf3khnrZmobDhqVnAhxrLmI4VstEZrgyrlPhnttBnqEKDEKXyGMKA131aVhH8CVfTiYp1oh+7iRDhxlcIfG4SXyxtuzF25RYxyty4OdrTmkVb+dQ4zX40hW1Nlp4NijEpQyeJFLuV20JXW8/ji9WKlWyz+CaABnntZ+Yg4w5Ea1Am3cpMN44mNVWeTF2nz/3xTcvNSUlVoj0fRGb3mLjET27fhlPf+1+GqsGkxjsF3Z4N276nHHfccfqmm24aZ0H7hMspjWfsVcSJKxbytmgUHVHOtgpJAnx7wwj+snVYrGwG49Z99hxj4ZFTd5qUpbsamfUvx4SXEfsbR2konlaSJ6x0WUlASWGDWou7g5sVcQ2P5dKkC3j3a3DibSH9lvxhSnMZi1wUABV36Es2FiP65l5lXULNoFVzTK1X5FbXke3T46/QzWw569YwPnWBCIoiNq6l1sNCLGf63gWKNxXUQvvW1fSe1CoTm1JtWenoZOcBSR4VjajOJCMe1+LDEb8sZRCLcjZrhEG16bk1ptf76X9rfCKWMUJIqc4Dli6NLOq1qgRIGejmOOuEDHrGSCE1gzmMJoOcsYaDRimOsfzsa+ElPkjZkDAa2iOtZwZy44036mc+85njNrj47tKouPI9/OPhK5BHBtA1WQhVD8gmCpfduQ51gt2hEXg+1n32rHH0pe2ca2M9k9DJgxdmheRGfMipcqIiqldroqyUVGcxloVmkCi1nlut5nb3zboPRHEHnihtKpPxB1UTKCW+wFTGNhttfP+awUAzdnNb8ENC6jKN9GmzWesIQmbtUUERlWPcOVMNjLVTJjN5lpGLZeCWgcv4ie/mQczbDD9TrYw1AqHWeTMdtMZM+tru7zaCgxIAZhm2vPjWq4JGgcQY7IFMLL81FqblwvJ89J/+WTLWmKIyzoJu93TO/Hlaa01l0mAfk8gwq1rXkfGImfThqxgLCgH+4YD9AD2GmlYIvRD/55YHjPXsa5z7nIPxgfOOFMXUbu4Fa9Vy/TDgIwko6SaNajXUI2YGFthxlEtjkqlOBWhQHElLpLv952rTf23mYqKvmspXFGzKe+CLf5yQuBSfK98Z7xtuMPGlKI2G35DJGLm8pDDXKlWRtSnJVQORGnazdqtynqgfWvmcWVyB7IPMDKQPlkk54nxuAXSOP+Cmn3Q081019Se0ujXstxm/Y1UfjtkGtamg+TPHKmXYeGMVd87kUBytPeMBsOyc61CuR/bi1/4NMnVRtOUbPTOQKIpqJ598cviTn/ykoVh/c+UrcPybvwYd04qjhRwg8euCbVqUz+Blh6yEV6vjc3duNB4yP8HPLn4xDtmnry3CbX1Iw8ok74KUpyLZTYIgW4QKQkS1iiSd8IZXKPYbQnZakOwXI9sGjjLLaeczHLYcKAZmYvzdZGEzKRVeNhQVpGOmqEfI5RnRj1EtjUr0PlsckI0a1csC7/PJ+9u42k/MObLV0ztv+TKmYBtdNwl9UoIwsMxxgRBfeYFGuUx6TEO4Txw0fe0NVw5t7c4b3i4XSCstrr0l0ZXIQRBtwQOYjRa0+Nl9H/V6pQXHLxKaVjA6gY/Vr/4Stg+XxYruFfBDTw1Ea/3fN9xwwwuJg7RW9PvOOx5vPf3JePs1v8Z/fucvksRC75RKIiHgp2/TLCGqylgoHdd/8qwpkSztSaW1+lTj1MKUxUw9JkooSTl+PXF3CPqCyI3ymLGY5YpvAyfdsWPtmCVgkzAQ6gmumdYjZU0rmRY4eSXo8ze8xiFiktBL4NbMSTNIaXddKjeLE0/95BOt/z3NyWz+O+eY/aZ/nS42pqoLn0YQir7l4UR0DV1G9oZGzDNvDzYbdDIws9kcw1Se3cirsfWGUjeOuBcluG3WLHHe4rajpcwbVVyX+Etbbkla4/nv/Tl+x0QzI//u2CiTEHTPDIRjTZKkFgRBaBUErbfRb74KSZ1XqRAvveyn+NUfHkKsPaiY/M6hCZix8nFaf3DrNecgUu3hXTDRetqHpBW3fM4G5xxmDO8ErSxec0MGh0gdyeodrL5NPmfJIutwq3nCIrOyZ3I2B0Q3DmXM4BCZ2QS9UTcpzbSiuGmF7CliEJTfskk5xnVi3B3ESPMmYXz3NinHukKapmZal3ISC382PmLnmzcIIjHILy7ImyCU24FlqpOkFN+HHzBLNG4w06XhxGlZkbMxnj09s1UPGjy7vSnQhVUQ1j1CWO0clyt023H+mmauSVCZnuXcuKlA4z++vxbv+uyN4mZzQcI9zdw8/fvdd9/9vUsuueQl1113XWqJhXjdy47Ch887HFqVESVF9OU0/uaDv8E3brgL9ciA2+UqoXwsGgxwxxWnw5MMupk1C58jTM+TTDFT7UGY6/J9iKpVIUOiH5LX4NpoCblcFnWiOpJY0BqC62wnAHlmQ5rUt62S0kmMMM/yWxDoXBLxYDJIER5O5J3gZwVKll7tReGmmOvpjNtYriTaT5NaJPnFdFssWlEM1lm08zmm8m/eepqk9s3+8CHWrmkGS8djfmksxAhC8jebWAZ5vOlezff1geXVKBOiF1qpSznfNhA8KWHP2YdaYZamnADdU9boEKlynCQrS/cSYZJSSZ61Qj0PhfwgKhUWebUHsM2KbFXO41g6djK6puxlnaUUw9zH923YjuPe/kOTettVzqHdT2JPWdAc6s0331w77rjjQkFGpGNPVICnHLoMH3r90/HkFTlsLSW49Jtr8fkf/L4hHW7Ab77z+TjukEXgRXymTdwsykOifBPBTmJUGPjzPGQLRQkC2pbL58XnbAlw+HsbLJmOoppp32fyfbm+MhGFELqQrpqSqZ0XsjJIIH52+iCJWqGlGUliikVrtNeVY2TXzKocr3zNKM2V2/q0+ZtmUE4SfHirSREtlhfDeJ74vXSdtPqdCRljarYUMTYJOHwOreaoVkaQycvfLXKB82wSd5qwx/Hyb4WujT9UWt1nrd9pRdy0Bs3tZyauqebfbS2XCT1o+jHSf0iRKRbHLsyDTDQy2Yqs8pMvFCTRqVwaleSUTDaDWmVMDmCJrDBxLHWB2XG05jGMZ7yz9AemopCdV9tLkoox8Lr8Vdca6lqnoGeyhWf3u/fee++PDjnkkBdYUh25enHxx6b6r9AK+cTW+lJ5xG7SpcUAt155mlCNWp/vdHtq4GRKYkNi1ZGljTC6JJE01xyRGopVMsqSKEO2Olm8gtRovr8blTNlZhS0J7whreWVJO7lKTmopMySYJzNQTYbfvbWIOPM96w9tJsBP6tYjLI2+HKxD5VCGBrOFHFfhSS5CgUuyfgCbw0k3Cc+xyp7SXGWv9v3GKVt/QGN3467Ue3ckGitJ5DmfUxYyk1F3wxeGxgg20R93Pp3GWOa8ShEVxLs423BMi4mqFTGxP9slTbnncUkkog4/nRcjbHSnWhcWbs6cCbuw519djAH9J3zdUQmsWzmFtZ0N3+bv9czA7Fyue+++z7461//+oLzzjtvHORO+VloL4aqm6QAC2VnQGogDPCnj5/SlqSU1gUvUXwuvhbMJy1pWpFEMTCIxj2Y1CPEaRJKCtnvSteGPewMr7GCF2Zko0oV6npNovnZQkH80ayZ2MS+ttdybvMe2enjzDwrwfhKRqgUM+V13jd+9zTpSZQ0C/xKoJBUtjHq5KIQAiihxuqauRbDg26ZhOXhYrCiPF2DUa0qB68JjJrkK0Lq6MIJvECyQcU5MUsBb6UD5IsBlpzzeVQ5IQBPx7ljOZvFBddzCvr+++