<?xml version="1.0" encoding="UTF-8"?>
<quiz>
<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema</text>
    </category>
    <info format="moodle_auto_format">
      <text>La categoria default per le domande condivise nel contesto 'Sistema'.</text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Tettonica a placche 3 punti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 19  -->
  <question type="ddimageortext">
    <name>
      <text>Fosse, dorsali e faglie 3 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona sugli schemi in alto nel disegno etichette corrette.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>3.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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</file>

    <drag>
      <no>1</no>
      <text>dorsale</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>fossa</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>faglia</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>190</xleft>
      <ytop>55</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>333</xleft>
      <ytop>2</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>22</xleft>
      <ytop>46</ytop>
    </drop>
  </question>

<!-- question: 104  -->
  <question type="cloze">
    <name>
      <text>Dorsali e fosse 2 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In corrispondenza delle correnti ascensionali del magma si formano le &nbsp; {1:MULTICHOICE:%100% dorsali #~%0% fosse #~%0% faglie}, dove le correnti convettive sono discendenti si formano le {1:MULTICHOICE:%0% dorsali #~%100% fosse #~%0% faglie}, ed infine in corrispondenza dei movimenti laterali sono presenti le&nbsp;{1:MULTICHOICE:%0% dorsali #~%0% fosse #~%100% faglie}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 108  -->
  <question type="cloze">
    <name>
      <text>Dorsali e fosse 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Si può considerare una placca oceanica come un blocco quadrilatero di litosfera il lato sul fondale forma&nbsp; {1:MULTICHOICE:%100% una dorsale#~%0% un bordo#~%0% una catena montuosa} quello prossimo alla costa {1:MULTICHOICE:%0% una dorsale #~%0% una spiaggia #~%100% una fossa}, gli altri due lati sono detti {1:MULTICHOICE:%0% dorsali secondarie#~%100% faglie trasformi#~%0% faglie secondarie}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 165  -->
  <question type="cloze">
    <name>
      <text>Prove a favore della deriva dei continenti 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le prove che sia esistita la Pangea all'origine della deriva dei continenti si riassumono&nbsp; {1:MULTICHOICE:%100% nella forme combacianti di alcuni continenti lontani #~%0% nel fatto che i continenti siano ai margini dello stesso mare #~%0% nel movimento dei continenti rilevato dai satelliti},&nbsp; {1:MULTICHOICE:%0% nella presenza di vulcani sulle coste #~%100% nella coincidenza delle formazioni rocciose #~%0% nella presenza di terremoti} e {1:MULTICHOICE:%0% nella coincidenza delle lingue parlate #~%100% nella coincidenza dei fossili animali #~%0% nella somiglianza degli animali viventi nei diversi continenti}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Vulcani 3 punti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 26  -->
  <question type="ddimageortext">
    <name>
      <text>Parti del vulcano 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le etichette sulle parti del vulcano<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
        <file name="Plinian Eruption-blank_600x400.svg.png" 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G6VjpLC7kIKcNSCDxEHyYPkMHCWV38fUo4nePTQnDkwUQCV8IFPqtDBQYDIzJ95anEmZY8rhlAagCOEdQ4Ennk5CE6SApD8OUM8ryueV6TYAhjvPCaQL6QYVp1YrdmAATkqPdDmAYvpKWqxpeDGEl5Jp0vRr3ELtTzSlSLrEDxwSIcfYhHUeTsB1s8IcnZ3WW1pHZwCLoGJiMB5YhXn3MOm/GiYmjEaQfpI4wD8nFRh8y3i38+WnZ7g4UEWQuyuWoGbZlehwVQOHoCnC4oEyUHUaqORCASyUkxJU8aMJQjnaTDySQAOhMsUS4NQH3AG7jSgliHZhSXz0Ro1OIzoNL8KNLNmTNNJOMqNGrkZRcBbIulaueXJwwpMzUGYpRoGjAPAyHlQSCQam7e3Y0VgKhnRBkZoEOGbL2S0JDlLjLdTYWzpA+4OeaqKmki69fieSFWt0lMgpfttOtocLXeAjyUUJIx6HDpHdWJQEVhFUMbu7jWL1X0xWn4pHFg8KD5YfsvhA6QnyZOBU8CZ8JV0JL1GcMJjjlgwJkE4CU613sX01vrSOhNIgC+UaDkIHHA+Gja6t3g7Cgk7aju01qdGOAqEsSbxqfBDwA/umM+AU4Iyat6VaLEcMNRjCJrnwITzpOoAwrGeRkZZJZJAlF0aHHpyAJIF/EpVUf5dWkGnJRljkPmr6B/pcab9FFGC8vAlHFmIpQK45BwKTF0vCJCH5FHnkO/p2fMz/zK/JNwDCHwAV5HUCNmZoQUJkPorpM6TB5GFWKSh7vTRcngu4tv2jnZ/0gSZSwA4GIWmiqsYsIGicXcJIFJPAsHTxLTROudyxACaAxVB1LmFsCr1Qnk0iolG4IdhgEYZK2lKzklTadPgri8Fy+A6sGLei46OM1I+QD1FlldrBiogzIJn6BOykHjTMfJgWykKRdtLxiyASAmw6c8P5kMZQOoAZARNg5YRyjfHIpMBCwU06KghuI1MScwjkhKkz9SIRQHP6olDpe7JQBqkxAqKgJAYnCh61DrFyYTKlGDIYysPtJGdzgtYLNQbfHAFOzsA7sPkeoAEgTtpKiPPwZ+XAJlxMuiqdAQR8RpHDSPoTwwiisf4BvV/taGLkRzAO6DCH0YVZsGcrBpBReF1dLM6kzcG7SqBICJ9Cz9kplVYFLOxKhDXaN6P4Cp0gEAIm2CMpyEol9so/mB7jqK2wZBWdWdu/rkpA2aSESamWCCl7vole5w8ap2pWgKEalLioAPJ8P2IfhIjoPEIfhwIeeiGb2KiV/1q6pLc68JNMJqGgsJSWujqjfM3uWlhYBZWmbRoY02EmTReiBUHU8VzHFJKACiWkPVJdX7W1RorM6suH4ka9OfBI9VCAEfqILzi6DfE43+jEmwdK1A2ph06TO2QShNZH1MAHDUoeHSO4Cwd9F4A/hgFZZedzhAvEsExuH9/CwhYTANTqIKHsDTrPVq4wT5AfhH//eE6mCoDgYh81XvpACNwGnyi6t7oaeg6dKnQCOg6vx7PU4SnzJiXhZhvYgzmQlR3U29yfEm/e4OXizGIkGchIPIYLroHEPT5dqSGeP4w8zXlb8g55gz5wt4xcBwxiVH5CukK4zi+U0coELIcIGFw27NchkHai3e9aOO6a1wc/Wjy/FW6Fa0YWOQuNoImSCrWJgnmROmqqh4mpjmcji2alWgSWmKZMCWbUn1bjOxikvcH4kAlGTpXGx2QEY6XdSzS4ihkR6QKanPTRORwCHyzaLeZSBVtHNADCc+RR/l6BJc7sQF2OvvtdPgJ/kSB0SNokPSGJImEMw8IJVhpda5MjkhBJMyB0Zcmck5xDk1sr5BDqSy2mMWncEmUIqvdf+MrtavhZziDtkuhih5lACG4XRRDIUEYh1AXbVV65hyoYBAIYeEEQHkJQRIDCk/8EqNLySl8QoRjKv0jhYveTjHIaGQoHmQOOj+b/RBK5aYSThAvxZK2QYLF3rJKhoTaAPA3nS1ckkW1UbVQsxEaa2Ztb8zXfRcurkZOgGxEG3hqOos7NoU5GIjqlm/OzS4D9r6iFfK5e/KVFZXk9loPkUBTl2YGH6hTIfSlZBRxcMaxwDeSRTd14eeiBekw2aIjnRGurtS4kZc9a7q3XarXk1Hb+L+OblP3y4YjRIh5qK5sPircsSh3F2jjARNexKrgODZeTwAXH8vYFbHgrP/zGHys34+ngbeKqrnhPlFMomcmbtzSdqTLkcbjSyZJdfHCzIDYFSH64Pgh3udgThQus2B0mqOWvs++kCLqq9jOVzSpV0EyHBm8f1r89efn3vttfMKC62v94ICcgROkCeIt4zi27FpzXKseX09ZoEG/aZlOkJTuCmhUS+LUnsDfosMs9dkqt6NqKXVa1yB9KcxghwHXznDmAPHxIfzlc4fM5UhHNcIah5WHAQPCyFIgI8yBC5rNA7081jABY+O4zZHYSwzDMHujrEMMgLrzxFctt1M+Ku0V8gYs3amJ42zwAfm+jsLw1GJ/pntsFAaYQMpDleXB4olxgBL5y0RBUkuzTfG4LxcZ8DAlTa3y7E6xaFhR6rAMKojU/8gUboePiEEoQliCm27J4NmmBToJDBhR5rS0ofSE2JehgZwaOgwdYh+ozVGCYnMsyzQSssT6WlhjhEzChOnkFSqzdMPi6RXFa0n0k5ktvunka+ZYKbE2hrVSRRCrardxcN9AD08T3agkKBsB8jMskYmxcgxpgHBAxFDw4zTCpiHlAeEAxy1COlDq2gsOuG2UB5l2S3xkUsI3jyF2nYHkLjQFlWLQuZCHuG0WC2u2DRN0dJIYpTmca9wsFzrtX7Z7pviRlvkhqwB13ADDKn7n1xedxUiqo7GIxOZ5pUEM6eSr+VCLRE9MYCE2PpikxLBhDQYCRxptNUUbwgHjQ+UgHmwOtGDLDdbHTrFgfO2oq4N+TAhPOgF8h5XIe5/dx93d2eGtmk2S1gbrdvvaMRbnG6bMG4b8WMd9aHYwnQDlnJGAZzlaMK7zfnFeZdmUkYEYAr4cnVLs2gFzwVs2O4lWAE6aH6UwOxDLezDPMza6HA5str1t3SmZR6pdUIkbHWPu2dyWJ1F6T2oLr3snfs9RK/peFI57byfAj5N1bOokYX17LvcY8L+aqtr8QxCOsteWlZfHOCzi9eRQNAeBK/qUgoygcihcofLjEyfgM4xc0oxhZjWlV9EvsW0U3pZQhyJcRAqc4u4QOb62ZZdfBlexjYi3C1IuXPNzYH3nE2BEfbXGupllm24SNb5Nuqc4ln8K4sFKF2kB0kMLftz/VqgJtFAh9XdmeFiLqL6DKgptqTR+jeSdKYZF6qDkJHTQxqFqoYhF20aKYVYNCiWEajOmABwstcE4QkpWx+KNp802FIaOEmvTgxZNPtZ5xZF5mGqTR86isWBYKerlUCOnPY4OObpHKGXI+4qXk/97gwlMMsB2CDR2Mix7a5IskRhYpQo2F/gGwHILhdBC2E3ckQf496IUiWOMjMzxBrbeZlJBQLSDzIweYzIQ+JhqOcD8CZ0QOXiYHU9ZQVsuqqNHNUuLiHTbcsrV0b9moVS3B3CXrTlSc8ChCovfT2HZaldh8OGeasFrie7ZjhYjhAW90Jv+14j9y4c1HQ5qgKZ08NSE4omM3GlnDm/lLImRllKrsv4KHqx9TSWRZcZ9S5YCI9+2zwA/gK6aRc12rldMI0AV9HYBRhIdXGUbWyXzKYQmPpGLjQPrXsRdXcn7tGItg6U1fSxLsre3N2rbq2UC+XB9uzOcboOodmUaXHaW9tiITJyVoHnVP+3sjiWS6a6Gl81t2K0nXRgmTAKHRdIMY4sobqKCRGwDhYoCdegIX76X7IFWYBnzYksCpFH64GT2jTN3Y2RuxNb+7EPhNnaywlh0pj7rRB7fbG+H2CkhGmMSSU0MVMXwlo/T5SeySDx4QJ6CWO4h2+RRB14FKEYxJHwGa+YIKcTMzFygBO6IAqhIVOKVXSlcLEJa82VG7BmQwRyjacJuTQNa+0ts/WGNj00VdTrtNdddTBrv86SDKHNCdT7PW33yEi1n5TShcZBU7ZL6yCCpJxoSznrzCyabZS1GAPGVVqwwHJjJcviNGFEEjlSYCJtKGUBCqn+3ppna6MT+MFlzgF6TgZR9O1SBRdFz1hFS8CRbrXLNadW2DknMaQxIot5Oh7rWmXYsWAnzTfgExxhZwxQkc5UzVem26XATSv09reKbmkHyX60XUSs5cNnNjmFLr9Io2YGvtFXzSp6OyrUYrpAKC8HQWhg+gpFOE3pTIipGHEVZaBx8Hq4NsiDyAM91IXNg99opqy0m59v8+k64mo0ZaH9ohsIF/qMPnRQyNJFz9hJPaDwYgtkqLSgxT41FdiveDtC1PREedlJ1/wEkHaqueppQ7wSWdpLDzMNwF/lV9cosW5aMpHDhWoTIrI2khC2QlUQDkNBluBr8F3Ui9e8Rf/anQcYq6MsQMbVbwql5nZDcSPDVTB24dgAhfDdoXSx2cS2diHhXkbLIr+0Nex1yHW4FpLqDnfypmkOFrU17y6lKLVyAGrpe5PwaXManoKngVnj/ixgVMVAmz5aeodRxozqNI5RWkd1vOvAX5SGSy8qEdfZFMN6p7MMJY67uO1Zh95Du5j3YCLFZWndBYRnHYSYYHchTS+Ta8CzMc4ewOzBORm2Ne0YyiBHmAgRrzqQFUSmy2lUrIxqREOZ6sNlsizN06lpZtlUnXOMVxpGOjDkoBDIUd0ieJTZYT3f3Xm8Sj8q3aHpwKaSl3tSLc5gW2G7aei1VePnZbNluow96WcH23+Qj+5ZaINPswadWPGgA1NkdtEqMEBzbL2LRmErfcGONdBcXYUOZJNefVjXZ6gZMPfsR7tXQ/TLrQG2dCCIc635Wt/l0mPbxquDZ8L8US0YElStCSfEcdaeqiFO3s88Gggll/ZLnLQCykPyZ8ZQ5FUfFwZGCS2JPeBX1buqtBp2byyJJhqyqxQkZPZQz9KQuuz2y3tM4m6ufFUqFa+Y/QxpJV8a4bwwkLCuZASvIBkX+R6JAyqxbQnlsIqLBvolOcrGx/vghtPfJDhWpEE93TSdhRSWx8e4ALU7LWXhKmdU0TD2apcLAHkjpN1it8253qF9P45eNGRmUznTSzMoi3OdpAPgxUxnFt3IEDypgDzhi7BUmj3cRWPUZ6mhknXYxHJ00HwVj+qjbZNvQke51Jb5ALER9KI3Cwkva2TzvWt4a5cJ3TQev4mei2bgtzfQOPk5qb2LUEOUhi1rGO8uR03TsOjQ3qjJvanuolG/3/bMmh0oC+zWRjBlThQSnaQnWl/aFk0vSq0t4kWbVse7+Pp1yC8a148OrqaehbKRZm1gL+GzJoX3Z8VDIkZ3ILw7s7ahN61xtKOrXDXk2Yh79lMtZ1zZ1NuYgWngrLkCr32MrM5c99wPRSKci0ngbP6gjAomwFEWEXIGxrzMBK8c0iQ8LythTkpAXhXzAVYqBBlcjjs+UDDwwj1Auugr7a3Zm0dtNuGa52LPXC1Hlp8LcPkR1gAsgj3NjpsObcrefVg3RdbZPb0G1F+H3EWtz7qFGmv/AbXX0I7C+nwuoGmWs62KvUG8osHbQa1xgyoitMPofIqmz7gKSBc+bs2IS4PO5Uhro8mEOcGRNdQukF7vILxpUsQyYcDe56pNaTDiWgPQF7KwKjrGA8ke48S3A6HEKbtEmOqGGtX0bEJ9pctxtDjFx2HayFFPascVsIM6HGsqxx6Tti4TlxNDVOAKkHGBh6zD8rLmvvsQ7AHCsqb6Rm3ft+H6zKtYVjeUq3MiuXj71e6Kacjlq87lRe/Nv3A3YZUdlSrU8ThIezHdwvJCO7k2f09C96FXIuitOZgwlUBWFAI4cTk8mByaxZlnKl386ZBshnoOJ5Mx5EY2XB3FsVGHSy9yCXPv2zrr8qD3IKhXR9kT6f2z65v3fi+ZRdU9nj0WvfDNl9AMA8skvDqMLsz9z3p2Lfv7eG/45fIS6v0l3Hxxd3QgsxRfbXNDUz9z24A3iq8oFHSBKaPIai+bd+Datt4AACAASURBVC4nznFboLdmVDOHew3e023f9KM2WZCeHdIxa5Cuo5ZWl3sXVj2+fw2t3XTx+jk6bYFnu9cWfZerEGbrAjQzS6c5SK6fP696yWEWVaMHFdQGEjQSroHZ3J8zZCaFmWXNyZ4LmhZmpAtgkqmhdVhEDTgyenJ/mR8OupyAVUCkNQ/iR7ff9s0+w1cnUTlhizhFjZyJjzkS34AkSM6KpHkmUvSh7tafFmW050j2vlYDxmzXUi3qBg1rRqoApF5Nix7gAFGRLIBDxMwGD/DS8IrCgxAAXuRac6juqdxg2ZpgVHepFc8UXfS70+zzqhx/7xo0RZl+KoVhdR3V4W39kbAdkKJAT4YJOYkLUtCEBjKTCw1li4bZAlJtyKqVWDbOm56owtCbIbFEdnAjxTooeGspZls22y1d+TQRROIFwZpEamaNHb4yy/aKEQBjEIfhQ9Rho4ZteuisudpYU9JV3e/DzethojfvRhxruOo+3J/ui96hi0qpg60aEG2bbxWr0Qgdi2LYTqFC0vf3rYle2F40ytVIfyKLriDytKq0QwCvQDIzlIe7gA+GcuS8TLw+vuCUIB7IUUJaeg+JslrVA9aLdLTWUYYDuAqJcVD16wNR97PtDoR82CQ3LSc/t+2juD5ryzcX5qOI3HSX1W4Zrc7k9nEov2sJZZHa4KWMHouiKhTvW7Nb9uLulJaQ3fpIO6KAWYO1jhJTuYoIej/0oeGlRfSmRju0Wrz0dpBpnXbuoaFeM8lH4S3xfH1G57e27XFg9d8ndstLbDv8BnldqM41r