<snapdata remixID="12527600"><project name="U1L3,2 (Completed)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGbFJREFUeF7t3QeUZEUVBuDaZQmSVkGJElVAQEQQEFByFCQsSFqSgSQZFMlRBAVERBBQcpAgBkRRiYuCIBkl57xLkqykHc9X+6qt6Z3ZfcPQ283pqnPmzHR3db03VX//997/3qoe0tPT0xNKKzPQphkYUgDYppkvl40zUABYgNDWGSgAbOv0l4sXABYMtHUGCgDbOv3l4gWABQNtnYECwLZOf7l4AWDBQFtnoACwrdNfLl4AWDDQ1hkoAGzr9JeLFwAWDLR1BgoA2zr95eIFgAUDbZ2BAsC2Tn+5eAFgwUBbZ6AAsK3TXy5eAFgw0NYZKABs6/SXixcAFgy0dQYKANs6/eXiBYAFA22dgQLAtk5/uXgBYAswMHr06PDEE0+EJZZYIo7+uc99Ltx2223x7xNPPDH+/ta3vjXeazfddFP45Cc/GT7ykY+04K46c8gCwPdpXf7yl7+E1VZbLY525plnhjFjxoS99torPv7MZz4T/vnPf44HwHfffTcsuuiijdcOPPDA8IlPfCJstdVWwXkBl19+eWPM9+k2O26YAsBBLMmrr74apptuujjCd7/73bDwwguHLbbYIvznP/8JK6ywQrjxxhvjayuuuGIE5ZxzztmLATHescceG84777wGUP/xj3+ED33oQ+FnP/tZePHFF8N+++0XX8uvNYhb7ri3FgAOYkkw2w033BCmmWaacP7550fAAVQz633ve98L88wzTxg5cmQvAJ588snhv//9b9h1111DMxt+/etfDxtssEFYa621wrPPPhtWXnnlBlMO4pY77q0FgANcEqDZbrvt4rt+/OMfhymmmKLhz+WmlvnFfGuuuWYv0OU+YP73hRdeGG655Zbwgx/8YDwAA/WUU07ZuI73JR9ygLffcd0LAAe4JF/+8pfDIYccEgMMwcaqq67aYCZMtswyy4SNN964Fuj6A+Npp50WHnnkkXDYYYc1wPj3v/89TDvttIHZBtJf/epXA7zzzuxeAFhjXX74wx82Aorrr78+HHXUUeE3v/lNfOcuu+wSPv/5z4ctt9wynHHGGeHee+8NRx55ZLj00kvD3/72t/h3f0A75phjwvTTTx+22WabsPXWW4eNNtooAPjOO+8c2XPEiBEB4z722GPh+9//frze6quvHpj0FGEbY88996zxX3RmlwLAGusCIHPNNVfYf//9Y2/+GebbdNNNIyMJFETBzb5fMslXXnlluOiii8JJJ53UC4wbbrhhOOCAA8JnP/vZXpFybsq/9KUvhRNOOCEsssgi8b133nlnHEf7zne+E1566aXw85//vMZ/0ZldCgD7WZff/e53YaWVVmpEuaussko44ogjIvPcf//9MUC4/fbbw2STTRYjXwwmUNh+++3DGmusEdZbb72w+OKLRxbUll122XDrrbf2AmAC2nPPPReDDRHwueeeG8fFsn/4wx/CxRdfHJjkt99+Oyy22GLhsssuCx//+Mcj8Pfdd98o1Whkn7vuuive8wepFQD2s1rM6TXXXBPNqmbBv/nNb0ZBeejQodE/Gzt2bDjooIPCH//4x+iTAQp2euaZZ6KfyHTPNttsYfPNN28wXG6OEwC957XXXgvf/va3ozkFNBHzZpttFgOe5ZdfPrLdrLPOGvbYY4/w8ssvhy9+8YvxeskUM9/cgLXXXvuDhL9yPuCEVstiM3EWWuOPkVrSY2bxggsuCJ/+9KcjIABpoYUWiuaS8NwX2Oo+JyLeZ599omkHfn4hySe5AIIdH4j0eN555224CB8kBBYGzFbrhRdeiIHA8ccfHxZccMHG4vojgY7/R1r56le/Gkgnf/rTn+JrgPX444/HoINJxl5zzz139PGwo4wHAKVxvG4c0S3zzo8DulGjRsXrAz9h2/X8CEiw2ymnnNJrHK/l98fMA+sVV1wRBe1ObwWATSuEbSxqbt48/tjHPhblD/4aPyu9LpAgvwgWmNS//vWvMbOBOfloycwKZJjVu+++O15x9tlnD9ddd10006mP/nLBgJaEZ26Aa5111lkNN+Cqq64KM844Y9QCCdkJ1H3dewFgp89ACOGpp54Kr7zySjSlyd9rBiE/TnDhd67F+Vt0/Oc//zkyl6Dka1/7WlhyySWjGSabAIigpq/GdAMe2SYBMReeBS8Eb76eyJsc42+RMcacEPj+9a9/hY9+9KNhlllm6dhVKAxYBRgAJ8pNTjxg7bjjjjEaFQT8+9//jgLzoYceGr7whS9EXVB+Vs5WoABw66+/fuwLeEw0hrrnnntqLf4cc8wRQfqLX/wiApG5lj9+8MEHw49+9KPIyjPPPHO8R2b66KOPji4AMytaZvp9AJh67de//nUMkHImr3Ujk7hTAWA14U8++WRQjaIBgUj30Ucfjf4UXw2YyC9AyA/DQnRA5pcsog+RWvSLSd98881oHuWJ33rrrciMfTWmWnTLf2TmXde9iIaXW265CDayjGg8meGddtopgo82yYSTb4DPOK6Z0nQ+PEx1J7euBqB0l3Ta0ksv3VgjTEJWkWEAMpUtmBDTMHu5n+U5IBSIKEZQNID5SCYyJfxCAKIJ8gHVCH74wx+O1/I3nZBJvfbaa+M9CCD4l1jVtQjUxthkk00i4Eg1uWtgTEUMAhgAd2+77bZbvCcgTc09zDfffBGgnda6GoD33XdfZKypppoqSh6f+tSnGj6ghWRSaXNaHm1a6G233TaCwhjMHVPHNAPOT37ykxhw/PSnP43+4Te+8Y3w+9//Pr4HGDWC8yWXXBLLtphY7+dfEp532GGHWN4l2FAbCFBMNCAmk9oc/R5++OHxg5P8RdcgTPsg0SvplsbotNbVAEyL8dvf/jbmV4EjpdveeeedCBiN38fM5otOPgFeOuDuu+8eGYZsAoyAghHliDXitcCErwhcGpZzTewkSFBoIGvimkAmsyICFiCJvslDfvPxjDNs2LDoCuSuQwpI3DvA0RDJQPLLndq6FoAE5aWWWqrXuvCnMBMQMqUacFpEZg7DASNm4XNJi9Hbzj777OivYRvsh8mAhSmWJ06CMdDlAMz/Nh7zz3QCsdf23nvvII8M0OQeZppPSoTGzACrXx48kYA89mHxwcibqJnZ76TWtQC00HwvuVuLxQxrAg/MJN0l0uUH8s2YONodgPHv/AYakSoBGxBUxjCn3ictpjJGRExKUWKfzGtiQAK0esIHHnggitYyKN5P1DYeRgNaphM7A58PBzlI8MPnBHKpO26Be8SmPjDuVUs6oSwNbTEVzHYKCLsWgBaA+cJ455xzTiwu4LflfmDzgmKUhx56KEbLAJUCAiDRsAuWGT58eKyAxpqi5hlmmCECSV5YYPHGG29E00piYXIBGDj5e+QeuWS+IROsAWO6lscCF+X9xx13XCzVYm5F0/zGlBsGav+bcZl//xsZp9NaVwMwXwysg834cfwv0aeWTJpFlB7j+wENEGKtHISAZh+H92IyQQwGkh0RwUq/CTz4aKpfiM8kGtojQHuccr5TTz11BGoOPqDFbikQIbMw/1iRj6i5FslGcOR6nV453XUABAS+FP+P6WKCaW+p8b8wB+CkihSAYZZlOyy2bZYpWAFGETO/6/TTT485ZO8nTAMXDc82S2YUs0nlaUy+HXAyMCQZ2iHzefXVV8dcMvMNVK4LzKkGkA/KJcB666yzTgRk+qC4rgJX951XxZBqFFJ4H9837dDrBDbsOgCmSSeLiE4VioosgTL3BflUmISjL+r02sMPPxwzEBaUD8lEkmIEC0RiUa/8LlFadMssAjdfrb+vZfY64E0++eRxXOk2gYcPCPDyJbkCAhGBDpnF/hDXZIaxIXCpoAa8ZIKxp/t3P4pYSTk+OO6tk1rXAjBfBHIFMPIFMZh0mkgWm8hQMMPYJfmJmAwzMdcCAmzE7BK19WeGidT0NyzoNwACWN6ATxCiyZzMNNNMMfghVmNMJj6xLrFbJgbjyZgk/4674F75d65L/qEfMsHcBqADzk5tXQfAVI8nSOiLDVLqC7PoY7M5Uyip773MrEBCwGCRBQLMuOBD4/xjvsE0QJRm07CqAIb/qVKGn6qiBuj4dz4MonIitL8xtWCIZNTc9BHla53iG3YdAGl3UnAiUOXsmArAOP0qV/hlqWFFQQfQYR1+1brrrhsLBX75y1/GNB0/TGQMgGQUuuCQIUP6NbkTA6aUGqYUBatmYYrdEz0y+XeYF5gAj6llerG2YtjUsKV7ef3116ObwKf1YTJWfx++id1bK17vOgA2T6KKFgWjwKSqhAll/oCNeSRIk1VUtQgQmGMBhAJRrOg5RQiYygLzLfW1h6M/v6+/hQTcVLQgKFHIoNCA74fRmGeZF1kQ7kD6wJBu+LKCJRU1Tz/9dGRQGRBj6CvT0omtqwBI9wO0pPX1tyCCDT4X9gBOLAMEGEZCnwn2Oo0N0GQmBBqCA34YlmGesdBAm2CEDyhaFlBIAWJqEg/pBgNjZde74447IviBS6YEm+uTzHd/1xZhq5LB6u1uXQVA/p10GROcmoWQIcjLlgBU9oJZTg07En39MH/YCjsKHjAOQDz//PNxb4jAQW7YOPy1/Hp1FxyYRbkYzFjMMsBrX/nKVyIw+YTpQCTPk5jogPn17JYTlOR+KRPMp2Tm2926CoB9TTZxN0km6XW+F9MHXJpoFRuJKAFPYyoBT/QJcFiTj4YlBSLAqDGlolnaGwau2xx6xD2Yf/75Y4mWCFt6LUXSft98880xek+mnmvAVKfKbteiQfIPZWE6sXU9AOssCilF4AGYqRGQ+X9AmBpTSPIAaK/nDTD5lrQ9YJpYw3xcgNSwITcgncblefqlDwaz/UFtXQVAxQL8n1Y1IvKpp57aJyD4in5EymnzUmLJ5vvBrvzApBG24n7dB1G93a2rAMik+RlsY5o5/zmYjcscMsl+MJWgwA/T6HX+mOBi0802CS+/9FKMajWBy6hR14bRo8c0bk2EzeRjwtTIL2SZ9wOY7i9n08HOyXt9f1cBsM4kkWGUaeUmVLQpNYfBNDKIXK9omONPAmEGMdfEROjX55wjPHxp3zvk8vt76KGHw3XXXR9ei2Z4aPTzaI3yuckPBESABMzUSEZMdSdWP/c1/10FQBGsaDY1IAM2xQCpYS9Of9q74XlOvVwxJlPNIphIQjYwkkAUMXiPaHhCbdOD9g/7bjCizmeh6qNQYmz2dwghBkJDozwk1yvoSY1ZF/Uq8UqN/yhVKEhKTRZINNzu1lUAFNmKHFNj3iyMYy36akysxQRUeiDTS7Ihi0iXARtWMq70F4D359cZ/63hw8Mx558T1q6KRSe++IDWA3EhDKkqdno8Tj9GSJU8Qytgjj8qgCqqoIFqctOYMxUuTPw+WtejqwA4oWlkOoFMxIvlyDMpm4D5aH4WThGAKJe+pxBAiksqToScCgKM4fnmNnrF5cNzx407wnfiLQMfAI6DzjgwRkDa5tkTQgOQiSWr12Of9PfEr9auHl0LQLlVEor9HcwwNlS9TADOswkCBwIwrY/Aayuk4ADbpbQcRlQIIKgA3MQ0zYu60mmnhOOqjUoTX/AEugTEnO0wYA5GLJj6A2UCYxMoK9M98WtPuh5dB0BpMxGpIgLCLvDYm5E3gYjqZEzIpKow4QPS8mxaV53C0bdPAzBpe8qylHORN9J3gghMUuDy7LJLh+P33itsVFW5THiJE+iS/1eZ1wgs4PM4MaDn+gNjusrYiikTi8JrZ2iHXQfA/hZeUKEuUETL11PulCpM8v0Vyty9JhdsYxJtUYkTs6w4ACBFxiLVlM1wzbv23DWM3WqrAVBLBr6G+QW8oRXDAV31OLJfYr6JgXEAtzAJunY1AJlfwMFcTC8/T25VjlUTYaoLlEbj79mfwVwrQJWFEP3aGee9CllpgypSZET4hHxHDPjiwguG1XfcIZzStA207/VNptSrmfltAM/T2G9ICD0KXCvApefioDkYK9Mdg5h87EmArhqX6EoAOrFAjR+xV3WJ0itSRWpq/QQbdDZsp/QqP2XAUR3EY3tz7QVJG43ocSldx6dUlsXcP7/1FuHA1VYLW83bl+yR+3gTAh+wTTYusIjAy4GYzLDnAO3/e1z6BmPf59TUwMv73qXrAEjQ5cMBVX5sGbMrjWZ/hUoYjJc2Fim/V9ypHJ5+xicU6doGmfbZKgq1eQgrqkiRxxUVM8enr7Rc6Bk5sgJGruklOaWJmSLbvRvCkGG9wdYA3rBxzBcfJ38wMZ/ncj8xx0zFjJEtO6N1HQCbp52EwgSTYPh3gJTYEAs6rcDZLna+yYbYDETzs1EoHZEhMsaKGBFYba1UsxezKWuuHqZaYP5wzjIOQGo2gZXG1+um9AFSIGkGYQLk2HHg7GWGsWNivtwE535iZ4Auv4uuBSAwOVtFBGvzDv8ulVp5jZ+n5s72S6VM9oNgTj6hx+mIDIFK2hsMfPrbqik4UTI/bM/dw6qzzhJ2iAcfVczUCCpyna4KKoAvMR+m6nmnelxFwIm9PB9NMtABXJNZTqvcr5/YGWDsWgBiNgWjytVTS99OxGw68kKmQPEAU6s570XaDvhsTGdi7eEFSvKMVJxcLB2QfEOq2ezdN0PPyC2qSySQedj8N8ZLEWxlTlMGJIEwAS2yH9w1g25CQGwCcGfgr5ySn9YBIG1p5OclUKazAB3JgeXyswFpiIRrfl86fwX70QYJ18bY4eKLwpXPPBMuXm65yvxWPluDATOT2cvvS6yXfLwKbA3gVa9HEwxYlanOMybj+Ycdgrim2+haBkzzwEwyt4IHZzWnxp+zoZuvhwlz8JFgbBS32VugInMCvMr9FTJgSUx43SILh8VnnDHsscB8lRllNhPokqnNn2sKGPo0wdgP02UgbJjglKKrxmmY39w/7CwgdjUAaYAkF+Y2bcdUegV0zCkfUVNBw/zS/JRgYUOBysEHHxz/BkSVJt5HklFwqmxqigvODT2bbx1CjzKuPkxsg/UmH9cn+n6AlT+u0m6NiLinCkASCI2bChWAOZNnxtnpKqKutMPOwl8xwfl62FKJBZlV1c0anU/FSzqDOT+kEnPyG/mANgox36ptaISzb7pxuPCxR8NlK65cBR/9rTxAVdmN+BvgqpIr5jWBMhUgxODD64kJmemc+Sp5JgYruR7YYcirbqerGTAtiSoXh0jKYgguUiaE/EI3TGcw66MvwDHJzgG0L8QJVX573oFHfMDDxzwd5p5m2rB/VixaCwIRhIkF/a6E5cSQ0e/LQQjfTY97RcVVwFLr4pO+UwFg9TUN8sBOM02t+QxmQYp9vkCmENTmIxkVxQc2pdsQjv2MIyIecs4Z4e2RW4ZhUVbJmG28Na4yIc3AiwJzBbZYOJBMblVEEEGXMd94IEyBS2em4NI0FAA2AUJGhCYoDZeOROPXAZVTCezxAE7ZEgzJ7No/7JBz5wGSbB6bdeZw7D13hxvWWKvy7fh0lamMWmDWYqDB/9MH42VVLn1mQur4gJ3Ner3+/Z6Bnh8x6Vl6kl0R+Egr2M0RuBpTm38vh4yJjempSMHxacqv0hG56gx3vfnGMMMUU4aDFlk0A1cKMqpUXC/ZJQEw0/UaYMSC1XuT+W3ke5uj4aQNJpBOsql7zxcqDJhNHQFaeX36zt3m715Lj5W3k1kwoUIGeWX+oXIsFTXM7ysbjwzTDavYrBfL5SDLgVdVMCf/L+Z6U8ot/7svCSaXZPxDucj9nrExSd5YANjPNPf1xX8iXUEKXVDQwUQzy/LJTtgSLV/65BNhvztuDXestW5TIUFfLDdQ5ktSSpJWkqntgwknCXwGf5ECwH7mULqNeU0bd5hhJVb0QM3mJIGJ1+l/jsBw5t4+t90Spppsssr8Jp8umdHkC1ZaXfL98hRbnl7rlWprAl2fkS/G7JxKlzrwLACsMUsEawdD5l9cLUviW5E0wrOiBvuCmd8xG24SZvK1DxMFWO7bVWw4XrSbnk9yS6puqR6PV/9X4x/qoC4FgDUWA8CUbMmCOItPkYEj09QTqpJJ3w18zejRYdsbrw/3r2vfbyabpL0c0RfMfcAkIpNpmsGYl1ul7EaTFNMM1hr/S6d1KQAc4Ir4FktpuBQlA6cNTLZwHnLn7XG0cdFvM9CS2R3g8+MxYl4BM8Cb78DuBYADXBT6n70imjyyPSLpi2qmOO+s8MC6I8Jc00w7OAD2KTrnpjczywO8/07rXgA4iBWxn0T2REXMTS88H0aMuio8MWLcF8b83/9rqtubYJBRpeAa76/McC9JZhA33IFvLQAcxKLw/9Jp873M73gAzHO6uQmuNhM16vzygKPJ1MY9Ih+sCLfO1BYA1pmlGn3WH3VVOGLRxcMCw4dXG4aSiDwBNuzL1Da2V3beBqIa0zDgLgWAA56yOm9Iu91Snd6EmC1/DWg7/zyXOjNQt08BYN2ZGky/mFLLyu/jWPmBQ51ftzeYf39C7y0AbNXMlnFrzUABYK1pKp1aNQMFgK2a2TJurRkoAKw1TaVTq2agALBVM1vGrTUDBYC1pql0atUMFAC2ambLuLVmoACw1jSVTq2agQLAVs1sGbfWDBQA1pqm0qlVM1AA2KqZLePWmoECwFrTVDq1agYKAFs1s2XcWjNQAFhrmkqnVs1AAWCrZraMW2sGCgBrTVPp1KoZKABs1cyWcWvNQAFgrWkqnVo1AwWArZrZMm6tGSgArDVNpVOrZqAAsFUzW8atNQMFgLWmqXRq1QwUALZqZsu4tWagALDWNJVOrZqBAsBWzWwZt9YMFADWmqbSqVUzUADYqpkt49aagQLAWtNUOrVqBv4HbqUeiTDYzlAAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="U1L3,2 (Completed)"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" 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" 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EvCGO42+Odb/AqtXR0bG6r68PoWoejEDLCLABbhkq3pER2H4EHIEGGKyeYK1t1mebTTBv3ry9uru7USx0KH631l6ZJAlCv6OGC63CmGVEFtbaZydJ4gkp6vsvWLDgiGKx6KucB2u12sHLli1DhfGIEbYZpWl6RH9/v2ehyvZTSqFf15N5rNJaeyNaP894BhisVUNDQ2DayozrwMDAbvnQeRRFzwJNpDvpPVrrTK0pHFEULSKiu91nQ9Vqde7y5cs3NtgvJN54xBhzSCM2LXd9yB9DyAJYgmkMxWtN+aSjKLqMiN4jhFhVrVYXNpp/+58aPnKmI8AGeKbfYb6+KYFAznCJNE17+/v7Pa3jqDWGoV4hxJAxprdSqaDoqtG+XyWirJ3GWvuLJEky4YL8CEO6RNRQ9SischZCvEJr7VmostO5/KjPM9e6urp2y+eoxzPACLMLIRA6x/iH1nrfBkbzEiL6pPv8f7XWmVpTOJRSiBIgWoDxE611Q0ISpVSdeIOIPhTH8Ucb4VMqlZ4jpQzbqp6utUYFecMRRdHpRHRjsLFhm1Sz4/lzRoANMD8DjMAkIRBF0S+I6AVuunsHBgZUo6Ipv5woiv5ERCe63xuGjbGtXC4vsNb2u/2MMaankbHOGayfaa0hrpA3au8SQnwaHxLRZ+M49hXP9f2UUggNZ0bTGPOkSqXijWm2z3gGuFQqHS+lvNWdMNZaZ60+4Yii6AYi8vnlhnlwpRS830VuHa+vVCq+rzhca514w1o7WK1WDxmjXQs6yGhVwmiq9oSNPT09BxtjEKXI6DittWNWVU/SI8bTTDME2ABPsxvGy52+CDhSDBRDecGAH2mtX9HsipRSoEuEocr6VoUQL9ZaQ5pv1FBK1SX7hBANq5NzDFqbi8XiwfniolKpdJKU0ud4/6K19i8AoVGr98dKKU/o6+vzxrQlA1wul8+w1l6PnYnol3Ecj2oHUkqhCjkLwRtjjq9UKr7SOZsjiqISEfmIQI2I9mtCi1kn3rDWfi1Jkgsa4ZcTrnjcsYs1zdWHhCTW2jWIUDSqLJ++TyuvfDIQYAM8GSjzHIyAQ6BcLr/QWls3os1acDxg5XL5q9Zaz9a0fGBg4KhGXnMufLpRSjmvEZFGTgJwVIi5t7d3t6GhISgjIT+72RizTz5fGkXRz4nIG80ztdY/Dm/weB6wUgqtS55r+hta60xC0I9SqXSolNKzdQ0NDg7OzjNb5aqaf621fn7+IVNKjSDeQM+01tpHCuq7z58/f8+Ojg7Mtzc+tNZ+KEmShmFqZ/w/SET17caYF1YqlYZaxvzgMwJjIcAGmJ8PRmCSESiXy5dZa1G4g4F8arkRxSI2OnpKLYTYxxmHS5IkQZvMqBGGZJsZEaUUKqFREY3RkG1LKbVECHEkdiCiY+I4XpwzsCDHeJNbzyhmrRYMcH0NMGRxHH8oPH/oIbtCqFGSi2EbkzHmzZVK5at5QKIoqhNvCCGaEnmE+1lr77fWliuVyqZGGOfC58DnsjiO3zvJjxBPN0MQYAM8Q24kX0b7EVBKvZuI9h0aGrq8WZ4Rq0RbzOzZs/9CREc5I7YkSZKjm11BFEVhQdI/jDFRpVLx7UL1w3LsTWuklP+Sb43J0TturFarB+Urd0OvG953kiQQuq+PXC7501pr/zKR7dOCAQZ9JcQfYMAujOPYaxZnx0dR9AkiyoyatfYLSZL8W27+sBLbdnR0PDEvqIDq8I6Ojr/5fupmvNVoISoUCiv8+Yno5XEcX9PoXjhPGXlfL/qweGBg4KSx8viurelDoNRsojDV/geXV9A2BNgAtw16nngmIVAqlc6TUvp+0VuklKeM1RfqqqKRD/aaupdrrd/dCBOEhQcHB5cQUdaKY639apIknsaxfkipVOp0odv98aGU8ry+vj5Ppxga6rqiERG9NI7jG3IGDiFhb3S/rbV+Xbg9iqLziSjzOK2130uS5NW548fUA46i6LdE9Bx3/OlJkvwkdzzajzK6zEbV2uVy+WJrraeubEitmQtR92mts2Kt/MgVxv1Ba+2lG0ftq5SqtygJIR5z0QGoMDUcSin0VYNa9F/cDs/SWt88k557vpYdQ4AN8I7hx0czAhkC+dCktfbaJElQYGWaQVQuly+w1ta9v2ZeGo5XSqFi2RuqlIiOz4eG3X51kQNQWWqts1ByzsCBF9r3FY8qBMsVa42qUs7lsX+vtX72thjgkDxDStnb19cXtmMVXJV19mLSpBcZykdQQMJ4h9b68+H8jngDXm3Wo0xEr4/jeFSFdBRFIfNXLU3T45u1huXUm3DaN2mt/7vZvXXeMvqxPfvYlkKhcMTSpUu9MhX/5TACgg0wPwSMwAQhkFMzwlmbygT6KZVS9XCsEGLt8PCwGqNN5jdCiOfiWGvtn5IkeUZ+6VEU7UNEIObYzW17ntYax9VHuVw+wVrr+1sHurq6DsrxJ8MIDggh9oA04uDg4L4rV67c4E+QI8AYJV3YQggajFZZwZMx5oAwnJ4z/qN6hF0PMQhNssrwQqFwcN6olUqlV0spv+vWu3ZwcPBJjeQJQxGHZpXjOEdPT89813LU4c75Ta31G5o9Ns985jOL69atu85zXeN2EdFr4zj+3wl61Pg0MwQBNsAz5EbyZUwNBKIo+iQRXRKs5sNaa08rOWqRCxYs2LdQKNzpRe6FEL/SWvte4RH7L1y4UGFfIUSX23CO1hrygCOGUuqLQoi3uA8b9g9HUbSKiDzV5Kj2JqUUvLcsHJtn13LsW17EfqPW2vNWZ1OOZYAdyxeqrDGqWmsweNWjBGEeu1Fvba6C+hattfeE6xiExBvW2kuTJPlYA4zeIYT4rPv8UWOMapRXRyTfFaX5XuX7rLXHNKLF9HPk8MfHDdWepsYTy6toJwJsgNuJPs89IxFQSiE0GXpIo8Kk4YW78DV6bzvd500FGHJygA9Uq9VyvogqX1jkpPQgbFAfuQrh72itverQKCNqrX1vkiRepxjbSSmF6u3sRcBaO4KneSwDnCMN+bvW2hc0ZfPmCsA+kiSJZ7ry66q/GAgh3q219jKLfnudeAMV5rVa7ZA85aaLEqDtCB4+xnu01hn5SANDjfC2LwIbFEKcpLX2GsWj9g8VpdzG/9JaZwpTPBiBPAJsgPmZYAQmGAGoFM2aNesGaOq6UxsiOqdZdS32UUpB7i701BZprUcYTew3b968ud3d3WhLyqTymskGlsvlG621nprxv7XWWduQH0qpkCFqvbX2oLDfN4qiM4koE6C31t6YJMkZueOhjXs4PpNSlvv6+rCmbIxlgHMcz6M8WKUUWp6yinAielEcxz8PzouiJoTXs1CwlPLwvr4+hKPD6wqJNxoWq+VekJZt2rTpqPvvvx/GdcRQSkF/GOfLBhG9L45jT4+Z3x3V2xcR0ZXBhq9orS8ctSN/wAj4Z4qRYAQYgdYRQPXynDlzHrj55ptrYx3lxBdQ8eqrb6GUg3xsU25hpVS9+tdau2JoaKinSe7y7UKIz2F+a+2GQqEQ5RWWyuXyM6y1f3BrBKHGvFyItRBF0cNENMftMyJXnCPDGOWpRlH0RyI6yR07Qlt3HA/41dZan58dIR/Y09OzuzEGAhGZZ93R0bFf2F5ULpdfb631MoqjlJ/yxBtEtDCO42XhfcrlmGFUXxjH8SgSjVKptD8RxQE+TalAcf4oil5JRMjxZk6NtfYn1tqzmok++DU5bu2DmvWBt/5k8p7TEQH2gKfjXeM1twWBgEDjvjRNn59XCsovypFooA0Ffav4Ul5fKBRO7Ovr86pEIw5x/MIIb8LTwxjVAoQPXbsRBAayvGSjViB8nsuFNgrnhoQao2gay+XyKmttlifOcz4rpaAJfI6b/7wkSertTmMZYKVUnWs6X6RWKpVOlFICL4y/aa3nhQAppX4thDjFffZBrTW0gOsjiqIvEpHPfTfjusZL0cnuoKb59jAHDmnGarV6zPLly1c3evDcyw6MuC98u2vLli3Pvvfee32uu+HzqpRC/hotYHONMe+sVCqh99yWZ5wnnVwE2ABPLt482zRGIOf1PSKlPL2vr++2sS6pXC4fboyBqIIveHrQGHNiXsDAn6NcLr/EWlvvy21GDBFF0bOJ6P/8cdbaE5MkQXtOaJDglX3PfQAZvqeEDE9KKWgC/8oZ0TVJkkClKPUnCAUR8v3CURRdQUQXNzKG4xjgek7VWjuC1UspVffsiej7cRy/yq8FxWrFYhHczJnsYt67RWi+q6trpSfesNY+J0kSL2eYnSaKorOIyJNsDFpre5MkgQDDiAFCFSFEnW3MWntqkiS/bGJ8IYTxZy9OAalGY8xJTQq6wnuDtaBvPMtDW2u/nyRJ/Xqn8Z8JL30bEGADvA1g8a67NgLOY0FOcrZDAtqz5+W5kPMoubAnwsGea3hFZ2fniXn2psAIX2mt9SpEm9I0Vf39/Z4bOfwSDxWD7tBag7KxXlHsdHeRIz3IfclfkCQJvN5sOE8ajFrZukB+ERJF5PLSn9Bao8fYG7Mw3zki1zmOAQ7JLF6rtfbhaHjsqOh+uZvi37XWWZgdo1wuh6HrUb3JubXerbXOWMb8ABaDg4P3EJEv+rpCaw1vfMTIMYVh2yimL3/AwoULn1QoFGB8vSbyqlqtduKyZcvuz583/F0phaIueLuZHjI87Fqt9sxly5bVGbnGOp63zRwE2ADPnHvJVzIJCLgeWHhDGdsU+mSJ6KI4jr8wzpfu81DMRESZBweOY2vtcxtxDpdKpT2klLcgiuzOeafW+tj8+aMomucE6Xd320aRQ4S9ydbaJEkSf87sEKUUQse+AvrzWmu052QjJ/AwgnBDKQVD6Vugfqq1Ps0fN44BRg4cIvej2pvCvty8ypJSKiyuGhFOzxNvWGtHhMTddYL/GhzUGA37rV0OGkpPWcqAiJZs3LjxaY0KtHp6evZL0xSRjYydDLrGxphnNNNsDrBBVXfYlnavI2Bpyqg1CY81T9EmBNgAtwl4nnb6IuBoJEFu8WR/Fc2qkcOrzNFVYtOPtdYwZPWwr9/ftRKhInhPZ6w+liTJpXnUQnEFa+1qyOiFsnyuGAx6vdl58so9OYatB7TWh/k53LEgzcD3xIDWGhrAmYcdRdHTiQjeH8aIgqhxqqDv916olHKBz4c72kbPbz08MDDwBM+xfPjhh8/ebbfdwCDlXzRGVIjniDceHhwcPCwsXnPnRgTBt02NEpBwRvoHQggvDwkikmMaFUe5FySEt/1L0VZjzGmVSqWeEmjwdIPcBPSZ9RccIUTsagnWTN+/Bl75jiDABnhH0ONjd1kEnLYv8qehR/k5rTUoHkcZ1MADyucXR4kNBPsiVBnSLI7iEi6Xy3sbY3SQYx4RKnaGBYQT2Rc/Ef0ujuOMhxnDeY8wfJ5M4+lhpXZIG0lEPXEcQ4xAzJ8//8kdHR3ea1ujtfY57rHakEBqgf7hrN/ZyQxmDFs5ekuE048LcKh726gOT5JkfvjgKaVQuOYpH0cVZ+XYxu6eM2fOsfkqdqXUa4QQ3/HnJaI3x3E8SmEJ5FtKKeSRX+r3tda+LkkSMJo1HM6zRvW2D69jv18Xi8VX5PWYd9k/qF30wtkA76I3ni97xxGA8bPWIgzrK3Nx0h8ZY97YTM4OO4RqP/jdWjuqQtmvLoqi7xHRK93vq4rFosp/aSulQPrheYm3WGsXJUmy0p8DhWDWWvTtZqNQKBy9dOlSSA5mQykVen4jcp5hiDo0NOh17u7uhjHFd0hqjNnNt9w084DR2iOl9N7e41prL0SBNSAs60k3vqy19tXM2FbPG1trP5kkiZdTBJbPwkuFu5QttVrt0JB4I8/Rnc9zu+tHyBkvFrPceUb1TQf3I5Q4xMejyEDCJ8upMl1PRCcGn39zcHDwXxu1mO34U8lnmE4IsAGeTneL1zopCKA4adasWXbx4sXV8SaEIerq6rqaiM7z+6IqtlqtvnQsScKQ8ckdN6LoyJ/rqKOOmlutVuHhHeo+a9ReA88SOePMa7TW3pQkyUvCtSulfhx4bSPam0LSDVTXsbw8AAAgAElEQVTxaq29eg+M378KIb7kzjuC2EIptdYTgqRpepgvFGtmgHt6eo42xnht4YrWOgpeApBXf777/VytdeaNunAv2n+yEDrCviETlVLqZ0KIF7ptV2utsd76CHWDhRAj+o7dTjKKIlCB+qKtplSTURR9mIhC7eJR0Ybc3KgqR6qi7rET0afiOA6pSps+YngOsXG8XuLxnlHePnURYAM8de8Nr6wNCCBfaK29VQixD4plkiT5TCvLyBkdHIJe31O01mBuGjWcBwmj6I2HFUK8sgm3M/pFUUXtq2bforX+cu7LHvvU25CMMSjwquckcznbrdVqdZ7va3VGDsbU97HWjVyuKvgurbUP9cL7vCswXPXQdTMDnMs3/1ZrXY8chMY8bDEql8tnWGuvdy8A9ydJUs+7R1FUIiKwhWXCDPnWpFzl9CYiWhTH8YhiJ6UUKCh9NfSQlPJpOXWmDGalVMgdjZecUX3T4f1YsGDBEcViEcbXvzhhfe+N4zik9Gz4aLmK7Q8SEdIZD6dpelJ/fz/niVv5Q5xm+7ABnmY3jJe7cxEol8unWmvr9IeOKOFCrTUM1JijXC5fghBpsNPfa7XaKc3aS1yRE7iNvWTg5kKh8IKlS5f64qb6qXIhWmutVfkeVqUUWnq8Nm9sjDkm9J6cl4xWJYyPa61Bf+kNTN1DJqKPxXGcFXy5F4XHXHh2qKurax+vnKSUgjwiZBJhkM5KkgSh4qY54FBHOCQZWbRo0RFpmnpyEhR74eUHLyQ4V0j4cWWSJF5GES8ATYk3nIYy2o58bnoUJ3MURc8norC/9wNaa18pHWKPwiz0U0v34c+NMS9t5pn29PQ81Rhzo48OCCGGIY4xlnyhn8y1NmGuushEnpJzvOeQt08fBNgAT597xSudBARcbyy+lDNBeDcecvnPEcQOjZajlIKYPdSIvGIRVIPOaEZB6fKiMLhZ64sQYj0oHvMUis4YhTq4lU2bNvWGLTKOSQuczL5PeURYOySiACtXrVY73As5OCpFT9qRDw/X5w0JP6Io+goRXeDWXReQaOYBhyHcMJebm/vXWussFO1oGuH5+Vxx3ctuQLzx7CRJ8DKTjSiKPkpEXgRhVO7cKToh7+vbyZqpRqHaG8V2vgL77mKx+KxmxVNKqZcJIaA97EPmj1trz2lG5BE+Q0qpV1hrkWP29KDYfI2rlJ+Ep5+nmGwE2ABPNuI833RAAGo/yPWhKMj/jaD95pODg4MfGa94xnlWKGzyhmOTtfb1SZJk4gb50dPT8+Q0Tf8csmW5sOMI8g14R1JK5CuzL2hr7SixgXK5/CFr7YfdHI90dHQoT/gBndr169cjBIvcJI5/a5IkWX7XtfrAy89eHMKK5yiKriKit+UNbW6uy7XWqPBu6gGHIgjW2norkFIKhBtgwcKoe6qhGAJarJIkAeGF94zr4hXW2iVJkmQCDhiLFi06KE1TtF5lHmujvuAoin5LRL4a/OFCoXBMXlcYOsDuvniD+DfHYubbpUbcynK5/DZrLVIWPlXwMAQ5kiRBb3HTMX/+/D2LxeLHA4zdsu2bQ+KU6fCHw2vcNgTYAG8bXrz3LoSAy5vCK6zn8YQQt0spz8mr8ORhUUqBpxme9AFuG1qTLtZah21F9cNKpVIkpYQkIcKvMBorCoXCSX19fY+E584VTGG/s0PD7r7MISKQMT5Zaz+bJIln1YJxRAjXS/gt11ov8OcPyS5QbBTH8UexLeeh/khrnfXKhtXXIXVkMw+4XC7/witEhdSWudB4XZs4RxJSr4xuQLwxog0oiqJriehMd123aq0z4g8/oij6dyKq5/YbUU06MQpEJvzLymrH4z1Cfcmfs1wuX4pq9mAa7IcagHr1eaM/Hafx/CMhxMJge78x5uzxSD12oT/FGXupbIBn7K3lC5sIBFyoEl7i2cH5wHoE8nyEGpsO1/6DQpxMts+ND2utQyak0Ag/R0qJvKpvh7mjWq0+J6/3m/NIBwqFggq9txxL1bCUstfLBfb29s4eGhqCZ52FqSFZmCQJ5kTF8XlSSvATYyzVWme56Zy+cL1KOpdD/YPWGhKHY3nA8AQzAQljzPGVSuV2F/JHjjkrADPGHAAeZVeItDoIx9Z7oEul0muklL5nd83g4OCTfVQi15ZkXVEViuqyUSqVjpRS1luwhBCjKCldeBsRCc9y9ZiU8hmh5GJwP2W5XL7CWvvvwWe6Wq0+v5l4g9/PFXZBgtLrEmPTN7TWCOs37SWfiOeazzE1EGADPDXuA69iiiMQRdFbiQgVrD4XiDAteJUvCZmn8pfhFJHgCWeGx42rtNbwSkd9yUZRdC4R1ZWFUAQ2Z86cs0PiCEfsgHaerL2FiG6L49gXV2VTKKVQNf0MN1++4hgesC9m+qPWOlMHcoIHCK9mIdQcU9V6LzggpXwiPPNQ2s9ae0+SJJnBGqMKGt78XHfuQyChGEXRsUR0u1vnvVrrLBeulEKFNNSPMhWpuXPnHuAxGIt4I4oikJJk7U3W2m8lSVJvDwNuaZqictsb1qVdXV3Hhu1mriIcL00ZntbaQSJ6idY6W0s43H34uleF8lg7AQ28VDQcjsYSBWRnBTtsJKJz4ziuC3FM8T8JXt4EIMAGeAJA5FPsGgggJ2iMQUtMGC4El+/L4zj2/a2jwHDVzsgJ+z5XfLFfi7xwI8KOnGQfDOwX4zj2Odjs/OVyGSo86A/OXgjCkDF+dz23MGxZi07O0z1USokQqc+RHpckCeQNYfjqkn/W2vcmSZK1zURR9HMiOtXN9aI4jn/uDDYMM8YmrXVWeNTIALuCqi2euKOrq2sWDF+5XH6ztfZqd44wvI02Ky9mD68QxW154o3NtVrtSZ54I1dlPSoyEEXRt2Dk3FwojjomJCwBVlEU/TAIX8Mjxz0aFelw147Kcf+Sg9N+e9OmTW9uxB3tH4pSqXSSlBK6wVlo292b24wxr2gkuLFr/GXtulfJBnjXvfe7/JXDO5VSLrTW3j4Wc1UIFNpbhoaGPhEUDWVekpTyw3Echy1II/B17Tyojs4MiRu3dHR0vKSRKlLI8ey+pD+aJElIAgFjFCoSwWNFmNTr6cIQwrC92R1/T3d395FBCxHyjllYPZTCU0rB6Pke4zolZBRFHyEiz0X9n1rrrNBLKbXZh4+ttfsmSfKPRgbY8Wdn7FyuoCpTaAppItH3GscxVIIoiqJVRJTlz10hUyabmCPeqOeFXREZ1IT2c8dcmiQJwrvZyPUE45znJ0kC77U+lFJ1qUR3jhFyiX5HV20OL7meP0de3RehNfrDcgVwqMrGPQy/d0e0g433RxlF0T5EdAIITcaTPBzvXLy9/QiwAW7/PeAVtAEBJ9WHSlm0odxnjLmkUql4rdhxV6SUAhfwV3xI1R3wm+Hh4devWLECwgENRxRFnySiOhMSiq2stac00gcODagzCBclSQJe59Bo1A2pEOIBEGP4kLhrcUJbEkQU4CW/z78k5CgaQUAxDyFhFzLH+rPvhlqt9mTI6+X6o+tC9kopGL2MOctXTjcywM7zQ5EZRt2wh1zTvsXJCdwjhI7x2ODg4AHI8YJ4A5SRRJR57mGIPKdPfK8xZpF/qXK9tWg58q1BdY/aA5nrs4aBvixJkvfmb6LLh8P4ellD7PJ+rTVeyhoOV9CFYr6nBzusIaJz4jj2mIz5zMGAr1u37gLHxPVEIYTWWpfHfVB5hymNABvgKX17eHE7CwGX64MB9lq4mOoPxpiLKpVKWKTTdAnwhNI0BVfzScFODxPRGxGibXZgXvBdCPGglPIUrwzkj3MFSiC3yMgu/ukM2lcnSQJyimw4I4tQdOZREtFNcRzXaShDOUJI5jlt4YxVSSkFbznjKA4NjlLqZiFElheGLjGMfk6taJ3WOvM0lVLovc2Kr3w1cRMPGJXTCMNjvxuTJDnDFYQ96sLkVSnl3n19fZujKLoSEo/uEr+rtX4tfo6i6EtE5Kkm6xKIea7rkBTEiScAn6ygzFp7v5Ty6DBv7/R5w+r0hlzQpVLpOFckl107CDZcO1VdYzl/z9HbK4S4Kvei9jNr7bmIFrTyfJfL5ZONMZ8JWMdw2AjlqlbOw/tMPQTYAE+9e8IrmiQE4JUR0deDohzMXBNCfM0Y85EWQ3wIlyK0+J/eM3PLv2JgYOBSL6mXv6RyuXyetRahXq8PvN5aC3alESxYLrQKAhDf57qFiF4Yx7H3EGGET5RS4vfMMwyVfFzLDl4oPB/x17XW5zvjCS8eeUyMf7hq4g25Np2/aK0zI62UQgg5K5JK0/SI/v7+e0KxCCJ6QxzH32xkgHPnzDiby+Xyc6218CYx6pKGSikI2vs2qqxKeyzijTA/LYS4WWtdJ1FRSiEM7Rm/hl319d3+fjhyErwYeDrLX27duvWMfK+3o8REcZxXjXqciF7V7EUL7WAdHR1o4wrlB9FLDnIUGORxx4IFCw4rFoufylXg47g7HTFMZdyT8A5TGgE2wFP69vDidjYCJ5xwwqwNGza8nYje43tw3ZzwzC7btGnTVWMV1fj1lcvlE5BLzYUmlzpvrK5MFF6Pq/SFmpL3wpFPfWOeD9p5ufBW5wVrO0lr3e/Pp5T6L4RC3e/VWq2mPAVmKPVnrTVEdLwTNIC0HkLIvk0qY85yIVsYQWdr00PARRyqJllrXwVPXClVr6i21mZ51yYG+AoiuhgnDPaDqlFG/ehJRRyNI4QlMDZ0dXUdgLy1UqpOvCGEqHNSh2QdQoiqMea4SqWSGdicgcdHI6QK3T1D0ZlvA+orFosn51muoih6CxEh9N/h1vWwMeZUP0/+GXWhcigg+WprXB9oMc/SWoO7esyBl65Zs2a9k4jQ2uTD5jhmjbX2P5IkgfJVpsvMY3ojwAZ4et8/Xv0EIeAKsqB2A2m/zBtyo98VB/1ivKlcZSwKrbyoO754oXf7Ps84lT8HiBiklL/yLFgwkGgRyud6nTcE7zgLNQshHkrT9MSwclYp9VchhCedqAwMDBzjPXClFIqYnueO/bPWOgub5zzTv2mtMyMfkmMYYy6sVCpfyRV9Qfv435VSYLACk1XdiDYJQdclDz0zVRRFNxLR6e7Y85Ik+VYuR55VReeJN4QQr9Vaf9flRRNv6MJqcde/Dc8f7FkY9bw1fnFiCcAza4sSQtzr8BwheoDoBhFlhCRuQC3pebnq6fpGhwdehsLe3m8bY85vRdXI6RIjn+zXjXNDYhJe86daDVuP96zy9qmBABvgqXEfeBVTBAGo/7h8W5jXzb7AhRAXhV5nsyU7jwntO+GX8HeGh4cvbiRRCCpKYwxCsZ4PGsasUdUz1H/gCWdsWUKIe6SUJ3q2LHce5Dv9dvQbZxSPTjnoLk816T3YefPm7dXd3Y2WJH/My7TW10dRdAkRZVXd0NuN4/g5SqlQcSljmMoxc2VSiU084D8GufLnaa1/o5R6yL9QGGMUmJ+UUvd4T9/ncp1Ryog3UEG9efPmpyAqESoUoVeYiJQXzVBKhfKGa6WUx6DIDOdQSqEFCMbXM5yhIOrEnFISUguXe6/dzZ2AYKNRkR1C5N3d3ag6Bxe0H5tdG9O4xX0uvwx2rroIgzvJT2u12jubCXpMkT8bXsZ2IsAGeDuB48NmNgJRFJ3jiDdCGspBIcQXhoeHLxtL6xfIQOGnVqv92JNCOLT+LqV8RV9fX52ZyaPowszwsr0yEozNF+bOnXtRSMLhmJ5+GkgHLh4cHHz2ypUr4Wkj7Hq2tRaV0dlwPcqZAQjDxSj8GhwcVDiuXC5fZq1FCB4jy/nm2K8Q0j6gs7Nz0BgDggmEYrcYY/YuFAq91lp43lhvxsncxAOu549hbIUQG6WUGdc1ogRJkuyzcOHCRYVCwfdTb6lWq/uDBSxHvJEpFjkPF+FzH75/t9Y6o9hsUFSVGXxsc8fB+Pqc+AAKzsLQsFNS+hpyvB5Hay3y8KD9HFU41YSyFJzdr8jLH+b/aubPn3+gyxWDMMSrLQETePZ44fM58pn9B7eLXh0b4F30xvNlj4+AK6S52Fp7MRH54hscuBa8v3Pnzv1qaBzzZ3T5ZZDshzSFVScFOIqO0hVcoV3FawTjlNdXq9XXhXSUziP8tm8Vstbe1N3dfZZndMr1/0L1aBFoEZ3xQVsS2lgwMlpM5xFCpCFjwErT9IT+/v5blVIwhlnxV1BgBQ/bawIfm6bpukKh4PPFa7XW+zcxwCP6haE2RURenCJj6sr1Gt+gtX5pjlpyU61WOwzEG0qpkKijrgzl2LmQA/YkI59JkiTLPTvmKkQyfDvQkLX2JUmSZD3GGC6NgMrzrArcje8MDAy8OV9QhxD4o48++v5A/MLvP4reMv9suH5yFGhBwKJeiQ9PXkr5ia1bt35xPNGP8Z9g3mOqI8AGeKrfIV5f2xGAgUKbDhG9MlwMPD6EKLXWaNtpOsrl8ktQZBTow8LD+TNaivL9v2g9IiJI0mWVym5AAOK0UJghJ6qA3eqkFDD8GzduhKH1xVV/1VpnRscp9vgq3A3GmDLWkCuwujZJkrNDgQFr7S+TJDk1iqKv+rUR0YVpmn5TSrnVGTxjjJklpUTlcaaMhP9rtdo3i8WiZ8zarLXeI5fr/YTW+v25nmBf5PWz4IUku8aenh5ljEFfbzY8UYdrLcMLgvdu79Za4wUCCkrSaQu/PMD1TaFGr1NRgsdZZzqz1o7QIPbHupcW5LXDkPEjTnqwLovY6KGIouh0IoK3nvVPu1G11n6lUCh8NC/A0fY/AF7ATkOADfBOg5ZPPJUQcHnZT1tr4dVdPnfu3J+P5b02+eKENizydMfmtl8npXz3WApJ7ssdFIShZwWt4Au11r4VqH7aBkxY9xhjTskVXYUtNji2LuXnKnEXE1HW5oRWHIRuHQEJaCcXuc9/oLV+pVLqGBBkeGOAfLQxZi8pJQw5xmCxWDygWq2+hIgyakZwVsdxfJ5SarVXfQJxR7FYfEtogKGna63Nqn9BPJIkyfxcr/Hp1tp7g7mGisXi/tVq9UAigqEdQbyRO/YXSZJkEYNQnxhhbWPMMWiVwjalFKqY6y1BISmJOxbFZ78hosOCe5thln8WnDoUzuf7gXFdvygUCueNZTzhnbv6Ai+D6E/9e9dvPaZsYX4drggN1/4uIjrGWvvaJEngvfOYJgiwAZ4mN4qXuWMIhIQR3hAQ0ZeKxeK3momrN5lRRlH0BiKC9JyXGsSum9CqUigUrhjjfNAZRqsQaBzrldbI9XZ3d1/iaSL9vA283IeI6JQ4jpcF+0CpyZNTwCh6Okd4uwifXxFcRyZonwvrgu/4JPQfh4bNUysqpWAAkbPFuV9DREsD77OitY6UUjDcMOAwRCdCvCA0wNZaCCT4KnL06aKgC7nXrMVGSnlImqbnBdXGP9dav0gpFV5bRryRU3raSkQg1VgWFmq5tWY9yfg5p1uMjz6ttfY5bxhnrB15dR+arxLRv8VxDKaz+nAeNiqcvXYxtkFQ470+/9zomTnqqKPmDg8Pv5+I8GLSGeyDsD9y16NewMZ62h23+OustWiPqrc64RqA0Y79pfDRk4kAG+DJRJvnahsCURS9ioi+4auAg4U8aq39epqmV4NysdUFlsvlvY0x7yEifBlnUnpurLLWvj9JEuRoGw70uqZp+v2ct7WciM4IjSsOdupIqK71EoWPEtHLPIWhk+2D/m3WzuNG1qaDn5VS8Ih8ZS5aaCBAAL7m8PM7tdZPjaLohWDScucY2LJly2G77777u6y1IBqBcb1p7ty5Z65fvx6FSDCeabVa3bujowOeffbFj6Ivay0iBPUQNBEBY2Cf8U4jxxl4xPcnSfJkpRRahrICNFQOd3V1/axaraJwy+fen7XnnnvetnHjxkQI8WS3xsyQunAwvMcsl2qt/Z8kSV6Pn3Mh9xHbHL7A7Ts+xw/PmYherbWGQa4PpRTC0hDi8OFtbAPl5ZnN+oEdkxlejvDSVfeWhRB4+bjcGPO5VjnIMRla0QqFwoVE9CZPLxosEWpKoLZsysDW7Hnkz9uHABvg9mHPM08yAuN8gQ0JIW40xlxZqVRua3VpqBaWUqJdJTSAOPyWNE0vRjFTo3OBVF9K+QVrbZhX3uxIKupi8Ti2VCpBJxiVzb5VCH2hb/KUlK6V6P+8FyqE2GqtfVGSJL+H9J0xBkVJ3lu/Tmt9lqNvRFg4U1Oy1l4AgocoitD3nHlV8KbTNP29lBLtSxhoq9m/UCjcaK19ttvnFLQLedEHMD251qK6AbbWdgfeLTxyMDiBTALjOqguEVEWKgYTWUdHx4HVahWauF5MISPeUErViTuEEA+DbGT//fd/fP369cDYF4Y9UK1Wy656Gi8ewM1HG36zadOm0z2xilIKxhE9zJ5gY22api/s7+/315stCFXV1tpPBeF8fPy/XV1dF+SjFv5eR1H0bJeuCGUogfO3isXiB0L95vGeNcfbjUIyRBa6wv3RliWEuLpQKHyFc8fjITn1trMBnnr3hFe0kxFACK9araLtAyG8sBAmm9lai17bbcoTOyMJwxkS5IO7+dtjfeE6I4Ce4ZDx6BpjzNtDKsxSqRSBsCMg4gCj1bviOM6MteNqRnuNZ8v6h7X2pCRJKjkhBBjWCxFezdE0gmVJwfsTQmS8yNbaB+CdRlG0LDDKLzfG9HpBCeRSjTHFnIEFmUjdALs1ZapMyMNaayMigoHFHOg3RpEUKBfx+//ttddep23cuBEG2ZOOvDZN0/8rFApoO/K91W/RWn85iiKQp3iVKFSYH4OWIme0UFDlcYWIw8meA9qlAhBO9vcc0Y9TQoINVI13dHT8d+7lahNC/j7CkH9UneoTCqzOyG27VUp5UaMWtEaPey6/m+9Jz1q+hBCf7e7uvrbZS8BO/jPi008AAmyAJwBEPsX0RADh261btyLsiiKWjO84HCgY2pY8satghlFHyNEzLOGUY4YcXc8tQsKh8V5ljDkn5IZ2bFgwKt7Iwph+LI7jTCbQbcfLg2dRWlWr1U5EaD1XdYyq5XKxWHy0VquhyCozdKj0Hhoa+nhXV9ffiGiO++xsKeWxQZ/wNUT0PWstwrGZsIK19gYpZZZvdYILD+YMMDRzsxC1tfZsIgKtpA83P4OIPg16THc88qQbERZ2v6/atGnTvN133x2G0Pfl3jVnzpzj161bBy5v9OdmwxdWOTzxMuLDvvdVq9UT0YqF3ZRSnwbbWHCvK4VC4XmhV7pw4cJnFAoFpBHqqkcwemmantOIFAMpCWvtu1yhVxZV8Os3xnywUqmARxovGmOOMfK7Dj6LgrbLK5UKIh48pjkCbICn+Q3k5U8MAgsXLnyqlBL8uzAUI8J8QogsT2yM+XIroukouqnVaugPbbnoxvUMfyxkXnLqR5DFQ+g1G/B0UXGbU8b50pw5c96Bqm6Xq4QRziQIhRDIo54Ihqgoim4NDF1lzz33PObxxx9/RWA8t9RqtaOKxSKiA37OW40x/y6l9KF0EGgca4zxhWCQLkS+FZzKGJDXQwg/9IARZvf9xAhZI0+JsC+ELxCi9aICtlAooCALeWgvPvEBY8xvpZT1tAARPbNYLFaq1SpajjKiFGCCamin1Qvj6w3nw+76/+YoLdEO9prgqbnZWntmQLBRKJfLuHcosqsPFNjFcewVmkZsgrCGMQb37sBgA/qeP1ssFi9vpcgP/NtSyn9tlt9F7twYc1V/f7+vSp+YB5/P0lYE2AC3FX6efKoh4OgckRt8Y06cAUsFE9ZNxpgrKpXK7eOtfay2E2PMxY2Kd1yPKIyEr8jFNDCcr/asSi7ni8InL1OYeaJDQ0PnOmark52Ry4rD4Llt3br1Wbvtthu8WrRhzXafg6TinVEU3RIY5p8ODw9f2NnZ+beAthLRge/6ojFjzBlSSvQSg9IRRVMvlFL64h8ch6re0AAjf5nloKHig/Yl/ExES1AwFXBJ48UBqlLeu9s4PDx8eGdnJ87tW7+u0Vq/XCkV9gc/kqbpkdba4WKxCOO7wN2bx621JydJshQ5dyEEitXqSknI4+65557n33LLLYgIgKjjYGMMIhHHBfd2nVM9+m3+fkPMwbUVee/d74LoAKqbgcWYw1FQwhtHDYFvGfPHIC3wZc7vjofi9N3OBnj63jte+U5EACFFeHbWWhjjesjXT7kteeIxiBdAavFRz1/sz33EEUcc1NnZiSrmTGfXjcfgUSdJkmnqun5eGEGfW8XH8Ahf7LzdVxIRjLT/G/8pKnZRyOMKurLTooBKSrna00k6w3iKMQatVr5ADAYVnu6/ubVgbcjFZnlOa+35ROQ1cbcIISBI4Q0wwvEQM0AhFPLWH7DWevH6b1hr/8VzRBtj3imlRI+sZwJD9TdanHzB1sZardZTLBZhrDIBCDf/cwqFwm1pmiIy4POlw0T0UlQFux5seOil4Jg6QxY+K5fLr7bW4pw+coCPf12tVl/vQtf1G+HOh2vIdIqDAfUr6CePScTRYn73c93d3ddwfncn/pFPgVOzAZ4CN4GXsHMQQOESERXhAW3vDI5u8MXWWhiUPFF+RiwBFZ6urq5vLV68+PFm84B6cHh4+O0ulzqCehCiB5s2bfpiTvYQuUqEgdEznFFEOuMIjmIU8yDEiZB0noxjZa1WOwV533K5fBGYnII1fUVrfaFSCgYNqk8YD1er1d6Ojg4YlHPdZ1pKeb4xxssCotcVYWmfl0VOG0QUGZ2mtfaTRPS2oEAK50cEAQMvCd5wrxVCQLc4Y6Miovdaa1EI5auUEf6/0RNvGGOQFgBdZZbThkAFcszwnH0/rWOqerdSCi8b5/hrdVXdX4uiaB4Rwfj61iWcJ5NNxL6gp0Tu21r71gAnhMb/I0/CgT5g0IqiZsBHEdwxj6Biu6ur62pPB9roOejt7Z09NDSE/t235vp3s93BNjYR+V2lVI+Ucqivr2/59j73fNzkIMAGeHJw5lkmGQHHfD+WpNgAACAASURBVAVPDOPv1trrwD0MIortXYpTA8KX74tyhAo4JfLEXzPGXD1Wnhiyh4VCAflFGMA6+b7Lg4J83+dSs2W6al7oDNcNiBDivjRNT/f5wAaEG/BWT4FyU7lc/qjv43XX/fFNmzZ9dI899kAuMVNfgjfvqp9BuuHD0wgbv5iIsnYjGFJ4y0Tk25lQyOS9XFBx4nPfI4vwMDDCQEgXnncWCieiJ/hrsdZ+kYgyw2etvY2I