8/Wmv9+wMPPNCnFd241oUefO0hkmKqLAbqIROGOPOE1fjo6w9DlMyMtNxuWF7zYpoMDESyDBUUMjle92LZnHR38E+SsVuODF73JHGly9AajStmI3U9tYJoDdGSTguc2kOLLo8wzKBSMRVBZmvDzuJ+aTxafKDi6iAWnFXVWUWdrpy8KKpSif5WoFDoE3tO3FvMHkzT9UnCxfnupluSzGPKGaLCAJ5PtwWrydflFsR/p+/ZrGujkIlG8mmKpOO1v2/rHGmNQuBj4LyvCcujs6DbKt32P2zt2rWvPvPMMz99yy23yEqhX+zha8+CqibYPAwszGssWVxAbWwEcRLAUwnqM2Cta72aGShdC7eG8sRarpTLEhijguJ1kCqMlhRbKzi/mzasHWerO8deP417wciCliMDZqLU0qxIw63RfZYzx2T9ujLvfkZ87fyZpFZ0YTBLskLfO3lVMjnxv1fHho0rxyJTWirptH8HzM4TTVzFBFlVysBHNx0RSEHG0MNynZPnxdITxBEtad4ubDC+/TYhA5bf/P12vPk/fgayAzqY3ezMf1ufev/99//T/vvvf4WN7JOe5e7PngqlefupQSW8jrXnlTYwxqcxIMJyVHG9bkpUwUO+WJRNTf9zyNTpDJnKKmJNmeoYs7d42zPCnT/FHEymOh5vliYBwxA7kUtCyG9SJW3LRtnDzCTfNDk2ZrOfbX12ivPlM+nWEML5DCuuG6uxUiohVzD0oeaQ8hBHlAUpU5uZct14EMuYyBbHMRMmmHKTi1VN6k85jamkiVgxiBoZp0rG8am0Yz7EOaQMfBZxBWv+/vuoEBlkGC3bfwq0o9PTeEbPDGRnYz/22GNv+eMf/3iUeAm1wrvPfCr+10v3Q0ArSDgSDCxops0qaHLc+mEuhU4lQoTD/7hQM7lcg3ye/lgIcTlhVebt3bBhdxbE4YblgcSdGeZyEsE3xW+1VCEXHEVKD7pr9MBMZ2Buvr/TmxKUpK2zGgrnn3NKFw6TcKi4GAw01dYNIr6bfM5Wqq3jNsVtjTuDSB25UcSxuLOIfeZtqSZJVgbQaJNu2r2+xe9PyzwG3vmFP+CzP79PXIqCDHEKem42RDve4nleLUmS0AQwNP7lrKNx/gsPRA3M/28PGb9V0LQn6WOOpHRRLJayLOAoMqxdEqmmX9xc/xsFpboE62w3aiv+1VqK9MOyuoVkxBFeVyoZTmNhZaMnnpgFExTrlgOpdf2Je4YKNoWJyRj4n9CDBgKbZGp7mDXwwUqlJFwqFhZmWNq6y+ds53Yc3jnNHGhFsPAWYXllWDFFiL1axtpu5cx+8cYWPibSi75xJ/7zu3eJC4UWtRyKjs2uHapzbp7xrne960eXX375C+QqSjpNkHs4hx9d/BIcsLIfqJcktdhUupteEyrNlEhI+xlJxGCQiEkoVhkRrcErP6FGFr3QTRtWajM2OETM0SJoDSs2DeSKfSLFsbFRSV8nERQ5RpisYzapSQyajQ07vZnb87eMRUZlbKhgiVpIqTUAzUrkeSk0XCmNSqBXWPpYZKBWgyc+29bxdpOCTgvJEmUkmG66LALoMBT3nbAxp2te4iqZjFnfKZ+MmeM2j5duNJrMnsIf7t2OUy+9HhVS6yTGz839fdFFF+Hd7353z3gGemYgu9pqa9eu/cD555//9h//+McmSCXgZOKNaf2wpBKtO3Ntm2kTYSqFBQsWSmIK2/AOBoeYyRaYaHeXt0KxiNDPYHR0VCzkTNZQZrJVqqyhx/R5um4Uxkolud7vzDXSjWJgOSUGxDihlUoFtXpFlHN/H2v8ER9MRkRPcME8oKVSeTcOdCd9Zrp2IU8SMaKRTFmukZKthmK+IG6PFibxdg9d+Fmk1FVVUsY1