7AiO+gyBpQDrq3R9AfNU0RMJEYyrT5QlEKqylsP5DVcWp1oNPUdo9IGSqClsV2K6zwRZ8B5mYlRpxQBZfIYokAtwPJiCczHc8gVa3iyJsxv6pLqOaKKG1wUnVvjeWhlfRYsuqkO0Ebn/fNUCtQNjDY46fkLrDNwzZTUGXZVqgTFhDEaUK/1ghYKYfLVarNcpqVo3e4ElchMUrIs+jmvtsGwuChPot2CEtp0wwQoLXdkPLr0QNNmrCJSmW11xiULHFeUUQeVbmckqeo8a+BZWVbmGVIkM9MBjqw4jnQNfHFtOD1exhaBl6D38GAvqqteXlP8afZMAxf6bx/32he1EXNEv0wwk4jrUpnjkMIY5RPuwyzNg0vnADsosbzihMPuye7Fk96d0h19wBaRsH5vQ8QevGLz773hWQLZEsBNjyZnesBop9q2RXdxlxsL6QHCO4ZhIeMS8YmOULFfpr8ATtXQ0UIFDaNWenCdpZcpDcTLMW0rRRlxkHlYOJA6yDyQJViWiO7WOVTZQ3X4HellR+XSQdbgXA8nYZshuDjabZXswtodRIt99znoe8W0jfsuJ/czWYjp+XfXn9U6xL4drPnwI9Ta8+b2a3J/I/Q6OBdo2DQOOWsmo0RN0Ge/16iNXTZIc1uOq+UvcFDdx6YaSu9gxYw0fXrbjukKfukWrJKWvT7X3iOrO/pJW1s0yX7G7THm2nc/NWh8UopFX3FrlImVEFGUxZHwVK3tLMRPyRbll5N3MkK55LLmhqrPLGasJqA0infP3SDgqsiQosjVxVGdHoXm21fHwduu3TpI66ObFt3PKYvkYOIBaG2iacAtnpdjsjU24QlzFtOi6lg9myJ7Gbi6KC1309Y9t3f8sacbFAjQ5U7b6M8itqGFULBy3F41hqAD9tmDz8lKZkhWCnbtQftFMbrTeSQ6M5fLC/U+smYIFjuwac/9nAm8XHT/m6XzVnBsgbZ+3twg5WZs2OYgwTXpi3KH1MBEUgO+iBz3c6lc3e7I2EMOWPy1Vo6A2MPZW4rm2qDNz3oJo96aCiufQWY5udwOpKwgu2whoazIbqHRLkeIcNAul4tu9OeSrlfx2NrDdpXa2S6ipEvVu8Xs0jy40CFvt091NpZ76HBX6oeltFpW6zlbgu22WoWVeDA6m1rp350lsNaB1i10002YsE/Vx1nfq0ANUpAmqRxiTgdwQQQOCIdSB5C1ELWmuvFRVt3lsy+Hh92WzUIaR6OWg9+to7cTak34LrslH/EfCzY/mSbeg17FK/eY5upUm9MiFnq7RfVNpa6ZjzUX811fWcKwHtTV8zzdeXyFTDfSX2htgj63QEqcnd0269/9E3eyLOproG9b1+PxjGIZAMxbSC9IYWwrM7zPskXs7qJgfnuG2LoQHx9nuW9Ku+wJ+GxKCz113eaE7qCchbhdoEso7WiPDwNhjqjDLGV3QnRZL5tmRbRbMzMBjVZGaxgYnTxQZpOiitJluLgSGFqH4R58a4fgjjDBcoLqnhfCzpprSmiW7FBaRSuweRf8NYTJh/bZAY19u0KtmRbbi9adTW0PkBe5ijzL9ipXdmkPCPe6RdrZumB2D9NaRbkhseN3kCucvnTc7SCsrqLFcJsHlTtqCp3mUd+DP2GGe6J9u1CIb51sn2mL3lpW92lIDYC0GwKpO71inAqv1s95kcDXVZOK0gD7JFs8oW9hDqj5Bd0UtBsBLyTppiHLFbi56HWiVHyJ7nYqdTllCKMPobLGZReNyv2BiVExveUSGHu6MjoYsf3Oy3+9Ji89eiKw6hcJmhfZJWyjyFUsiTX4wx4WKo+Zuxp7VHudhbp91YCOl42yOWLeLqVu2HR7J58Hne8J/tWFFC3UtmCHqalqs0ctdnbhqEVIQkgGpRgdrjaXoE+35W8cJg6JBxFvV6TLLzWl77fQOTs1t1DWZ6qm1Ts/bE3D7oXbgt5tg7j1D+Kb40p4AAreO3dFT+hbplGvpz4sxYdYdXeK+/lpIfSeEcmbF28cuGZUHqIo7jWcj6K+CuL00yf2mKgnLGvP/bRLMVHREngESxZ19bAflwaynYiP7vuxp7bLBz9t9SfAXblPuQ0ZvaT40IfvAc9lo++sqAeIWZz9sq+ufeNXWboXml7ACQKHaoByz2qtZ6uiwpRIY9Sru7PbOPLudiqlvKLXfa8TUts9V1H9y/LcQayuwmt8C87sIjLLaFIzHt5rgSuVN1uLyB4T2c9/U4g31byAi5rii7I4L42BCWAAuFAaZMV8oC+IyHq8WjS5yge5xT5xhUGqLrvA6p4qFcCqQVj569E1j8dMlioYEh2nsoJEH1Rs9s9NlE3YDJJbz+8Qz3aO8ajrKraGsoYt1U6gXiPKNctWrrvV8veAHxWYS+y85WBp0RHPZg8PMps3f72KT32Psa2q2PHEC7UakCt8LIcqdLgy9XdUwEK0LhucOx6ezcmqL4mquOLNzY91P8Wy722Eh91RKWsRXO4Vx62J3TPURbllvaCBl9cQXblSekMpsIXFhdS23tFaj9cA3GJusO256Ba7nF4dhAfYnGs4sUCbKv2zZmm2gKqErIrHr0LhpDWLYixH5QAj6SOSB6XDwBvJX8qpk+++W6Osu8txxTVDw6WLaHceK4mXj0n0PRy618eyVz6YqTXJu9jzbaDIhegLtXckyx40eggjd21YB21uF5gbcW9U8PN6/a5pff9X6tGltFPK8ewW+3NMLq4YfjQg1kp0bopRa4ah9aRVTKKRm3xHXOj+ux5E543P+nxwU3T3T1TImzctexfqfIx8YHX/+J4dhW0MuemQot6yhnyZOS2p8qn8gXseI2wWD94usaU61U9TmLvPqW3CWXb/7LiduhmgjwtLHD3/sueO2mlmREunWkWz42+yri1YK8QANSvXriZT+jx5xOrw5ymcTXEVgFyzLLjDS2qwteLib8oIgAeAyxwJV+7uwP0O27F6PWNUegixAUbpDWs1szPucMfrtLliW+YfTAD1NKcs4FSDyMyy/XMHmnoBY29qtC+IgzryBzJW7p96DkdmEY33TLDrBi5XKsYQ8kJkDEvtyXg4PO7ZjT2j0YL0Oo7bMv7gr5tSqAnrzTfaXC6E1frezo5Rd0zAO0+pD+XNx0n1sLc43gf1qx02G9ntDulGsP2ymWBvQrrE6dI8LsO54zTWZivKVIBfXZGr01lRFNjct8o2uu2xapvu1iueJbkGE1H03HIMtbjYyfmzabgOHKQgz9VSdxpnTeVrJSjjEDSTTglTWSk5okucqxsYy11lfZB+W34j+Qbwrthxvwn9WjlE5b5qV04J6PbRE+KP1vnhKupB0z629bB3P41X9wG4Ogo3quN2vu1Dztu566d5Lu8j8O4sSlAs582eb/g2os7sVIXVWjeN6Q0sHg6baMdS9EU6dV1CO506K2uJtWumSU0Fqu+NW9rNQs6B5iPsPSENP+624DdHmXFTge0YqrmFvFk8LRB4hweu3qRt9fhGk+67R9YEPB5UWkXTm0dRJx6QAmUTirZ197rg0XpCp7Rhi9j9eMt5tOcz1rxLVvElJ7wGj9fPXvtKUHcePetSWUAB3GwM0PEynWPFb93ErZtt7cxs8qUo3/Uhfc8X4TFYWLco4H7J6+Rd7AkfurAz15jh3RgZoIYyLVCDuVA9F5XZVu12O1XM0J4JWl2VWUaHhjWis621XOnpetwnU/NOwrQ9Rc52ui279TK93K5HYLg6ve4uFk3cKb5QMToV7NjRK6XP0FfSzOxhzZBYlXahzfYBl60QncfP797zmitolGTQ1N2Sdmu+UZTbPbFaUYZsaUApChcDyoV0BbLSX+9hlkr2NV4VFYBtj+TjZjw9qvFtpGKuKAjdzoxbYCUS2czejtTY3H4Xhx3mp+W2WdUaXoGMeObfVLewhPNagOVK2QGCKw2UawZh89dc0+3suYN1zwXcz51yeeO/YE3Ks1ueJFFki1mCd83BvGoiOg8SbyYPC2/bbxpvUO9Ogj1svEGumZCyDPKmF3qzt6sEt4X3plGEZ8+gzdZgJ010Zb3vWdid2bc/v2nU2zklPEXmPVyn7HfwE0KvSXjc1vHcE2d3h9Ee/+XO2b7QFbset2bSETa1C9vZtXWQ20zxsNo+41a8TQb+3lX5Z+F7aTx9jmkdEneeGG4LckeGs5Kyb3puA5RF99xV6dGh7cNoA6OjQdzK42yOXO8yVPAx15JqDQDZiJfLIn7PEe813wO783aXecV9VoempqRXTEhTxH7MC3Vs+7Ir46Y5d1TIjrjf3Vm28vuYSrjNGdv8kQt0VpKJV1RKd7f/lRtuct1uiGcUT7FYVNHOGH1umLfOY1QRZtti8XDcLTquCsXS+VSDh9pxPisiqQFICel1dXTPM+HL1CjtaoV48tHZPztjrr2I1YFUEjhlITt2aGtZHkoz01/IVzo7a4U3wvcqGjoK+T9R9tocCz9t72UFtn3fBavrALY4Uzk/llX8sdRxxDJ0FCp1lIWwvM+4M3+ip9Wj5f1btPQ9yUw+okXWXQGLJtqb0I/ZgCwvLpZXu6korxwv72fg5wLfB83jatxNxUiVcbRb7Oy3sDZAmp6dM1bDiXSmkQLT69Dg3vzl917DRMTsyIzKakKu0MLWcFbkRceWdEwE0u9yZaEn9+viIwLvipHo4aW10Jc75rZP7vtJ+rC4Ayafmsd389BtpDLuZOOV6lrLadlbn46h/u/3c3zasPt556ZUK9FPnSDwvZA9nErGo0NdlJifM0m4i8dDce97Yhal1PeRFzO86dN7TmADqG83JsJ1a2N3M8+pZ+/CeA/yrgRsL7Cz6LvHpHSjeLTVeK8b+y4eW1urqft11q3PHF1Ej97by9ixEO/Bx62KfZlXUV+jKD360XE/53W0Lf2V64Y11d9r+v6qeARmPpxGBYbuwmhgA65HBwHHYhLcA3qip0vwT6wcqodW59v+fGOSYgjkfaAuzYz7vGueJVgGAnTqzjB81c0ri8peKQTs6zHWkB6OvupC2ylq7vXRe27eWmFTTn0742a+vk3mbj3oNPDVa2t6Bc2wHFyr0NVnxstdSe6kA2zWae8cbeBWEU+LohZwpRCjrlVWf5MovtyHjRB9rNH45baqTCxL90Zed3rkLbFve1x70LMSRk2B2Zxx32bnDFOBrHuQG+W89sMvdNSLW3dB2x3RPTew6YgWAtq2WF0I22OPRpG7kNTnNte9x8tRdBfOFvZWMdkLpIT0x9e1N983IlZTaD19vE/R9mVzNu23wxQfqP7ulOQ+vOpnWHMOUNv4sK2ZAqiO0ojbpomgdYBZ9lxm01p879TYtkSLt5gJIISn//xh2S0Y+kRytzPB+Cm65PtyJx+fl3hYIJdAbd3dALvD4Lb57ntjboSf+1kv3/0WyL/ZXMWf7a64w/ceRWdFywfv3K69pnqOIDu9enUnj8LJ3I6rjvVf9uRVuLzpEz+lm1IUWPd+r8DFFvS3ZfPbWCaHKiJnDU/25D33FH6u2ZgWfbEK4BL694FaMyLr4Nr2XpRT754G97dp8BbMbxr8Fm53xMrs82GuFOLFxXF3+3028DsN+P2c5E3dmbMp5PVcot4TV4FfKH51zIsRfA4xq+NiSgjfMyLAbRG6NZE9p1BtR8C+51w67aLssxmdu1eJAGvodBmA2up9i7UAhOmkKuiTWsYDPIdH76KbO6D5HqBNE1/dJU+z0yeWFMEt3OExiiADR1OeAjG4Ju0BOPVFfHccuTxouRBN3a3Apq46elpcqaKP3J3Kd9KiJBYN4G+b/+aoi6rwQq6lZxRSiI5FDnq3ckdPWwbJj20vfXrBnyKu14PBt1mB25bZfGm5u7618oUcWgwCYbC0dfO+yYzLjutbE/Id5dF3vWM9Pz/oACwq6yZUtBa+b/5/0WxtHX0Og20kuYrIjUr7mWsfCM9jr2dzCGV6863r9r4qFDWoRevdoODd1OEawjweqbuNNNfw4Bad97Df45l9P375M0D6XkX6lra9kDrUIL//Ef3k5uoDmNvGqYcuoltG6HwybnrnG1LDU/P4r4vJKlwriBFN37UF3DuJetGT7Y9/uKm2LTfXLXjVlN6gZks7W3/7Lu9yXQRz8+J9eyFzl6SnffkumIln4bgLylOif1A3y/a7Uo4Zj7mRdehV0nUDEa/hNFlrJmelUyzH5UOfeXQznrWvNVfE3iOuJqrjXCaVOw28H8hj/T+P9LIpl1bFpX/Fnhz3ZhxqHegJFNd60eNvpPqaWz0mW7NNPQ2evxsXupHcZ4W9ByKjjSirYNzhpE3nd/5oLhdqdWd9T9ICKk+w/JjpIXDejkCXJlR/ZhajsTdhA+qeReGKsLUqPn9pYnx0IN2VyOiLtuB0zS/VZhVJ5BACUs8D9GLpCOdOGI1qD9tJsPnse5J7Rbzrdg7sOPcHtbPvRq/CsdwqzcOx7pyw8VqBY9xXzt4o+rYVbqH9+4O9Rf17EGu37x3lUJbVn2cwSli7byYUtv0SWBdjrYXNOxfstvA+hOUdNQncqbPo6Wo4Gx2u3w8uG2spatlDePl0Iq2snp/9Sd5s8oqmb7F7hx+uDgTxuFMgllBeVw53ltP2hpfo52UfXoNWP02Y39k7+Ef6jH/saMS3r7+po8W/9s2EuoVNf+9d9p0hWAL49+FM7StN74G/Z+HYDqe1jp/xNota6b8xVs7bWkd1SFZm1Pb/40GNbDPJ/c62v32/J+cdPeL7QFvrcB+sznbe14RxBVAm+Y8853u4rde18xtdu2itu/DsuPOOrX+AA3yLjb8j3e+Mr9onOwAyvc0si+ZZ1El1H13EHjM6fjwzomjz7ehbe/ymGsuWfOtkvnXKBl7qyfVeA8t/uS6D465uyzX6oATVNPc3YLLNCaS2NbmzM+435hVU2ACy6O66IMtHdR9oI8qm6VZ+1Q2NvLvjiQf78MxAw7eOj3NdrnWfx0tr7ZD5BqG845jWN9QtcXV31hH2+JZf5/VzlQNVy/wkJawXh+yu+Ou+DN7Tx6ttjf1yoNuwvlAU99WQ6+zODoVb1UR9J7pgKmnVZTXrSkgFnMGif8bmVldg2r6B7Xmg3wFvD8FzfTbhu71x3wzYybq5h0e97gV4HFFeo22LJlmRFXveYBWRvhegAuf8oI/uS5H4WMD+mcRpwfxBRy0usr55cfXkN+T4iLBcSYyry1vRUx3K59iW0hZJ8bygpy/iutNO15XDXEYKrdmde3aX3xiqFZn9WNSVA/ZTJ/g8Hv0km/FT84J169t37msLlI8moWMrFuNXEfzb8dYBePv9U9+U6vuQzGf36mVb5569aFF1H34rkBGdzpt8TrPf9O2ejPc6gG5FNzcYeMTQtz727GSxaQmz027dd0mwwzgfVOfdhP6E0G9a7PEu9JgLWXZeNMjDnaTAmwWoIlJaZbuwCmnfdqZtrrgtpgu0qbo5qgbWive7c8321HTb5e9itF642QO/S2fRmrXy97igNandNIx3hH3rtO1ysbmuis7uDnde1B5efa5D91eYe5aimY37griaYm9KCF0w/G4d8vAdghn3+eLWwrrzKJPO7C5ynRrf1kUNSzr3PSdLu+ceoKwkBq1rItY5xYe7dmdzPVI2nrJAdzK1R17eaeaW6eBlWdZV3m61/bBtunVCL8Hs2EiDz5q+Pfz5qFTlZtkf6p5ax7pMp6Kro73R8j1TUvMXVSBwDyF2zMP6zk/nSe/Sm2bmPUG57gl4xD1v+gG3HXPFuT9mmteJtN0z22roe1hpHeBL72h/v3gvWvGxAnoR5BK5d9HAFkrv9vx5EdNG3Q+ueU2alhtuIwn3PQU7Uvq+PVCqOYRAcl8P21Ow7bLSbRFs9wu/IbDvKbsPgP990G+j6B3ncrfRd+H7VlBp4DkF4btYY3Ppm0Liw/L7KDL7Ga0u+SFMr1Lgb53GWmP5rajcztpvzhzcNt+5aYdK7N1dbBsDHgdCH3BPmoy6DR7ogrAMBM+ZpB1Q+qydrFggVgQ8/e0BdHlY90R48+Lb0gv+I8Gordft+zOwEngfHX9ro8tCvw+i7aFVZ90VDXPLrys/qqf4MfuZz0es5rKPhh9W//X33vbtSv99UJrPA++mOvlcU0ss7ovazM00VIffQYL8ZgjaCHwXk/4cfqZC7zSEDXyiXXhHF5IKd60QyC4e32Ju1jmyLra6L0Pb+/bRId00bRuChP7afU+Pdmf2/9P1bjuyZcmW0DBbMzyzzgUh1ELw0FK3hNS8I/EEH8LfVP8JT3wD38AbfABqdQMNavXpOnl2Rnosn9MGD3aZNj12lVRVkTt3RLgvX2ua2bBxCZ+uLMiC5qocsHRnUGbCZW/aGU7gO1X0AfJBkaE0Z8xBxiBPzDEXPUyXSrQgocNlm5aMmPQX0j22BxNie7aQrQpKdPKqyiUq4qZXbjRWAU0TBVNwyl7UJkNhW5OL2NYkJDunlDMaMIkelBjpMjGa/ARzaQ5fSRLwBySYHtsYLw/YbdtSYSp752Ebnqru1CIAxvZSv7++asH1gHAKw3RRXkBBxfWOxLxgvjFVyQpyRI7BQypPYt84rJAot4quhzQnDdm+ONtjqWH+7w6JdSm3tUXhumwivbYXOp3V2uDA5vQrXRKWauJc2raHvL0KppfPLh44diylDXl3XHV2F6X0B5lGadFimPCwiy/FN9H8zqSXx4Ii7aTjpoPrzqeBtK/r2og2w8kuebGyimFOvbAI5ypLoqSg83D19SV6MQmbnXdOqaVYL4h2P2+h59HNRTgepBEq/7Cq90knjVTzPEjIuznIHrRm7olQv+GiUhkyR1MT801bFYUWIphZqRXbbKcownvy15p5wnwkEQvGOYftTxUZROZmpJBf3ajUrYEqACwp/9kkRjMiGUWQztDdvKJcMuBpmaxEwppo4GLmkdByxCV8bI+vtoyXahJUdsbMeCMt3O7SCxPjLxA8ATzC2maAHNQ1BrRYWFnZw120sEgtJ8gsHlILzAxSOZaRQm+1dOsG9FC/ugdPpYlFt3Vt3FbMPYlgfvPGxUtGTeGNNZF0Clqzahbs8XjfENs6SJrFRplEftv/FklAuqsvtwvvnnS0M3pYzNQ4+CVs4yV2R9vSwY6WGu2QlirefZm8l2sB5zDZS7IhilDlul2FXsOjeX3Udvx4j65tzNhxxPmey5LlfDiPiem0Kzn9cjdu/La4Fmyo4dRHpAVMn0L6gdmQ6LfDRhrLqdN5t6KWkPMFSv9suybFC7zQow5kM7pmzP+Rbkj0qXJPuTWbpO+X9cuWXk2CxvQ6DkP6Qj3ebbMa0rb8TW/CND4NcVjCtjB0WmpzOe7PjiSzKJpHXwSXz9dIge8W9e3nrE3lHWjVXSRTVyEjmsNNWPHvGAn1NRsYtJ3bFn1udlKHR+3UjgZsx5wO00BVbJ85m3WV+K/0QL09jWjrOZJNuadrh4vzOj0EaMxG+TViEuqQR9/TReMRmrcZZ+UQ0voesN3fFgtw/97tlP1otP+PFM9mXksIlOt514pm2IhEM1HM/ZDWuat4gPKrAE8Av3pekAzVa4zkhcYQgLIA2su2PTWE2rObmsU3nB79hSHSISnL1LUIc88XqgLyghtIysvfPCMtq6yt3SPGMdgZUbVKxwl9Ia+xNOZmkmRqWTuUnVO+u8SNsZYNZPeBSLHYcbRrMfo2k2XvPDaWu1l/0V4TR+dux3L8fepoi87ja9ZyXltHnXGvuRROAW0ZHGrRGvUUSaYFRxVlqcQ/+Vn2hrz/+Xu3ma+Jb76D71TfBieh7XnkFNZ1qErAw6JDmoFdF6yXYXFQX2MZqt/3Lw24JFvhEMUBHzlWjtBRFH24IC5ptPAkR9T9ZD2lMYRdCM/Q3Vhko7Un103u8M/T3FZCGgondS86VtP8ovJ8atT6bHZEvutzUAdmg5F8eg3YRapzxtZ7dK7C4cId96pVuaZstk9Z2Uh7/qSTVwLFqLydNkvAeoPC1lLI3mH0CQ4Fs+9nKyZL0db86Na0SU3iCaduX7v22xlhTcEuNbcaeYDu8OBsx9wj49Emem2+PIN137i+yxvMCpTDnroju34X05bYuI1RZVvPxzkRS/CgSpeGLWDJItRssXg2tJGXjunhZPgF5K8QeSquB2EPAUckTmlGcHmNk7Iuaak/GjkejE6amcl7HNNhqE0opgAAIABJREFU36zpvJs++8wlT+QJN5czCxqc0eTlb9KuEEOp23eUKKeWvK6U5wx9yXCXTI54OaOM1PahsoWHeeN693e6vfrNYQd0FO+/nW45jaVQslTHUl5YzT30vWtvqOuerjZE9TaFtMNvFxV2z6FCgyKPPhXwaeQQU2Rh2EyRZ7etaZiOlFVCwH/npOEH+GYQsS2qRd4wwvf3g6N21H7qkAq+1aZdtE5frHexyTfmcIoRSyW2D9hj2pFv2GZ2o/tziYMpFdXCshCPDpxz7zcwGeyfzsajMpMIi/HEsPvZ15/ozK1mtaHadxisLn83IUngcTabfd8daS3g6zCNcLig0SYsmjsSrW0b9z1fZ730I/xbmBhw3OVZTjThuxTdZrFDz7mX7/eP5SFau6YQ5ebOh4004+dHkWZs0xRLAWLccdtIyxEhtrVTN8FEy3GRiLcNeyMSmaPza7BXHwB+jcIx8J4i2VCHEABmAR6u85HZGw/ufemMkmaeTIhHhJ49ZO+HJjtC0UlIYe5Zos2iaUekQ+mqZG7jSZqI3MiESCK98wZkjHJrVBHj7iqMm1feIjOp/WBTSX8eATMFrI2h7ouZTqZssZyp/vTjj6YGLqjAlheemd0QyQuFf3Lj1TXOFTd+pI7igDMO6EdK+AXXv2i8dpzGTYUPmOwutf95/DxNbrWC0uGr+JqheM1vZ8OO5acH7PGVdKgsu6OCUU7YSKRoqbp9kjdM4YvO0SawPV1uD6E8GdBtOHYn1ISOby65crKZfgpltc/Bmtnt+XfeJ5wGV/T8kJ/JTDKkrH+je7NV/20N1jwmEpymhDlR6OmsUIFCDxTlktPVvBk5EA+5uzPkTi8S85yploQRFhzFLUg4Dhds92geRbXSLsvBWII2y4M9ZOmD900zUpon2ZqjonUGNCXbkKaeXZEis+45QGM3sbGtQxkmKZgssaPHQwSlEtgEzzprdofRkkPr898hVS1gTMq5IZXcyQQLGw7ZzCS2pXs/YKESMQll1Y90lkBZN6FFG8uAmxJmtO8DoBePDR3VLrkR1/L1PdAirKNBGcAxPfYce7gLhTsRx++zVsiHHM9a23WFmp1N44PGtsuzKorejdSVEL/GRPKLCIfgGgYbpI0xU3m5Q0NK0LatFJhjq20hmR9qxtyH9HxzLx7uzMTqlqrFEHEtXzIlFDBTz2MOKvCGClz7aL7sHsG7Htxv1CApxqtFYrO7KIPGDWWVSVseLnVYo9wxM0Fut/cHG6qs3LefzkDHlQ+vKNYuY6P+0hOD9a8dizuL2XFqkb5DPOyt6/3vGy2gjYiEDQx38+jZWDX7kCyo7m0jASRlGafagfKzEtgLHL+9J74tw39Wcb79rF4YNjvlp+SDnNrywCuSI4/RpqCr4v83yOTspHf3H9e50N84EOZJbe5dMQLG3KSBcmlNyHcvuy0V0mAfzo7pS+tzbcy/bM+2y3cXUpZNShazIjWEtQ+kWZ0chbx0Bu2eY6YcOrqwvfGAjpPRUxCxWYhAOOlqm+Jw6luKyWhRV9P+xAIsMfZiGR5ZJcBzZXi6WleiYEwgO7cG0pTaqYOqSWQ7XtQOhymYVOygsEhAxYMuuHygoiawMzxQVu6o5625QQdz7IH0Djs7sZy+imIr0rVx8qjGohE4isCEQkIy02c0Kv8jvn80Wng2MG4s6vEQaWfzMOEQ88jcodEVEPkBSMWBYie7IUdAv9F70lzcJbTIAue2DYZ/3DHiR7dPbFqcmH8foZdgmUC4IHB3fe++pDXSCNHR9gY6NqllMS7tw88DUlIbUeE0hSNvV7Qc+2tURfk3tfjWNE1Et11o4VJbM+IdsGgW4DhUBTzZVYXxb0Ekj458ax7Ow9ITz7Jjo5vGcVunoxgm+30zO6tMmGtssip8RY3er2X3nXI27HyDrY6Dv71wOTojIBTXZWtef7/9vXaAsmUQ1wCxDRn7fyxx9EjPax10MKF4eLb1MLGtpXgfp6SRMVgqcaD2WESjMadFt21apQb0B92wvBwTRmLYAbvMgE12IdpeXWdxzUOdHiwh7j8Vr82nhKJo7mJt2wYoI6fTGuf4DBS7O+31TDfz8pxCj6LPXdZ79PC3DoGoli73FgnPCbx4kJuKvzt3bngL3QsvG2Hu/dpeD0Q4Vlgkieg2c9S0AooMl4qw1fg5KUEIdlrQXEtsyZbqVxNcheltX5Wy69mvi01guaeq3bigMaY8m+XRqOa7oarhqsgwY09VMlrh+LWx7Y4CElP2DOamM3QpHjymUDHRIRvoTQVwRSSGMHDnSGvhtaFhC3OsOL2rs+5sFz+mtPIXkgTovvLuO+9FRy+BLVwuBaMprx1OL4Irg953xGUugTGgrgD1fUhxoNOmw5dGbsbSjO5SvFW46uaBI91zj6jWcCOOUZE7SxlFp3tjt7RC0TnuJ/b+JpYTHIyj9tTm69zKicqtb3iQSO/E32Nnyyytddkt8a1BIMdSW95QkG+jwfFSTyHlXxkyDqLA2zTSut2aDOXbkNLsUY4pRfuDVFeZhzlig03QlryyowDeD8k9u/QdmdNTXeMwNkySzESxEoKxL2OlT8TGWjcy3Ap0AhyM2FbsTAxtnnjpkmoVa5BTEMu1Fdjpj9Z2VNnN2vvh1chJJcyN618EER6fROpSolVjaRiiqdmaiQ1512dl29JG2iK+7Wmap1e6z+JgvUndLlmgDJsQhL2011SWq5QnWE4JCvVCks4TgiKY5NkVzeDSijP22Oq9W5RNSce3Cb7EzPl+dzO2q3BOwtqnXmxIdbNlN4ow4nxO2HKfCUhRZQiEvUjWNBEJpWM33bE493s8zHWZzuiex0SJcL1Lh4nYJXTHz0Z3cwZLOXMGzycD9qgJq6ZUKu232ZdwzcwLe0EDEhfBVaNxHDWuZCZwiWe2GC9R29Ylws1LrxhbvwBm4SYrm/mQ3vuIwCeRzUzqVT3GaVBj4XqIEerTTe1EuvDWYSzpFIyef70LyUY1Gq20vYa0EarXZawlcXkmcUfxNox+d/P+YBsabl3WDRlhWowf6ptIURt/6ZgS5Ceb6Z991eVYHW46SiOrC/35f3iW0ny45BugxbfCtRlB7ft1d/M8lvG1kyo34eNanpTqt6LV9he2mX7FWJriWLI3XMwwsQ4LspMSkgBhOylR0n7EH2aN3OrdlWse+L6zLMGmUSNZk9wQoTP3jG2ds3eaOX3FMr6LRfdBpXJYabBDQJsR1j4a2fhZwmZgOiUfVNzsvOVdNNnvMSujSLw3VnJMxmhuAr2V8bcpnQWlBgxVHcJyF966KFWl2eju04zpHrRIBQ27eabVCdX5Gs3B1/fBtp+RrmXKSbmRDaSRPXju3hKi2p+JBLOSZbQYOw6TIxBNKpsmikh4DEaA3PY8HL2IBdHh4Qv0nbaJgucvhRnGFfA4N9hqzRfIudM1gtNoULNO4UumEOuHkzJcER0Vkrj28logNN0vOG467kOjbArUqXKsQxphe4JSdwrwEIrnpEuyHvQh2803U/vqYBdpi2my7LOxKXvWl6fJlim7gdMWoNx4Q/RaxTInHNbimfsm6vd3U2XvPdHWkWzFOw6u/fHAbf+xtzylGmF1L2ALhtE+6/ap5V0ocTByeXRMP9mVdLop8T2VEN/GkQMF29bae+Th+6v5XtR+ykcgjqk47jHdBn0HYcC+Exxku/7Km+1JeJMimxKmWI7BAvRdXxouAlD3zKNWKT32+O7O7OLF0AiwIJpjwvT9jlbXXs9awKey7dqzq6+41m6mJhvm7ZPoQIlLuxssc0Lba6RjmjwKU6BCdFEy5WbF0sZ1jemZESeL3WAW83t37A1a8R3H+3SdUDlO+LZPmZLIhTeVhiGXi6kVEqFNudfQzUIjdSPd2Tiqn3lMuDq5PazzU7aDwfH+WqXNomj7Jf5kzBc5KOEb8RSUO7ikQ8LW4GwhNyIjaDOv6LENeU4+uJXo6aE24gZrYnIMIJKLXeanI9g7po0vzXohtDp4ANDofkfK/YGgLElcmOI3jAbl96OKS34IUuE92vx/quoq0aYY0y7CkbBWh+xoWzcF/MYqaCprtAsgJcJqeL7tbqBuzsI6JZetFD0rMI5ismGpiu/VrbpmRXJuZan0++Nb5wVudXETQO7F8fbGSfzUCvN/8xJqd2L4kOmhk3mbMjQhsubX87O/9607f9+PaPvn7Rz6/Wfw2+G/wzT47dLw29TybUYqMsjGMX4uEW1dcAWgyfdOWMpkrz/lbaeQ9tjAzpKGtXYcFW3QSA25yOZ2Id1xBLmYl9PDrZGksv+fcS8MICnv3SeuW+5z77mk3c9tsYpKnnQr/7Qo575n9ScjqB6FhI0JyaKER46NE1Tc+iSsi95G8thf7OCvaHyaA3WxxVi2NNhK9mNHtCnvIahT1a20T0YSM5rYC+fgbip0Z+0wZB90r2Ux/2m0eAmBoIhlkFkgO2j3WE0ctnccx6S+maPtulC0Ugs7a6UIKdu7rnsTpkN0i6bOszLjgysLqnJ+kFNf5QG1IL1im/qdNvyT0TL9oYhpr9zJGy+r6jz4iwfto5SHtedh/VG6C/ek0MDTtJa9HV/MAJYtxAsTw7QrQeQjy1D/3XUBNqsgHgBiY5pIfJK6xUKMiF0BhBs68Ld6+FG1e7CidtGsP1BMjRqd0+ML6MyvoE7t7votn7vDVQwEN8VOpWxOH5+4EdOFUyW+bsrx/UM7A+ONWgnsTPijsa1lEPsN2nsnOeSDx1TQFj7RYcuJNvUR4xhBpNUEaSaKPFP78JNFyBlG9Y3zdaJf3NYV4YnGjCfoqvBDlVwdcFrKRzxt0EMbwwN+KMXf2Yd27Si2eDARvRTduttusmhCZ5X/XKwpVgKiQTQfciTsJQ2yKBai31La1PZak7nUrrCxhrQOF3d8UC0U4ugWSlzyXgCwC6CklUkym5C7DCm792Pr3p1x87bYO8rcrwj1sJFP9CCe+bzbs0JlDnlYxw9FKO25jUZlE262y3fXKkW0bWnhShfkVGw/4LkNUv1em9G5N3stsVP/1a7BnnoPxwyXVsgUwFRgFpNp3P6pjzH2ULJWg3yakmZVI76A91ygIT2gK+xn4oxNenNasYwgdiiVGIRY+oBD1aSAB7ZuTnfRCB8doUaVDvM+mlseiF5xwO+wpZwCuv6gOvpWTJDLK1+S019fuFcy3oAMYZffp1lj0HOl/b59kOeSa1MM9+XdjqrFovl2sGsb8fJmTdV2ywcPpf0BDb1/kid9dFN9W0dO/xx2t4lzr7AXoGeTuzm+5Q/WOu9tNoeepf3+8r7NA/HreXTw75NB7hQMbwi2CH46dvxk8/5tPuDbhNaMF/lXFvmFzrRF7ZbKNJgW5zZmTxD7l22iwvF6tO3ik1KbtMc0Ba0I29YwZZCPskW+9n3WXo7HophJSaUdlE45lNvTf682g9KytBlRyK1BQokG5IGZ7KGdPNimEewcHvRQbRxdvr5NgGEe6svomb+PnmM+xAXAbSpGyyXf7Lo6ZDPvXtpMkbuayCwPlb1GoqDuCTY3uKJC9WLpO4xHFItHOXxXAUlDwtpdGUvDtbnV6kZ2iFhl8/hqM5gGs7WemFnaj6Rys7bH+bzaQdXO+ymYaJLO0OwJlbJzX5DZL2U6uZmUGyL1AvBG50Wdm/VsWIOuto5FtqeWeZKwDtEL9dR713tQWsjUcbTiEZQw32/IEOEQwYdA1RJf9HCjfbAz2FI1Ynd1ObfFBrtnTPhyVU4Ah+9EuM3J9si6MzsS161FuDStBbavFfcCNcdHNkZQ7T7iYW2dTS3MtwK04k1bcNTJsmqHuZ2CuNMjKeGrY5G+Jxfrf68XQyG+WahnE/AzAeI32mWHSNCcjv8K/LNf1w7peS9KPKGgn0NIfGfLMgtlY9I0CvT3Mraf7W73Ic2ekcCxmPQ0uW06kiJV7GdBmgNhu9h7eZ6YdAkTe7Y0t06Rh4OtfvclYPqX4Zun02bJRSY4d6fIgnpy5zHcCkhGWHsYvYnzJXx6tbU9QEIaEkpjQS1VH3vyxo41aKaUrTg3A8vE9UvxnuLVGaFsRc/FZlEdi+/GFCuXimrshEfs6tY5SMbpZnNXez8pJ3AMgSrUd6gVYRC7TUKSnRXWXO4AHjCQZYPlxyUNoipWCAdAN4Z1HJ7YQsRe9DYsioKsxJposplMYiaklNoWn+qSXptms6lepxsthtia5TosW1YhGd/R4SyM09hYRisi2Ug8zkmVKrwwMpZQVHDFT1j5vO1ApY79Jzw0/KHjEJEPF/d5oIovbFh52pXny8qniIB57vyJXEaLZ6Rb0eu4UwgLq5PxM5k+3gwHsfNE2kGUHTMPCQnSrO086bSrOhMHl0NHwtiVCN7BmeKfYwue5NBCCHbwVTtAM4g1Qot4UlytKWi/kVcOWipET0ThTXn9Mwdd2bCRHsVlEyLZDtawtTknmjro+RMW1/dfLt+26nKI1qQbIAoO59/QOnSzS9vTirRD/idFpy/nC5crwoIdf35OOSaCN2gtu/JecNn8y+S4L4tNxIBBytk1O+6CjLYSO/cLvYMojcZuwlwNzzi4ZUoYopWFzbH3CCKKSB4Sj/TAkqZ5ajG1DSbdzxDRnB/iOu4mpxwQZvyI8U7HDVi47zyieEgZ+/Vl9Ls+tU/IrCiBhN3z/XrhVHSjUWmLeHmHDDazkRKi0QgHEfPfo4wltZnhGiWdoxjErMHceo5qlS8eRAmcfl3pGbaTMdMzyyAs117hdvAFnX5bVjGa7ryFOETx0G3t1JNdpU0ghQhJNhhOMohzW6MYDSlIR6w7PUlMHoUHelFQlUu9q2FahH9sSi2GQAdhmxrnU0NMB+EC65nXO1+ADJ96DqEOeOb6wJGMhohr7XCYNJl+TARlMJiW8nXi9C7pPLAdbx4xmSHjWsstF1078WZnwhJxfQd4NmRkx1mUheNEi3bes3/YZS0DilG+NdvWBMPaphndnZu8JcGJHX9X8a37R2ocJEJZDzZTXzVo7TikHZrSGn45NuTvkFUTmhzwiOAtVLARd/jm8uvvw+o6sR/OnT75NhEVnfksBJXNAWtZp51CWZ//GV/rfm7WdjFSGhZUEWlsrDZVSc9VdW8qpcW96xOHZHojU/xZrB3XZlG731ks1P360DTV6dm9h+Nruic8ZEMZESCFw0TxWzPVboS8firJ/ikizvvUOcrlwfcfBeuUeDmYbZ0ZyH1d2uG2J3QBzAxdTNleqcY0mKaHMtj3HJnjHl9DDiNCc4saS5fj7O7MnwvJe1YF5vskcvqORQeUo+7DTDTtcDfb3rXgqNTs+O+Rw9YfXjjohSImkZtuOXILcQeLz5KUFC4WsX8pBppWuFzKHFq2Svsea+SKB+XUjETEsQ4VgqKWubRSrp8Lmo6U4g+Hw1Ysk8DKjwgWhBTMU9TZ4Qy5njiWqX51KA82Ww2Wj5Qcim4cNgpHbGgb+dPXJ8diSXpEjYxsssd2mO0Mdyl1t37TRGwrgvizdtK9nU4df8nDtKlKzwIjZy6JAMHpD8aKNHjgWCn0AlWf1YYBui1H0Tk9sS90P2g3dBPIhni0YVjS9itSjr1lV5/HmfHd9gV/bQI5FoRnkSnOZBdZvQ8w3yaPTYtNCjiOWNCm3if4s9UMvrO/Do3DoYxHL6BaQs+8LyruthEpkn3UfzqOtctB46x7eVO0DWfAWNFK0aKeA45ptSmnhkbJDDajtLCjgq+kLDqCPZiNUp+CWzOldS3tOIiOBR0RHeyMPxnCd2t/HESFjRZsuIuH0C2Wx0qjuxqY399t8hBFNkSZk+G9VQlKrTtAuP2J7zV8IroOR44NLZc1VnjirWRvpY3Jw5lMfMTHOohvn7O1K2VFA677WUzbjtbjlDEBuQHcBG+4R1V8HQXEr2e472YQmaAKSDDNpMFaaPoVHEV2u/5uaFOGmO/bhlCNGqAuAQ/PEVhWxBgnfbKoh7tDPT2xUKsJ/skyFm25C4QbplOFIxktY14F23JB7FhrCmawR6z50aRIMHTuoSURqkLMDuyZbx1xBUXZMVGUtXbklaMZyuEnBoCdXYUNe4QfT556+V7z4LG3I/VgZTC7IL4l2x24TxUO00w73MyY5vWEBnlJt6duQUgJA8ibnuMIQtrCN56GinhfUhf+/LN7QeonN8bSKSLcSxb0xSDfigj+Si1A+T7t63XUoWwcHEHqmRLalP9H3sgbKUDLpJFh0tgcA0JpEvh+3+vs3RM7Y+NwmHSWYHa5fqhqswKpGIK8r3M3MNp+QhuMtN0RdnhQC45qePjWg2gT5/VJWXvaZk1POO6pA9bdLEDfSR5WSDgieCu+dvvy0bBtNSYREA7l9oA5nQJMMS8gJeSLhtLb4kAjXH+iXefWnpc9DRTE5smTJOMwj2ea4kdUyD1DUpDF+OHJi3xEQXj44ts79660Z1PTO4Nr74dSZoDtSTglCgbAWyC3CW4ln3RX3rn9AwSx6wiXAs3GfYhu368iB2lfoidVtxbsQ9is4yEXLiiMOnzbktU98VUvIpXZ7Q+raXwYFgtZktALBiuZvZWcv+I+GcWgMOHpHRIhglA5MjvjkSaKBcPsNLIWpykTzY4c5eODn/jPBIRQKmxsltSO3bXWzuJoC3u9qUlGin6ZuxR2nJxoNDzuopAHeI8ZbQv1hoNah76ixY2f43nIb7qM7CwMW2V+dIRthVedeZ+uUKrtnL5OC9ikdPeC8T3E561E9OtVk1C39j6zu+UnFN0+fO7azCIoiIQPWyt2PYne7xMtOCu7FKdCx4frSXNaAUy7CLXil3Aby6Ggldm96N3frGdexn4jIg0Ci+59U8hZlN1d9JsDst9A1n/7tiX3bjjZj1KFqwLJsmi03eN3RqN025Rszsn9Xo8PnbtYHfoYvu3gcu6nNpzTmjDOJIkByJRHXxI7vB4Bc/7/UUgwCUwhb/dbDS8/zeTLreEIX6wpwADp5qui2OR2yQZuxtRnFJkeE4FJhXHRqDRY5rnkZ2fDM49kgHwwLM8F+LVTclkM10JfWsBVNGTlRCBH7DV9oR7TB2PqwFPIJ4EnMks9s5QkEJh8n55zMqBSGiDunfI+M6RlAuwzUruosAhEemEoGuUxw5syE9eX4hn6Pr2GCMIc10RluutupLT1ZlxkwDgpmtnQW5SUhxXpOQrY5mTCHMGRnvTjsEQR2/qLLbJrhUTasjBk+TtTQ7cYpqaRsA2gVkZAdINhMKnbSuTndhpvy1RrKJt1i5G6mWSnOLpTafw5aw9i5dEVTBDXMKWpbvca8nNRCq+uxUbY3bfDEN+SD7fg7YT2bMMuAMxKAMXv3Cr0vJC39fjbop52JtHhZ368by4l59RY0eZv8CD7kv/QjkR3Lrmo7nYrLCFmxb6W8K6Wp/vHtL3XUQK5H7y4StrDed93B8c+K80BnY66XRG4Bb3+o3ke6mVGKKWGDo1D3GfpBix9ihgNhx8FUXBTNLe/EtDTNd+CxM5puF3TtzA6+yYRcWeJ0HjUvRbWSZiu7sek24g31pFMgLdnrO8lsv97mXRjcFMJKMgX/7nUDwflQC4Ceqp2Jp7PLFYAJgwTyskIeRJwQmPhDVj6hdOY5ooDK/YFtF8B/ipViLDZeA114CYF+H/di3A2soz5Yjx3RrwhuEHcoDyjkDwJeQpsAjqzmQ6IMt0K1BMmY/+x2XW7eNUCvZb7TRQsp9g5dsTi3GyUF32vfIGrz7IWUQ7yuj3e0mX4NJ8kAnD4OFpHZk5y2F5vNWmzRSj9BzyYni0dj6PME8uSBKrUWM4ng4J7d5KaDan0wR5lq6yusjombbLe6pC3LQsrArThs0lnbJTNEhO1xVi1mbYT5naB2AVDTuW0F9bEcxPasW7bnsvxTTMORfPGLVNE2aBDeWOBHKf/fn8nXW1TAP8Km4pofbe85Tp8g67kOICYmRZ/1RzrRHbyoG14dQFhuVvguyMWik6rsqeWTARssJmgRIVssI047FhW3t9eXCucBfGVMPAtmfFb/oh7r5EBn8luNE6vqCrcGhbo3dZC0lyUybJpB8FuFBLqPfcgWTTkMOo7JoejyB+GkJs11bULSKbgd+QyICLmQZmahslYCgeZ5w5G0fR/F9ANZRIyyQ1nBSPJMhMDhJn4/YBwjHXvK1HxwoNi64bpZeYfiRcnA+SmcoYIcIpgeWNtRgsBJ5eRBOnGis4cxQO0X2jyN1Dc3nltE0TZjsa+g9jPQuh+JISIzUAyAqaw89JvQO6I/H6S8gRwQ+RrP8OqIhp6IXcXTrpyORBHE82uQZG003HYTlpG+wHvQaZeMFvEoFX+ri+gfMl1k9Sw34V/ILDwoI/O3Kl4seh140VuUUsyQ6KD0OY3tK2NfZkLNCPCKAhjj1coF8iwVY4RVNtkwiwGzSalK24JFweVrkWbLqQk/G0haUGNTPdTbQhIiJbkDCTCfqDTu4i7yOwuY1f6TTs9/aQOW+acimIEb/nzXtjC0MLkyP8utlUzd8RW+bKJ3Pb7SAopcMT8BtXwjaC8X6/h8ALxabYtUvshvZM59rzQg8rOUtMNDL/XvXdChR2D4U9xMGmHXE51KI2TybdxKDJhmJgyjjQUef/caweVk06zEf/GtGgW3JIeSuzFw4Jwkr/D2HYRcry13OruhMy3UVDf/1vwL9sSPps3nsPfTzSfp3Zop4o1MRwtdhBoyvqEpqaLCqPDdybRBHEH0+juByaZxQWTZjV1iBPwZoh3raYvb6+0ZAil0/L9qMJbvYLNxL3HAE4xMYN9QTDdj4xZ3IwLUy8YsGy+CLMVCAKVWAPGB2C/Bqw22/XpImogc4x247ZjbJER3l5Ewt/K9z4iN8gbgieJJ4CnQG4j/xB1cgJdJDjzuPKSpb14YDfAFVSVJIuC8HbxkD31xPJegFesLWxcOgywGANlimeS3yaidWyIuA8/6WIgcFA4BRh2Wi1Pt/+Vj/Knic7GuNtAePASAAAgAElEQVSX1itW2JL1m9m1JS3Ni8FB5hC3zB5nVy3FGnGmmAfVQ45lnta0sJlHXUdijRfuhyilWSvLjhqlbA8kieVbA+plH07Z6TbFKFP0ad8OOBzTBlAWFvK2QNectIpDH99dI3v6WdfxnZh003A4nfJgm7WuvxeSflAHPTX3ASXQPaAaOycU0TMyhGgBZN8rRgfJZB9QpyhREv47D+dvbDhgs4GaCfnOxLaEMI9FcVPynQ6w3CP9W406CylOLYuU84fV3qwM9WJPWK8nWc5q+b2+t9P4d7vgdg9liuwo6rjja8HOXSDQId/No3ojmbyx5MB3rNFOCVEnu6CU9O0enQFRNRaRL8K9OASuT7n9HGn/7LD6TZpD6cBU7skBpGUgV9VPZ5MqNb3QJBtI0HcqEUzFJSIGY+xUdMb0MMVkGjANnKCaqkybZiRtGUGbMEN4/60B4KHkryBuKl+qAaEzzzZGgqo8mk4nJ9AZqE9NH35W5YQlt8d7ozGv5BbIH3Q675RwbhHRX0TLBq1NHxlDnIwuScC7538YRKJoyy2QJ4AnBE8RfArkafHZqOg9jGaE2SWXMbBFuUQv4jaHRR7huTJJGRSzGCGHeBcwjBhChvhIJn1R7u/AypjwinNyZQPZHvCr/LCiGGRIPJRDKO7XonywXVyHveBaFkqfdBRurX2YGB4BQXI0roatLs4u3VrglL6dbFqHMHMJ38RuMYbWLqJYG7VoPUN7Dntv+a7L2NJC7D0PrRXGkw7pe1PLaxq5110Pkqp6bYVvR7hmsmQWwoM1cjK0/KH4Nj1VUXpfpLNNSttbK7nvjQL7DfnqC/a+Jhf0UIC+pP9enfSttd6fLfukJGhaiw6flbuAHoVScopoZJH6HmnakAIMjdbqMvuhHAwulFQmCRM9K8PzQ4qeW/YYYed90s+32vogj/Sisf+cf8Vi5l2Nv69KG/3Q3WXTzsMX3iF+I+UW4BbwCcht4C30hTAA77C5mUZxYHrxISYMLyjNIiir7tEIDlsEVAwWn5WaH5pKgkKoijnlIncsNDM6dKW4KTZ1YlIxsTANmJAxRTDny4xz2bwM8jIzWcCySF21h+B6mKwbFh5pJmmroqocbvVecbxj9xdi8pZxIujEJs6t9/Br5gw0fgl4OzPLA8NC77GCthz3jjrxIvPWUyjr+x1U9G/CgrF3YhQOAJ8i+AHIDwKfUPkU4gnIPa6BaUuVwqnUmxDFAsJR8hEshLFcCDTT3ND3HzZEMQV4GHSC5toP4fTRv9F7pSIxrfiSK7nD3LAT3RYFwBCVCeLhdFYOekfzSOn/nhQcGxfR0ifU4XUlm0uSGbaXa84hryc5O/gWGNQouOWi2sR+bCZoYl1v0g6T8LEpmiBOA8OdUbsZLr3K+YfN3SAbTrfRiikFeqRldlwwkbJ8rutcFL7CvrNT9YhSSXO+Ays5VTD+0e3umi3AqLr9iHzLpXeMzvA91dsyHm/YyM88+ro9CY6somZz8uap0lbtXbNcTKj2i3KfUiyWt9cn/dBvf+csVXJqRd7zKbZoMjyUBDyYe3nXqUNXuZNgZtdgs7XQmo+kpG4K85sAsiAMPcmz39lvZ4/Q9D6NXr/3OO3+35Gq54GU7CGHX+6EYADcRj4BPAkmJOOFxKeUL9L3ESQnRQwz7qNk00n0WOESvprA1cKyxsQMEDNDToDTHFabopgQGhbmAObLeIOXQeUWqC1bkzoNhmmLWLbsWoqXLSiW2tdUqDwU86GX3EKndWOoXsBFybMwEAbKDKhJY+9mleeOfQ2l8t1lCmQK+aTDSU8IngrepE6SE5rWIxKPviMXIRSfcJH0jHwPz4DJz4tyWKRIQIoKOMNL5JPADxC/QfCPQnxC8Emze2Q0pCxMflBhvCOGzyIrebt1CpQmg7BB0QlgLMNwdekaMZ5PD1rh0HLLlEwwRFZ9hilZLXoZe5ByxrQHTE1U02Xy4cuhYL1svHbC07XS7qi8clg54qj9SHSRp9UBEi5ghd2Qp5gJ346jZMpIZYok7Tm61MbvbjkGu4svqCwX+Ox/VtNFprQdhlVbIFn03+9nbiwGNybeKM/ObiuR5ujanncacINb3M6/Uc82Y6zDHCzYqqixLKq1k4XrqW9n6huEwm8WWu9Gh3zH3d7zNY5PLQ0fOy2b2PYtWYR2IYGKqn17Fd/1O9iQXcFl4Zm1XQpSOZ2Fq736uNe8KEi5AXTYr5bV3oy0wo3M+2iJmrnbaQWj+7i1KerNLeBNd5PstM0MOjRJVgWl7T8lKLB++NEXv4wJA3iS/CTxFPAzCweCjkqum5Av0nUOi+b7EItpxvex9UCJXHGumGrQnTSAVxODihl4mYnVjtZiOlLDpLOtTMSmTZkTMqfI/DDMl2JeF02N8zVhRsMQmiyzFxXLXvh6zaGqyq85P8Y1jWLXUFWImlFVJVw6mDq1GRTfB7co1NJ3a0+2EmcJTF22cFPxpPl1JOQLxC2CW6i+b1G1kAgEcSd1LE7/jbt8Bikp77/pXDIJjYnEvolPZLEiPwH5hPAfQfmNgh8SDcCYy4yik5eAJhhi6fviDp1OaRuioqIcS4ZyziEiY8GhK8McMN9RoLjmMo107/zs2l0B7LoR+oOQ96O4z77bpKgMmHpFJO2Cj50KgJRfxTH+Ed3NgMA0zcOwYQbJg/JUZDf7j6LL1vKZByLhDztpLZe6K0cJIcP8v6iInufuB4gl3JAdWlsIv6cWvtmzvO0m4jXLXshalyd0oaJPZSwmjBfQWAg7pJW8+FQuW6mUt1ld7qiMeFeWv5MHqgLoVmEks+MUNKKRKTrOLm9ec98LB/G+vO5eulJ2H+3fvQtUpFNvfyZd6cFTeXFxUC/bb2yFS5q1RojW/AVYBhv1RXoc/Hb6SrXXL/3zOUwFT3X+WUZVDs1N6ZS0W4XLu1tCNg4HR6L7lL1n0W89UgnuDjuOZHRGR+s7Di8SwCeJTwCfhH2S+CT5BPlJX1x/cvFe4E2Y4/DEDdKWiAnNIFd5pAqpohPidrgqeoGyssGM51Ft8mUiak7QEqOs6cJAmzbFzMQwZHozSjPRaSJT7MvmE/OLarhoXLBbBPr6wi0X1G7Mr6XjYwy5ZM7XtOvxgExTuT5UyLEMQ0EVvWCug5gQfZAcwfLUfW9uBCNU+qmsnwB9ahM8QflDhE8TecI4oTIzddFE7IrCQZEpIrcQz0iEnBWAVY2LT4gqvH31wJu5o4rJUFR+F/DTKD9A/iaQ3yj4NOI55lpzXBcuEjcNfAzIQvn1Gz1/Q2FpRTKc3mtDIcOED6XYghgshGzKic0CysxzJNPEl180TIFhWfrJiFPdYv+RlGKD8QJUI+MAN9yO+UZmDjiMlXTZnlddtNTKGCY65KTJYKrO8I126KOgzlSDSxYd77IsRqwj/tfoxYMsbDPpcptWuXcejXvfEg9bMUmmkkDMDmWw7O41J72cjmQDFDysRaQLLcf2T8qpRnUXEtbvdyty2jebkpSQKHNvVEaGclpEIzD3Mq2MhyNCu1rWxHdc65wkojPexWNPF/zGkGr/y4KUfjLXpEq82eSIvDGL8FNMTdLFeedzd8uZw+MMTUnfmoFUzFdyoLxx74t63KjYbW9j3/ZGwDc7+7q/KzOiHIjfPlPBeai9CV7RisVm8myzP3DG0vwJhNAN+AHgE8QPI3548bBPM/4O2qeZ+YG1eOPCTeI22jSTKaQtyeyNpSXBVNWLQ6kKAjrDXYsigU7BVC0YopxGM5s2SZiZGAXTPM7CLsO0+TKjxbIctuSe/AOGx4dNNVtfCy/SPjgd5V/U15r6y0vs+uVhClVdpr/+MpSUcY0xrotqFL2MBtWgINtDRAcowxrJR8uwEpvWDW76LuUG7A9CnjDcXjh4OwJiSuoUcaV+mDDeFDwb9N30cwi2V+6m+u/wvQpF/lDRJ6L4A/xB8AfJH+ITyXP4DlxsiU2BQmY6Sfqi3IzDt/8cXqHWIHUYaZfQIDTjNRTLU72IYRRPEyRLBW0h2QRpJMPjyXwfsuJxEIxLqbL0AaWBnvNM9dO/kAYVVV/43XkQ78XQxmJlB2XUIUw5joFUh8/zoJK01IwvJYoprKycG/2OYCpTTYiiRbN43KX76A+5stlwy3Y6zkX3qKkkGVFS3kxzT1BSRoOuvmWzjRDdGg1N4SbQlLAJ9/mkpkrpmfY7RKtjMNvPqR38O4WuawiaEp4HpHQEMUG6O/I+7d4HkAazsFhYb5NB2HBnxeBpQ9Oa7RZYhbe1U6dY19d937Dvkya0sr1g3pBTV9E3AaPxVOd388uDtLAbgSootl18gR3cBfxE5qrv5OEaJvgTZ+YiUpweVm8Xp/+Cbsk+WxHJ5fcTIp8CfhrwA4bfCP4A7Dcz+yfSPte0T4BPW+u5DPei3TJtrmW+wHaGldmCyeX34bguBVTVTG97qvJSQHR8XBZCEBickLtuM6NNWzQzmSY6RWl60QSc6/UCgTnp581at6na/OMPP6/WtebHF+y3dRnGxPzjBVmEjgnel3KITiH+hL/FL48/3TADuJQcTzNT1ZAHcNkFmuj4IvkLaQ/V5iru6uxK/yxhoyMJU0RuGr4gLiAk8KTZJK5Jgcl1KSnQS26XOMgfbk8Cg1Nvn5B0Di6phW3ICjfISeBLRG4QT0JvA58Ce5L4NMgTxCfBHxfxabB7/PoL7I+vNYdQFeZnucAuvRTm7pJmpiprgA8VlaHKsZY8Fi1k92aLMMFyfJEaFNjA6QPfc1DPTMwMAf2EhsQJhYZpJgOgXaJBeR2uGPUdhl6x/GV4EpuP6rdAsqPTMB3rIVBDQlmei1aCCg1HW8ZDrdtQLVovA3ecKEAP94nlZ8IQQaEDmg0CklGzl4o4YjhZ3vwenOV7ptnsAmxrOAo/1dNbVg6v2Z1Y2A7WooHm7SRpjqdFe3ZRUzgSS0YNv+kEqJQj92GHKR2WKrVk1Q6r/yTHXMsQ8YDiStK3sfeDWPXGspKzY457DcW6kr027xIRFgTUV9c1fexclcMKA8dh3ija2PYP4WAQn1ln/rEVQSEbnFlq+HISlhKYsgkUT3zu5xFfx8G/rdCDTBHJdrpntZ9LZ3bA07mrefvv+zSSi9gbAX8EbPUDwG8EfqPZXxbXP8H427L1SfBzvu6nQW4Yb2Dea635WrRlZkI1E+C6vEm/MPCaVJGlqqIQVdLFzffLyTQrUAEfJ2himBCx61pz8TaS055mFLN532axN1B52dfvT7sJ4LIpz8ue122/3Ga/c2BdAiHtAWDMqUt/MVlTX0Lg+YFLL9Xx0PuF+/GYupbqpaKihgUxLE5yPuTSh0AfZjIM/HDPPu0BeOlQkNf2BfI22C2GG9CnAVP93JtGg5ips/suAObkMxVT0S9CfgE5NkZGP6uISdhLKM7yIidht5jcgN4En3rxFuFTiecingI8RfTTsD5x8Tme/wTjLxOkYEHmkOHpW0o1E7W1bJI6zMywVJYZCSPNbNmQKwzDFMaV1L2lgKq5zXHcaw5h+UDJKjyah4VDl0peE4KHELgudUrecojE4RatB4ROY9fehSfTC5IdtMNhKbaStMw+l9t5wFgcy8fBn6ySiJKEOJPMiqIby64qLDHKi2Bz4Xke+8nN55lvUgEuMRWNIAMg3IvR/YXOBD0p+OWbZG0b9GnkgmrEz2s46xpxqO3Hhtc4wr+rDl22HdK2S+G5H5D37v7NESnFmtsWpIgBPNTw7/oDaU68P5tS5Ht9+Un56j/yZDNJ0zeUhxJku+2+2ztYQaLtpx3Cv7dkxbx+2ZjIGxV7xw1UZGplW5fbwV6Gm5wQlXZSsxf4vocJUZ00B4G9Q/sm6ORP/rnFIViDgxPKcn2H6A3SF+bADxK/EfyLEf8JtN/WnD+m8fPi6/P1up90iu79WsuWvcLA8DK9XqYYeN3Tm62hqtdDrzFURNXEhsg1CVFPiSj3FFPQYDZl0V7gfHEa15y2brPntKdcdskfWF/TXiZ2DbXX1xfGUBMVP8+ul71eLxgv+5owoeEPg/7dWmZ/o/pBQvQyjGVrzXl9qC779X7Nqdd16WsC48OtoIy4afoQs4defIjqEPFk1+X6OTTRMiIczPV3gltEJw23yLqFvM3EyDndDJcKuntvhLRPOuX34RlN1UiEl5qHT5F2Wyr6Ga6+lJvCWxQ35ripuC+xpy3cgN7Q9dSBp2DO8fF3vxvWr7AbdpFq+qV6fehrmuqCrrVMRNSMc2GOq8QuZqZiNg2CZVA1qhpNTW0N0RUGXtS1nMrY/KEMNDNbMJrvHq7LdZOebhgQxcKcqnq13HbS9IThzRWtQXVzDHCkSePbPqFnKPsDwPS9ClaVj5Gtwyp7l7KVDpdc84gwMd0TR9jBJL7YikouWmNMZVgOlIOqiyXT+6uM7Zgh9pKF0kOKDinDN4gh4ayObVPrYOd7lDAPKnCooAf2wjunj7dgHNE3sWZRptvr+Yax8x1s+Zlk451ndbCj3iCWn5106d3VqGBv/+otslaOwzjtv0NnkpYu1spivjDbufGVqbMntRYofxgSSh3YVrbgR3Zu87pCaY16VrZVwBM3LBfkCc86qXv9MOCy03n529DRL3fGou5PrkFqB4zlLrgeaOSq5ScFn/Cl+Q/SfiP5jyB/m9N+m8Yfc96fX/P5vG8+h8i0i3PZl9nnl31pMvWARUcirjHwsA+1scYy6riGXipGMRWq0iwAWbMXYTQzs2U2zV5rzbXMD9w1jTRb0w+511zmqd3LPsTwfH7ZtS6b9zCzJ2iwX6B4iihFTS/ANY1mlwhMFLamvea0aw7TseZaepNTLyVkXUaoKey+hA9c14MmQ8gHxNybSnWEK7jugZSWan0zmYDdNE4Vuw2YXDRnXplDwNRBcphcE7Ab6llMggoc8/2Q0TwAC+4rJpwwTlupOtdJ4L4+eNvitEuf5D2nfdwUmzLtftwf9z1o47fnf4G/l/9gr795qP3xsI8huF/TruvSGQve+ZqqMMWH4euLpkMC+1+2IIAtkwXTi6ZqLvIxZgcLEwmdjk8cC7S14AsQqomkzgVKqqleBk57mXd5Ysk4KsmY09U8W/lXCYWrKzM90yBDrhz389uqbOOPw0PshE7ETnFgcxWOvAEzBvRWlMXCFEV0Ct3rx8AGdVWHlovJXOqH4j7Za6G6JyvjPRMhi5Kp+4mX7SvWC0l28loJgpQeCOQPnO+pxvbWojWKn0Nau+CMbh3SlBOnY7LINw3GXt521ykEESFefx5G3Kwgvu8ncBJmT1PDt075zfm21PU/0ZW8+Ua9TR7H/9tp9Jh2201kuauehjNbOjC/XZZm5pmv07YNSpkzijTSgLyVYTniftMSf+9D3p0b25/Jtz/VXmHlDR3c/1Dgl7VCnCwst/4ITF0gTwg/CflB4+9G/rDJH3OtH2veP77u+3Ot173uP+4vs0kTe67b7s+XjSGw6xeMS/AxfoEO6nWpykUoHKjRQ1PTGI45iZS7spmQgC0zM5gtwBbWy8BrGZc3soIL8vFhOieGCOYH8MADX48b/DJcMsySmagKnaamH5APwzSxAdq91ryu5U0E7cmbxl9gQ8wWr0HoFFs3Lxuq6iFeco2AL4cK1ZkUlqzPoC/bFLFpxG2+WpgLNA2dC0yxaENcfT9kXoorLfsVFy2dOQ0mRllG4wxMaJKYc8oU4Q2VqYJpX7wvfcx78h76NefXnPOSeZnM14Pz9fyLjf/sn932fP4r2L//91jjd+AXGETVRA221KbpF6eOr6kiZuSvOtfcVgUKkMNsTRMzUxGDqF2XqsiqlEDawsuI66KZ63DNMKA6jfCj9gXqdUFlLV9lfIynqzTpexOoAZgX7FeKTlAeAG8KHkJ5sOUbOPfaWWMO00iO7irHYdp0B2HGVhTeejZZcJYv6tWCdxNLQ8cUg7c9g6tvgS3u4uGRtguQiwxOvtCTFp0RFZkM4UhMjlLWbxfYJgxLf586BUosmCaYla+cU4/vCLSKiHAif09AbuLVfKRTsBtoJqVVxlsYSi5rDQ1iy8lDto+XNiuR8ArzHUrlyQRDTxJiyThYvnlQyU8glRO2QasuG9+XxtAqg0J8Lx67oFgWkuZVtAV1SUMvbUnQnw+TRm1L6cZmiulCughP2T/fHa6EYNJ1r6yC+nZRTlp8hJP1BMqdTNm0N3+dMo1eKNr769EiWXjFJNV8QdsVcaEgiU9CPmnrk6K/kfxhyt/kJT/I+UMnP+/7a86v5/3j/rILD5vrxm0wLMHjY0FNdNlLMRWwBUBw6Zo0GSp+dWUJUq7jbtq5IE6bGoUoTYeCLwOuC4vAUAPlgn4s2PJ7+CqHbWIoFfOyzDgfJO743F6q+HV9wT4e8XAp1vOFC2prqF3QadeCTcWS26g6VWwQ141Lhy59qHFcorepDdVrQEWNosbGrgOnGY3CqSJzLrd1F50mpmZYRmGsOOWGiqoOVYouu3BdcCTP4wuMXk/NC6ar8I00Ls6lMlXXlJeZfIybc07DPdfkHB+v+fpx2RMyX0vsT39/28cnbfz5z/8z/vznPwP/8l/aH3/8Gzz/EfrrH//R9E+/4/Xr3+GG2rpv/cNu/fsJ/XpduuyJcX1gaDqpiC26wM9TKSZoolAt0ZKFHmS+APfIpKkQmBJc7QWIqdjCUrVLacPURGimZQdiEMxlNkXxiIjKh4+CGAJ8wAU6ww8uDlLCrtqGM3IkmEaSDgeHnbcfG2UP4bMGDzddv/AQxErEEkYDxUCbkdcwzWMdTawCcVyNhBAgothkkT/MK7z8PQrYF+wZ7hMZKrV8LnhuGwQ22/w4zLlDsjQjX7fZITL3eOauSKSKZdCUPVc5rs6Iya9ssJp0oFnDV/6E7YOQ9mZXlX+mKcQs07t99tt2Ff7riulIk0RnJ/EbLNPWzXIyq+R9MyJ7jxMHZ9FVm3W8bfqtQ4qSRQFd3Y9wRMUbvJVssj3FhSuB7R1JUG1FvINO5hq3fYh8W1b0pQt/HncovZCUnbcdr+3cdbTl/9YbeZOSRSTgK5U7fKxqiS4iv0PwaeQnYE/jen5Nu219zXvZvZZNpQAf05SKj/i1qsRaioEVzwwh5kxKh+jintZtB+yas/JM9FqvYhKFRS5xknEY95Oql3uhW2rW9Lo8J/ciiAt6qRKwDxK3Z8uoCUyW6OKyCwK5LiyBrbnwupeta85fVAA8MF9qOsy+YDa4pto1hl4TqoMqbgVlAWWJ6JU2SeFabBRzd2CbAI1TJuQVrr1JyTYsIcSGChR6GYAFY4T7+cdmcy2AYrbMBNOMy+sJODFhytdcxol7zPn1h63rY+rNKX96GW+Z/9/vL8NT7L/+27+zP/1XHxhRqQEA//pfi/7pT/+TAf8lfvxQ6F+ID/l/8Zc/njDAPvSlr9cYMmy+Xgu3TnxMmOiFS4KOY268uFr4OrOLU4JGvcRX6WpmLxHYogtFbRkvUSFuEbX5MvsYOsFlFMwVMnuBPkAMij6ENgD1xbNnGwwRDgMGTD5U3avfcwjoQfMW1ipdxJP7gu0+7EeEuPbC6XQIiCvwOCsbaTOoQfgSUTMxV84622w6y6MSzQz0zmkfCA5XWWaf+NQ0SFwRFjlKJ8KYoqRYbtn1jj2hdCquW+QH/q5Bwe35zMlYy8jKiDalde1KWZaEQtsNLX/mTdsPq+q0rWjWyNRINh1OxL0izQpyQZxeR+1QL9AKx8KRlIoA5BEa28GebY649Rtvx24Vj7Kutm5lnfz8YwqSN2deOQkPWRylrEBazK2FlYmw0arZLUM8OdEN/9KIVHdmSPM1PujCfeqoP03HZUXqKsqq3wNnvjsSt4msQXsos79ycK20PAK3hIcSIb/TXHQmIs+58KSt5wW5X7omXzZfMBckTgP1Q5Uh0rWlwAUSMIuCQtoVuURGM8WlUmJlBcsVwj+TJRKpmGouCAi6kkwHbSeNekG4XMpP6HVdNtfSS2gvAMMU98MwXgwAWYzi6gOaQXgBD0IV9sKCrGkDgte6pnIa9BrTYIs6jTauuebSa3yMoXLZEL2GqanINSQdw919w7H9xWlmbqwoNE54HpOY0QQmVzh3K67LTOT2rtK5qnBvLoXYbaTBsMxeAtMX8JpGLgNprwXDWnavOS/QbnvNJ2n6+2Ouxz8Y/+OX/ZsfD/u3//bf2j/8r/8AMjCz6OLsz38GyP/FRET//Of/Efi73+y+/zv85f/+v/D1+w88fv3