0P7jSUV+aq29m4iyHmTIL0opT0A1dGC8FmutjymXy1fC8wzu6/u11p9YuHDh0YVCAWvZ321DlfQ7UD2N351CFNbnQ9b+WTk9/9LmVJ9wzeF9AJf0l4aGhj6xcuVKsJo1HC6/i/5d0IuGHjb232it/YEx5vM7kt+FIARwJiJgjbw4KtFfwGIO2/vXPjnHsQGeHJx5lklGICcIEM6OvBqoI691ZBbjVqbml+7yxCiwgpdX92bdfsgT+37ipnniKIqOdX2iXhjAT/Nzx2ZVZ7tC/pKI0BqEFiE/0Ld8qdYaRgGeMAqLkDv2hB0gyzgTPNVKKbyIYL1+vNvRQyJk7ZmZUHhUCNqJ1oFoxBdoOYIKtEGd7U5yDYqXiAgvEahaRm7Zh8xhSH0RFYq3nopjIKWI1ih3PI7B/FlOFp6sK0DKiDdAxiGlRAjaF8TBO8d5/HVsTNO0F+pSOb3ey7XW8IiRH0eoPHuhEEJskFK+tq+vLyMaiaIIXihauHwPMD7+zuDg4Nu8shQ+KJVKR0opsV+YDsCm36ZpetFYRtPld33/bj6/+zCM9w7kdyGXiDV5o+tfMuo3GZ52Mx3qSf5z5OmaIMAGmB+NGYmAawtBTg/5Qv8lPOJanYZs5hnHcYy8HUKtLQ83B4wwvDYvfBAe/0eEFOfOnfuLZrzT5XL5VQjh+oImdzCKgr5Qq9Uug/KPP6FS6kInChEqM/3EGHMBeoYdxSSkB72XtQX9tvvuu+8P169fj8/rvakohrLWzpFS1qkqjTHPlVIil+u9PISPnxuIE6AYKsvPAjuoQgVyi4gsZCF6kEMEFcF/D3R38VLhvU28nBwVGEC0/PgQOIw5Wpn8ev8KoQJfvOXmwMvI3hCuCAD/ttb6daVS6c2uSKxOsOFy43c6tSPMFSpO4WUA0Qefa/bV5pe6fuW6kbbWoj/5nUmS/KTRg+Lyu6e6MDXar/Ljbni7s2bN+uG25nfduZEjh9EFyUjem87mcs/1/wwODn6QFZVa/nNuy45sgNsCO086WQi4vB1YiVBQ9PwGHqtfCjzGG2CMEeasVCrDra4RX4zr16+HoUd4+oQGxyEX96VmeWJX1QxPCf9CQg600Hx4zpw5X/cG3OU0ETYNGZaQWz3HebugTEQY2/cCw8N/d7Va/WpHRwcqeX2F71aEsaWU/xYQTdyHfDSMnbsGYAAKyQvd72ucx5x98TvN2shtQ9jbE2cgh+rz1shV+75YFGh52k5oAftWIYTDEUnwx4c5ZAtdXWPMl3xvshDi20R0vbUWLxXZPCDw2Lx584v32GMPhKJDAYUH0jSFiMU97gUFVdehxnNfrVY72/f2zps3r6u7u/ttjp0r64V24x/oV+7s7Px8I8Pp87vOQw/pKr1R3K78LtbT1dX1PCnlmZBOFEIghD9quJcevCD9aNOmTX/K1RO0+ijzfpOMABvgSQacp2sfAui1ffzxx58ppUSxzgty/LzhwlBMdZO19trNmzf/elu+zJw4O9pKEAINw5s4/5h54lKpdKiUEqxY9WIit6i7UHjl+Z+d3CDyyDD44ch0aJFzLBQKIOwIWb4+LqX8XJqmfw7Yv8CWhbwuKqs9aQV+Rj7XqzahEAu54mx7zrtF8ZE/DpiNijRYawcDCsf6PrnzIPfsSUgQmgUfsxcZQOEXDJp/cbgX2sTgpfY80XgRkFKeBA7uHCbLpJSn9PX1rVZKgS3rP3J4fU5rjZce5Evh9T5PCIFwc71a2m37RpqmH+rv78cLyIgxTn4XLx8/SNP0s9uS30XB3uDg4KnO6OI5Cl/K6vNba+8nop8Q0XWdnZ1/HasArH1/dTzzWAiwAebnY5dEAJ5FZ2cnlHteTkQoGPLeVx4PhCd/BmNcKBR+6auPxwMNeeI0Td9GRCCp2KY8saOOhCHw/MZ+uh/VarVLvGhEFEWnERHyvmH+b3Gapq8sFAobsO7cOa6GOhIRIdxeZ8uy1n7ASwy6ieABI7SeeZdEdJu11ve6IiTuQ5+Yw4fDH2sSXYAX7fPMyFv7nC4KovwLCsLNWU+xECIMU+Oc8PYhPoBRg94uqs6DPun7UHAmhICB9SFs7PuHWq12Zmdn5yxjzA05HKDbe26SJMhpoxJ6PjjAc2FpbPqLayvyMo31295Cfhf9u1e3ys+MKEhXV9eLiAi82ng5DAU+QqMLOk4wj90QxzHISbKXBx7TEwE2wNPzvvGqJxABhJDXrl37tEKhgLwaQslhpWs4E0Kov0ARV61W+ykI/8dbhiugQsUziocanbdZnrhQKpXeKKVEq08oe4iq2c9u3br1invvvffx+fPnH9jR0YFio5BgAut66+Dg4I1dXV0I1yJ06Qdyxh9zxBnekIIwAjlc39eK4/E7QvYYCHHDu/WFRKHx9OFm5M/rEovBfGE42n8cGuLQcCP3jW0+zFrPOeNAFE0ZY14aqEittdaidQltUL5aG/t9v7Oz802Dg4PQLkbFc+iZIwz/Bq31g46cA1zUaJPyxWuY6kFHa4nWpvpoIb8LcYvPd3V1fb+V/K5T1MJLFArbkGvPF2r5ubWj+4TRRX6cxwxBgA3wDLmRfBkTh4CTC0QBEL7sQ73VcJJBay1yrdd1dHTc1ALdYCGKojNccU5WFZwbDfPEzkh42cPQSDwEukgnCoCe4fe6nuEw7A0hiHfUajX02taroB2R/8ed1+vzs1BMgqeahV9diBhemDeGDUPMzgML26ny14Uc9FjfM6GBhtCBF1tA/hvDe/eopsZasiIuF6ZGAdtlQSFYZqQRLnaVy95zxiFV9BEnSZKRgozxcvOZoaGhK8JK6Bbyu78iIoT/EfYfcziBBzwHMLqoYg71gcNj7wqMLkL0PGYgAmyAZ+BN5UuaOATK5XIvqBeh1euF6RucHV/uv0UuDiIFAa9ww4WMkydeD95pUBBWKhVUEGdjwYIFRxSLRVQs1+kn3aa/GmMuAjWmC4sihxuSTkDlB9SRZ+X6gVcS0X87IgxvQPFFj2O9EYSR96FqtFc189B2BPDQQIc/wwB744uwN9ayyE2EsPZ7nPBB/VqdKtIN1tofBpXbOOTvaZq+FDKDY4X30zR9T9jDjZw8EXl+5rAgC+dENOSHaZpeOV5+1/V+4/kBAQnasBpFCnDOW2F0a7XaDcuXL2cSjR15qqbJsWyAp8mN4mW2jgBaTcL2ndaPHHtPx+3sPWO00DQaCMUixwr6xh/naSbDA6DJa4zxeeJ8dSsM3g3gGg55p5VSEDP4TOj1OZWdb1ar1UuLxSKKnsBSFdIk1ojoUmPMEDy1wCNdRUTIb2fSgBiusOew4PewiKpZmHl7IW7mHYfV0p5tLIxEIKz80pBgA0VquC5rLfql699rrnXpojRN92ylwA0X4l5kcD7c61H9u0KIr0gpvzRWftcVZ73MEWOgPavRdy3w/Auek2q1etPy5cuRz57QgQjKeC+EEzohn2ybEGADvE1w8c5TGYFSqbS/lBLGD2FK5C1vt9beTkS3F4vF21sIE7d8eSjcSdPUG2NU6Db7W/oDvJpCoXBtX18fvLhRw/cTW2thjOvyd8GOWZ44SRLkRFMUkM2aNeutaJXJyR4in3o5qp2tta9BeDaX//y1MeZXUkqEYX2RD9qvQJyBHKQfyAH7ytsw3zteOLll/JrtaK0FXzQKi3x70fqg/QiHIYcLYQaf1816eB1BiM9ZYz9UUr9n69at3+/u7kalM/YJ+6fzLV5IEWTSlEKIRv27yMN+vlAofK9ZIR5kEKWUSFugkMqLR+QvFd77H4nomuHhYdQRQCJxQobLKeNZPI6Isv9RpW6trXR3dx/bSl56QhbCJ2kZATbALUPFO051BFyfZ10ftsF6EdbLDHKaprcPDw8vnQiiAseMdZrTukV+t87dnFsDCptQwQpj3MjbQW4SXhNkEfMKOzjVcmPMFwcHB7+NAqyenp79oDXr+nTD3C/0fN9ljNHoaw5CtzgHQtxXExF6e31Ydau19qGgPWmq3GoY4np+GSQY7gXF503RBvVZ9+ISSgHqNE1fJqXsJSK8hNT7fl1b1FWe5OTwww+f3d3dfa6UEpSYo/p3XU818rsjKEI9QI5vHEYXFJCZxnGDgeIyPJc/HB4e/sWKFStAYrJD47DDDuvea6+9jjTGeEOL/8O2sxHnLxQK85cuXYoKah5TCAE2wFPoZvBSdgwBfCntvvvu7yci0DI2q2QOJ0FIFsxEd6DVplar3d5IbH1bVoWq5EKhAA5lUCRCxq9ZkQ1aW5Dvu7bRnEGeGFW+Iwy6Y6Gq54lBvu/C0vVKYKzZWvu7QqEAPV1Ud3veZn85Xh3I53jxOUQWGhI9bAsGO2lfeOqQFPQD+XG04XhqzOxzRy95jTEGxVme9jLbBrEDKSX6qZf5/C5anHIeNvZD+P8HUsor4zgeVQBVKpWOQk2A69P1RCT5y0ZBGYqyflgsFn+1o9EX6Dxba0PPFkQszZ6tcC33QfIxSZIR+sY76R7xabcRATbA2wgY7z49EFBKHWKtxRfl8dbapzoB+3w/bqOLgRFC32tmlCGHN1Yedyw0XMXri0D8AV3aXKtLeChEB65P0/S6SqWShBuCPDFamUYQXThDgR7XK5MkuaNcLp+BULUXWXDnQQgZOVO0yCD0HLY0gVgCoejwvI3ahtp908NeYqwFHiTalcLebXjD70O/MhGhhzksdOq31l6cJMkvwcHtGMdQWJfP76I/+OpCofDFfH7X5YWBL4hLmnmaeHZQEf2D4eHh/2ulTa0RsHiJ6+zsPM5ae6y7Hqw5DJ83ux8gVoHgBYq5bisUCkuapT3afUN5/n8iwAaYn4RdAgH0cP7jH/9YkKbp0c4zglgAvBdPDNEUB1eYBGN8pzHm1lmzZt21rfk0l58DwQKIJOCp+krjEfM6VidvjNEalI2Adxo9qyGVot8FMn+XDw4O/hFUio4RKnzhgFrPt50XFXqGMG74Hsizdk3V5wIFWghLh8YThBkwPK/Kecmonv4kFKqklGj5QX7XM3zVr4+I8NJzFRF9N8zvlkqlE6WUyPMjgtAsooI5IKDxg87Ozpu39blwVKkwsN67xc+elGSsewAvHXlpXPcfjTFLKpUKSEy2ic98qt7kXWVdbIB3lTvN1zkKAXz5IW9HRPjSe5rzkjOJvnEGvER8+cFLvpWI7ojjuNLql9/8+fP3LBaLzwcLlxAC9IfNxCKQs7sevcbwcN2aZLlcPhPi9U3yxMvAmyylRLESws7Q8a3/ncPAO6IJvASEIcyp6Pnmb0PeE8bvqCJG/jfM3+JavlatVj9XKBTAo4we6FBy0J/3t2AGg2fssY2i6GQiQoU1/oXh+XAtKPD7KYzu1q1b/9RqHUFvb29HtVotB54tvFysq1lbUn1Ol/+GDjKu904p5dJWWdnGe5h5e/sQYAPcPux55imIwKJFiw5K0xQtRiimQiEUfm6oOpNbPnJ+d7qq69uMMXeGfbzNLtXx/j7XGWMo9DQLk0MoAT2u0DQGKYVxHhoqfMHeNeJL3CnifM1am/FIe6Uivw73hT53Cud8x3s6NlhrIZBQb5lyB/wBrVtSSqQezs/nd13o+oeQP4TmL4zi0NDQs1C57Fi1Rsn6ufNCU/omKeU1++6771+bqVuFi1ZKPQXG1nm3eJZQpNWQYjJ3sYhWgIjjNinlrWmawrv1xCTj4cLbpxECbICn0c3ipbYFAVkqlRZKKY+Cli0RIXStWiGlcGxSkN27w1p7a0dHx11jFeOUSqVOhKddGwuKr7zQQf7C0c4EEv4f7rvvvn9Zs2bNIcViEapGzfLE8KIfcZW6oVcHQflhImpI9t8WtFubFCIH8N5DmcD7pZQ/MsYgfIuq5BH5XbyQQF+YiK7asGHDhj322AOyfq9w/M/NXrBWuqr16/r6+pCCaKodjXx/V1cXKpGPMcag5uCYXItYsytDhfRSIcQSa+0fXd4WkY9t1qluDTreayohwAZ4Kt0NXsu0QMB5rSjwgjFGpTP+n9fC4vGl2u+E6G9B6Hrr1q26SQgTfanIV8KYIBzaTCwC4dCfgf/YWouKXRBwvL1JHhFhbBRloYI2zEH7L/up/n3QaJ0QhLjbWtvtel/ztwF50c9LKcFS9jRrLYwucvHNqr2RSrjeGIOCOIR8R42DDz541uzZs1FLgPsOkg14ua2kLrD+ZS5v+2djzOINGzbEDz30EIwwj10Qgan+B7cL3hK+5OmIgCMB6XVFTie4Cuw8fWGjS8OXL7wfkGH8BV/K0K7N7+jCzRBVQL/pmAVBaH2x1mJu0CiO6ie21q5xHmIrVeFT9na4dix48GEPcLZeIvqdMeZrUFAiIsg7QjGpYSUxDCLUhRpVoaPgq6enp5SmKXqKofUMY9tS8Z4QAlXmWSgZtQLDw8NLJqIHeMreEF7YNiPABnibIeMDpiICURSdi1yntRa9vRCHX2WtBdVi9n+apqs6OztXTWbhCno34SVZa5+O0KS1ttyg9aURnCDLgLd6B3KAMM5hKxRaaRw3NYxxI/IInPMxIoIIPAg2ysaY5xFRXjRh2FpbbPD5VLzF4ZpQ6Yt/+T5YePdoA6pYaxc6hahm1ebIr6IP+7rwhQfta7hXztDC4KIGoGGRXA6kzc6zXUxEqMrGPYPK1KQMEIrMmjXrICI6yFp7IP5H1MRa6z8DXv8ZFJxNyrp4krERYAPMT8iMQEApBU3ZZlWr4TUOeKMMI+1/hpEuFAqrjDGrtNYogplwnVWELvfee2+wFyF8eaK1Fl5VU/ai3I1BPnKx86ZgPLIqWJBwuIpdGGMvaj/iUKcchPA0iCzQwuQVkPx+O51icgIfskZrBR3lamst7i3wCFWj6lNba/8UGN0HoMHb2dl5bKFQONblbRFSbqUFCM9GhYigvfzXYrF4Z61W05VKBVXZEzpc+9z+tVrtICkljOmBxpjMqDpjmxnaZm1tucXcrrVuxLA2oWvmk7WOABvg1rHiPacwAkqpTzVge9reFcOTQviw7kX7n6WUmZHu7u5eva09n40WM2/evLmzZs2Cd4w+0Kdaa2EEmhVfhafAl31MRHcZY/5SKBQW12o1K6VERTSMcW+Ti0fIG0YMBUzTpfe32X1EuxFwAFNYI1ao1Fp7M8QO0jT9ebFYnIOXHynl093LT0stQLj3iEa4YrpbOjo6luwosxUuCC8A3d3dmSF1RhWhdLxE4n/vvT6xlTalVh50sITFcYyqeR5TBAE2wFPkRvAydhwBsEbhC8wYgy+wA9Ci4sJx2e/ui21c4o1tWAnoEb0XDQ9slZTyIfwPIy2lXLM93rQj9T8GOUdnmJt6dbm1QoAAZCF34gXCteggZ4lQaqO/9enk+eZvS7O1wyBDGjI2xjzo9JyBAaQMW2kBytrJfKFcmqbIyT+wDc8Edi0sWrRo/2q1mnmtQUj4YBcSPtB91gq7VatTg5gDL414DnHv8T+kKNdIKSH48FAcx/e2ejLeb3IQYAM8OTjzLFMDgcLChQv3KxaL+AI8AIaaiOBxHOIKebyhbqXvt9UrQp51tc9Luy/JB2GkncFe3dXVtWYsbxrqR52dnYsgLhBU3UKer5W/X4TmwQcMbVv0CuMaxyV+aPXipsh+aKeC0YGoBNSTkBdvJYqAvKj2xhYe7pw5cypj9fjCa501a1aWY8XzA0Pqnh8fCsaLHnqJmwlybDNk7ppgRL2BRRsaXi5Wp2maGdtKpQIqzglPm2zzYvmAbUKglT/gbToh78wITHcEwFTV1dV1YJqm3pPGF+2TAiONz/El2woZfktwuC9ZGGUY68ybxpcsQt74ki0Wi6v7+vqQm85acQLpORRkgTQEhUMIV443jOv9RZ/sTPCAR2gHj3PxEHBATzaK225J0/SuSqUCj7futdZqtQOllN6wwqiCUzzLvbooykSKVcBbx31e4+47DOwD7sVsTa1Ww7OwJljjePeWt08zBNgAT7MbxsudMghkYUZ8YcMLklLC80EBD76w4SH5kPdEfmFDgMDnpTPPxxjzd3jXxpjVhUIBRhUheFRbwyi3yrw0ZUCdwIVsBCsZDC64nmHgcG7cJ9wfFxHw4WHcK/ybyJx4lp7wIWGEgKWUiHysRki4Wq2u6e/vh9fK3M0TeNOn26nYAE+3O8brnVYI+EIbhCu9Z0VEh+a8qokMWcKrhacMgwOSDrThgK4R3jrConghmFF/99ZaQ0SP4cGw1m4iIniRKKTb370IhTKGO/r84LzANvNc3c9ZSgHRChhWGFj2WncU5l3j+Bn1h7hr3DK+ypmGQK7VxIc/D3b5aYRBs5w1EU1k0c5Mg3Eirmcg6B33efusqA5GFSFh9lonAmY+h0eADTA/C4zANEHgyCOPfEK1Ws0KgBpU1vrPUHw004qsdvQOoV0paytzIXz8nBUxeZIWFHFtr37vji6Oj991EWADvOve+xl15aVS6dQWi5Bm1HXnL4aIOpDn9GQNzlCDlhLtVwhD+/9nipH2vcDIj6OoCf+vdTlf3yL2iLUW++3SA6H5JEl+v0uDMMUung3wFLshvJxtR6BUKp0npfzmth/JRzACuxwCp2mtf7rLXfUUvWA2wFP0xvCyWkcgiqL3ENFlrR/BezICuyYCkKyM45hfVqfI7WcDPEVuBC9j+xEolUp7FAqFS1BZvP1nmZFHzrbWznWi9AhDoxp4UkPPhx56qHj88QGxYcNGVCjvTJARYl7v/q0joketteCI5vH/EfjbnDlzLhuLaITBmlwE2ABPLt48GyOwwwiUSqXOzs7OA0F16FRvfA+y5w8GaQT+NRQl2OEFtHiCw5/1THHj567M9h