sqzBY7HPeNWrXoULL7wQBxxwQM/otZ4ZyK4Ww/33339IHMffvPLKK5/00Y9+tCi4Y7OaDDheotImbXTmzSQeMDGB1vPo2CgSBk9SEH63KyqOgxwS+b5ims2gJBGD48rRxx4lGGMSik8sbCIb2ZSD7AE1RZbBQkHwzBwbrTWe6Qz80qXVV+wTOTBjkMp74lxPJRFj5uuwzU/wFPr6+hDXOaeR+NxHRkclrdrEH+ammbT41DLXPjQ5dAhnVQkuueQSnH322dIRp6DnZj5m5S2HH374uXfdddfr4jgWk3mSSnMZgCcBMJyJu2n2+t7f3y9Kf2xsbLLv2NOj5/XfrYIR37nvg+NjYMiOjwqaB9PIyEhjvJOU7byOazIvt2PnNXpgYEAUMIsLUAZ2DVnFPIU1NZlXz+lnWg8Ru46tO65YNEufMuAc043DOd+xY8ec9bG1T/alxxxzDK655hrpi+d5Y1rrBw844IDD5qxTs/yinreg2y2/Y4899lzP8z4CYNHEZ7diZLlgqMC4kbvJ57oreRnIWHO5UElbHzuVNN0d/B1/7sVmx8955Tit4mLGHA8m8khQcbN163zbw1cY9tKYDW8NPHz4O/5s3ISJKGr+nv9NXBuzOf90taxcuRKnn346TjrpJK63zZ7nnb/ffvt9ZTbfO1/Pdgp6mpK/++67X+L7/nsBHKa1HmdZ2wVsH90a8Z7m6+b0a62Wr/2ZG5RWk9TSS10W5TLhZNlGirzNHLRWZLcqKits23/r/rKZqVTI/LeJykncHi2tW8Zvg33iwiJnN8uu1evGjdMoNODJAcQDip+3hkcz4D13S9T3/bF6vb7Z9/3L999//6vm7s1z/yanoNsk83vuuedcpdTrlFIDWmu6RJamnABdZVE1oHSplWQpHQXLTRhdGvTjRjYcGwwMZhu/t0xqSima0g9qrTdPV8Se54lraeIBON3nzeR7VokJS2Jao5EKukVByXiVUptm8p5Z+O4ypdTqCe65CvupteZ/kpMuUNGUGoFKmI1zyxuCdWfw75x/a2m38wCyh0ErPQP7YH+fJEkcRdGnDj744J60lHc1705Bz8KOsI984IEHXhJF0flU1HOsbKatHFutfW4OblD+ThjZWlwYVMrcuLSq7EYNgiBOkuTTBx100JfaLdb0APywUmpx+mzxNwKYU4Vo5ZO6NeI4jrtGaXA9JklSX7NmzY/aPT/uebMjAaegZ0euu32qtbY9z1sxCQtxssp21pTjPIhol6/cvHnzQUuXLr27k/rk+uIkMFsScAp6tiQ7xedapW3YDEh3MDuW6BS75T7uJOAkMI8ScAp6HoXvXu0k4CTgJLA7CTgF7daHk4CTgJNAh0rAKegOnRjXLScBJwEnAaeg3RpwEnAScBLoUAk4Bd2hE+O65STgJOAk4BS0WwNOAk4CTgIdKgGnoDt0Yly3nAScBJwEnIJ2a8BJwEnASaBDJeAUdIdOjOuWk4CTgJOAU9BuDTgJOAk4CXSoBJyC7tCJcd1yEnAScBJwCtqtAScBJwEngQ6VgFPQHToxrltOAk4CTgJOQbs14CTgJOAk0KEScAq6QyfGdctJwEnAScApaLcGnAScBJwEOlQCTkF36MS4bjkJOAk4CTgF7daAk4CTgJNAh0rAKegOnRjXLScBJwEnAaeg3RpwEnAScBLoUAk4Bd2hE+O65STgJOAk4BS0WwNOAk4CTgIdKgGnoDt0Yly3nAScBJwEnIJ2a8BJwEmgYyWgtc4lSfJWz/NeUKlUxvUzl8vJ36MoglIKvu/zr+9RSt3QsQOaYsecgp6iwNzHnQScBOZeAlrrw6MourRer7/Q87xcNptFvV4Xxex5nnSIPyulnu0U9NzPj3ujk4CTgJOASEBr/Qqt9TviOD5WKeWlitkq6J4yOntqMG79Ogk4CTyxJBDH8cVKqVcrpVanVnRP6bSeGswTa2m60ToJOAlYCWit9wFwuVLqlb0kFaege2k23VicBJwEekoCTkH31HS6wTgJOAn0kgScgu6l2XRjcRJwEugpCTgF3VPT6QbjJOAk0EsScAq6l2bTjcVJwEmgpyTgFHRPTacbjJOAk0AvScAp6F6aTTcWJwEngZ6SgFPQPTWdbjBOAk4CvSQBp6B7aTbdWJwEnAR6SgJOQffUdLrBOAk4CfSSBJyC7qXZdGNxEnAS6CkJiILWWpMRKumpkbnBOAk4CTgJdLkElNb6IAAHKqW+3+Vjcd13EnAScBLoKQlQQbNMwXVKqdf31MjcYJwEnAScBLpcAlTQGsDNSqmndvlYXPedBJwEnAR6SgJWQX9VKXV2T43MDcZJwEnASaDLJUAFXQPAOl6/7fKxuO47CTgJOAn0lAQczK6nptMNxknASaCXJOAUdC/NphuLk4CTQE9JwCnonppONxgnASeBXpKAU9C9NJtuLE4CTgI9JQGnoHtqOt1gnAScBHpJAk5B99JsurE4CTgJ9JQEnILuqel0g3EScBLoJQk4Bd1Ls+nG4iTgJNBTEnAKuqem0w3GScBJoJck4BR0L82mG4uTgJNAT0nAKeiemk43GCcBJ4FekoBT0L00m24sTgJOAj0lAaege2o63WCcBJwEekkCTkH30my6sTgJOAn0lAScgu6p6XSDcRJwEuglCTgF3Uuz6cbiJOAk0FMScAq6p6bTDcZJwElgphKoVqtDmUzmxUqp38z0WTP9vlPQM5Wg+76TgJNAz0hAa71/rVZbq5SC53l1rfUdQRCcoZS6fz4G6RT0fEjdvdNJwEmgIyWgtT67Xq9/mQpaKVX3ff9wpdTd89VZp6DnS/LuvU4CTgIdJ4Eoij6qtT5fKaV933+pUuoH89lJp6DnU/ru3U4CTgIdJYF6vX6DUuoEAFcHQfC38905p6Dnewbc+50EnAQ6RgJRFK1TSi31fT/TCZ1yCroTZsH1wUnASaAjJBDHcdXzvB8opU7vhA45Bd0Js+D64CTgJDDvEtBa9wHYAeAIpdSf5r1DAJyC7oRZcH1wEnASmHcJaK1fAWBvpdQV896ZtANOQXfKTLh+OAk4CcyrBLTWpymlvjWvnZjwcqegO2k2XF+cBJwEnARaJOAUtFsOTgJOAk4CHSoBp6A7dGJct5wEnAScBJyCdmvAScBJwEmgQyXgFHSHTozrlpOAk4CTgFPQbg04CTgJOAl0qAScgu7QiXHdchJwEnAScArarQEnAScBJ4EOlYBT0B06Ma5bTgJOAk4CTkG7NeAk4CTgJNChEnAKukMnxnXLScBJwEnAKWi3BpwEnAScBDpUAk5Bd+jEuG45CTgJOAk4Be3WgJOAk4CTQIdKwCnoDp0Y1y0nAScBJwGnoN0acIwX2BkAAAD3SURBVBJwEnAS6FAJOAXdoRPjuuUk4CTgJOAUtFsDTgJOAk4CHSoBp6A7dGJct5wEnAScBOZUQWutCwCeDuAp6Z9L0ynYBuBRAA8D+J5S6raZTI3W+pB6vf7cMAxLACoAagD483YA9yql+D7XnAScBJwEOloCc6qg51sSWusljx0CrwdwEoCxVGmPpD8PA+DP/JOKnOXX+R+V+ZBSast899+930nASeCJJYEnlILu5qnVWq8EcByArQBuU0rxIHHNScBJoIcl4BR0D0+uG5qTgJNA90pAa73KKejunT/XcycBJ4EekoDWegDAM6IoOloptY/neWv+P4Jn1ESPrstAAAAAAElFTkSuQmCC" mediaID="Taco_cst_Taco"/></media></snapdata>