C8z/HlN+uodc99ZcLZhzXxy9TMrtbdPhu+AIpAwMmSU+kgOL1zi0FBCrTILQXBOSFy/O+IEaza03IGkI1GMc1eFPlobBb5PJDVTlc1aluAe+27K6QJweXDFGHXkgolw2IXMJiICHygLUyIg7BGcODiJlRHslpsgB35nTVkvnUYfEwuEjH1DBXMEKWOxqbs8XUYQbzg0VjaY0wp/TCx0Go0tyILdg0KpSrF4lSlO9pJpbeHGBBR7qz38PmPnLp6V5ZMfXgEbuaIeFDRpE01EwB5Tj0JOWiDLQsCbXSpaQavSzYNaNaA3JJzVDa6NuGxqTcNrYRY0JWbIFFrBRLvjucNBVKO/d/4nMlu6cXxc77cB1Qs4Y5FtKyGX4t3S2sQ+p6yIbt+iSllaeTbs+p7dG9qmAZe7It3aV7UQXkUYRkb0qaNocmLby8B3vtweg9w+XIOykyScJ5ru5GBUBJmB8Kwm5c+AwLk08uexL2NKz7ZbjXnHO+7rnWbTQxkYWvL+DxJ3ccNhrMLIwnTXE5qOzWnTQalFdkqdQ9w7L8Ec+d9Rku35YKxKJAixqp6kL6y1SXc0WdVbURz4sK+zDq0w0b94SIpWpjTp0fA8PMScbXgBltygJf8MZ6fcyPSz1Mj7BF6FyY02yM65rXtYapKnSpBjPxip0YE28ijZfZBbM5xZRiGD4oqUyjCNReoLkwcvpkZqYDagYT2JgLa922LoPcgpdOXHPC7LZJYL6WzWqEql0AACAASURBVBcN+pzz9bA5f7d1rTn/08N+8P+01//zT/a//7ttZSgiOlrF1vz6fSqRX/6Z/b39C/0nPICXmb6WcUw8ng97Xb48+pBrUkRVYQMyocs7AosgjugujfGQrgmCZtNxORUaBmxZjN1GVS6Q1/RiMPWijTGuexrGB6gGG6qXB02JjYSCInFriGAYZGDJuCSW1G44pgYqzDxjpCXyedaYbCqqWGVeM5biK8SQIFLPYiKcKjQ3laQJ3LV4iZjEvMgw6BEV85A1p1/sPIeIomR4jLkx3ICGBUlYypgfDiFALLX4h2PqzL1T2dvT4JnHHv2q25Yeg2U3TbeiYbkcp/PxozId/GCPf5Z0FNVMKEM7HPcUEZnz0txvm6FfVOuE3XqWu2Kr+PXNtH2fesJwOtisOamJsiUOtt21NMotvulqtooffX+VtOwN62h27Q0O3Jka787KcljuN0Vf7SRsi1zTZyyMNEsjAGs55WZkpy7HjpQtSzzNOKXZ0RxFocSLLCsU7TDWziaJ9899HTIidobzdVqvPwH5JOxJ8mnhewXwSbPnes17mk1+zXm/XnPNaeuijZmTdRTyJVgmdl3mJhg+OJlDWATFDNTwZqPRo0+RzhdlV+RwpYmnKoGqJlSfbuQy0RUgI5WLRseM1Y0XzScZelu6SH0A+ArY6CXUB5dn22MZ7AKVGB8XVIG1BNAJLsWXLHxcagtQnapyQQ1qrzl1TjVegoD8VUVwOZTrE4PRLJw+TGkiikWYMN2iaGqEXbRpy9RglAdkLnuNP+JnXKbygjwn7scT+vsDr+vGwAtrLtAWloq9ftBs/G54DvvDfrdlC2p/Y19K+xf/3PB//Dvgn1p9OCaQ/nUvKiKi//0//4v9w3+48N/+D3/C11/+m/nxn/3QXz/+1q6hNq+HvS4dl17Q67KXXeNShcoVZ+Tloh8mVCGY7nXmYyQ1LgbNoTC/ITLJZWDN+Rp6LVGzqaAqDSoXVcUZvhcvlUvdjNE7kqGkQnWI2pjUoZEVTGBIBVJRmRnpyBAs7gViLZ9yEolDxcQiW2A6RQBmi0aZzsIC5qIaZZlaLMKie1OKyYugqpmPxLh8/h5UquJKPYiKYIipw1CCERiwCjncNi4ovyzask9a4IfEjoVp6R6cIFej0g9+a2JC37NE5otMBpQVh94jQzyx9SpWE5Ac8Nk39XjQEg8CQHzpr08KGkvCQIZaZZpkZDWj7YC6fTzfNxmnBqVehxjeJHTHDkQafCUNwjqNMWNa0ux4294DfRrDNxsUqYiBOvCbO3FECTjwGItp9d1fOAuIH3LFxoWhFsaZy8E2PYdlT9t7aBN52qaNHsFV26OrQXmV2vceNpSq87AuySICyu8wfi6zJ5Sfr2n3JG/iNb9er3nft704Tb8EcyhUaJcUbqpcfn0WYQMG2FIbajsi269XQfyaEQvMKNd0LfAslSTMCCCXQl8TpoK1BEMuzNiDkrAxBmy9oAOweWGoqg3aw2hfV66PxDCpC8uGieIKSQAN5AeuC7j0sklgTeKSiRcFMg1jqel1qaiqCG0tUdqCiKrR8OHTu/GKs3kB1GVqBC8aX7RrTUAc/J8U2Gua2bJFNVsvrDWN+jIasZYYhXh8PfEcC7/YJ+5b9fqbJ+QFYE3clxo4TOjw3scvf2vj8zd8qOCLf6//tH6zEXWhCsjPisX7RAIA/9u/m/hbTPtXA/qSF35V4rVCF6/LLTxMDUq7tl2JiR92+ajWok7VK6fZBMxgFlRYY1gwO+XXaHBx5XK5xfJ0rTkFl3yoBCa/ZOlll7qlu0NSajKoUy/BA0o1t1AOd2GqKAapSTdWAzJEK+gB+4bCdt0NA7kItPHp0pf9bhc9uWDCZdA1BdPmgsNcqvOiePcAgyw1oxvvLRG9KINKh5QEQ8SUS4ZcI3LgVVUwRFUJGaamSvGDP2AoCtMmetgyNfV9iZGqlIuZe2IJeVHDgibzsScEGRg2SUyjR4tC8Ih9zCMKzNhWJ8kogu5WH6icWJH27w72FkIhXYUDJXAsaDEPZQ3GWHlfmUWX/t1Ly6LpTOze37W8lQz5Jo6DNF+rWJLbYdvuTqelL5Jt9VJxsC0d8GBg7aTjEIiiZ64EJVqIyhVPtlc6DVQSY9mnWGmVWM7I9ubiW68xgLwwIe3cqz1ZSe49AiJzzzLJwKNwd40UQWQ+N24IY/rgJ4DfCX4a7LloT5vz5mveyzi/Xmver6+5nsswnjbX32I8gA+lzjUxxgMm4vsLW4AMhRG8nLZyhcWn52upJVnaueR+vJAE1CFHoQXzUEwoHm1MMYe0FIAp1RfRpdWJ/fwAMZV62YfNceO6G0lDBEvV8DLlGDB6QqGGAYe6/5Wq0sABkwWbM3Y6F9QM47octr0Uk+oL9DTZNIBchuWycdww+zB8LMXXNBtKgxps0WgKhwNfRnONywvL7F649cP+f9Ler9eSJEnuM7eIPPdWd3N2l/uHFEVAwD6RggBB3/9d+gbUiyAsQAgrapfame6aW+dkhpvpwSMy81ZPL0noDnp6unrqVtXJc8LD3c1+Zg4cx8BPY2D3gdwC2N9x0PipA+4NjaFB8BGhHUYf4mEofxDGH96AvwT+/QP43/ZTvKKO3/i6F497kXn7jy/84S8O+QnyPTEy1dkZENiz9hwiqs0sGWj1mp9nzQQhGkRTqsKGjayikimEqn1OIaqogCGyB9wamInwRmBDtOJuR3RkY80RGRSCyuhpkE2dRA+yW+wxlVrzrtfBesfIp+HwPAft09SzchtOmaDr914tZgyxrQ+ylamhUTNMR4g4NM7cYyiiggPrTUY0oYMmQ7TZ+waG3RmDLYIJL8UGbZKOLs7Ft4MRLBbZKib1ruVamiu0aLkUgnZyfqCa4YlTwQ77EcHxfRgQCgkxIzM9Nebncv9SfOGaO18U2lo+Qlc2yPLkXMyta68zA8UK8wL3M+M+1kjsXExrjavwvabqM532Rl3GfQ+AX3vS78vhyofGFTs68Tinj2iNEPuvl+fX8v/Mfom1R/GlRpukgpM4cPGt7nyxkjcvWfkEeQJXEfEtHTQ+/1wUCPXMQb/QLCVZOlE718+L0wNV48qFKYliK8U0C1a38QT8AaMCh+yvsD5sf1j+sPGh49iPzD331/7t27fxOiTv37TLemMwoiGQKidALNtXfe6bJIGgscFQCtyoOmvMWSGuEel6mgsBEQSQE8AYIgKpYMxKG7bshsbkHE+ztSbtoFXeNichuG6cRQcG5gvx7h2KB9JGy0WvlmIj5YJ9rmZ62zpeSmkkQGpXjQ5bBtTIfXptXjDewohR6YeTJVjj/2Y5hMxAiyFlANqFHHJCOVKvPLSD6h+/6CtaffoicKxFYhO2HjhEmhZhPoq/D2mDHwmLeG/EVyXf9UXPBH4/295VE/pvFY7vO5L1438URO5MvwvjQHt/I5CAtzLMeWFK5sx8LvPu+ePz+1YIFANsxfQfKUxBAJSCISGFbFR40KEBNcRDGK8dzQl4R+sPiInmTvRezKhy6ZQvtfXuA2wRnZG9kR0turJNeWxDNE2cPDizzq4DoIKXwbC0JL1hYSJZbGvkkCkxp3FQoYhihAEQI8v/IktIpYmuIfdtrl7AQGNkcPQgsHUMkABT2ZNz3BhBtuhGo4WObLVwZ3leOFlaaymu6feQ3avXr5HZqaaCSlFVe5JOYDPwgPWIwGPuQB4G3gPYITwq8rNcrlg59jcC8gkauWlpfUmErhRE+/7/p+be5jRRAlescUyH/jwML+fHwvZT59XvN4pE/Eqe+vkG7mu3c0uGW7fvuEESZ0TooiXfJKO47X4+j87OX4n3DJez4IT1CXpVgpMbuPIsbFfd8Em/rWCkiGF7hVRdvpzAheyv3+QVhXArHuvCtBz3WK/FVTgqVyLOSNUVd/oBx4ejQHuS/2hF0XaNpzX2Ye/Q2F/7N732Qy98CAekt1ZLYD3ALuax8qlKap1p9W4miA7LFoKtdpW1nzxl3Dej6JWuuQooQ1NnQYMihWFWNk3JedEakGPGTkw5b4kvTbipbQE9S1ny7caRKbG1BQ2Ib+yhRQOAZPRWl4W08QhobCwGri8hyLBxjMTxaeRpTtL3NXD1gv4EnA3OMbfMobpfplRC0rqas+FBKudqa9h4H0ZqzLFx6LD5HidFQZxa/25iT8BfgK0ZB4B/998D//v/eVui/3M7kO8LCgD8/d8Bf/1vvkJ/+AL8tAO5IWyxJVHpB5ALN+EJJnQNumFqzSgZUQ50rpjH1tHmEtSDclj5khwHnE3hl5SJfQP6/gB8IMau1jrwGggeCm5oaDz6A51Aq3ajx9sbw9HdOsuAlGwtekR2ct3QzWjAkBm68Wi0ECYlGxylddHkYMtKobpIiGXOGWk1E2TK0dRxSAfGkKSRSEgKSvuh8bYDboggc9vQij/c32CqkcPuSHDrrU+fBFtDD3YWaVI8RnQGO3vM5TsZZZutA56ibaZR2Pw6JCjV+AgWy1cVVMwcmIi3cDwMzyISO2L+c7nXO6FieHmFYd3ECNcOgC5J4krSq6jRMEoMsDb0Pr9XBK7iYTxQKZQ3ckst7a9gqJsM9uwCroXxFWYb+OSU9y2fA1daIi7X+VoQj2tfsJLllvLqtve4RAA3vuNtaR2XYx03jMotz+UsuBG4uL4x1XvXmTWKmK0zhroKgsdUcY1b0brTlW9FNXrgpG7zu93Hlcl9p+zGGS+741Y8LHwF/BXGV8gfAD7k/KrUR2Y+jzFKfXXs49u3MUa+9PHHl760pjYAfTEj4wR/OgcimmI6h8PX2qnuykKCastyvhhqdbErdfRagLP0tjy9OkvOWx8EwWALFAqeU/pUC8PeGsaR5AMaB7CZOLrn76edRzxSGGNgCyKakTCMBNTOm0WEEBnQBiKsaAZ0RjUsMCdRURCrfRbvxQMARiA3k3PYXgbCG4vB83NIikMcrZXdcL55xizMzoDbAY435PzjhMH2gPTaoLbDEvDDA20ceBPxcfwF+ts/3TvvutF9XzDu+4/1v9ePfxvAQ098ZcMPzXhXk8NEQuqo0BfzxLZX4Hz9AefAW6vCr9jYKTmtghKk2NRs4NGBtPY5gzqOAR4B8AVhCCn0R9exH2gPQfnUW2z4eOx4CMxO/iSOULJ76/0xOtiHIziy9yJ6otfnj2QHh0AmLj/c5EBmsYWw1+4DLDVukTxnMSncbYq9ybsxhoVqWDVsHWMAGpJyZAo5pP6tYX9r+KFtSAz+mB0ZOV6IjgH27iFH38c2EFM8cKD37SjFRssebH2YPfbGRnREjXwC0WWTOkdB84IgtjpYOf+YRIAJdBbYcQe9Z8QjgDc4HiAeYRUmppRY5Z7HlB/XbO8KyFnL+u8X2bXAv25T802PiwpcoWLVgTx8jWSujHDHqAvpkgYvbpL/pGHvCmHnPIDX/S4Y/s7dfo6r1qEc+5kzfnOpL5LykvFeH+H4DG+MWycSfzpXJL6DK05DpG75uTpVcMbaL15FY/owJoBz/XUp1apAPBZdF3fK8Cow35smv0O0RyHaK+ApSm1VSYLxscZXgD4M/ALrq6WnrGeO8dTwyPQ+vu1j5K7XH3e9FHjfGh5TUdUdTAfIUOZg39oq9pQSEZsg0e2KFoLbHIliCgd84utXmFZ5Nibe5cYlq2qhYmCpBuozj2mdg+fkhFM+HNro7aXt5ftrq4OhNpLj0eexL7Q1KWwWFAxIoV4LFwBTLXDz+gAN0LjtpRKBhht+f950EtAG4CiVIYOu7qp2oko3UCi6LTu2fGGflGoBzIDiCIztQIt3aASOZvTLQo2tV4/Z2HDkjvhJyAT8O+B/BPAf1hL9+yLxp0Za93//LyL47779HkRDjMDRDjT0IvWiQxN2x+mBmQY0+UyD83fxrDNdLCpe1REigzJFJXLuO8iGR5Nq5x3Y+MC340MYqWMY0oFXDqU69tcDr0eojQclYRuN2/ZFzRyP3hjRegsIm5jiEDudYnM5X4dUZITzNGIVDFojAlJgc8gdiKOMndWOWN6AjlR6XmYilbuw5yHrKR3QYalJepF4z9RAxx+3AR4bjCfjFexfdrV8Z74nnVRnEq1REbRieIBS750awdEbO9FGlwtTCrgzSAR6VsdHq5aLDtEqJY5qdMTgNB2yRkYUdwCPIHcBj5DfwOiAH1icsZJD9ykVXQvwJQnF3IvgGl/GObkqvP4pt11QR+oyUXZELW6NNeOOTwdudQeT3bU6kIpGvmZn92S9K+djvfW0VHe3PchSX80c73N8g7V4Xh3cdQAvCTI+dRrX4XB3t987jnNYP7so3Jz6Z3TsWDHQMyJWXkFAvsKGfCskM8zptkCP7hpLPT4VwdN38wk/g8/ZHhiI2Kurwam68sR62zPrA/hq+RfBH05/JPwh5XNMeuzIYzyPb9o/vo1vY6hvTdy6OJKJgWBiKMqEdC6yL0BnMCHV9s4OQSwJN2tMPvs+VXd7pV7GPOUzVp9V0uVogQAZmRBayXDd0GIw1yiH1WVIZmtGDErNkMw3AK85Kjsi1D0AvNWSH4LCakwEyEQD50uukoBi5zI/nr4zRkB0ILEO+/KNxH13l/W5EiA0wEk0JAaLYgACTdVOZKuY9Hg+yXZerDQisCkwLGxhaITGm5Fl6EFHwCKDVj4C/QCOTDD/ivzzf9K3mwKy/5eKxvcdygCAX4D9X/wjvuCLJLNhFLw1BxCbEFYtxHvdloxp2OF3YLxCK8bCNSCmGD1AgEkCpfSSHGgNOFZeG0Nb7yCB/kZwvCneEscv0u4dxwG09tKbG71BQ8EmcPCNfWvoHeoIEhtjezHrRWerKyqd5+14PnxhKLEzdDJ2U3P2qEqagstkFEYi5BQapAyq9QaNd7kPxZB2PIVh7ccHjtHxygZ6g5tLEghxc3IzWbuUzvb26I5AJJh2V/sylOhMjsGjd8UIZnc0BqML7nMuzkbQrnQ0TjP8fKhMAzzKWxKBzhZzoe7doUeYDwSeAh8IPAKxSZPyOZ3ydiEmeJkU5wOu0MalfooqastdXAysiGmymlLm2nk8TgNn8GRQ8WwqqkjOCfQ96VGnKfFTFO8NX3LOyVciH9fJvbD744xlXRkvs2BcuSzBU874PfHxuwX693uX+B42ee7aruiA+nWnkrHQ22PuF0cl/p1dR5n3HMPwXqKHM5NmmkqjY3Ygp7M8AjfpMW4S5U/ZHl57D2OFRK2/PuSVVIevsH6x8VXWV6WeUD73/dgJ7y+NsX889dxfGiPlsB7bhh2o2fsImgJGEx5BH3kN+moPgt6NNFXLL1EBEWKJCa3m6d8yoBqV635DXaC3+wgrXHLeGAmybrmtBY7Disk5Yu+AUmiGjo6NQTeIOi0zZWQcRgbUNBBtQ/HthIhWYRKtLk1aVLi44oKn10RAGQh1u8ycstU7qbncMFhYlqVIpA24QRilAuyb+iHqATWXlBIwRSpScIaCB0MbMgNJzdyVkrurA9bGLmm8me8/Qz/vgT+f5LtfqbD+1A7k+68ngN//Htj+somvIN6fcv5AdCnRBMxwezddaXpSyWUnAA7nC8eIgEwxJmEhxKXFX6E6QSBNRAuiiAN1+JCSEq0ZcscWlDvwzia1mlm8gLHtB/c28L67krsAyS8OdUbFK2JkUDRaT+wpYP+ONzcPxOd0ou4GtsmmOgsurMigeigagWwIlrXbhio+syHiJccDOYx06HkI4xBa7FAjfsJ82OzFAmJC2PFOrJsl+4DwDsagxoNso+uZZGeKFNlDLTjKgW8arL9qF7JmSZwcd6KiFNkcPWW2cC+jYOxBP1xy4YcjetTyvCsw1VFuEZPrNcOolrN6GdjCCx9/GQqjoZhpnmbCmLHJhVPZDbzzyppYnUqf+xiezurC5uDKtDDuvhDfVVZx4j+4OFD2p0N/zFjZuU8o1d050oxVOOKKHI5laIx77fj1zuX+Y77karPjOIUns5uY3YeH4BGVVz3KwOqKMoX3KZypHIdygY8V71wjxPl6fkazPE5PDe74/eq2ZkDasKtARaAIu8YcXVVglIEPAx+Afilcib5C/hD8ceR4Krkn9nE893E8v43XCHEc6G9txRkjIxgjMN4PUb2oDCSUiWCvAoLQ5mTJeRPmVtJ/UgXn9WRjLYPsiTWZvLXbDqpUbgqQ8/i4hq7DdKMCOScuQAtiaLA36xVG04Y9xpTonm2bksG6QDcMZY3LXOnknLU8Yr6bWtTEhdBJ2buFs03KgE5RwzXBql2PoLTRokLJjFaQXcTC3GDKumvVGBuYiYqUK4nulwhQgdEOMR50xspApWy92XhKfCM0OomHtfl3yMcb/tVfPYX/5zbC+n5h/n0X8r0i65c/QH/Z/hO/ffwtHl8GOgNjF9pjoPshFTh5vUlU4qDKfD5lja7dyPqwVbLgQqYDiEYvDBVZsAQ2IMal1SahHGxhDRt047Gleprzgq3Fiw8dUmx095QLx0L1VYpApCAWoioANyPy0+hxyiqr+GWA3aGF3Tid0K6H28+fU4oPKUrmgUPh4NaoyIFje8cPeehbI23rsPE6hIGB3v+IwTfEw8o0X69gsFEJHWFuIcKNVQCkaOjKN9nuGVaG+syyYEr9wtmToayrd1wsJ0VSiBEZtNnJQsLUQcYOe4SqO0Ep3WZeielqoWkUJXXKKdscHHDKelkeB1cWZJQ0U6lyEWst5dmnAqwkDQGd8YbrQA4i4HfMFSIYfUror8Cre4jXrfuIT7nltcj3DXtun//ulALf/CO3jJkTJ/KrjuN2279j46+bfnziei0PRxGd4QFr2NqnSmc3VB2I5yJ7ZVgvdMgcNa2iM09M3ndJsYjCsfKx793HmXtzdjdF1Y1h3zsPP23MyFN/GP4G+6umZDdVi/PMsQu5axzj2PfxLY8ZSJrosa1HwxHQpqAjayZZIygpk731lRMPpRG0LK9zYgKy5uW0nv3y0JwjuRqRVpda7/PAchFYMRtmydHKuQiCkZqO9inn9ZkrE27wdmB7VoeiWkozg+pjZ24/lDXWCbgBCbGvfWAqvFFloNJogNMrefLE5MSc4sUaKZ0A6BmxrCvgXDH3IA2CGqNlccRaoKthYCDbhu0Y3NdZhcDBEHdwvCXeQogj0N658n3qc9Rc3R/fcIyB98fAzyl8mQukXxWQPzXK+v7vEcF/+Ar8dQywGcaB8ZK+fCGbIElsDNhR3rVlJJtgsGWiirjHhp6uZAREINQCcDQISaPJOChTrUI4aFuNbSJujehGE7H3AR9Gb2uTGDoisKWIHkgkWMMLTTMShQ6GEGrIeeodbc4bT5ngrROZH7o8M4xvKohEaZPmUS1FcW3mFcMBmG3SjQ5gI/ohRqNiSu02hBjAaAnsxjMGmaVcb9yQAnZp/g4eaKXTZ0eTY+90E7P1nMaXBd7qFalIAfTc67DNPYSM1gMWmM0MaggxlVDsUTklIzDxMMWR6BPGRyyHfAVfTXd/dSO0aYK2GK53zZRd3kjCpcgr75a7gAFicFq9rgwpYjmpayQaj7PHqD1an3C9CQzEr0dL9VTXmOvGPTtxKLRq/Dc/I+PCk6zIgFtncQ9fuhsS43u58BVa5fPyGpfs3XOvIQ/bu11/B7RGWHP3gXmo+zn3Is+ZhbN7jdyuYveoXRHXyEsxn+OJm5lRA9fPRY3CjN32HjXOe85f92l4t/EN9lNwyXWhp9IfyuOp9BPCnh5jf+1jz5wFeYDvXbQrRwiQSEQKw4G3GDhGzHGSTilvRMCyopXOkdMLEp2TjyWVEnDafx2aiJ9TNDHX6QWlLO0O6tYSmBYzmEOFZ6xReYl9Ao0NltAaiUHFVgrCB6DnuVcAtsqglHJAfkOjgUhqcsZaJKIEOdiiFtfzXD2Plgbj8K3rmHuTds/iySUK8JTzEpzucaqUWZ45TGiB7nO7d7pkFIEexDEEcCC0Ad9C1xm3ge1ADEPNSBmjCWP8Jf7m3/y9fvxTHch/y9fDL/x9vPCv9w3tXTiGpLdgA9A0WTSTF+UKVbp8o+0MeFjSyyWlAIJgmAnVQrRROpINxU5nr25MK1qQk+i8mX49FPGaV10vfAOSxNs+cDyoxzjgrcMC1RMRDTFpQyv8vNWitEZScbmea2kEHEXMlCZ++9P/R2Atz1dIbCM86rLPrONwFVQGKBIt7ocKXgxsR8AP6dECiAY089gPxVuv9j6EY1Bm43i6vtWI3t76TvdObWKj1GrsA1uR5ddoIWiSfZV5Hqk56s/dMhiNBGJUZLA6gJ5uHWYHa1eyisQa41RBuEY7mGRhITiXlwtJMvcg5nJDZObKt24xM104D7Qp2Ktb+yXHWjTY0zleijCjWF6hE+7oP11Ero9T3GrHIhNDNt5rcewZnTxpyffdwa1YfMqhvzYfnxf017J60gxqJDVHU7ut3VYVEHm3NQjsjtV1eHUeYxaM5+xCdhj7XLrqVDnaOxCPiNMUOfekZ3DYOpiGjcHamQ3DY+08pLP72A2/LD/D2NN+Gn4a+VT64xj5JPKpzP0YY8/XGEMp5aFC+Fh6bNj2PGWlO4D3CMUOZhegLm4lMc8cp70oAWxl5dNy7BRZtoEu0VGzGG44BTv1fprmTwCgIrKW1Qhm7WAVqMkGA0gH2Eikte6+aA3OQW5WHg3NDWqT2rmIlqxdyiGjCYhtbf/nFSnnu2c5jdoUpl8khNXQzC4kzqls4Yd8ycBdXUhyhh1kwA7SUTw1N8AgOarqHcWC6TaP+R48IvAIKEwmD5EPehTpOebgrdloNp6t4y3HlKhuwFs9t98sIN9jTL7/+r8A/M//GXj80BROjm8D24+omT9SZScox45PDbfnkmNV3JgdTd0ob+ahuYgOslFjGGyVvpEZZAudJhyDLSgrQdf1qINIG5usfTJrhCnw9AEEy9zTVSI5z/ETpychgaJk+cxnmKM7fXdgnMUPuM0sXYamtAvXMoF+y6xkrNhNMFTLM6FhSPeErwAAIABJREFUk7m3+XDncnF3cJq38WhNhwYDFhuZgjKFxlFrp57KaCMOdTcJrbT0qlHfgNEzhDZVZNUex+kxi5XEU2FSTKu6l8guN7FGiyObGWYPg+SM41WwJroAiK4bG6ry15dPpKTEMzUGpfpa8MxgvZzRi3zP7sSoNolCWIune3o2boiSQtCf3sSSaK7T584ov6NWFnbJ/hyg61WIYlKkuTroT4XjzgS69px3r8Vt7LZQ9is73OXZmMXju6Lh3dK+flwRA/Wunx1JjDrMYzf8nBLbvVI5p2prej2mEfPsXAjuMxTs2n9Ejc2MGFn7lQGv74kBeJf9QhlJdzuegnZZu1PPAe2Wnraew9gzx54jlfCQUogGjCcaAyM6Nh20qXUgjqLkIjnU8kGFTo5VMGak9sKa1P7DrU1Fn+rAlKfnbFIv4lSxXZ1myb1PR3oYYDSsX89swBAdoap3ZUNorHOo2ThCCHWau3p+ynGssZAHwY6E0FxApgiDE8gRYSADbmtUXoFYOMGVdYHNeabUuLz07bf3GZHQaMajETkDraIJPupPV5f2RmJGh8eGnkN7IXaUKPIOhzA24b2ipi7YJx5EPOUo7EpPof3OyK8P/PEH8H/hbYT1/a7jtwrH/QPzAtDaP2B8/I3a73Yg3miHEmCgcpXEmEIcSQy2ZfpZy8w1aqiJ+ByLV+cQnAsvQhyuIfioJq9hnGlyvXe8ngdbo0yD7hxvhx776QkgYnJRcsB8ILqRVp0HCgQTigZUMCVnsDfVLIxF4V1Dk3OsJV2v2wVXXfqeVkP4EYDdGD2FHQw2hBKNkFpHHweeWwNfO7AKXsmZq+VsBzDeS0Q7ERen+KfsjUhQHWXkVG9qEFAN9Hn7colMqISi1S2Dbep5ClmH4ZJPDYSCwIFkq/RFbg1DIOnGaDX+kEGydirLTMg5ylrjLBXltxz+0yTo0HziU5bnK9rVmBHEdvfMoYvwsEJui4rLhdhAeNJhZ7c5hVRLpaUzQm+Nl/xpwb4QKFfrXtUCth81gpsmcXBljN8y4ZcM9nMV+XXXsXYME4fisxicYyJbT9u7pNWF7DELSICjoM81oooaIe0GdgZ228+oCOXDwSG7fFQlNOyA3ww+Zs5LhaxxAR997V/qs1+L+fBu+5jjqiHHDnuHtRvaYew5tI/U7qad8jMx9tzHPo7UgIY1hDN/OxCd3BwyA60qyAxnCm0jkEz0EHIALaDMJFs/p4AqLhjL6OdlCwAwv3+9fYWTH3liN2Y+SHGIEBOkVLHVDK69Qj0no6NFTsUs0Frh3WvkbW5uOh6AP8yab9bnzEFROzI2kEKaaFPtRYpCQ0QqtHFZEUeLKt23KUZ5WkIXVdg3ePO8eGshrY1sASXVnHCQEalW4XkQOtgOoG2IfWc0nkU1GWhHXXbBIXpjymycYgtWF/XeieMFpISun/j1R2jjdKL/1q7jn9uJRAT/4T9Cf/Y/NaIRhwf4CvAxENngaHJUpBICMssdWXkglfwVcfpBJrqpMiUzpicEFgv9ziTlBBmH7Ibg0Ew4pBeu2UY0kNmFvkOviqA8Zlk/IvA4BL0TqYEoBWAtu4LMkhTB0zrfIqQGYszEubXA+lxMlZcBi2dWyHT6nDGgIqgBxZpVtunWn0LUrLiDOBPqAskAD2JsUk8wXX/OzMHeH3UrY93KIjZ8gs3NmTEo2lTtAzg/AsGohAU2AG6BkSGr2visyooodcrsEFReB4ui2exxxeKaCZNqnK7v7kLHM0qzW9j8OvV7GGPyxzCz2znhslAQlhisJMZY4xT5fUH36wbJRdS9hxrhhoLvZ0zsvSHwd8zeK+Xv/u/o6wce5zXXHktFfFPlrW9+x5LcO5CzePimqvJUUdnaLT+l3G09pXza3qHcIe+CBiKGnLp1Eftcag8EnrZfgHcBuxwjSpYsn5h/dyt20g9HvAkF3qSDZ+odzgIyAB9G7MgaYal+z9UJWWUklHYlRlo7rF2pkTr28Rr7SxrNld9tpSQjlehbQNmhI6kWojzzxaEDwBtDYwTnglJs5jgGFt79kvMKGgR6YU1SrZAc9T6tmxLmt2n+tLOMK7eZDs7iIcVYmZHTRuD6Z6cvrEnBX9E6oL1NBZTRJY3S3uhgYNuF/DHQxlDr29yxZvkxXLOWiBkKwjWSBX2CZq02l05xl+7GFRu9Lt9QUCcHbPpAzmCjGaYVhqKBMoPlk6r3q7kD+jFCeYC5vdDiAZCn0VZaMaMd79H4kdKPZXlD9job+3/r+Or8GsC2/YyvP/81vkQDtlSa7AHZSeMURsClW14cguvTfC76ategyQWINRMkVWqGAr7FTHMhzcw550VRNUsxIflogIOC1ea+AgAPBt7HQMJospAu2S6z3jB1dKwlXFENQnM2OeeoM1FuC3A5O2s2O3Ooz4S9ajEzTHAG2i7JaEzdlhsYOedfGx3fRIMT0qYjAm8uCXpMaVF9iBKxXYUsKxunfCg0+kR0ccqjZz7IUjERNdxBwxKyS60RIwakNm/yWg58FQai7DANtSyXB3tjVeBmIlS7DRoNbe1BuidKnmGWJtMUoofmsj1UMt4pYZNdBQQCHJ3QcLQhhEAXIJBT6lq47pr5Tv/JdB4XfsS3Gf9ZHe7l48KGXNbm+oEoQ6NwBZ/2u1Ti7q6Pz4l/a8R2sqSwPBUT8V8jKO/LqQ3raeWHnE/l7ESkSwk1jYOT/jx3GN7DeGHKd0sVVQosl1BFN7rxA0SZQe3nins2S6wyi+WwIckD4F4pmjXKkrXLVVwkjRT2sAfhYWsoK9dj9xg9+hyTxZBSmZWTEYzaG2RtHUZ74JE7xyz4GVFKyCPgR0LZ6FYznMxEVOIeBbCma2+Vj17okapD05FurP3n3DeUnPfWccZFK16OdEoYl+HTAlqriccFk26wBnqUBC3cIBrNV4aNMFmseQjRmO2MOa2nGGfOC6Dpa+OS855RCxWBMS97NenANfItQgGXtFw2azxeHTlnPrqnqjUItJrFaPSOR1r7fJ+OMMkAR2B/E78oxehnxPQG4KjPZMWRfxHbs2nf/wx/+7d/0P/6H/5/LNG/AGjtWZnBCIwP4f2LNNyqrVHCjRM+GIQI9zmTPPO0A5J0Auom/t1RI5QQyGgqSnypl1BYE2Bo3g5AskvjEJtPJ2U2Y7P4RDuNZvVypsIF4uohyA2t3jUVJxpStQqz0hOCCuW+llpxkzTfsxZ84bo1n6gaTa1AH0KRtfhHG5M73dAOafQHthzKydgZEXhbWAwOHNnx3gNZOYifYHNbq/a4LEuTdKvZ9S2nbgWoaMp2OYbRN0lRUwxGKCi5dkmL51DO2DA0Gh0l/W1eyYbF2KraAKKN6Wo3HTGC0zNRJNUeYbpGKrRWhoh4AdWFaIEhscldbl30qEtJEWbXBwWnJHPtmVAekvBj7S3vY0XH+V+3+mF80mlNSqFtfZeUzrnA4qzluqYqF6TR1wx55mdY8MKNrHHVDFpSFQ8pP5z5kcqn5D2sXdZicGmmdxf7qoa4h+3h8A6XwU/TD6LJyGLNjBCIjuZ9IvAfQnSGus+d0wyliipQsgecVeRcBSLlcWgZKiVXB6LDY+Qxxn7kkKBsGK3lCEvHIQkHVCZStEY4A53A0XbAdWaHOdP9jMFQc3DwQB9vyojiPVkk23Rmx5LxloZmPmDJiJuct0Y/n9rNOnh5bqhxEpVLIs6M8qKpNSBznmvHOWZvvWt/7qRL59TUONqhx2Et7WsEkBFqEEslXaqr2oPElAe3wpq4RuUN0ODEmswxm20xgrlGYw6NiXue19yyIyaUrfxoOfPd2SQfU8FNI0y0aLATYsN27NwbTzHHEUSkmAo5ngj/pNlpi3gDkHg3kL2yHHgIT204jtsS/U/5PX6LibWeyMcH8C9fwGP7WqzS7UD6rY4/WWYB9E59dr1ErDl2qW9u/qoy91z5zmVEq4daVmzM2ztMRxOnt8s2WuvIY2fIcjcf2jS2HfF0vR+mtDIjwHFA7R3EQHqra1ohm+loE3rW4a18pmqlqrpup4FP5NnKAVlF5bzxlqGwmDXJirAlE1nhpuR5+DSQo/QFh4l6fWqdPLMGjscAxyZvCxGS38HmyktgJEOxEEFTyrhmxcSZM1BCBeYA2lbI/Tifbagy67MWaCfxTUoCzoSz0wlGC0SabAajz9drkNHKtJg15mKgSxicGSyaWR+oXcearqE2ZfM2OvH0CD58CeSWALgyHVYsb1WwMtadt/2b0gtnCNV5H8SSYM9Ew5ijqtPEdw2dcUuGQZRqStWwzPGZT9T7/N5xQg4XcsT2c+06YH1I+bT04cwPSc9UPkNVPBRWOHKucXR+T+A0FAKuMZexO7ArNRAcDksVp8BWIozOQHfjLk16ciTnqmcdyqN+HQynpPSuWrqMmH+OrNjmkTnkoaGRGtI4WWVRSjJhqHKCKrq6tYqqHtNIbxJtBNFnumAZfiUCfQcOWY9IatQlIcdA7w8yyj9uSdFBqayxTsHbOmYsT9quYLQZm7x2XDSR81AvakLtGmWihZhTjBc0JKoRPCb7rqxHddWPbjK7ou/wXkv7ieiWGOj7wHh/YMtERlNjfWbLyBtok7KcFcHIaJbH2tfE4v4ocUvPvJht6yKrSJyt5qBZ0Nlk3b6HmA1GkcTdALozYp/v7fKH7YS+ZIgjmFuy52r2jpLzvBFKU+1dTU/0RxGG//xfAn+L72CK/9wu5Pux1t8l8G8T+ODA+/giRDIqt1ijmx1Cq96nVk/zNjLbwVNvf+PdnMLHiOvv88pMkCg0SPFuWgeP9I0gOmW23dC+Af2FUmRc7P6DxPs+MH4MhCXKJ1YPvQiVjLnQktUimKX/gO/V7jIXVnJisc8Xjweu0YBwoSlQt6MhgGRLKQlHO+2njsZemSOlVZ/azK6AwuoRTBVsbozB7dHOoCRpILghUnAPOOf0RE0zR11XMhvECE43NnLUvA1F6FQxgWYykaTKsJ8iOsTcUVhmwtEq0CvEjBpyLZNgayBql9GHYzhN06w/SnUmWRu/+qTYUJZwAjIy0GkNpobRR6bU2Ka/qHKD6qdzQhjd7XjH6h6KCM1Pg6vT/T2Dm26jrfWfeRPfS14Q9DJgWoi6ld+cpRpwLErtfA/P3Iy5kK4R06msetr6kPSswpEfdj5zjG+excOGGFOdOC8ndY2FEDFcR+s+Na57SsPmjqhY62ltEBCsSgLaWVQBipUUHazzYx65pZvQSIyC0ZZiK1BdyaGhMVKZGiOluiyxMm4kSTl8SDsTsupHylekcEdq1HNuBEeHfCijoTu1n6Kc4DtDVFAUhKatBVOAlCeWJhXYplsrJjqo+m5PGgAE1bmi+CSSWsSZqfBP+epEZidU/ok25bwzHef0g0xYLhoNHx1shChs5glBPCL45sRROREloZRKBbqS5dtcj+UMJoiLz78EOS3m+GjRouPOSIsb3r0w8ax8+umBqb41S4MMtkSKE4ANNJtZexDsCLyT5DCOh/XGF6R3BJ94lRB53mImXf1H43j+iP2v/zN/xNyB/FfvPW7F5K8i+Ocd+KesA+mbdgBv2CxsAwh3OUyVAnOxaYQp7Y1oF0TujKBE9bTBwt0u7EAjMLIUXatViytb2jbYGySBzbUXmFC2x22Rnmt47RRGsEj/E3KWlWvGebA6A1sHDn7PTq0zu8M85o0gF3p5+g5i3nitULKuN865B+E1bS+JGYgW6Aq5Ed3WsZg1FX+LdCIikY4yFC0s2qULV0RSGTNWImoMVxJgccLmOKXUCxexdkjpymFBCJLKtBVWGvLwcmrAoyk0ak/Tp18nE3SbEaRCNuNhcLjBDDLaqLRHdY1GUmMCNRkEI1jPYW7tDU9VhUagU+iPpY6KNNlBIJ4IbkHuiHjOhMS9bubTmDfNcZOIfUsIWwf9CuhZ4VY6s9VL+YRn4ebZZfeQ5aiQGgijJAh6QvEEWeOkmVZpYWFH9imB3WU9kfmU9LTyKekjld80jt3Kp3IM2+XdQdNdLRa1bK1cknm4Szng2BNtQN5ND3qs0VldvioWthPk4dHpYqzZwbyUPUqH2GKyt2rTUTsMjZSVtnZJ8zgcjlB3lq+8Ym6UPpC0Hq2qYI9WiKFhghQwENNjZRhH7+jPwb1dWfaa+eNoh2J0Zl/13remP1DZZl1UlZp5cxXc5nh87iwLm40AOQPOr6O3VILFGXEwpiisctNLzstgnfJrVN6a8sgTa0KTI1IPm98umb8GgtQQ3JhtsvQq56Kc8zOaGK5JRMQc6WfcI+uXnHfuOmcY2afkzCk+maCipUkjp1SYrUTSNtiololj6+gjlbyAiGYoRsAJvtqOLxynIf3+lRI2GJvf8XoB377vQP5r5Lx3Ke///XdQ+7f/yG//9D/g7W8oqlhWB6mNWaR0h6DafXveyFknxSeD3pR0Kq4aWw+weE3zRpZ1C5AFdoRHGQpVBSRfSUbpHTc37m9SqwguLrWMZtxldThaSFawjDMFRosUTOZciKuwJrO5ra6l1fWSS2a39LJ1Y/BCDlC2OkuGXOqOdYPojNg/yXlfG9F28WD9/CPM98nuV0v46MJ70CMRVV2lCGYa22YMEBtKrKDodXLKFK1WwLEaoE7Y3BVfXK15zmGJ5yJeORdokAIlv+jIuia7oykZDIw9EZthbQSE3QCRTFYAXFG9PERyDDGYneycmwKiFCLITAiBRnCXKB/cepv7J1YHFa2b7HC8gHhU1C+eRjwQ3AFNnMek+FaxmJ3+/GfrNGfdO5B1GVmjrBoL4kFhlBjiQrkDGCY/AvEzhI+CL9YCW8BeslrtSO0O7ZKfTu2Z41uO8Qznnh5PJfbMMZQWieGs8YZaTKd0zbHhVDikKC5W5vJn7CONEcKAJaEpS9IHRi/2mUwSnUxGNPIiCtedXsA4JDl1HFIeM5LalaapWFJpV3qopJDhyk7FKLEV/BhKRQEK1QrVFYEGz/BKIKOcKW128TzlvMERRHsJx0PFsclAYxTWZGu1VA+jhJNLzlsSdKBBzlUMoIk9mKPy6ekqxdIiQS/GfwBqCNZqtEQ1JQxsmPA9spYxGKcJ2OxuOh4JfTNaw9xZlDqyS3Db6q2oXhaF8vMxp4AmtCFjKln6fJde+ZVssHL9PmP92zvdGnCGsqOM1mHYjYxUItjmjkfRJuPjgEn0Y/B1xWlgB/QeIAdx9MT79IWBlRUolRv9R1W38w4QG/SvHqiUu3ux+Of2Ht8XG1S0OdwbXgDexgDC2GIZeyxFct12jYkcqKg1xgnJm5iUZfa53b0qCpZUJEhKFteYaAFZ6o/aama4ZpTqQrwQLjnvmC1bMtCPA/l4BzRAPeqZK4FGWr2SEnOGzdQOrCbj+LxcvYP4LoKml1YbkaHsLpUWDaixYm0JMycqpbAmjgPABvp5wtRcGz7GERj9UIuNcICkRiZbm7C5CIQTEV2lfm4LNoe2DsZYsDmvC9h6liRZGS0of4yzxoWoME3VFF51wHepFvnlCm4mhgbeEDgM9jAGhJYd2UtCADcixMidbuVF0WFGPVNqOoaUgeEEeqNTVLBXMmXD1j3T8NwZeETEHhF7gH0Wjd3CM1wRq9NF3ldY2D0eUet277PrmJBHsxhtNclCxAhLZonbAOxhq7xnfsL4OQI/I/A1KqVRs+jU3iOLZyXlqzweY5e8D+UOjX3kGM4cmRhRRslSNTBRJtymsMAUKlx1Gv7s4fQYieGGEWgDHppnMJaSUbmzIei2UTnHWRiTT4l5TYFGHQwKpA4VXBqGElA4FJikCVuWIajeBGnZhlRR1B4AHoEy92KmHi/gn6ee3xjBup0xFLLQ1vgH2CKwH66O1KFgMEciHteFRwm0LmkE3arzSAmtzdlQZWrf1HD+RGW+yBdrD1IhVShAK5wG16i8ostnF9SKvyejdcP7BrRXKWluo/IRge04MLZ3RA4h+kQYiVoRNhNhqZrgzKIWC8FWhmFczqa4M9Uu9IlmmLFmewcPlt7B88IN1pk4Kym1MeJ1A5RCrwi8k4ojqTfiFxhvUVuQPmYr8rZBr28YPXG8Hjp+JH73F/qMc/+tQvJbXz8C+NqIHoQc2N6EQJNqLq2YKXRGajH8NQ+yJVOLX3MmltFQU1VHTSWUHTSaGFlJXDRzvolXkE8plKbBYu5BWr2kBEKDxGMMDAAtrGUOOterhW+fALdAZ3DwIhZ4ZXtPy//K5c650CbOrOmZe31tvTxvNiZJa0pRgc7EKwDExtCHGs6+ngdCD0RlsGEt3gDlQJsmqxts7pQLTggySgqNZcmXGyaR9HzdtQLMSc67WBFY0kQOwZlyZQ3jqFUqhgQp1XtH5jFfcwtoMA8ARkIUG8CsJGofHX5MDX4yTfCYjnaLmRVaozB7NMpNag29dU4Cby+RWOxgPBDxQqDDscPxjMgPg48JgOxTqUNPxMnN0wFDrF51igwcci2szzz2WizHQqOPlJ8N/JC9k/wA/P+a8fsI/RJukyNlWZYnRVepoTyGMoeh4cwxcoyUd3gM2NXdAcqcWQzgeqgl/lAIYY3UDNdqQ8DIyNHLvCNZ4wiJbtqjVdctoAWI44VonUPBXJsqm5PqDiUkE+ghI+CQnEbdHcpvYUPDQmbKMoaMDq/9BCICbX4OHnVxrUlrAXEIGmylw25qsg6IDzzGjm+zO8wy0FZAK4Whjq3XmFg5Kjc9AmmrWXT0yYNj4U1yika4KCITpx4XYXOewdTl19GZcBmhuWcEHBia5IvEgisWW0F1Q5eBzpLzzlE5z1EcgsahQGP5ypbPe5HGXWdfAm2LOXXwtCtcCF4uj8jp31joiDi7EKiCepcCtFYfM+J3SpIqkoSV/x4d24k1qW5nMNQy1F7geDe+1YwEGODWIKGit/0O4OuP+OUXYhzCryJt/0vqq/vX9nuo9z/yGS/8NAjvRr4BPQ7w6MAbEKCUJLvnjeA2vlo3c69fl7eAlTnSmg8jSNHTokBCWXPWGSYjG+i9Q3mgTTlvAyhaD1mvdtLyyh8TkhMsdsyofApv9YxYRI+5L1BwHcilipijN02f0nK6Lnb/6X7F3FeYATawJm7VsyKnMooVZNh7g3crHx2UpHmbEqO6IQfIgT2Jtxb1Jr6ZrCSLTZRmxGWm3Liyo6vzI5eSbKL2V7zGykP2AqygmUBvhTyBoAGkd2CHOnaM7BguPEw6gW8WN0Fjg94GcDzgx6ZBoQNMNrxJSg+ClfXeGEy22oFkFIJooIR3FZ7VN+VgL8cOAyOi7Si67G7hAcYIxDNC0zVeCXeVIacOezG7lkRyja9ka7nOq1CcCisQwAPG7vBecEYNAM+Efrb1e7n9bOU/IPh7hz5aG/JUHMTqRCzVkltVQyQROSSNUOook5RCqXQWZiaKvRdodZlpgTTUW0iKueMYgxEDues4JFcWiBSH2tF1bK2wQWzoEJsIvDeCKtGh+uSQFT0sZssBp0LCyIRHjaqqwxBS0jGz7a3SbnHFw0/1niewqiB/JQRljGI21Se/oFXREK3IC7HPjNqlYIxQHMH8soNjK9xOrA4AMzZhurUxLU8zldL2TB80HdaMLyjzaSw1yAr3nXTe0ruqJK8T5Dg/s8i6EBFjWQbQ+4b9+Y2tUyplAvct1XcjuCTm1U0xBUdDNJ1dhAy0WrsAMUdvq1NamKaF2IlAMzRNhfMeeqo9z11eTF35FsY4890NHQFEY3CAtoINHQf2jeB+4CYx0A7gJxK5S/0Hcl7j1Xg1b+kK03qXcAD673ALlPqtAKl/7uv/+AP4r2F8I/C7IJ74hkf7M6Sjxm4OZZobPSujWG70UEzbXngFBq0Kj5M6EWdACFHmxNpyLf+dSa2HC4BoTR4HW1ii0f3Aa9uBwpqcCG9PeazZ4J5z1lkfDmq57oRQn3CxcjLc5DyTA1OY0+UD+IRxXw71EcxmPaKoeJ7zz+onrmzmREOLHaMT2ytnxwQcgL7MD9XYEjGo2IKRWCar1RpVEtq6jdmsfXGTZ4LZJ9icP2VHT5NkweY8YWrVKaYaO9APcFCHgURX7gL6DjaiANI7insZCB8YEjAG1DcMQo0NtDgMbjDNRjWSUXN5u8n1qhAy+6NxlzAUaGlGQ5c8gim5DV6Jea+a5XKqcnJAsc9wqndbP5QXa6bU1VVSc6xVfsFKJJ6S1LrQIE7cuSzNi4aHIr5i6B8T+Z+Q8Y9m/Ay25zGi9rEIyKF5KAuZi9EE49BrJJSpFk0toIRwKGRR0WIu9kMdCQeQo+TtQ02QddiK0GiQ9mMX7ZGI4aSiHRV+3ZoyDGaW19oHjmHSYmNjc1ZkawN8NAYGnESmwEgNlKhCOQeYU1Ko2pNpZY2f0QfLPDuJAjnd0QYnMYk1NVCbCYEHShgDss2I13nx2hl8jMCw9R41PmIExxh4vPWT6p+ZYN/gCReLE11bmUMliqBcs9oaS6+dX43Q1zR34d8ViAqeYpPTZAwYTcHatVbMbdEFaANdRG5yqzPo/6PsXZosO5IkPTVzvzezAFR1T3VzKOSCK/7/v8EdNyOz4lC6W/pVgwGqgKx8RNzjpsaFmvk5N5AAe1KkKh9IBOKeh7ubmeqnLm6V/DXmGEdg3e8wBiZvcDNCNaC6kkZaTGdKkrEGYHFleBndav3R4L2/Yb3jjacOkLcsxldh3fPQGQJBiQ6n/uIAcjluCbxWVWMGHGmyliaID0Z8q1A9BDynKjCrg/+7TBz4Fv/b//nzLyuQrw3Vv/ZrAPgkBYGPIXvzbQ5okB4YFEMJUuxKn91BUymYuo2Wx+XJF+qbW2mFDnNRnjSNMHMJjLCY6bDC9GYmhitxKZlFgppaX7J7lBWoYubv+UDObxEZGDSyXJyY1KyixE6R4DDDMaigrxOSV0NZ407YOzUznfmua1mtKzggCSVKEB9EQIEw2e2UG2Y+w+YON4wA4r44cXeaTkqZhPsQ1qR6EcKaBDiGzJdZum6mn7C5E19+giKts8UPO9o6AAAgAElEQVTlhPVi+ORwalYPjIEhIyyWE5HyVE8PMA64G47j4GAgsHAL4nGXOdDTsCwxIpg2fPjy4e7woYrEswhcZIS7dM7D05KRsSy4OGyNxAK4kv7IkVNtbKloYFxp9iKWVL5H5h+ZXKaheI8n+xmvRYZtMq20PzgsZ5kSlTEiVI7D4EmuFfw5l/15GX9YL8dHvH//oqCwQBLuCKQbNL+p3d2qPdrS4TwkOETyPhwc0AA6k7nK7Qy11aRCCU5fDCqDhuXLOIKcwxgkicU4ggjidTqGAa9pfB9aO8zSj6RzQNyAJWm5Ylodi+JWrhXgykJ5RAEgy/F/kr+46hBl1zWj2ymj3CpwnnkrkqhnBc1NJMMmJonH0ELxAPgehhVw2kLmwBhJuZD0vFY8Md1SysMRbIk5VVxzc81yB0qdqqPe+PS16rTvLjOiEj/Rr1TPQVZ3Gs45yPRELq/uhWKuyvyHw4zvuLw8yMRKxS6XMwthsJndpOAo0nSe3yBbnzOBYuqdOKXcXLciee+Nu6Gt+lwo17ugGEp69HHzxIvoyGYYw7EW+cUMvx8Dxwrgr6DD4Dfhmo5IvOuOWQQy/1fEtz//sgI5lTm/vXkAwB8AvH8nOWp+dsR3ZMTD50wAE7cyEZIUlM814KJqad9joyvLfONNALi3nFFeHZfHwaoHwhS7P4iTWTNGWQHSkU67G/iSuCfwpc1ebrRFXwi+E2XQvQPamkdV1z9ouHnicDvjH5rhZS3KtZoBmHZKOzeaMrxpQ3EDQj3U9K56VMGHG3KYTzrTHFOhVb3KY1KwObfEWoYbjBHhY9z2+J4yKzhzq6B1MssCyqBMkWNbC/1swdW69gvYXOuNGyUZhE3cZ2ClYbjDx8Q6pCwlnHaAr/6CfDz4hXdEgXymEzen5/id326OYcPHuPltTB8DTru5RfgR6Zjm93cip8QCproZKxNrKPO7A5Sab0kpq0NhQYEPmfECcrUzOffoMs/7hjOP4ZRHtuO3eF/W8nNMq0Vp5eOxjuNxLH/xx6fPh98E8TsMcPPCiiqR0xWpOrymbWZYoXmVT2sKK8VZDFKyTQ0ejLx5Uv5n0NZB6ubQPNdaD+mOH8rZWLkwjVx0HEMoHK4gYvr0G3E3n6+uWFNMdxwgzTMMwYG8EWQgdJSHmcOtpeuGI/NpDdivblfcRcG5IT1cLVsbBMLroVqebqpq1wPH7Ybx8uI99kv1qUrOu5BrkrM2fREYCHWHVEnZrOpH1XY1lXWdNzmisixLztsEcOs4WvQ9KKyiKRpX72srhbKwjQnFUx+yMNFwm+4xk5Nl4KgLo27LQc9RzD7Wwj8qrfYkX/i0CuixE/pfvhBv4OclG90uYh1x6ozsGc3pO4TTdOB2iTJ9TMwHuW43zIgTyz4dj0WEGW5zqBot74q70czxDu8Ud5mJ43jFhw+/gTL5LRPh88Ab8PkRr+sbhsG/uzvnUTcQ1EWs4aRkdxogEaTn8KvOu9opurUBeNIJg9moDSeoo3F5BqQhkotZXxs+BuIIH7fkOoBJ93VPlsMSHXnIehhQWvHM0Ik671IumcGs8jtGMWYGipxZp6nULs2LGmtVgz4r5x2ZbsvIm6oiInWqcg3QDEMgnwGMvJFrNWwOUWvjgcR7N67DPD1gHLSp7OinOcgyzPehqLMBJollAzPTRya0+1bmfPkM1Yytk02FOhGJNJkQzckRJixf2M6Odjfk2o4U+pzIJMcI5JoYM7gS8HXwtfqox0rYY4HfvaPF4Xb7BoZQ6IdNGIjhereCBCJJyMyYzGXVrhGsbzwYNoF8uB4qnQDMkIGV5B/AfEGy5bW1QbQKDY6Ly/gireNFyFF0NFSMbU7A78aYw8Y9LO/wB47XL4v+uxeDuY0Bi+WKcDYfHUNq7ivNLbKvOXyUGzwPVqelUzQxk6wpNjNqNO9g5oPr8ErCTKzHgwbyAXKGcd0O8IU8DsfRWp1IzHzF8TsH1sJMp92GW6oFCQ5YHojj5stlpMuhSXi3bDL158fZrVBswkUsAlPCniY45QvlcM9gVNiRBhnaV7W3Ntfpmq1hsFfg+E6j29wD7sPnvJec12gMN7shI4Ax0JRerS3N0ktntatso0EKKdp/bq5ET5MjPasq6YjYNKftOUi622DkISLwTJ85ucYD/qDMhbWhLjP6QY9xg2EhclRWR/JmOSX5D1jcELfktU7a+R95DuTOQ47ty6VHWtRwDuAdEke1yoerVe4IxXjDgJwwvCDd4cdyDB0gx3C6m39i4m/MMOd4wgC5l3HEifEHIPNvgP8DPn9t43hbkVx//csfn3Eb3yq89EUKAN3IoLHsIFtfz/PpKWtNNXh4hsz3SdhOGnaxBGSxcKrTRYcN5anre3RzOTKVKpjucSP9FXPlUxm73Dhjecy7blIbOUhgOKnhHGuEviOHtoquZMFj9287NnPHo7a7nik7Ega6P1tajkretTQ4BlblHK95w+31gSP7hSup7mHgeyLXLMOQMdZy89lYbJhOZUIn1KEmoRcp0wo2h46YreHcTue7ZJy0S9+95Nfo+VMm3IbTV3gzwgSbCx8GvlrCciKcGDxVdgSQw5ixHBjgzG0OqlqHSi4M8kG39yrPg2rZkORwLgaWj1jm9lBBkGh7pWUiA8zMl2S+mFL7HjB0PG8zzFRq7Q2jeb+Nj3BhWGCzHsKZmXci3ruP32PgDzdTrKvx8dNfX/5K5G2Nm7mbu7Atw2lwg5JT6vVxd6/w5BJcsJhwzXVSOAgBEpFMMyIXeQCw4HEsZoLDiRUPGsmcxPGYWHzlehjChwyppnS9byMYw31a0lwCf3m5h6cZbxPuw0uMkgjEzmzcgKEWvlyIw3nuzGf8sxgoe7JQihidzmNAORyBmKrIISjhrrgfZnhvhsigGZw0ZYksgUR7owkCUq6ja3lVKQPbkZ52hjThJICfHY9aY+RIT2p43uSLgQERwH0sD9ba2FLeTIyRyDWB8ap4u2oL1RqD98dCzPdw0XerigjPYUyaD5EikKHg+sdQLmTHfleog9aO8/yDxkhvX3rNJ3ZqAd0NIl+I7GIAHcMCGr5Nv+Ur22UPCCBZkZP4XV2e4YYv3WERIxjvABi+Bf4evz0D+bV5SP/+PcA5yy1O8zkcOD7jdf6ON1s+YyJvyUX4TNJ9ePZABO1IB1P6cD9n1NVmqPjJjsR2M3I4bFHDD9OAyD19SZCL0QlmIVe5c8LGC8j0dwnJZSGs6b0WWUUpSG6rFm945k0OUgixOc3ISSAKDYWm3PYcB3V2lgLEr5afcrKigG4ZRRdxmZv6RZvueJhYB07F3PY1WQrSQNgDN7wT12ufArFNViVjZhK+3/jy5GTKo5t2Ou6bybFVY2gqQJ6wOTcPvoHNNQ6iNu45B18qJ9pMLp304FhyyVZ2NBYMMwPwKdRvJigbF9wDyEHr0JughBEwBIOi0GMxbSG4TPwrRDjTcva9IJNJvgD5ORMvJtjgvecfRb4pnKd5URKaD1StBatAKpVGBoUwmY272/jOnP+LcRCZH7585DxePxF+V7WQAz4GzYePMWfNd+BTsk9zsbz6nfMxyomnqmORi7FIckUcZASZwVjEtIOvB2HunEOn2WMdGEY+gkx7RTA5Y+5ANQAYazkW6Oa+bu9wS820zCaGQ4BSpBzP3aa1Bg9u6TpGGuJURXWed28VangSDE9BFI/ijY6ijOm46AbDoCODXGPitujhUh6uSpwU1PTA4uScLffq4DPd52npYnWyOFKOjPRKJRQaqE/zT3Je22mV1iosFtS9yRfN39IcBEHsKmfepjom4mbBpmJ43+XwVYVU1PskVSDAgGMEYBOMrCapWstMw3SpQ20/pLiAYM/NO5HuLcHNJgirmqJa5Y4o1VZBe/SkO+ABo4ma7kodvGz+vN0Gviz6YPo7A20YXg14/0h8wYGFO353dnvx1Q3jazOPt5tHV1P/6QGMMTFe1eJY7rj5gMm+LD1PhjwKUn+wtLS8UrbTrn6QykKuZDsp7Xqm0J3KhA8DqQTKzHMOMubUAz6Ffx9uwkNfP6cbsIiFaBZ628ywx6om9HIGzpu6syf2zzuNsG8EnzOwK3GvKtsBKdGy81b1/+pu0m1MzHTP28C5fSj51gJYhALqCj+dsZ6zo6PVw4WXi5A508rIWRRolmv68hz4iUnQ5tEDACt3uF44K6iOYwy1A+rU4+7iAWOke97Q2dHj0vKkG+xYWEpTgUpJyVk3RNIIrCivASlAIMngAoM0rGQ+ghRUECFcCO0R5CMRj2S8ij2VnzPzM4owi8wyuW12Fc5kQy8zXsnHzWHu08zfm/mEj+k+7mP4H8acfz+n/535+M7u0x8vr1yPxdfjwRVrrThIBplrZZImefSmHPf12GFHm3ekkkXBQnr2n+YNPneb/Zz51do40m95A27C4vv1HXejxSFXLEKt1FIUmsW+7rIN1r803kbx2tniv/Dn7GwT6O/WJNkykSNx+le9MmIq4xtTY855Q7s3azlwuCru5YQtK/sEGBF7cKyo5KjZXaK1bjSNA0uw/fRu7rjfimewc8Du1uzPmiVc2VTAQG9GIgzP6njoOs4cnvfCl209jWZujAULsVXYGQm96VWrvEMUvHLMz1mc4QytUa/mdcvu7RJ8aUDoEDys6GBl3NRZabipa+o2lAiX96lOUUeQ90hiGL7cnMd0fDRTtby+/PoM42ubxNsN5bp59N/7vwDYn8AxBo6L66/Zb93UlSVJeHPdDS0W+mtX5r7tl6p7fQVWdM0k9AAmTMqejUIczcrHGQWtEpOWGLyBMzEv7ZQ0A92JRWSIN8UMgdlyE4W0mNWsRUrXvLTLK54uTxgacJqOcB3QirXdrVX1ajzrwYSbw7VKj0ZW7dMBSqft7tRQjOJfuW1VRO9V0XRuFcFMA8lkxC5/CZ4SRnGTnl6qksSirrn5CSLyixKnWjK1ccv4XrksdSob6ciZuF0+x3IN9lemHLRsV3u27kjzFUsgQocQI1nGxdpEVhIryYfwsPlI8CXBB3M9wFWleXb636O4VE2yZZ4Hgt4o9D8zmvmCSd3m5nfzcYf73c2mud9tjO/cxx/c53dqyg8kjEPuNprXQnC2rGn1kPch8Smb5AkkWt9PLySZnU/vXkoutWjO571bX3MkkjeYa8Wel5yTw5TZHcMRDCKg9hgqgFjplspmqWClswleRltRixuZ7mcCcF7XixNoXw+S5kE6Dns97OpV9jhoVPjz2e0UZtwQWByFCPJ2pbdIpTt/ZkTo4CdFZmjj4D6hEv08XL7PFrhY6V87D8Rs1LfpPSyTx8j3v+u7wSvTnnvcVNmzVI79OVyUC5ooC8lEsuNmirNspCk8rxbk3R3YBAV7XpP9zLJv4nk6Cm7hJTtS0kTWxp2FWhoAR735jntul363970hrZ/M8KpWuftx7hf6cQPwnTj5X8OVXDeNX9tYrr//4lrOna94SUqCm04waJoCspQUWi4qqESlb/JEDDZWqjYH800fqHqkvZUKsm8LyJlJ7kMDNbW9huhb4sAlhkxlYsAY3FOCycgEgiLZBmgm21EliNcQsZLKarGtAaskeBr2uZn6iJ1et3/WyU4YFmlDfYc8Dd8HYTfDsATHDTfRDEo1BA/T10lf9HCpmyQTFCQeJUfN0EvFAIkyXZE9a0ir6vIK17mccu1U1fg5fxrn0E6qFC/I374e5gMpqZJypnM47bqB6HMcZnAeezYko2256NGmPmIdmgdow7XFICMWkyGXN3ORfJDxiIjHsY4HV5BrzSTfyTebdyRnod0rGTArue/Nou1DMk0bNDfC3aHq472Z32F+N/O72/jGx/jOzN+7NFfV0hH0zYRIYYHEUKr9C5Z7rwh7qbUOgHp+btyGdwpjnYZdAUEnUrOqkKLRqgXJBHC7LA5r5xrLK8Kq+g3cyXu4zAuGGSom86y6VY2eYVl2DnvzwrbrDYXdnq0TtPmlf9ju6CFnPG3gxhMgGf3wWYrDsLS56wU9VY5MqdeYAn6aSBd1iNWhTrOBpw7KWSXUzShJtZsVOc8NLvJFLTJe71qBSd03+ULydy/eQeJ+ORU8DPC19JxzUwrQIgiF2eUOPR6XCuQcAF+VHjrwrZ5BNflCxITdhdF76Ts+3Ny2Um64ASOBcfOSsCKi7IyfUZ0JJVXO6bAw2vEZTVh8yZ7K3Pk0FG/MNn7jx1eG6e7+ItekwPcY08vOVjkc6DIwC5C6v8lq+SR+eSqzc+Mwa5qzNgW36qQIkaDpSrVT6lTmQ3ReycUn/G4gpdXukpxm8Kh0klxM5RoQFmD14EwwwO1s30FTVU0Z4Jbb5bEVPMSZmJgpxRW6AiuVhCJ5UZbwgWFDD8rQ0NDMMNj9Z53e/VFlvQlW1A7by6msh4reIWgtApBElK1bZyUotOv1DFK6xO71Zq2Cr6qwYn8So9x5uvbuw7NKYnj6pCNvAJk+t9AApDDgVZIvtR6yn4mSOiLotRl7BtOqAmGuiFhJrrR8BPFYESsi1joOcj0muL4x4x8N+UdIbf4NMu9oSnKtaV5UYlSRZTX/Nnc3G242VHHUBiKxpd/N/Q6YekmmeNYS8ihrBaeMMmsYXi0V9slx9+X3W2S7ZVGebZ2KlYuDSpzX823PFXe1U3TwyMSkO28tYLD9bkdXEVlwbKkN1MMvXH+3U6p97hjdXaqTcLUky7t1ytV70+tOQgCRqapJLU9X7Gyd8E0b7/Apocf02vD0oi+rCIVloC/kQnvOteAWpSIDXrQo9iyPqWfZzip0w41zdxFzK+1Mbeh6vkcdtV33pNpZZBOs67/BVFZ6iovFdEykc2Rf9wa4qnFsSWRoXpoCG5Nn6pm1T2iXQ2+64PWedQQ06zmuxFFk349qQZaQ4JTzptYYMSDSfU4fCditD5h1fX5O2Kd0M8ecrjPUR8KTONxxw8DLX/V8HMczLh/XauStJ+T68/XH734H3m4/wt2V4eXYZqPgA4ijT5bgCmZYlZh6oWoj3hvIaWyDm7QrCl2pm+o2aiepzariHKs+26dhZUekjylV1KCLqsvz4BFmBImDIQcoE1E9ykyDoo2Uv20hB73iSbJeIJ0bVKfjrKDenMx6gJeR581V1clT1WIgvV44d0/3HN49VQCSULoZ4pEVdKeXiPGcHa20Tw0V00mJebKnnDrF9Wp9lsyOS1/V9xxKC2ufks1VoQ/UdZ27ioWZ0fdLJUm0mXax6/wpzGGPheWGjEUK/it61oY9JiKCcai3Yi6seHAxGCsjHnZwAXwk8TgOPvS1Hu8z1985+J8N+HsD/hbAdwa8B3Dfrnt7M2+r9qj76F5WHahq4zCfbmMafJrZXe07pQRyZMenaGtlQ3+LSrjJv+wqqM6b2ZuvArL2KKbeta62FQksaGgltrqh23Q1JymV1A1uvGnsLfRDv0+kO+1xYNUzo6GwEwhJpdPgljSags8Apm+PRDc8OXG2bLNnbYWE6We/NhB6zyegfntqGKlZDxxZiBPM+Ys5CM1orwZadwEMbsa1zuedru9WlsxaTjK2c77QNdyFdp5pni0EwD58aVA/MCqEzK69EO0p+zOjNxAfSCg19Y70a0tbn0PkiwMM69UFsTeAxsyLdl0vCTedLy/Gxx3etSXGCoO73o9Qe7ive2ZnDolmbYAovZT1hvOOex/6AHcz3F+Mt5/cx8cB+0DM178ARr44LhHOwKdPbzaQX2tTfQ1x0pvJ+/e7DIF/MoQXkI2aU+R0hZ2oNwz0t4peNHousuuPcyG+iCas8rxLPOENNoNOY4DP7eQ8XeC6mTRicCJvKXPjlmsCy52eC1GNah3MbWvg9aVCUbQ4X/DWRvTGN56u2/XnLqF16SNbklfqLZfn0Rzug0h3HzZgQdBu9f1il/UstAtcJxjJQ43Cmuh4Fb1JAHAWSkM58DVoVLlre/NOvCnpK9e85yCo/ASvvPh2wpvbsP2Qq5z37bhmJiYm6FntibqxnQ2fh3q/ly6JsgfVSnEjYlUomVJauVYwV5DiE65YazHXgzxWxMNzrW+A+KNl/r0Bf2vaPL6BFv2pCB+bZ6RpzXI6cs5MgVfubuazNpZpbhNud3Ofes+MZv7IdDqnDwy14cuAB5BppoYtm71lO389n9XNT9e+22oaRul7s3SHDW1QJ73hnLVBPiplT0x54LIr7jqAuMELkVJjSla9tE2AaMFFt1N6Q9jPOnDt32J3F94++xsUB1xOw8qIaQ+D6zmCFUg0rwsSD6kJsLDk5uwY5+TTXCCo2KOd71KRP32w0TiWtC0cueBCLqqseuBd6iiXQURnOS3IOfRPLxu3SNW6Zk4pvq19V9UuW27wFEo9csGKJyCSV1YAXDOtDFOGrH3d3ywolz+/jND6r9Fa1l7XXZ8HGrDq+TEd9mVSn4pU6LfPDGY/AutH4tMPsE8/YozFFzesp93hgfv9w29vIP+RzeX//qd+7B06EBjyIUP0ZkSFzvVKKLoMzzMvqX18o5joU0q9j3725G0APoarfBsuU5+XK3KX9d4ddR/png7qdOj3S314mMGX6L6R1Oml2g6GVqfkftOHmRLFdoWmh3qe5bxXNvJTOIxJB7NLcAy1gtxScl6tmPr6NuAzgdtQ2Od+Q1XW2wLohzDF2acpXnrDzQYyodjjEtlqrGuefALn14mseD