4aGhLr1q0X69aty/49sm6dWL1qTfD7P7cNDoJRccIGSDbqVKGu6AosUp4qFCxkDy9evBitRTwYgUlHgA3wpEPOEzICzRGIomgf8AejiMoVU4EqEy1JvsoZhnUuOCWmOo4XXv1F8dangYa6tQEP+bHHHnMG+p8Gee3Da8XDD6/NDPY/jff6bJ8J9KYh2LA2RxUKspMHnTrW6mKxuGYixBdaQ4H32pUQYAO8K91tvta2IdDb29uxZcuWAwuFAgwpenphSMHPnBnWgD2roX7tdi7ce4A1hKIdPzKqhMH4tFMN+MZ5h4s/fudb4tDd88qH23klwWHwkjOD/EhmlNOH1z6Srl27tnPFintWr1hxz2MDAwOzHJ5gBpuoscG1MHmqULQy/d1RhcJIr95nn30e5vDuRMG9a5yHDfCucZ/5KnciAuBlhl5roVDIaA69wIMLA3sSjQmTlXOk+6AxzKgOHd1h5rUREVihQImJeecTETiiWxGUn1CE5rztX8XvLzh/Qs/Z+snoEWvSO+5/4IH7b7v9zgd//OMbwEzV7cL1wAa1Av5eQXhjor4HkYd+2JF5ZCxZRASWLJB5ZLzOW7ZsWX3vvfc+3vq18J4zGYGJevBmMkZ8bbsoAvBah4aG9g9pJL3X6oyr/xKfSIYqiAvUCSOQt4Sn5dmYAqrD4Z6ent2hawshBmMMYr0QZnhSi7cLHMQ7pSBr6xP3E+d/9gpxSRS1uJTt3m1brmG5sOIOIcWtQojbheiAlvJgb2/vblu2bDkIClnuPuOe1qlCAznLCRPeEEIM+BcnJ8SAPPXfweeN+10oFNawN73dz8S0OpAN8LS6XbzYiUKgt7d39tDQUP1L14WCn5QTUphojmYQQmQUh46UH//XqQ6r1erqZcuWPdrkGmW5XIZFy4wtEUHjFr+PKyDglJYedmLvKEXee6JwbHSeh158qrjjfe8V8/bcc2dOE54b1c/4LsOLC3ivW3khQrXX3cKKxcLav4qCvYOo+55m2JdKpUzGMk3Tem4+pAp1L2QTzTkNlaRMdMMZ6gcQ8jbGZHzTmzdvXsPe9GQ9YjtnHjbAOwdXPmubEACv8mOPPfZEqBQhzOhzrc74eIUibJtIlSJ8mWdeq1MmyqgO8WUJzxUcwrVabc3KlSuRf21p9PT0QNUIRhb/TrDWHt0iF/TWzLAIsUQIgZ9RxAVVJGjk7vRR22N30f3+S8SSF794p8/VZII7BIkVQtD9wtj9hRRHC5u9qLTiwT4qiDIFJSHELUIU7yIihPpbGt6bdnl+pCIyrWAX8s44vSdaxlII8VggZQhDnWkFOyawTMZy7733Xsu56ZZu4aTvxAZ40iHnCXcGAmDDIqL3EZFX/pmoaaAs5GXlfEtLZlhhYIeHh1evWLECHth2D/Qxw6N1+VqEkhFWPrSFE8Kb7RdC3CWE+Iu1drEQYk8ieoEQ4kwhxOFNzoEXBhQoQcB9QouxHj75JPH2C94kLi2XW1j+Du3i146XGtBrNhpLBNH1olr9lSDqFrJwtCD7dCHE0UJQM2xy57ErhRV3CkG3CiluE6Kjj4iQJtjeIeFNw0g7utCM29sYg0p3z/MNYz2RL4ig6HyAiD7BJBzbe9t2znFsgHcOrnzWSUZAKQWvEyHjVge+uL2sXN2gwrAaY1YVi8VVKJjZFq+1lYnhoT/yyCNKSnm0EALGAEVSC1sMJWO9d8JDKxQKEJRfkiTJQBRFJxPRS4QQZzlva9RSnJe0xVq7m/PMWlnuNu1jOjrE8rdcIPrOOkuUZk9m3RetEcJsEkLuK4RtFgauCKIfC1G8jojuttbuL9KhYwRC+VI8VVjC/QBZydiDaEhY2yesuEtI+Wch0sVCdC5H8dt4h27LduT3h4eHUdiX9XoH4hswzv4fnvdxUxDBvLHWzkf0+wAAIABJREFUumdb1sH77lwE2ADvXHz57JOEgFLqU0KIdzqPDnlUL1yfKd54jxXGtaura9WSJUvgte5UaiZc+oIFCw4rFotHW2uPJ6Kn/tP7yjR6xxtoIYKxxb9barXaXcuWLbsfB6E4bHBw8NlSyjOttTC8UEBqZHTvJ6Lfuflg6Bt5fajcRTHWDn8XPNp7lHjCy84QldNOG+/admQ7DB3+Qds4P/qFsFoQ1YSl5whhG+IihFgprL1eSLqOqPM2fxJrB+eLlHpFofBUYc1xQggYqxbITKBFbO8U1t4hpL1FbDVLaLfdEDXZ2UMuXLjwid6bht40jLPTmg4NNRjRBonoUq315Tt7UXz+1hHY4T+61qfiPRmBnYsA5PoGBgYG77///gmlU2p11Ycffvjs7u7uYwqFwrGuUArGFjnY8UaNiGJrLULJf4XRnTNnTiXM2x188MGzZs+e/VwiOlsIgQRrs0IqFBLdIIS41Rl99ALl961aa7cSEfKiE9Yru+LNbxLvPvHp4mOLFo13vROwnbYKYXGf8TKT9wLXCqKvCkGJEOaZwtrThcjysaMHib8LQcDrWiH+H3tXAiZHVXXPeb3NhIRFFlkUAUOW6ephlU12BQQE2fdEwioiKjuCv4C4IKIguwpEExQRWWQTWfxx+wURgUz1JCAgu+wQyDK91Lv/d6vqdVf39CQBQ5gk9b7Pz0zXq1evbjV969577jnZ/yOpyOpwiPyrAHxMb2ZDWGwBhtkKraUvSNr+KYD/hAQPwMoDyHY9TFJfqhb50BJHPp/PpmQii9z0871g6oDna6J0QmqBwRZQOshMJlOy1m5Acqs4sh03RGTWvsC/XSrZWvu3bDb78LRp02a3T4prw5+Jne5O8+jn1TrwTSRvtNYakicA2KsD8OhNAI/FLwUL8mKwwI/+7THr4tk9d8c/d9kFG6zwvoKs2/f0TAw86unwojEXgmtg5Eeom5WQlT0g2BPAUK1aL4O4BeB1QPbPJLV22jJEZDmgHoHjxG4GmI2ABeIgV7rLPggehjF/RjV4GPl8PzVaT8dSa4HUAS+1jz698XdjgVKptI61ViNaBUltQlKRxQuSSlanp6ha/d/9QRA8NH36dK1XdxwaxddqNdU23p/UNOqQ15imThfAjb7vTyuVSp+z1p4Yvwy0r/0UgLsBjAGwXdtBrYVrOve/6gl+6uADsOq4sXjyc5oRf1+HRqiagm6LeuX3YOZfELtLx1Q7eQfq9R8y132v1OZsAZPZA4Z7QjC68275Oii3AeY6IHMfqRF35yEyd00E5hMgPoFmmWFBerCUXUvboB6E4G+o2YfZ3a0vFOlYSiyQOuCl5EGnt7ngFoj5mMO6LQCt224wFLip3ZmJiLYA/YPk/caYB6dNm/b4/GrN48aNWzGTyWhaWZ3utvOoOyrK2Tnd6WPHjh2Vy+UmATgO6OhI/gbgqhjk9QUASV5IfTFQR6ZMUP/VmLvaqnhy4sE4uacH522gploUg28Bor9fSbSXSi5dCuHjMNDUeyci6kdAXAjkrlMiDpHqxgD3gNi9AWoGo8PgWxB7JwTXIZO/Z36pZBExQLUIcGNYbAbKJgAXqGcbkGcB80+IfQDWPoDswMPkCkrckY4l0AKpA14CH2p6SwtugdGjRxe6urpKIqKp5K3j/9cf4gWJCDWd+yDJB4Ig+PucOXOmLWj9efz48asZY5zT1RT2UH2qWssNnW65XH5C72y99dZbo16vf4nkUbHEYPKGNdV5u7X2B8aYMSJyThvqWVPdD4lITyxTuODGGmLmc7t/FjPHj8X9O+2ETVeaP5D4v75gc4E3QM6AiHr9JFjqOVBOA8wzEHsSwF0HR8z8D4hL8c7cH3PZZcM2MpHqerDcAxRt4Rqqj2oWIHfBhs749yQXiFZS5MURqK+8IUywMWA2C6PlodvEkibSFHU/iIcR4M/IaH93zu+UHl+Idk2XWkQWSB3wIjJ0epnhYYFisTjaGLOBSNgPqqAaTSUviGLAy0phKKKMSXyA5IN9fX0aRS7wiBHRu4nIviQ1OuuE5FWlnz8bY26q1+s3Tp8+vZGSLBaL2is8ZH1XRFRo/XKSq4jIBSQVyZsct4vI2yQPbPtcnfKC2GDQvdZGjcRjxxyFjyyzDJ7bU8ur7/tQh9fa46TtRWJHAGH/c3L8FfXa8chl3oQ1x4DQbEF7gXo2iKlA7kKS+kIVDhEZD1vdE6Q6Yy09dBoKBLsXxHV4p/I7LrvsUCxmHU8WeWdlBLlNwlYoYlMgZDdbkIzErNAhWyjyWlm8Hia7nnzfLZ9eYKFbIHXAC92k6YLDxQJjxoxZKZ/Pq7PdjOSmMZuUsmHNb2i/rKZ7Q2ebzWb//sgjj4QtQO92jBs3bkwmk9lDQVGxQ+z035xK4v1Ro9x6vX7TY489pv2+jaH1XRFRx7t1h+trffcKEbkqk8mMsNZ+F8AhbfMeBXARAE1D64+8G+p49SUiCcjSCHqBe0tf2m4bvLbJxvjK2LG4cGN9n3lfRjvns4LY1FElKSf/CeJKCL4EQAFZblgIrobJfUNliYH64RBRO3RoyZLbQfMDMve/ybsQkY8D9T0hon3WWpboNKqA3AfyeqB2O7nMkHX+eVlIBgZGI0t1ypuA0BcofUFckFaoF0KnDPsAIA8A1YfJKLJPx/C1QOqAh++zSXf2HizgeZ7WUI/QqCVWA5pfy4jWQcsa3Vpr/64Od+WVVy7/N9R9vb29XhAEzukOVRRVR/cHEflNPp//7cMPP6yMW42h9d1MJnOoMebLQ9V3ReQHInJrEASFfD7/VRHRPuhkdKhR+7ejWqec25audtFekqJycHQ5j2cQ5PMh8YYtFPCnHXbAVqsM1Xb7Hh7k4FMUsJR0uA+B6Ia0OFut1X4NJrMMRFPQSWINvgGx34d5/SJgtTpQ3Q1CtVenOvE/YYMLkem6Xm3X5ow/ClvbE4b7QGSLIUoV+sLwZxA3AsEt5HsHVomIvgyVgNomgNkEkE2g0fl8W6EYgKLP+GGAV5C5vyyUp5AuslAtkDrghWrOdLEP0gK9vb0bWms1cp3XeC5OJf/dGKOp5H90agF6t/eh11anS1LzsN4Q5+uP+T0icr0x5tZOKWzlgA6C4Nh51XdF5PxyufxXvYbnefuJyPdiCk532YooGClKR58av5A0tiQi1yrJBBkCg9zQVHeyPUdrjx1T5O6E1z6xEV7aflus3NWFl/baC4YL/edEkceJ6E8BSkxSdKqYwt9AHNNib7FXwRTOA4IvQ+zRbffxOGhOJLO36TkitU9CcBIgHerE8iLEXAqT/THJQellEfkwUPscBPsD0Dr+UJmD/4PYm2Fw8zwEHxb4KyciI+NWKI2Qo/+JzLutjDmluXxPUfkCbyyd+K4tsND/i3nXO0hPSC2wkCxQLBbXI/ln5UOOl3xHRDSqDSPber3+93m1AL3bbfT29m4WR7p7ktQWn05DeYN/r0537ty5dwylXqP1XQDHk9T+3XZuYyXcD+u7Dog1fvz4DTOZzAUd0tJ3WWtPEJFCJpP5NYCPJzalwgJfA/B1AGsnPle0tKK93e9Be024I2f0Y8ccidqyy+KoddfFjzdpLze/W2s23w/aWLkcb7VO0KyBMldt2VxdngR5DkS+2eKciX8DsgdAA4HaSTMjzUHeDWTV3pr9gMjAaMAcA+EkQNrrxFpznQLYi8iuRp04uZyIrAgEuwOyH0S01Wsofmqt28bOuBBee2EMpaoEgihCjhyy/r/772AmGKxPdr+nMsrC2F+6RmcLpA44/WYsURZYb731xgRBoBHodN/3laBiYQ6l/tsym83uIaI/7i1OLHmddwD8Tp2uiNzZ398/JANSsVjcnQxToZ3qu1rrvFzru+Vy+Q29QE9Pz6rGmDPjqDYZoapjONH3/duLxeIpJM9OslxpqhrApSR/luDM1ij3OiAkpxgR34BGeprqddFcUuxAqTvD34yZY8fguT0iysm7P/UpfHrVd0PDPd9Hkox83wE4GxB3gbdB3ATBxIajJl9AHQcgg1MASfJgVkCeTea+K/XKPjBUutLki0clRELPqpzLUaPCEoCIcklrndgeAzA5N9603BrXibVm33GIyPJA9bOAUdayT0PE2bZ9/jRQWbjkZjKv6lULdYRAMlTHAdJHdoUI+nQMLwukDnh4PY90N8PMAsp4pelFY4wCcPTHXTl2Ow2tn95mrb2+u7v77oceemhIxZzRo0cv293dPdFae9wQkbP2EJ9fr9dv7e/vD9mYlIpy+eWXV4CRppSTSNnXReS8mTNnXjxq1KjlM5mMOtgdExusSlQPfYLk1ESN+B2S3xaRkxPrPRvXNMN7jBHTru6qUbA64LA968kJB2Hu6qvhQ/k8Xtp7b+TM/Ert83mwKmYQ9s+GQ2uo6oQd0YkifPU5qLSf+l1lrLoEIhrNx86NbyCo7weTGR0ea0mfy51gcCTQ/RZQ/ypETmqrlb8C4ltA7gqSGmXrveeBYLeojSnMDrSPf4DmAiBzY3udODlRREYB1V0AozVjRWkPRd4ywzljIKcZm/edp3yY/ae2VG4ndcBL5WNPb3peFth88827Z86cuW0mk9lfRJSVaih00RsicosxRtPL985POSnRv6skEe3tJo3+3f7+/hbATKlU2kUBV6rtkNi3OqkrrbVn9ff3v1QqlXa21l7Z1vOrTnevuOXqR4le41dE5IskL0wgoF+K6TGdkK++UKjzXzm+pkb1YUpzzhqry1OHHBj+dhy6zjqYvHknHFNjp42oeQibJ2vNzX8Tz0FCdasoEicmQ8IXINdorHq/p8Pw4oQt58IGX0CGDwDmhlgH2F1W+aEPIXP3yJw5H0Eh+x0QE9r29CjI4wehoGtzt0Q2eyKkY534BdBcAmR/2qlO3OaMRyCofgYZ7g0J+byToLLmVOIpWNyqYhFA9m8pXeWS+3uVOuAl99mmd/YuLBDzLm8f98gq73JHQmMReU17dDW9XCgU7nvooYfCiGleQ+u7xhhFKWt9t1384E2Sk621jfquW6tYLCpZhtYvkxGtHv6T9gP39fU9tNZaa3Uts8wyZ5M8pW0PV8+aNevYkSNHavvSt90xEVGw1cF6TQDrxp/PFJEfxmlrN1WF6V1hVxHIGp2G0duze+xWfXvsmJA45LbttqvvuvrqmgofytG2txDpaQmny7cBcY5I6726rouEVZhCkcbREJ4MylmJnuXpII+A2OsANkFIOs9kLwGC70OsZg2aQ+vBJqeUnSJS2xyQCyDtrUVyE5g/iaS2eDUvLzIaqB8D0X7iQXXityGYipq9mF2d68RtaxWAYAfAqjNW/s7OBNrk87ByB0zwa6DrL1Q5xHQsMRZIHfAS8yjTG3m3FlD1ou7u7h1ip6u8y0OJ2L5E8gZtGfJ9/08xheN8L1csFncjqSnMjvVdEblCo1hX33ULxv3LmjY+tq2Oq6Lqp/q+r3VbKD+1iNwQ94q6098SkSPK5fKNnud9P5ZodMemi8g+JKeoqmH8oUa5iiLWNiUX7Wq9WIlKnLau1tK19QX17u53Zhx3zCiQKBgz8NZ++3V1ZUI1Q5Xk6+REkn3FnXqMBQhpJaNz1eE0Eb1aA9farHsReAqC74G4POGk/4iaHIM8b4aEXNfRIL9D5s4QqewLoc5PZhweAe1+ikgWUTrL4FBI8K02xaTZoFwI5M8ndX8tjvhDsNUjQGo/cec6cWDOZy6n35X5DhHJAvXtAdkboih6cc+h/dxXIbgTxl4LFP5Icsgyx3wvmk4YFhZIHfCweAzpJhaVBZTnGcBOsdNVtOpQNbnn1OECuMG1/CzIHrW+WygUJpBUfuZkj607Xeu7P5gzZ86t7Slr1fmtVqtHi4iilD+cuN5Mkj+sVqsXPPbYY5oKVjDWUcYYBRUlXxoUzTxh1KhRL77zzjs/aSPkuM9ae6AxRj9vAJVIfkFElBlrm/h66vQUaXxA/Lc6qZxrc3p56y1feXXzTcOU/GfXWOO1W7fdNk4Ja5uOIoEHjQSKucVJKyI7Tu3LEwBjUQSN0KkRceyQzU8QAt6ctq/cCEW6R8jmaAh+CVM9AZLXF4cm0YjgxzC54zBnzsrozumzTOTK+TYox5P5q8Ml5K0VYLtPBql91wlWML4A8gwgM6W9LhvKFQZr7gYTgugG14mJvwPmAjz93M1ce+0FksiMXgjq28DKXhELl6KbO443IbgLRlvK3v4DuXL4vUjH4mWB1AEvXs8r3e17sIDneR+21u5sjFGnotHoUMxCT2qkGwTBDf39/ZqCXeAxZsyYNfL5/LEicmQHjmXV371D+3fb67vuAsVicTt1sm3RrB7+hTHmtGnTpj2vf+gLRFy7ba9fftf3/dPj4xoVJ9tufjFq1Kgj33nnHXVa2hfrxhlxa486ch0D1tpjjDFXJggm9N9KbKLjzf6vfmmWLRRCMNSUzbd4asI6a0eMUuSLCFthwpFMR2uU5lDAyX83HbAyOAk/3kxFy10Ao7R7GH2a0yCBZguiQRwGy7VB+Z/GZ1Fq+UygPiVy2G4ubwWyh5B8W6R2OkQa6fh4rZ8DuS/r8XDj2o4kmfMBaZd1uh/UNrH8/U3zNf8ltdqWyIS806rG1NYPrFG9vRQmP986cfvaIjVNwe8FsfsAHEpGUdP4Sol5LTDn7lS8odMTGp6fpQ54eD6XdFcLwQKlUulQa61Go9o3OpTYwQyNcq216nTfdStI3L/71ZhqslN992f1ev3y6dOn/6vTLcVpZE0Va304OZR3+oRk9N3T07OJMeZXybSniCht5X46T0FeQRCo7GCYLo4cilxQLpdP8DxPHc/piQucLyK/1h7pxGenK+gsIWl4T/yyoulozPrYmnc/fcC+O8RecNY7++/79MhszpGOJOu1mjaO06hK/iCO/lOVoVya+J8JjuU6wFuAsEau439BfLQhFRj24PJNiHwlPl4Bcx5s7atgmKaPt8SvA9nvwdZ+BOKLifv6J5jbheTLEfGGaAo+SUX5LIjdybxSdkZ2q839FDKKcmZSlEEgmAJTP4Mc8UKn5ykDA+siZ46B4aGQ9pS8qirJVJjcJSTVFu9qRMpNYZpa+ald/b59DW3Zug8WP2W28Nt3dYF08iK3QOqAF7nJ0wsuCgt4nqcpYOU/7jT61OlqpDt9+nT/PeyHnudppKMtPC51m1zm30PVd90k1f2t1+taH1an0kiDq0Ml+Q3f9xUkpa0/OvR62nKjAKRkdHV9Lpc7VmksVWRCW3LbGLG+7vv+tz3P0xTp+YkNThkYGDiuq6tLWcOcHu4dGtQCUAevQ9m0VHHpp/HfwROHf/4XAyutpP23GJXN3f72/vupM9YXG20Z0vT39vFc1Srujf+t13D1ZiVJUcYojWxfg4imu6OUsUawDG0RAbDIr0PkW409B9wOmZDdK+J5Jvrw8hubY5UVpwLSVIEQHMtM/jKR2jchiQgZeALMab3/aVHHKPWrWs5TYJjIWcwUkoC1PFBTco7Tmynw8OpvgXI+kFcBByUtGTTCfmJbPwIMeafb68QWpDJxnU/m1CbveohUegGzNyRUbkoymjXXotmHzGo2JB3D1AKpAx6mDybd1n9nAc/zNL3a/AEHNOK6wRhzw7Rp0zqyGc3vinF9V9OZiqxtRJmJ84as7ybmsKen5/PGGN1bsqdYf8gvIvn9JEVlnNq+pi2lrKnc033f19YipaNUFQT9QXd1YwU7fdn3/SuKxeJEkj931xeRe2fOnLnbCiuscFVc+9VDCjLbTklDHB2lRs7ad0tS+591/Mo/5cT1wagV6pix61562cabuOhTaTG1Fh1Hw4kUchTZ7h6v8SDI1RogK8HPQXw+PnYvIFWA2valDvYqCJR2Moq4yftRtZOQ44ONFxbBhaHIgtQ0UndArToix/NbCQaOV9KMJrMWX0DN7shCoV+XFKkeDV2jFZl+N5ibRCX3iIeIgqI0fR1G1YlMimi70MnMFm4c6rujjGRxP/EQdWI+gMBegEz+5veKcBapjEs44yb3ODGJzGtfeDqGqQVSBzxMH0y6rf/OArHOr8rP5Une1tfX19JS8m5Wj1O7+uOr/bvtCNX51nfdtUql0uba7tMO2BERTRWe5GgmE/NVBenHSUCWiDxOcg/H8hUrJWnkGrbyKHmGgq/K5fKt48eP/7RyTpMMU+MiotSHqnm8uzFGI+xwBEGwQzab3UJElD1Lh9ZnlRtZHWvocF7dYtMjX95qSxcNDzy/117fWaO7+5uxs/wRJOypjVDTmuIlw0gZgivAUIVJ/3geMA82Ik+ljyRVpUhHBZQJECp9pvrM2WB2l9i5RlG/xSTQjgSN9v7G08xeQOavkJr2Tru07DsgPkXmH5R65SCYMIp3deg3EAT7MNcdKh5FNV+j9k8oKPFVUFu1cprObwyRSgkStoUpYj45NGWu9eFGCrvteGyW2pYx73SHOjGeBXkZkNVe7ncla9i6x4F1YM1nYcxMMtt48eq0n/SzD94CqQP+4J9BuoNhaoFSqbSRiBwf12fbgVtvaS/tvOq77rZiB/4dIKRPTI5pytvc399/b/LDjTbaaMTAwMA5sfZv8tBlAwMDJzj0dLFYdGQaLi39chAEu0yfPv2f48eP9zKZjLbBuNagf1er1a26urry1lpNuzuH9ANjzIVBEJTJEH2sQ1PBGn1q1Kbjj/6pJ94HQCkw1W3dIgcfrNFqFB1bHAkD55xrEFwMQvuPNXL9RsTTHI5ak7dZj5nLIVZBRutFczERAq2nR/q7ep7h8hAoMlknvABmPaB2MaQhufgqmNN0dwFS/wvQECV4BbRbRq1GtW0QtWtFKG1t3wnqRzPbrZkFfTHpBurfRvSsm4Oakci7unPjc6lXPgejKX2H3Hb3hiuA3LdI6gvMkENkYN2IdzrUJ16+beJb0MyAsZeRXe+6Tjyv66bHhp8FUgc8/J5JuqMP1gJUVimJ6Aq1TalliIgS2mtf6aD+3fa5MbnHV2Ou5+QPrf5Af0fJNxzVpDu3t7d3rLVWW2aSikpKN3lYuVy+xc1rT7HH+9pBo+je3t61gyBQ0gaHSlaWqy0LhcKzlUrlH4n67CO+72/oeZ5SVB4crz3NGLODtVbBaaHz1oi5fNpJWhuNAEkGE+Wgg8+ExEIP1u4KY26PzhcFNF0XkmboIE+OpQEj52fxeRi4yOxBiGrwUmvbOvcOgNdCrO5HxytgblNITdPOUbsTFcWcvxBS05JCTE2Jv9DktwpTsUKNhGNHi6eB+lbkiOdFKuMh5q6EgxaIPZmZLk1RRzuXyj4QKo1lsgXsUdTkABYKao/GkJDfufqV+D4T/c98FRKcC1NQ3u15kmbEvNNKJKK802u1fX8CgLeD771O3P59TP8efhZIHfDweybpjj4AC2h9t6urS51Qu6C728392iY0d+7cW+ZHOaknFItFJbwYRP4vIpfl8/nvtuv/xudoRKuEGE7FRp3fnxXJPX36dGWwCl1QsVj8AclktNafyWR2fPTRR18YP378aplMRoE9TgVpprV22/7+/kdKpdK5IqJc0jqU/Uprxx8mQ6cVOyH5lDFm/Zj6Uj/7l3/Sl/dEJufAarVLN914vS+OHhvWUYEwXbs/RP4QL/E3UP7S5oA1PR2Bsmh3hJjfx3XZARBbQ7RfNhxzwNxoSPVBgFF93OIIZDACEgPqyFlAsB5gVoJAkdchN7XyQjNTOFektjVEfteM8GUGmN9S07oi8jFITdPKTQSxyHeYKShewN3/6pCaEp0kFJcwGxbHMZtvpO2b82evDps7B8ShrRq9UkYgxzPX1ZLGducl/z+sEwfV3ZExJ0CkE+/0A7DyQ2Tyv52fU++0fvrZ8LVA6oCH77NJd7YILDB27NjVs9nsMSS1P/Y913fdVnt6ejYwxmidt1X+DrgnCILjO6Gux40bt2I2m71M24kStxyIyHfK5bKrkUJT09Vq9coEeEodtDq+fZVNK0ZWq0qPQyBXlAu6r6/vjphPOo5Sw6sc7vv+zzzP077WEImstehyubyX53mqnBMid5VQpO+UEzQ17dDBd8qBB14KY5T0QifcjsBeC8MwnQvwN6D9d4sDVnR0xKkNWFExewWgRchdcguIXNUAtVk5EBnz8SYCWso0BU+kWoY4BDRvJHN7D0I6B9yCudzfROoHQuwvGuAr8k9AVtur5sisWR/GiLzawSGzNfV9OZD7SkKIQckwToOIlg2ag/glkPsCyUGkFyLVTWJykCZ1ZuTSbwPlxAVNJ4vU1PGfBJHBdWLiaVheATP3SnLZ91wnXgT/WaWXWEALpA54AQ2VTluyLBDr6Wq9Uds42uXitL6r/buXDdW/224NJfsAoM7yqKQSj4KmYoBV5LDahud5+oP9S4c+jg8/Z63dJ0kGEjtpRdsmaS2nvvXWW0c///zzc2PQmYKJlMc6+ukXObJcLl8Z7017nMN+XBH5WblcnuR53uGaSo+nzxaR9ZUIhOT18WevW2vX6v/aKfcBEjssOVIOOfijkBg8pcAtY2ZBRHuZ1aFeBNhKiwO2Mj4kzwgvrkhi2RRkhH5WrmbD1aNWn/D8m4HsUZD6Ew1iDobI6BpEFO0cjSDYXoFUYqv6whHZhHgSyG2s1JESDJwQI6CdMX4Fk1cObCsiy0Lq2r7k0NlhXRucNYFcMSTkCLdWrW6GbPhskm1Ez4DYcyj5QJH6IRD5biLVrUvNgcjFMAPnkcuFspLzGyKyLmzti3Fk3blOXLOXsSutE8/PlsP5eOqAh/PTSfe2sC2gLUCfUX5mkq5ntXGNuI56RRAEV86YMWOBIgwVQxg5cqSTCXRKPbrmG9ba73d3d180hDRhplQqnSEiCmxKavlNrVarJzz++OOvuY319vZ+xFqrqcykGtIPfN/XOnU4PM9TSkUF9bihbUrf1T9KpdK9IuLu95mBgYHe7u7ujIKxEnXikEnL8zzt53Vp0O/6p34PIZPtAAAgAElEQVT1aiDjSEQsCrKq7DvhGohETFWB3RnG7AqGqXt1qKfAcOW2CHjZRk9uGFXyuZjPWR3yr2DwfQi0X1jHLDC3GlA7DxJyVOu4hya/g0jtRkjc80s8AuQ2wcDAGihktK4d02DyBppcCA6ToPKtiEYyHuQFZC4Ehym9JlBT9La7hjrwf6iOLznyZXdK1M9buyxMszeHSid+I9kznDimay8H1FU9ScsECapT+U+E+s5drS8CyXOG+re8/faKWKbgeKfb68R1QO4AzXvuJ16QPaRz3j8LpA74/bNtuvIwsoCCm5R4g+Qg0gIReUD5mRe0vutuq1gsqjPXdHOyJzggeXW9Xj9z+vTp/+lkAs/zFDx0bSx44Ka8IyJfK5fLSjbRGOPHj1/XGKMEG0kawjN832+kR0ul0vdEJKmG9H3f98O/S6XS8XHrk/6pLVOfKJfLj3qep+cruYc6jBeNMZ61VtWXXD24Zq1ds/9rJx0CMIpuRf4XEw/bXmxVma5iUFRlFUj+x4CKCIQgKa2jr9/qgEWVgrSdSh3uFBio44scLvE4mR8rtvIkwJjWMiSXmAGhEqbExBy59YDKbIjRWnTEOCY4jpn8JSIDu0FMA6AGwdHM5JXzGhJU1Xk2nWzkOM9xBhapnYOIezsaxL+AYEeyW8F2jSFS/QIEaockd/g9YO3z5DLKRjZoiMhakOr3G2jx5jW0xq2yh9rmtUAj6ieu7g4Jeac37XDSA2BwQPu+F2jxdNIHZoHUAX9gpk8vvCgt4Hme9n0m67LqjH4X8zO/KzYiz/PGx/J9KrCe+JEWRR4f7/u+RmQdR6lU2tdabTFhMlr26/X63jNmzGhpO4mpJzV17fSIq9ba4/r7+0PnoqNUKp0qIgrcCodLL+u/4zS7iyz1o9BxK2sWSe1Zdal3rQdf7Xmeprgdq9QvfN8/BFMnNyNi4sty8KF3QWoRIpj4F5kfI1L7WwM8RG4L2F1bHXAwAxLXjMF7wOyukJoqDEWtXaysAnSdggh5ro7118zk9xdbux0Ia6F6ravJ/OEiGhlLhLAGX9a2JJKviVQvjYky9PO5YLZE8kmRf+Qgpd8AbKabiS+R+caLjkhNwU8NNHSoyAS7I1lQFajm81WayXzYM5x84XoD5EFkToFlHUfcBqX9w02SjOg+f4lK/TSOGPHcUOd2+lxqta1C3mmanRFG8o2nfxdNoVGCeDdrpnM/GAukDviDsXt61UVsAc/zFJGsP9xhfbdWq13e7vDmt6W4DntaTNGY5H1+VkROK5fLGtV2HHFL0ndjFq3GHNX7nTt37tfakdWe56kj1HYdh4ieqa1Cvu83gFTFYlGFHxrOGMBds2bN+tzTTz89EKO69UXAIX7v8n0//HEuFovKuuTEBv7u+/7mpVJpLRFRhjDV9oW1dsP+/znpNdSp6Ovod2Kg/lGZNHFrGCrASR3ItczkDxJb1TnaN6wo5zEAj2x1wNl747YhPamfplAUq8QZEnJMg2YXwKq6jzp7HTOjNHR9swS6WhHSH8cbb8zBCqP0RSVqFSJ+QOZPEpE8pDoNoFOg6gfDevBckdeXhYxSsJoDXilb1n5k9qaG66pXDoEJbRn3e/N1EHuRrZKCUftR/ezGy4JbgOZiMhv3Kw/+CkSSg7WjICFOINnm9DbIHwDZCzqBu+b1nZSBgTEoZI6BiCKwl9d2L2YK35vf9zg9PnwskDrg4fMs0p28zxZQykaNipJUjwtyyW233Tb76quvHkVS1XdWTZyjgJ0LBgYGfvjEE080wDvta/b09BSVArNNnvBlkpP6+vq0ZaZlFIvFY2PFo9AZKlWkqjlpK5GbGKOa1YE4asQ+ktu4eysWi5NJ6g+zjlcymcyG2qbU09OjbUZNMBPwSd/3/69UKl0gIgpKC5HV5XL5U5hy1bGg0b5YHX/FhElbSlBVko2o3kslzchdosoFDY5q5kYC1TPbHPA1kJpLx79Jk/+QBNWLQChftwKvzgSy50DqzzbAS9buzmzXrWKr+hIROU6RbzJTOFOkeigEUUsQOQDYjchCf9TrS50fRfYtNd9ZH4bk/pIgz1C2rB3IvEovxsvXtkMkQel0kOfAypHMFhSI1TJE6ntCgssAJr4P0gfKvmTXkFSn8vbbK2FU4VRISGeafIl7BlZOZbYQaj2/mxFyW6O2Lpl/Vwpe7+Ya6dz3xwKpA35/7JquuoRYoFQqbWOt1eikJX1I8lrtqfV9f57pQ8/zlElJ661JpPU9xphJTmIwaapSqfQ/0mSO0kMqWLCD7/tPunk9PT3rG2OUmcppAT9Vq9W2euyxx8JaZKlUmiQioc5tPHb0ff/unp6evDFGHZRT+AnTzKVSaQWJhBHC9Ujuqq1LmDpZrxGLTcjJmHDY+WKr2rYU1SC1hQjZZyA1x5v8Bk1+RZHKea0O+KYLIHsknfQoBTtBGGcMeCdNbmcJqpc01I2IqWR+okjlEAgdMYeyXq0VthMlHTOkkXqVYOA40DRFOGj2JbPqVCEydy2IUSfsOLiV6EN7hBtKVSKVnlBntzlHFZBOZCbf1B9uOGxZA1LTbEBSkGMuLI5hNj9PGkgRGQ/UL4BIe8r4TzGtpRKNpGMJt0DqgJfwB5ze3nuzwNixY9fOZrPnJcQI3EL/sNYeP5Sur5u0wQYbrFytVlX/Nakrq8xI30wCqBK7M57nKaArSX3o12q1nZxj1bme5ynBhgKlXOSlkeVWzkGPGzdurUwm82iCVvIi3/fDNeOXARUf0DFTgVf6EuB5nqbmnSbwdN/3ezBlyipg/QWAURRek4/LpEkvQGpvxmnaKvjaCsBKxQSRRh9NvrfdAZM5ddwKaoqAZLSK5g4gxjm+V2jyH45JNLStSMcbYE7vMQupP96IjGmOILNXiVQ3S6SsNY29K5lVRScFXv0qgVpWJ7sBVa9Yj1UqPchRa/4uyn0GA/WtknXYyFFnFHXulKLUe3+LmUJTf7jphE3cM6y9zc3fU8GvYXKHMyQOGXqI1HeGWH3uSYR7AJqfAgNnkyOVxSwdS6gFUge8hD7Y9LbemwU22mij5QYGBrRNSdOxScTrf7RlqFwuK2nEPFtINGoWESWm+EhiF/8OgmAf5Wlu31lvb+8y1lpdN9nqcg/J/ZLp8phTWp2H60tVINM2vu+r/B/iCFdpGx0Rx6O+72tvL/SFoFarKYI4BHSRPLOvr085mjOe52n062gdv+j7/uWYctXhoHE9wg9iwqRNYrIJl7L9B03+EyL1z0HszZFj5Z1kbuchHLCyVm0ez9uezGkPbwJNnVOd4H9D1OlLBDojdyJzd4nUzkgQc4Q15NCZSnVqgxOamAHkNoxqvm+vCCloPdhRcf4VzG1FUqLzattCRJ11DALTcwe2IpdttH6JyIchNS0PNDMfgstgQsKOevszFJFNINXr2iglnwaxD5lPAuEGfTFFnuuGXUUj91MAidupwmmvg/wenn/pEn70o5pBSMcSZoHUAS9hDzS9nfdugVi6Txmfko5zjiiJAnCesk3Na3WtFb/++utnSrKtJTpB2atO7XT+mDFjVsrn8+rAIkBSjGSePXv2MQqmcp8Vi8UPkWHk5lR7VK/3c+VyuYG+9TxP9x4RWgCzjDEbO+nFYrGoaXRX432mXq+XHnvssXc8z1On7zSAXzXGrD1t2rTZmDr5roYUIHAGJkz6jgTVLzT7d+1PmOk6WoLqMSCUxUtBWZOZyR/W2QHXfhOKyeuwcgizhV+IrSj3s2PIOojZwrUSVK8EoQQhGk/+lMwfJfLOypCCsnNFYhHkzmTuTpG5H4NkVOFpmdhwpzJTCCP5iESD/wdI9BsncgYzhUbrlkSgK5fa1hl/AXPaVtbQ95U33lgOyy9zDcDPNp57RBSiEo8d2LDeXhHougiCg1q+JyKnM1MIe7LnNURkVdjaWSCOaFBsRifMAM0JZHYQXmB+a6bHh7cFUgc8vJ9PurtFYIGenp5NjTFa44sitOa4NQiCExeEDStO/V5H0unS6iqarj3Z932NbgeNuB9YHV0y/djo4XUnKAVlpVJRvd+kOETYOuTmxD3JyR/oxvHe3l7t8dUozAG29vd9P5T98zxPgTuOivKckPryyis/hHzmRRCFcP06xmPSpBki1Smx7KDmAA7VOqdI7Vvq3MJ55Dlk7hsdHXASvCU8mZnc+RJUzm7IEQouYib/FakN7ICMiiaE42Uwt3rIXtXazxsSc+gEkdqZEInEHKDI5bAtKUzbDurxDfhJ5nIaiYdDgoETlcSi8WBURAK5g5IkGSG62tYUMKZUpW48CFY+S47qqHokUv0iJKz7uxq92uZeoDqBXKZjb3jyyyHV6kbIQr+PW7V+aeT3UX24tT2q03cr/WzxsEDqgBeP55Tu8n2wgIrd53KhfJzSIib/W1CGqOP7+vqSaOEhd+B53iEAfpSoK+rch+IUckcd4nHjxo3JZrNaZ4zad6K08Nf6+voaPb3u4za1IkUpa8tTo90kpppUcJWL3K/xfV8FEMLheZ5e59Pxn3/yfT8EDZVKJdUGdjVXjbbX8n3/ZUyZPAGEagzreBQTJoVpbLFVFWCIemBr4rFQKEtQ/XkoIxjeAI4m8z/p6IClpn2+0Z5jmT+pDyiLVli3BXA/TV71kguQmtZroxotuR2Zuy8CRyWIOepYn/n8oyGjldSfBiRKN9NcQWYbxBsi1T9BnCOTp8HKxkkeZZHKtxs0mNH1LiRzrbKEEavWt8GYLjO8kPwLtDuQ3U4kw5k7OioDYyC8UbUzEgc0pXyIRu8tk4f4Q6SyP4RqsyQJywBELoHJn/vf6AYvyPXTOe+/BVIH/P7bOL3CMLTAOuuss9yIESPUaTWBNsCrIvJdEbm0XSaw0y1or22hUPg+SeV/dkNERJmpzhxqjd7e3s2stcrc5MQfNJ38JeVtbr9OrHwUaetGTvq8vr4+p2gUfuZ5XjJd/GytVvM0vazHisXibiQdS1RgjNlk2rRpYR26VCr9VqUG46Wn+L4f8TNPnazR9q7x52djwqSzQnpFqWkK3gB8G8xqSjwQW9WXlEig3trdmO26rbMDrhwMcYINcgNNYR8RbQ3KO5DRXDz5zApcd92KBNUpIKIXCPJHZC5KndvK7QBbiDnCz6W+L8SGET3AOiibkvnwHmNAlf47lgyMrp20s0j1CmXPanxGnknmnIZx88EGA0p+EbGChUOej1qZWqUKG0flpWWAD52tKOrk9SC4hJl81II1nyEio2CrJ4DU74DTa9azQgnG+Z2fHh/eFkgd8PB+Punu3icLxMAnh1CtArjCGPPtadOmzVNM3W2nWCyuR1LbW5IO/AURmVgul50036DdF4vFvZUIJAHwUmKQg4boB/46yQZtIoCrfd+P6qPx8DxPf9xdGjWw1m7s+oU1dT0wMPAISUfG8WPf97+gpyrFZSaTUUYrx0O9XgjmuuaaZeOe3ahtytbXw+ePnNaWGr6XJh9G1GIr/QCjqJjYUEUKOjrg2tztkMk0JAtp8qFqkNiqIqEjGxLqOP8uMrArxOhLgI7naPJhlkAk7NN1a8wFc2uTDHmbW0QZgD/R5ButQSL13SFWGayiQRxL5qO6dVRz1yj6RkCatV7Bl5nJa+2/ZUi9OhEGVzQJOxQoldsjKek46JwIqKZUnEkCjmmg1Z7hFvaz9nObe5zzUdjM90AeGN0DXyFzyfWGOjX9fBhbIHXAw/jhpFt7fy1QKpU+LSLaB3pDX1+f8g4v0PA8TykTte0kqpFG41Zr7VH9/f1Dto14nqdRj9b2Ig1bQJHVOys3c/uFYzIOR4Khke+dc+fO3SPJmBW/BGhtN1xPRP6nXC7rvsJRKpWUtcuBf1TZyHP78zxPe2VdFHa37/uRuMKUyQeAIU+1/spPx4RDQ9CXSO1rDXk+8lwyF/FIW21Lkkith9XVtG2mcwQsYxsUlpBnaAqhsIAElV+BjNDfxDFk/oqQbSpKQ0c1VPKTZFS77UTMEe2vUoIwRINH55j9yWwcFYetST8BcWR8dA5oN0wSZkQKSTXte3aoZ20F0jWUQKVliNQ+BRFdu0nYQXMYmR2SRENkzkcgWUXGJ3uGq6AcThZiKcf2Kw3+W2pzt4QxO8PwliSJyPzPTGcMRwukDng4PpV0T8PSAj09PatmMpnJIpLkgFbU7Jm+7ze5hDvs3vM8VT2KwULhhKdI7tDX1zeoRhzTUOoPvGPCejSbzW77yCOPaNtRODqk0O/xfT8EJukYP378aplMRtuOQicRo7BDhHCMqNa+XEdzuZPv+xHw6ZrJN0CwV/hvwbmYOMk52t825Pto9iCzv40pHpUiU0cVzHVHcn+tRBxhH3Dk4AbPDQaOB0P9ZHXAIflGeOlkL6/I95kphOISLehl8lUg+zFtPYrusXolpIGgfhrI9Tq0chTl1vQly1FVzoipKpuo56j1SHusXVZjFsgdyZyjyGw8WREpQuq/B8SReliIPZGZLtdnPehbICIGtnp6DDxrcjiH8o+vTyJXbexlWP4HkG5qoVsgdcAL3aTpgkuiBTzPU+em7Eahpm48lHJwP9eHO8R9K8GGRr1JnuBptVpt5yTBhju3t7d301h60DnHJ4Mg2KpdWcnzPK0Xu3T067VarbeNsOOnQNjOouOxt956awPVDdY/PM9Tp+pacvp834/6hqdMWQasvwQw6n8W+wlMPDwUlhBbeb7BDsX6muSI56RSGY8cFZilM56mKYT9yZ0ccLRGVV8g4qg2t6qmj0VqW0DEqQLNoMmH6WyRyp4RiCn86ymaghKQ6ItEdysxB44k82HtPK4pa0o3qpWKnMlMoVHLjZxmTTMGUeaCuJDMtwCuROauHbNluR7iV0G7ZadUcTz3boDh3uJrnsNMQfmehxwhiYiqYQmS8oL/BrHv/HqG57Vuemzxs0DqgBe/Z5bueBFaQMkttA5LMin3p47gkkqlcsa8OKC1zhwEwc/a2LR+T/LATnzUMTJae31DIopYJnCr9ijZ8zwVt0+2NjUj2MjBbqwSiyTD+m6DWlJJlTfaKDcwMPAMyfBFQkSObIC/rvn5nhDbcHqYcJhzemtCajHaV56jKbiarKZiHVL8rzT5LefjgLVnN+pjJjZSoJQoUElWfAMQbZGyYG5Fkm+F4COpvwhI9DJQxyeYz0cvA0HlDJAu1d5Pk28gjUVqJ0HEAaVmgnWPHPF80z+GLUJNyUcrBzJbcH3QsQ+tFCFhz7UDbj0L5rVUMYh2NOzdjQg7QqR4tAAujQk7gqG+qhEndJfKMrb2DJOnkjnHSrYIv+nppT4IC6QO+IOwenrNxcICSvsoItcneaBFRNmSjiuXyy0/2u03FBNsKPo42Vt89axZs45NEmy48+KeYP3Rdy0nbxpjtp42bZqmkRtD+42z2axGca7+eLHv+y0qPJ7n6TqhM1SFJKeCpH+USqWDRCRSMwJeMsaMDok3dEz92S8BiUA+wA8xYVKI3hWp7A0JAWfqzW8ic2GKWqQ6IdT3jT6/nsztF89v4YLWFHT4ua0226FodiOzIdCqpa4bs19Fn9cUGBXJI4p8m5lCqNs7FDGHM5LYqqb1I7Yw4hoy32jJite9AZAozQ68AtY31ojenR/Oqc39FDIZ3Z8TTHgMsytbcdQoZe9qGRFCvPrLBkI7sseNQPbz86eirB4b9wwnEc5/AKsHpzSU7ZZe8v5OHfCS90zTO1oIFigWi0eQVMfRJFMA/mqtPai/v//ZeV2ip6dnTWNCMglXb9Qo9Ht9fX2ndTovdtZae3TztSd3dxVQSM4fPXp0oVAo/C3xQjDN9/31knOKxeKBJJ16j7Y3bVgul+M0cRgdq/PeMD7nLN/3zw7/fcdFBbw+8mWA8f3KJzHhsAj4FFTOBRm1PiVYnSSonQrGWsQxkUY0ZXANOFon0V4kOJqZfCilKFL9CSQGSJFfJ3PK6KXtRftDbPyiIzNoCg0dXpH6pRD7xfg+GsQc8Xm7QGxDtjEJ4oqOz/wQpKsvQVX5f2Bua22ranHCUp0ICcsObui8nTo5VZF/FWA/pkpRDuil5zwA5rQNbJDTbr1OCFC7PiGSoYdfg7WfZ7bL9UkvhG91usRws0DqgIfbE0n384FbwPM8Te9qmtcN5f799korrfSt++67bxAPcHLDvb29Y+MaruNWHkSckZyvOsHGGCVmaFBRGmMOnTZt2iA1nTaqyTnGmA0d1aSuGWsAa8Tsrv0D3/cjkfsIfLUdSdfGo+cr7WTUdjX1Z7sCErf+yPN48tmP4ayzQs5rsdWmKlIQbM9c9/9Gjqx6CQTHhucLT2ImFwLRhnTAUjkXEjty8mwyF4LSRKqfh0BbszR0vI0mt1v0+ZvLQ0LmqCgKrUkvC4UQrR6LKui/ozYqynqk8j9Ho4XmEvg7mNvMcUFHa9c2h0iDFUslETv2/ramtPVC14NZfcnpmF4WqX0HIiFwLR6Pg7kdSM7zpU1EloGtnaNMV4lzNZI+j8y19H23HE//WKwtkDrgxfrxpZtf2BZoc1K6/LMiclC5XHZAoSEv6XneFiLyW5IrxZMGSH6xr68v0q4dPFQIQVt+9k0cOsX3/QTZQ3QkBoE5ikZ16oeWy+UWJ+15njo0RVvreLlarXqPP/54Q2DA87wkwUZrT/E1kydDEOkHC67AxEkhm1SI3JWagqcUFGbB2SuSK4RobLGVmwDuEZ5DOZCMaqlDR8ADTX1h4ioyH4LERCpezHKlf71EU2gA3cQqBScjUhDyG2Su0RfdQswhuJqZfKNHWqQyDkKtOccOGoeT+aREozrhJo2mrh9wS+Zyg57zIKeaiPY7PVSR2skQSdRx5TlQdpiXTrBbJ9QZhlwORWS7QW5FqpZxOpY0C6QOeEl7oun9/FcW8DxPEcEK9tE2kV9Vq9Xjkk5sqMU9z9P6p/7AR8IAwJsicmBSLKH9XM/zlL6yUb8VkXPL5XIyegpP0fanWMfXtbxc5/v+Acn14rS3RoRhLZHkcX19fY0+4jgyV+KNcARBUJo+fXpUXz7rrCzW+djLYKOuvB0mTNKot7W/lugj805pSSPjBo80yG3I3J/iczrXgKWyB4Q3RTuQO2kKoRCDiGRjlq0I+c1gHbJbFZoQE1+4F41HafINsJO0knsMgNW1SE2jx1eQqoKcYvvKi+Bcj1xe+bkbQ2xVHZvLPjwbtyYNrvO29hHrps9mppBsK2t5vFKvHgqDyxM15NdAfs71M7d/F1r2JPIRSM31DNdQr23G/DKpPvC8jLaYHksd8GL64NJtv38WUDSyMWaF/v5+J703z4t5nqc/8tpqFEZbMXr5M/Mi92iLVvWcn5bL5SSlZeOanudpijoUbheRZ0RECTVadGbjSNo55UcLhcInHnrooZpbpFgsXqrReLzGneVyOVIh0jF1srZYuej6FcypfgRHHx2eK1KdBAlfLPSPKcwUIrrKKAJOtCbl1iWpikVDR8DV6qbI4v749Gk0+Ub9WmxVU+OR2ARlf7IQkmiIyEoxKUfUN1u1Y9nVZI9qA3B9k8y5DICeq73H2u8coZlFvstMwalFxR+FikqaunZKSw2QWfKhh6IMqN8EkYgKM9wnvkLmldCk4xCp7QARJeeI0dSYDZpJZFbrvfMcIpIB6lsCwYtkl9NNnt9p6fHFzAKpA17MHli63eFlgWKxeDbJZN/nkyR37ESw4Xbued5XACQJG+6w1u7ZiTs6Zt1qpKRJbtzX19eiL9vT07OlMUaRz7FTke3L5XJYp9URg7zUEYXRubX20/39/fc2LDll8uUgQorKsBY7cdKkxlpB9ccgoheDFuBUGLVqX3FEFsLcSCflN3QNWD4Kqbla6Gs0eceFrU77e5C41Ys8n8yd3NiDrTa5rsnTyFxDiEIkyTHN18CX1iSb2rkSDBwFGqWB1DEbVbs+u7rCF4WmvRKaxuG94KtkXrMTLSPmw9bMgIvCgzj1PqRDjRi6tMYfi0VoGl9wPDNDO+7266Z/L7kWSB3wkvts0zt7fy2QKRaLF5L8UuIyjwRBsEs7aUZyG6q/KyK/dD26IvLI3Llzt33qqaccS1Rjek9Pz/rGGI0YHeXl6b7vt+vKah1Z52wcn3iT7/uuxSb8qFgsJjmlH/F9vykyrxOmXq3kG1HNkdwJhxzarDXb6sMNh0Ns7IgiYmrFuHWHr9Hkks50iBR0yEalTlupMwXPvDCCa68dah6L1PeA2Dg9jUZPcXgsqB4NhvzLOh6kyTckHyNijurjACMlKDaJORoO1lY1Ne/F93czmYtamxJDgupPYx1e/XQ2mNuUDGvIrfOivl9NWzvyDWXL+gw5uHbcuL7I2pCaItqbhB2Us8mhU9jv71c3XX24WCB1wMPlSaT7WGwsECOXtS7ZcHQi8rtcLndQki6y/YbGjx+/dSaT0bYSVyd+0lq7ZSf+6PXXX3/5er2utWhHhnFvuVx2koKNpYvF4pEkw3YedRwke5PRtxKJGGM06gwdLMlJfX19MeIYwC9+tjVsLEkoeAMB1sCkSbFTVE7munI9K0nGHDCnCkgVXUeqczZFNuvSya212SHakMLzbOWFRvsP7cfJrpCKUyRMBWuUrrucDWaXJxkizkVmrw7JqbOPAFWVYC12N2UA50XMEZ1f2wYiYU07Wp6fInMtghlhyldqWhN32syKXt7YUVkmn6WEDrX+l2ZUy1fBYKt5gaxEZq8GySlhR7NtTHAxTO6rSf3hxeY/gnSjC8UCqQNeKGZMF1laLLDBBhusXKvVFE3ciMIAXDkwMPClpFBCuz1KpdI4a+2fHUJa68SZTGbLadOmhWCj9lEsFn9C0vWUvhEEgdceWceczuo0HGr4277vh2QVbniepyQUTtv3P4VCYfRDDz00pzFhyuQLNOUa/i34JSZOOtgdE6ltCRGX2m6NShWt22TNagCqIofXuQ84Olb9OwSfCK8RBFsz191MnduqvihELVSxslJjL8lWKB/Xl9kAAB5JSURBVMEJzOS15h5tW95ZGVLQtHJcx7W7kF3q7BpDbO03gOwdfzAtdq6NGnm4TqXiIUcFO0X1ZuISsrNsYITcNn8CxLFlPRdRVnYP2W4kIstDqtcCTHCJ8zdg9lCXvh/8TUg/WZItkDrgJfnppve2UC0wfvz4jynBBskxzR//zsjl5IX1vEwmo2nLKE0KvGmt3aq/v39QilMPtlNNxopJg0Tci8WiirK7HtEXstms1x6Be573iIu62tWSwp1MnawUkyG1JCi74ZDDnAygOsuvQOJadZuGrUjI4BShrImryZYWoI4p6NDJ2VpC1EEOIAsNBSGxlZsBfi5e82gyIuoIzwsGvgoa53RbXgai49VLQXQk5giPy9y1IBnliXbOtSOASoLqF8AQvRwNK4cwW3DMYS3fp0iiMXMLII4tS6NmpawcknhDRApA7dKGaES04t/A3O4kGy1jLRdK/1hiLZA64CX20aY3trAt0IY01uU79uwmr+t5nqZ+NcoLNXlFRNO7uw6lGdzb27u2tVZTz07F6JJyuTxIvD3mjdb6bKjba62d1N/f30wtR7STKrfo2LTeyeVyH3/44YebzmHKlE3BwKWRZ0Iya2DixKY6UFKRiG3OMqh8F2TE7EW2oY/nEQEH1StAHB072ePJfAOMJkFFlYJCFiwIJjOTb5ChxA7UZQsEc6qrc+TIhvSjiIyP1Y4iqUdKLxmRdrghUvkOhK7N6xWw4pGdqCVrv4XI7vF5r4HBxmQz5d2yZtRulOzzvh+cuSO58jvz+v61sItFX4xBCO2F/f1N1xt+Fkgd8PB7JumOhqkFPM9TkJAST8wVkWPaiTDatx0zUyna2AGkdMpE3/endrrFtdZaq2vkyJHqrN38QVST7jzP824FEArIq/BCuVxWzmlJrlssFu8g6dqNfuz7foR0dmPq5HMBxBG0/AYTDksSgmif75OqfBg5NDsm2Q4jUp0CQcSxbIOjmO1W9aVwzDsFXfs6RCIyDfIHZK7B1CVS2x4iDp1dpslHwCm3rq0qc1XErS04hpm8A2bF163dBpGYtKNJ9NHcl+RjFHYEOBNcwEz+hBabRPbUVLHfUH8C7gdz25Csts+N7redeIM3gNkDXA270znxeadAJEJ0Ez8k8yH3djqWHgukDnjpedbpnf6XFhg7duyoXC63n7X2/qHSx+4SserQb0i6SEoPnTQv3WDP81Qi0EVolXq93jtjxgxNm7aMtshWgVVb9PX1tWjWep6nvMkNDmiV4ktyQocLTv3ZvwCJtG8N9sbBk2IlpNAJrQypRTSVwCs0+SYzU5hKrqqj3D5yHmZXMtvgLJ5PDbhJOyn4FTN5J/6g11wBUtM0rIKtArw+cwWu3IwkRWpNhwX8gSb/qaRhRGrbQsS1Xw2AOdUKdvcQThWpHwyxSnKho4KabMxCoUXwIprXIpOoH3yLmcL/DPUVGhTR0lxMZltEMjqdG1JiQsYDOUXGh+C3dCw9Fkgd8NLzrNM7XYQW8DxP64jJiPM7vu+fMdQWPM/bEcDvE8c7RsoqyNDV1aUpahcdTvV9PxSxTw7P8zQ6jFK9wB2+70eRoRu/mLw+LDSFrR50FphdA4cc8rY7LFLfFWIdN3QLyErniK3MABiJR9SxIfP5eK35RcADO0KMu88/0+S3Tm5LrEaeiOQF29DKIgNjIEY1mKOrzhpYlcsu+3rL+VJ7ECJRBkGkozav2Kqm3TeNr3E3mVPbDxoS1L4JStPpktuTuUZ/dfsJElSvBBsazYNS852ukX62dFsgdcBL9/NP7/59sECbaIJeYXD6N3Hd8ePHr6ZUkySdCPz1vu+H0n7to1gsHk/yh/HnMzOZTPHRRx99ITlv9OjRK3d1dSm4qjvyQ63EHOHcqZNVqD52LnILJhwWgZ/iIVI5C8KIVSohnNA4bqvqrGPqyNyqJBMUkPOoAVcqJeToRBOepMlHEbi7blCZCvKQ8E+RrzFT0DR5Yl/Vf0CwUbQvHEbmW3i2pV45GIYuwn0NzH20PbIUqW4ECelGo5GQRkxeK9yCrSo39BbxxOfBrLYmNe61dW8hW5bWj5soZ7HHM9OVJF1pv0T691JsgdQBL8UPP731hW8Bz/O0jhfq38bjtkKhsFeSFrL9qm212n8bY0oNjd7E5N7e3lWstRohhqQXHVHNEfjqGyISyQwCD/m+n6xBR59OnawI7J7oDzkIEw5TUYjGEKsi87EjsXYXZpttPSJvLAcZGQoyhGlc5kYke1nnnYKWFeM0szr2OWTO9URHOwkGjgZNXNuVm2kKLaQZIokaMuR3NIUmNWRkk1ZiDosjmc1f2W5zkepUCCJHDyh6eX2SShLSMkRC9i61eazXK7fSFJJlhdb5b765PJZb5o8AHGe2Bc1BZLaB9m6/Rvr30muB1AEvvc8+vfOFbIFisTiRZFKh6J8DAwPbPfHEE43Ubvsli8XiKaoV7D7vRDXpjrWJN/zbWtvbzgkdp6i1F3WV+LwJvu+7iDD6aMqU8WDg6sMDMPnVcfDB7SIFWotdMZzP6mpJcXiRSk+sNKQu7ymaQpPhaT4grNDJ2qryWEeOl7kVSb7h7lGqsz+BbE5FHnTmCzQF17oVfdKinBQ6/w+TbGERE6mdDpEITQ300+SjlHZiyKxZq2JEXlHVUQtRG8Vly9x6ZQ8YJyIR3sDJzHQlX7Ja1w5JN7J/ARgB2EJmLe5M5ho9z+37Sf9eOi2QOuCl87mnd72QLdDb2+tZa9VxhGlfAEoMsaXv+x3TlTqht7d3Q2ut9ge7VPFp5XK54YyTW4xVmh4EoKxUGuntWy6Xf9N+Gz09PZOMMaF4gpJ9zJw5c/Tzzz/fGtlNufrrIJ2s352YMKkpzBCeNzAaYpwAwL9o8o2+53DdsP/VOLrKv9Dkt2pxWPMg4gjPtxWljgzbstrbhUSkC1LTum7YXhWnkJ9vXb86DYJSfP4hZGufbizgoAjuIYk5wn0EldNAOmrPN8CaR4b6w4NGW313DohPknntse44RAbWgVCdsCNJ0XT4OJItNeuF/DVMl1vMLJA64MXsgaXbHZ4WaKOEfKFer285Y8aMmFpx8J5LpdIKIqIONYweSf6hr6+vBdWbPKtYLN5LMkIdA3/0fX/bTpbwPK/Jewyc4fu+Iqtbx9TJTX5ng0k4eFJL/7DUKwfBMCKfEPyamfz+bQ6wiWSGXE9TaKlXzysFHS4ptfsgsk24ZmB3Zq6rhWREku1GNHuT2QY6Ozw/qJwDMmb8Gpymjq5RvQSCY+N9302T7wy0kuq/IVgrvtefMpPvqEgV6SKHrUmKLtcrPAnO2dhpI3d6FpEQA1WicfnwOLkTmWvwbA/Pb3K6q0VpgdQBL0prp9daYi0QczcrIEh/bL/o+/70ed2s53lal3QC8q9Za0udOKF1jVKp9DkRuTler26t3aS/v7+BOnbXKRaLO5F0zmxmtVodPUjL+BdXrwNLjQ511JCpfxQHHdkSpUtQvVCl9iI/MxhEJFI5HRITZhA/IvMRlWU85uuAg+q1ICLpROJwMh/JHbrzk6xWIt9jphARfjTWr24IgVOEmoPX3vowV1mlRZ5RpDIeQn0ZccQcJbJTu1GSUhNBrL3bBGi1XFd6IPVpgEoFhnv/KdnZYTf3GrZGnQeRJ5gpHJS8j/TfqQVSB5x+B1ILLGILlEqlSSLScDrW2l36+/tbuIvdlnp7e5ex1mqq06GFL/d931Eutuy8TTf40nK5nFRqiuZOnawyf+fFJ/4BEyYNirpbI1Bu2a70I1JVKsVoD8QJZJOXWT9aAAf8QxDHR+fzf8jct1odbOUACB0o7D6afKQTnHSGtqrtSFFqnLIfWRgkCShWObtjYg7BVczkj+j0qMVW7wEQ2YH4M9naGtVy3aB6FAgnb6jzDyXzybr/Iv42pZdbnC2QOuDF+emle1/sLFAqldYREY2wnEj7Rb7vR9Fmh+F5nhJzuDSy1g+LnerKPT09RWOMI5SwJIt9fX0zBi059er7AUY9sOAXMeHQJu9xVDdWyUAFNWlduhorIDXoKSMHW7sZIlHbkpUDmG3yOUfHh25DCo8H1a+AMcc0cQWZP6bFycnAWIhxe58F5pZrVwySoPI9MNYPFlzHTD6KqBOjjZijAlbWJEe1EHPE+9VouUFaEmv8/mqoZ9Jy/+AbcWtSR1GNxe4Lmm54kVogdcCL1NzpxZZmC8RUkwq6ivpYgUd933fi7oNMM3bs2NVzuZw6VeesT/Z9vyP61vM8pYJ0Ed5tvu/vNmjBn/98DRjrAE0WNVkLhx0Wa/pGs9t6ZB+iyQ9qYRJb1dp19Dm5dTu6d74OWCr7Qvjr+IqD2npEhJCapsUjjeGOvM7VzSCI2b/4DphdpROTVMteRb7JTCHqbR7krKtXQBxxiTwL5r1OUoSRjWS5uB7sENr/AHNbpUxWS/N/3e/t3lMH/N7slp6VWuBdW6BNvagSBEFp+vTpDm08aD3P864C4AQJps+aNWvDp59+ehBdYdwfrK1Hhcgnctu+vj7tRW0dU372ZVB+FDu+v2DCYS3o5dgBfwESqwERV5J5J4nYWEts5cUGurdq12VXlyK+m8fnFwG3yBzKP2kK7oUksUbtTojsFH5gcQSzebVF4rg66epTACMAFc3nyOwtgx1r/SCIjdWMVLf3+TXJtQfZMHKqNbVhjJyWs8iC66UeZMqQQlJEualjcw6uVb/rL0h6wlJngdQBL3WPPL3hD8ICynaVyWRedNe21h7S39/fUeZO5/T09GxijNEILxShH0qSUI95nncWABfZPej7flKruHm7UyerU3bUjydiwiTHqNX0I0F1stY1Y8d3KLOt9U0RyWofUgxuEjA3kmRTX3hBUtADAx9H3sROW16iKbhWncQ+Kt/U+nDkXPETMu9oNZN7vQhEpBQlmMJM/vODHbASc9S0Xux0ho8gW51504dWj4bACTy8DdY9ckRLhiC5fgtbWLjP3OokO7YxfRDfufSaw98CqQMe/s8o3eESYIFx48atlc1mwzqhiPymXC63KA+136LneQkKRPze9/2EiHtzdpzW1sjNsWMdVC6XW1itwtm//OVKCCpa/4z+mw84Goce6tDQTadmq02GrJqsx0LB0UZGfk7mfBSSjUXn+QpNrkWkIZoznxpwyFZV07oyAQZgtptkrdW51XeB2Nvjzx6lyQ9K1YvUtoaIi/TfAnMrd1IgapE5hEynKcQMYIO/WGKril4fF9/stfNDLicAa7PBwCO7h2w9WwK+xuktLGQLpA54IRs0XS61wFAWKBaLKrq+7CBmqrYTSqXSwSLi2Ks02txwqLamYrF4BEknBfjsrFmzxnZKU2Pqz44CJELvCv6OiZNiIFbz4iKvjoIspxSTBuBMMLtSu0MTSdZeMYRjnLcDDrdgq1rjjdi6mFuTZGstevbs1dGdcxzX9RiI1RZpazRefwaQiEOb/AyZSwpaxH5UVoLUmsQcHXqPnRWkNrAjMg2xCCAItmKuW+v2Qw6R6uGo8zHmcvOcl/6XkVqg3QKpA06/E6kFhpEF1llnneVGjBihwCsH8Dnf931tHeo4PM9T9G5IDkHya319fS3iBY2Tpk5WAogdYo90OiYe5higGlPa9Hg7t//UK3vDMGbg4u9oci1czKFznU8EHM2pPgxBFNUSm5N5VShqGWIrTwCMaC47gL3idX4KicFngqGJNILqJaAj5pC7aApRfbnDEFu5AeBe8d4eBHKbtaOwh9FXJt3KYmyB1AEvxg8v3fqSZ4FisXg2yW/Ed/ZyvV4vzpgxoyN9YU9Pz87GGKfDO7Ner3+849xfXLYCbNcrALORA673YOKRg4hCJKidBkrkmCnnkYVTBzlFqR4HwUXROriambwjE2lMXTAHXLsDIhEFppV9mC3c0MEBXw9wn+hanfmXRWqfhsjd0bl8LUZDy6C1KpXxyLUQc3hkQdPtg4bI3LUhmacaB4gjycGCDkvety+9o0VtgdQBL2qLp9dLLTCEBcaPH/+xTCaj7E2hzJ+IHFsuly8bymCe5zWjWmDofuIpkw8F4WT7HsGESRt0dDy2diMgkfoQZS+ycNMgR5bsv+0gUxjtewFS0EH1KpUTjB35l5nJXzzoWlI9HoIYKMbraXKDJBpFpACpPw/IStG+uR2Zu6/z/VVuAxjpIs+DmCM8HFTOAxlnHuQ/YL5IskWwIv0ipxb4by2QOuD/1oLp+akFFpIFPM/7MoCwTUhEHl555ZU3ue++++qdli+VSiURcQCpeq1W8x577DEnVt96ypSrbwX52fjDszBhUsf2GrE1dWRrRI4sWLsToEiCyjUgD47moCOieMEccOVsuEi/A91kZIPaVhBRLmUdz9Dko5ajttEiLUhcTObVjh3mhbSQ/xsfUCUl1Qp+tfNcdexhW1JcpzZ7kllHB7qQnni6zNJugdQBL+3fgPT+h40FSqXSRiKi0ZsihD/r+35HTmLdsOd5SmU5KXbWt5bL5c4atb+9ahRmav8rwx5hwK6PCYc/OtiJyRoQdcDhis/RFNYcwon9ASIRNaS1uzLb5VLgjekL5IClegQEEXiMmErmJ3bY08hYGSlUgMKc6mocOfKlQfPqA7vCmNvivb9IU4heIjqMNmKOs5kpaAtX57lS2wGC6wExoN2QbO13HjZfnHQji60FUge82D66dONLogU+8pGPdHd1deXmpSHseZ62/mh0FjqmIAi2mT59uosUW80y9eoDAf4y/rAfEyYN0sYNXa5U9oQwVh3iLTS5iGqybUgLBzP+v727C5GrPuM4/jxnMmeSTUzWVjE3Qgl9id2CtLa+BBEFKRTxQgsGSlKyvWi19iZUW2x6ZVDxPeBL8UIiiV4YRIoXXrXetIXat4smKV5ssdQWKd6Ir3vO7Mwj/zlnYnfnHHcgZn12n+/cyZ498zyfZ/XnmTnn//9605Z80wXw0g1iwzo05RXN8sadoGxY/k1Eqo/MWxfbsBmxfrpjerzr0B7Vbr1K1vIGzIrvidU7PYm8VV8FF+0hbGlhjr6qLt/ScSP+8dHTmgsQwGtOzhsicHYCc3Nzh7Xejs/MXj19+vSVrWc8fjTdsfzd+uf3yv75Q43BOijuS5vSV0Gnh1S7k9sYVo8PpV2Hto6O+6Dcqdu2Tex3PF0A/9+ORiqvqeb1Nn8rA7N8Wqz+rlj1HtVuvQ3hxHHPi0n1HbHJw9rJ72js097YInbRVAtznN2U+G0EVhcggFc34ggE3AikK+TZ2dl09VvddCSy99SpU/W6yivKfOqpGZnJ0+IbVWCqXC775tM6zhMvG5a/FZFqv2HV61W76Z+XvcxsVqw/vhHpw3oVrOHkcVPchGW2U6w/XjXqXc3yagnIifcsD4iduYHsN5rl1aNUK49bKm6SbHwFL69rlu9qG9qyhTlUTqvmX3MzYAoJJUAAhxo3za53gRUrav2rKIrdCwsLzR+hHjt6s6jUj/foguw/8KXmkBttfpB2QEp3Xw/kvcWLdPv2iUefzIo5MR3vuPRPzfLxFokrgnqqAO7Uq2FV303ruztUP/9OQwBfKiZpO8b0ekezfEdLD+fVH0OP7iAXlctU8/TxdUOop4U5lhZEbHQuzXL+O7je/8VYp/Xzh7dOB0fZYQV0bm4urZK1J8uy20+ePDlxE9QZmWNHnxOV8Sbwj8j++Z82B1LxVTGtn4m1f2jWa/meePHbYmdWifq9ZvnEZg7p/NN8BD06bli8/vFmCnaJam9i+8R6e8T0PwN1sHYvUdXJbRar8/1aRKvvrs3u1U6v8eP26sflfjG7WzR7UbXb6BL2L4zG10yAAF4zat4IgTUUOHEil+L99IhNvbuPXi37DqT1pSevCJfKA5LVH/OaPaed3r6W4+Ylk3T3dfqe9YR28r0tgf6AWP0Mreqdqt3GLRTN+n8Qsz2jc+jgetUtEx97V0FdfryJxFAmNogY12BLxV7JdLyP72uaNX+vvIZT4K0Q+EQBApg/EAQ2osDxZ24QsfFdxv+W3tZdcsstg8bAHJRPisptVbAOb9XO5mrN6BUvGxS/FNXDVWDqEdXuwbMM4BfErLpBTOX7qvnxlvoeEpXqKtXkSe3ktzce9/bb58v2mfQo1Ux1Tmtd7Wojjpye1p8AAbz+ZkbFCKwu8OzT3xGrl6lUOSL75hvDssrcMj1vXO3Jq3KFav6nliD8lajcWgf1Qe1sPnJWATwoHxOVn1Tns7u002tcx9qWrT8tf9Es/1YbgA2Ll0W0WuJyMLhOu1saV8VaHZAjEDj3AgTwuTfmHRD4bASOPXNQZHienN9/SG780bKdhMYFmdlmsX66+ambHiyS//7vAr344sZnXm1YvCSiN9ZXl3tVe413X0/9HfBg8Q7R7MEqgOVx7eTV3r4rXmaLu8SyeutELUU37VDVtEtUw7F2ocjSnSL2pmr+6GcDz7siMJ0AATydE0chsCEFrHz/m7KpO3406Y+a5Ve1NWrD4q8i+o3RzweDa7S75XfNIbj6XdCjzF22KIa+qFl3/LzyZLAOi/+IaLXC1VL/Ms23Nt7hvCGHRFMbVoAA3rCjpTEEVhcwW/yKWJY2gOiK2SHt9BoX4BgF5jA9t2s7R2fV4RdVN9dXpcvfZ+orYOtfJ2av1L/9qmZ564IiNiifEJUfp0eRRLtfYGOE1WfLEf4FCGD/M6JCBM6pgNnil0U27RbpvKyqjZs/1AH8Vr3rUCnanW1bnnH6AC52i2m1LaLK31XzS1uvvs0+J1JeKx8O/qwzM2+cUxBOjsAaCRDAawTN2yCw3gXqFaQOp/2AtZO339Rl/Z+J2f11sP5ANR9vhThBYIMy3dj1QzH7hXZ61e/wQiCIAAEcZNC0icCnIZBu2mq7AWp8fjPbJsPy5yKyKFl+/yddVY+urKc456dRO+dAwJsAAextItSDAAIIIBBCgAAOMWaaRAABBBDwJkAAe5sI9SCAAAIIhBAggEOMmSYRQAABBLwJEMDeJkI9CCCAAAIhBAjgEGOmSQQQQAABbwIEsLeJUA8CCCCAQAgBAjjEmGkSAQQQQMCbAAHsbSLUgwACCCAQQoAADjFmmkQAAQQQ8CZAAHubCPUggAACCIQQIIBDjJkmEUAAAQS8CRDA3iZCPQgggAACIQQI4BBjpkkEEEAAAW8CBLC3iVAPAggggEAIAQI4xJhpEgEEEEDAmwAB7G0i1IMAAgggEEKAAA4xZppEAAEEEPAmQAB7mwj1IIAAAgiEECCAQ4yZJhFAAAEEvAkQwN4mQj0IIIAAAiEECOAQY6ZJBBBAAAFvAgSwt4lQDwIIIIBACAECOMSYaRIBBBBAwJsAAextItSDAAIIIBBCgAAOMWaaRAABBBDwJkAAe5sI9SCAAAIIhBAggEOMmSYRQAABBLwJEMDeJkI9CCCAAAIhBAjgEGOmSQQQQAABbwIEsLeJUA8CCCCAQAgBAjjEmGkSAQQQQMCbAAHsbSLUgwACCCAQQoAADjFmmkQAAQQQ8CZAAHubCPUggAACCIQQIIBDjJkmEUAAAQS8CRDA3iZCPQgggAACIQQI4BBjpkkEEEAAAW8CBLC3iVAPAggggEAIAQI4xJhpEgEEEEDAmwAB7G0i1IMAAgggEEKAAA4xZppEAAEEEPAmQAB7mwj1IIAAAgiEECCAQ4yZJhFAAAEEvAkQwN4mQj0IIIAAAiEECOAQY6ZJBBBAAAFvAgSwt4lQDwIIIIBACAECOMSYaRIBBBBAwJsAAextItSDAAIIIBBCgAAOMWaaRAABBBDwJkAAe5sI9SCAAAIIhBAggEOMmSYRQAABBLwJEMDeJkI9CCCAAAIhBAjgEGOmSQQQQAABbwIEsLeJUA8CCCCAQAgBAjjEmGkSAQQQQMCbAAHsbSLUgwACCCAQQoAADjFmmkQAAQQQ8CZAAHubCPUggAACCIQQIIBDjJkmEUAAAQS8CRDA3iZCPQgggAACIQQI4BBjpkkEEEAAAW8CBLC3iVAPAggggEAIAQI4xJhpEgEEEEDAmwAB7G0i1IMAAgggEEKAAA4xZppEAAEEEPAmQAB7mwj1IIAAAgiEECCAQ4yZJhFAAAEEvAkQwN4mQj0IIIAAAiEECOAQY6ZJBBBAAAFvAgSwt4lQDwIIIIBACAECOMSYaRIBBBBAwJsAAextItSDAAIIIBBCgAAOMWaaRAABBBDwJkAAe5sI9SCAAAIIhBAggEOMmSYRQAABBLwJEMDeJkI9CCCAAAIhBAj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struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="38.9567858222581" y="6.879793435093347" heading="102" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="44,44,44,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12.666666666666657" y="10.666666666666657"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="12.666666666666657" y="44.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="24.666666666666686" y="75.66666666666663"><block s="receiveKey"><l><option>enter</option></l><list></list></block><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="480" y="10"><block s="receiveKey"><l><option>0</option></l><list></list></block><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="297" y="241"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="329.66666666666674" y="455"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>44,44,44,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="45" y="324.16666666666674"><block s="receiveGo"></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3,2 (Completed)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>