8166iFqqsbV9vBkcjRi+HAqHYKANzmBFmQQk8Jsqb68eeh37DMJAdWMxGRFeKnDbsowsGMOAejFgxiva61Dh7rEevBdazjWIvHwbWOmVjfgPm3ifwDkN/AcC9JTbUpbJrZrA3RNw3QzucV13aW2bSasJu5w23qtpd+box59/f3ebtNVjtFbCYCEjdwz/+q6jjbKXmZGXQ7BSehsK6/YlB0GDplpWOvIZnAvPluY2UCw80xE++uwhHoW2IKd6LnqWqkNKn0bCcg9j0Hhp3PVV2iqd31ic6w21n9Z2kyD3sforwW+lrdDG5I9+l+I8H7xLh0COSutNowH+BR1RCL0lFVYi6tHxKQlAtVqMiKembLX9+0ha7xDCnemdcmrqP6/hxa0AfmOUhHAhhz7pYt0mF33c93l7WSMLcFVVIkxbBJSomrzkC3yjN0wLRhl+r4Yiy0s2peeLr+3g76PWCvGDlsymvCchTCXrbYm2sEWziojZTSdnHgNiUf/TQcYziM5s17/Oab9fUN5H9qDvLjOZiyUug4X7WR4IEMryx7KmiphqWttGq1Vio+71mL0eWGRtdeZAmhlxOw0WzycqsOc8m0c7vbBY1LZE7dfIcIbfuxMdiiTEyxaBy0fTxT/9L6VBZq3RRFrtg82JvG9URIXFskTRPBrkJQQ83O+9OAf0D0zwTmwEidd8flYHa4wWlYij5FRJ3KVsBrbgKDR9ScpIdtPInClTS8h8pZK3e3D+2cP1VPvlpYWY1id2QOtyqRzc92SrZiTtmZbpzA0NBrnENd0Ix2EGGOYCBpVFxtlNjCkLlgNB6xCFKBSUkyko+lTSNWDc/jdSEOguEVpbD76aeu3nYMcNVuVfr4RXvvF1lqbzCnUsttuOoTd5/zPu73b+a7d+/fv/92LiSMobZ3Vg4GG+Wvdm0DG/PSCukZ0nkASC1a3ejJyoDfZsT0moOcAgZVfm4Awijl4S2RSb9IKKudIrANsdCscspvLgwOKOJWrac2Lv6ZWh9Gx5m+WS/sioMJpRWPQolkNpHUUYmUsOEYUDppuj8P/oUvoi1DOJHrbCkFYyOFAuKPVW78roYruqRa5Xma7c75Ux0szKXCUuSp7XVmK3FFpUkAPvYMKxMuQ2i6cs+s5k95XWM8XHPQFaICaJAS5xyEEGDWapBd73AdVM/n9rzG3h2JPK8/97E4NO9SV/+87t5ReGbuI93HdNA8zUqx97R0+W2oDfCX8t24G24vzo/uAP47dt/7t2YcbzeWXwAXAbx7Z3gBPOoB8jIwLYfK+CZ5bjVE3dQK2+6Xq89Jz3LeUzJ66fM76iRWIzC1QXTFOr+X1aPktBrNlipo5vnZoxzc4EGkIRi7d6oZPBvzwfPmiiqVlxcfveH3XXgj421aqTKo01vYmCVtrBpBp6BCrRtUYo5zDuKvtVtlAGGrTqOFpxZhWy2tPB/IRDAtmaGFvBhXZ0g9unVhT7C5atV0j1hqI7M+otfGDRTWy/sze6uxPHcsDhUduD/Hw5W3qmhV5U9k6/hrJGpuYAbWY0GfYhFcjORi5DqOYz0eD67jWGuttaLCljJfALwA+aKMcqN4k/WzPMOXwbVCoDJz6WRoYhJp1+j5SH1ud/MxzefdfX435/27cbt/8+79uwqA1IHjrLAVEyzFDVgy8Y537o17K8KyzyY1/4BXxStzoxPmXu7hFo7olD92+3bORMaoZ3735C8HkAfotXFHMsOIFDJGlUeBiKqN1aq9izT9SVG2dnJe7jxRzUG2MgIt59Vzao6dsTN0MLFEjlt9tj238VdIQkqLOpSKzVSjA8mlzZi5anivDdF0sbUg0sAkLwFT+9DbC297cKzdATXwQwvidSjaSp5uHJpX3kfNQRDKBxnnGkMAfrhj8KhM4BDyhX1NRd2sULFupzG92nF7hlbT0nOkIG3Om/uRoVhh173T1lFgSPWuRI4AlRaZMnR58DQVLgM/OfDvANb0PkAwPxnsdiPw6VxE35oHvwZO7D9/60x//x749lsAtxvHbAZiHctHyfeorANvb0hJgZS+jedGHvBVpHzdYKk36gS5S7byFsDGmWme6VJilVoFickb8iZ/iJ2fQ5kbeeg/MiQH1PeNAqCVRLCougPFGzwTCgkAw/KZq/S8+5bZqfLTS867X6Z0hzvc6TYMw6Z8LOOGeY7UWGgTOg02FhDGzk0WKK42gYQLZ2K0HuB2O4V5idy+ekJ6Q6zFsk6tymPpaBrfcsB6vyRouKhdepBuVqE7GJ4jcdv7YF7EAwc9mz3GcmKqxDcYweTxUK4AACAASURBVMUMcK2DzCBzEbGYXFyZa614rBXry8vxWFyfI/gTyT+T/HMCH2F4UXKhVV66UaTT/fuGMj6UY461KwHXot1DdvfhUmGNu7l/Yz6+c/dvpo17+vBhwApUs8R6zMmaQaFbh33x32j7d8WNi8nNTcbT6sJJoKMYHGyHZoNEa+NW2qdaDsxnHw77nbGomYBpbmK9oKGuvX7dFXfnrF9nHHmhUEcrnXrzaIJJ/6WR57xk6PDRMxAMDVGHOdIHbue7ryF+irLgTqyquJkXxJE+GM9xqt4t64Ng11fn/Im/uO7QXK7l6x35a1aiivJSJAZ8z0HkzerJrln6wA0YCZJ+v3wOuhD/QjTtVia1CZbisxyYAVkGiu26D++549xPEgC+cj/2XJOsr1GGLR9eZxO4uagII2HT+1C9q8hPw/ChvX3uHKOqq1fgM+D3+4/Af8Vvt7B+jX91rVj+30ufHy29q03EDsCORA5wGaiHLDo2SzI7maIv7uh8qkI8/Wyn2FkBuKGs/+aW5ubp5KgXru1+pkMEEz5TiVy3urmtu5cvgfZQ3G2sxVV52okgNqokvLh06hcMReRcbmY5YYqIYnoQKiDLtWgKFd0RgVl9VcvKK7fc0s00ASR8NMHhlAbSHPYADouNylaoVJTPr16EYLGJWrrblfwpK+2hSPOkTnWKXS53y0l16vWLyUVV06ix/innJVPy5pl+40DOhLHFBtr8DzPaIpS2umTmRFucWFUC90k2YzEYZCwyFhFryWfEtZKP4/X4+Po4fojgPyfxb5n4wcw/wmyZO829HeYUrtse5vYAIAQ897MIoAfo5TB0d7hPt3F392/M/Rsf427uN3enIHpVQWSgNX1g0w0qDW23r7DDrToeem8crXirCshdi1cHIZXvZO8k3HJeHZjMtULe0iUc4dnbTjOPhGCVS5udmikB7jNRyXljD67d3LyRPbZ9hiV/FXBK32+iZzniOJWcd5R6kYrj1EKoNpHa0z4xqNnaZaiLVVLrPADWIEHAzEDjjUp56O7yVchGJNEF28pciZo9dP2anNcv5AvNvOoPvFrmWox1shdg7vSdMd2m2kXT5Hial5ZtmMEeoa7MWvsbIARx7TVPrfK+5v08SOl4scbIUJ0Gfu1+0GAp4XdHZmT2v6s1pgVvckLc3DtLbZ4Fa0EWAZR35Afja8mczQC8wn/VLPgfgygCP38A8DEA/A/4q+Fhwg54gQnlGEj4kpSTKQpmM7HOCTqvJ+Fd/lU7ZWu1S1iq3CE0Mdv3TmjTrq0jotkxM8EcMDpybFmp/BVmbiQOkoiERbu0asElOvoSiH23vI01G++ObSIltj2oOzi77qUl2mzY1RdbNqsc6aET2nBXbgi6R6myvnuypf6gKLmMtfYsCpWQ1Car7Rm89jpP/+Zup3SL6QmvX8bHymFQUqO7d+Ok17KTbttvJ+AzQd7qBAq/SBw93GDHgeVWqaxWAvlgmrZcr+JmLVVOiwfXkgKrf871YESuxfz8OI4fjrX+ZZH/kLA/ZeKzwdd1jlH7F2G+lJ+en5N8SQYlIrC5FVi+lW5u8An3O2y8L0UXABwrHo/Hy8saQ9UNs/rzcc6dNPtDr2fsa1XCkbPqzosP5+mH1/lC3Wxt4AN2MdDC1MaqmYMbb55T1bbtUSoYbvRjYcEQVItNf0MFrs7rmoM0WRdjE3pOn7lek02VWDUTbP8T6v8DVznv4CnnLUOhV1/FE7SJ267Sqrox0FmS9OxTsXEdx56JB0Dj0uZXc+pNx+GerNIu+CSzp7UCV/JFSdg9Sz5sw2oOYuUkyJr7gTrXJaelKiXountuqbbWu2HMo8K7kkrypNorasoV/Tj2bIFVuXW5pYwepROy7DbiE13uR9lWubKZfBBjDp2zNNzdHMM1Qs9EqwNovO4B9IqxcBrmZ8fPAG63n3T6+Avo17nGddN428bqv/d2M5kfUe0wYrzqgbBmKNnZzlI4WXX9uXOpLyVXCUzreu1FqG5s9snMyhIKuNtoqTZQmuyd6VFDrlZJjDp9WLrThFy/KpCWGTWIU5KlpVzcDOj0IjUWt5BDVPOr99HLwftkstxPj13+apRBbktgBRME4VnnMXMdgSYT9HnFsDC0aign3pcSIL1PRjx17oQ2PRgsg6k3iow2cOKpt605yJMfxLVxNItMFZcN7+EdcIHN7VK6eGRkVs8bW355z+fPcdFcCjDXWoOaiQw3ujtjBZBBIrHWweM4GOtgHAfjiJXJx6fH8XI87MPn1+P7CP5bZn5vZh8Ve+soaW4N0r2qRWvUyWKd8mrzmOUDuZgMrTwgSvoG8mMyfwrGZ+axOv6zr7s8Caw/yZaZcmv7q9yxs+LGU3L3pgGYa6EtxEy5ozMNw9Iba9KIGZnc5BCgzIX+bg9IE0dRm7VapZAmEtVvxVI/BwRKVgp/+t56Ee5KtKrzfaDKcySbGroV1qSn0ifsUyZak/12Tni0Yq9PXAYPA3HA0xQzd/o4/NnXUb2DaHd3UQEEyKoDcSNezpZ5W11O8kX5PuRGc8smXxQH7hTN+Kxnvf1LFo4wzUE2VNVK8VmbnHAAsWXAjRtrB060SOG8ljuLbGgOcwpSvnI/mkfWasiEVaxJnbY95d0zx0Qi1CpH3p9aWS6DuMG+N6a7v5SMbgzg+AnPKJOv+Tz6n1//d/3z3wO4TWDO9+KwOGCfH1gXWZ9og4dcndDpG6zqUu2U7tvv3uClMuoybocdGc7SrvrwZU3SYnzBmmyXbkP+bnlD3tXGGmcbS2qseNRgfg+bAUAU2mb3K3iCDkg3bArGahPV2KewWkou75t1Y7kW8LFhc/35HC6FS71QEz4I3G7wU84rfJu72zKEBXxZfX8g45TzCnASyFan1JBaZF7i5APlRW7ejvTygJwb4T6VqZy/wuZkFLOnjft2zkEA3HI63uEJEIkCCJKrhubNONR/3k2wOXdi2CAJxDpIC0QQx3HwOB48jgfjeDCY66+PL58/Huunx4rvmfYD4B8M9jC3pxboXqA7Q1sCBIeX+9xttjb97b8D2APAByC/jxU/vL6+fHx8elleLbKIqvxk8mIytH5B8bBq22bbLgqUhbdy3rOFZace7i3kb4xyR+8BeoFEhyrum7tAouSZ+mnKJQlbBI+qyLKK0EIZmBZaeRSExG7Myls5LGohr6jkHZnQf1ejraSN00VtdkrWm25ic/pMeN5HyXmFjzzknMORgNmhb9kMjOic9Iq51SA6KrstGdVST0mX6/xX/VtcugfnpUFTqAe6meg1CEBaKQ8N08/DklTJo6Wz7jnhtcbMPWNJJYlGgK5nolID2bpkSfKjstOrhzZ76N3EiNzY+L12/VKerBBuQK7TmpmV1R3Di3xRB3PtRgOW9PQEc557EwD7wTBeHT+ZkQ6Y/Sve34B/iQ3P++WPXxukf43U+/vfg2N8wSfX4M59VUhQsY5CSTRPzKAKoi5OTR0I2iPyJOflThZrt+0+FZo2UgXzeOO8fVyxJpW+0ex+TkEMLVESZ6LhbQcR7ogV1UrRiYwNm7PcCBE3Re824+gS/lJz/FON8mSuMuue5Mnuz8IJW9EzbcjfnjXvSB1AT6OlYZW8cWWwAtNKzrtQXcTCl1aiJ7nZPblPwt2TL47p2yyYizu6YHMn1LIljNU7zk6Wzme4nouK7B6zB5ttstLnMKeHktDESey2fs2fKCOnpwPuHO6IFBNLmHNirSX1DcmgrS+vx8vr6/qQzB9h9gHmLzBbpcQ66cVy6d0BfGNm78397j6mmZdjvZfthiwakXgA/MyM72PFP6/j+NPLy6ePx+NlbXe0GSxih2NousQ9AUGe0tJW2HTSnlpR2EIF72sO9z51ysipxy3dt5z3wqJypZ2lT8rIOdhtLBEVokCioMxtW3mouuysuBtWZoX8KXfvVcBXw/Gdf9NP/xZqRBtok3vuZzWvkNpQx/6sQ4gIRV0J89AcRM97gUS7taLn22rRRXvoWbZWglRha3kqP3d2xiYB7LXNWmKMDprSprFFDb0YDzvTiQkfMhX6GPpck0IwngZaY9RNWwRMPSzJjdVlAyKb8gcEmI10P3OlsANG+5oXT+tr9yMFV+ROusmyFNTJreW9OcyHu99g4EzpJc8TAMZnY5rhJzO4L4zxCfgE/PBzVSD/s4P06+8/Azj+CTD7y/7nBXuDSvq1K5PGpAuXlxo2Fl67wWfNhmm8xh5y1Txrt3+tBNvuujDeZa25N969v9+9Ptc8BgNpiXnpP0VdWPKQnzibysSqGHpx1f1tsKK9aWMlkuMtnfDJ27KfAg/yxJr01+7T5pDkzl0VCX3gzs3cwtoDRJ12I/qkStVTT7C5kN4cUXLk8jA1FpqXaunq0j0/hAKorK57w98FmyujZalTWshpGzbnUleNMk/ux9OBxMPsGTaXvbFVSVrVWYsF3g3nuHnnUFRmXyBJviM5kFzB9VhSZGXmT4B91KwDC2arpb2pfucdyG8M9p37eF/sq8LUeLOtViYemflC8iUi/hzr+JfH6+MfP7/89YcPP//4wjx2K8TKZGyVz7Lp0lRPK2seViK1nULYs6s9LzvbWtL8FQlOQ7XmkF1VQVt5qCplJJASMJRBqq+7h5l7HEq9THHSMg2IZA+jz9NwYpp5K6n0veaW+9bvPS2rCVzfrVpUW2rcVSfKQGtwt1Ey5SEHtvKcbrirKXGBQVaJ4zpMVIeDlAbxVPVpw5YCsSugJAt/AGwY5NsKBE8xvZLziseQphwj67kTytx5gkT3IdWRyoTP6Rr95dPnCHMaD5GDTfie3mTN9Gx0q9xbDeZP5J2aosO7Pc1Wnb25H8Z8AruyD4Q0YLjbSMeQ+s0TyI7PRHrE+X0bDT+NIaeNfdQHeQH+BW8qkLc+j18LmLr+/h8A/Pij/kNzzt2y6iOzey+8UXrtaE4hTto0uckHe4E9ddo6lZ1sfGvEw06v1s3siataQdlgP59D7ujGawy6F97d7fTCoNPpdfJn5VXIk96wOcXKnCtsDlz6j9L8jm795Dmsa2f93kvKZHXKeYdgc7SCzaX7MAwfmt9MbzpvndxlAMIypB/IMF683tywueqxp4FWi3PCyGTJe3/pjsY+WGzYXL1QJ9Sy9YB93eUZuOLddzuFY+jhHYBz7FNZgxtdZNhSQBViJbNhc/XXtkfBYL6R6SwgIkcNZKstslbiJZIfMvF9Zv6QwAcYPkObSNOIvYLe7wrB87u1afWpfctHJj+S6yPj8YHH658fjy//+vLy8U+ffvr5QxyfVxsxL7ksmxIr3Zv0Ips4nNw9ajxjTZq5cEHqezWvpEgqdW+DRJ/yQTKBMZXLUo172ExEZisPqVO9ThfpKahxWHGZNum02yWIFGnheqQ4T8I7pZNCYG0uXG2ExiIwKL3S86zAW1UGF0jU1eCfQ8/WxZXOdHM/ZCh0JHaBJ2X7yTfj2SW4wlUVq81mZFWyhBafXXHDLmmo3mFjGAa4K0+jHe3MgXHaIDCGNhkwYQ4fdHBoU7+dl42HQRkmWXOQaByg2NTPrfKag/QgPc/0wZHPKJO43I999oo6j+/rPrQse1dYJcG3CXPqZybifvHRP/T1/wr4GANz/jvnBOLfis33a5vD2wTC3/pxu4G3m2xi4yFXr7sRjzov1UbgUZZ5yfy5Ad5oG8Gvu6P9CTanm1sFp/tp1HcvrMlo2Bwas1JekVu68VacmORFKeFhTj+OwmwsvQXZPUqWhE/DyUjrUNJ+eD3rQW5uRpnzzpNOn2rEOvEuodVbHhUD3A0hL7ldpRHMG6y5/7Uz0Qz2AJZR6pLOji7Y3OYHqZGtU2rB5lKhUzJd7nZK97OtX6pn2FypU4ZVhskZ/AXpfvwJNldhR+5IxdvmHaUKqkW6/AJPsLkl2BxO2JwEFMUK6vnAsKvJsVtTGzsuf0h+CPK/B+NPyfwBzM/1jHtmzrr9E5mzd0ZVNdWj5iJjLa7jJdbjQxyPD/F4+Xi8fvnp+Pzxh79++B9//vH771+sfBOMxb4eAWFNyh6odmjJ1bNbtadIp+W810rXUSBRbCl1G9uGKuk+IIziVaJaHWPquu92SlUhl/lTutOYWEzYkmdC17wWMXJ7c+QbaWNjCyv2YVMZi7V58kTf+A4nA5TtkYlRRN1un9gJl3O3dPjwQTjngNTIek7aQMtHIu0AwmkuAkNhzDR/qnyNbFwIz7QZhdhtswsvbX5ehiDY8XUloW40kI2BTHUE5MOx6yYlWnAmfCYybxgNEpVAQRM+d/gjsNzBdXBThLFACV+qulOo/DZN13XF5cB72/Jvc17ux74/Cq5Ti05K++L4n0FTmn7os2IO3JjOS9YSXoHXitTWQGI5AHz8R/DnrkC+Rt39tRnI12Yh7/4KH+MTbgMYNHyCzLym8/Quv2hlkJA3WiegPUxPPsmy8Hwqy1Mq4Y4d5uSFvC+3cHW08lSRbJSz+BI+FN3WqX1+O/0VXN6o5Xq7o5uTeTZ2ag6CbBds56DteUoPr3Cal872Vp++qsshptYoZU6Wc+USDOhtIym5nV8crg/XqTSyc3Z1Cg+F7JzZ0eIRcX+nKOFT8bHqM/4HYHMtoa5OihRanvYk5z1hcz0DYmJ4YU2gxerq1D3c3LkKNieBhWBzlDUhetitJMuh9pNAlzBeuX1QghpfmOtxHB9fj8f3XOtP5PrAjJUMR8YdGTPJKWAsPXtDI5lci3E8Yj0ecbysdbw+1uPLS7x+/riOLx/X6+ePjy8vHz5++fnzirXSG/K3Sh5s1R685LJYz4daFZStPNyzkHNspJf8CSS63dFjz3R1kMqKbW9ZaWo4Wi0rhRy5i0vGa+YO1nB6HkgYVp2TdDnqfWQpxdRloRuYlizI6HnQ699vEcZ5PxQToK+2ILNt2gkSBb1Uh4WpTy3WaRMz0+tU7WHGcKOlg87tfXI3rLV2W2olpKa0CphWVcLKmq/ZX+KisH1WvqEC6/YMDM1Fq0qjILEth8pL5Wdji2OYiQEpT2eyowx0hnYj8tBnYbYHt5nJEk+fPLItje9cE7Vvu5jS/cDlftjlfhiNkRVzXQ18tc3rs5ohC7k9YE5L8OaYMd6qSTnGF4wRfDeBv1weVv6aE/23flxbXP/l3wHgI4CADxNGeg+3AKw23F01xrk/dWo1OxXTT7C5E3rW2RT5Bja3warVx5MbutVZuMp5OVz/3QH3nFly3hO9HGnIXDw1ibEtEnk9UWqQ3oBBr1wQb6PYNMPtaQNOnk569YjrLXNpAQqu6CVllkbMzdLHdJ9M5G1iypTSeSbbb2J+gKv9F6yQqWrNLX3E6mhL+G+dl9Du6F/A5na7rH59gc3VKXPYtamITG+KzY669VESx8qjtpsqm3e12PTnkG+NsJCIP5uYtwmr7DGCIH6zr+NmI19+DyeDn768fH75/PLT8Xj8hfF4MI6ZjJmMyYjz16SLmrsQcayIx0scrx/jePmwHi8f4/HlZb18eazHl5f1+PI5jteP63j9/PPnH9Z0MhQvzKy+sfV+G9W+6rYcNtTykg1yHp4MFyAncFEeXtzRnujnLasiyRwYeoZ8V34AGOmY6SNv4A1Ipr+7KA8DBj8O4fW9sSNJy6wINgMs3NLA3CDRnkHua27onry+9npzP7ofv89VysvtXcnL9o1hIjBgEJgDHsRV3Nz5PQKJ1ri8xCt2Vskli63NOirwqbIA9xykHesAO3+8Z1Un2qS6C5077QWwbNUKZmGI9LVmg0Rrk/S8ed4Tt52kUO1NM2AdtQl1xC2qfV0oakSlFBbTcdR1zIYd5vZU9+G8liQvakCZCoWYcsCbfGE1fyqlow83jDHhAGYFiYxrEPUWCqmAsh+Bn3rY1RVIbwi/Fl/7a7MSAPi2ksz+YsYxlZj2QqlFFh5I0xRfgyL1/qidQ2vgG9jcpiKdmAHfct5uDaHgGukqOZXBI9sT4GlTD80FrIhSSKUlZuHdL9nRlS2peMykI+r7LNgcHW32iY1e3iarvKbL2RW9vPOkLxpV/bx2BGX1KL2ynqvnbQJGOtSj5PCrqkN+Izd6ZUfnsuor6/DeGzgBesZ+SUrKWEbOXeA/YRBazQM0gdfgQmS42RCEooq3dqvLVDWq4Zx7I0+UAi6BSQfveck5UVuKUILt6ZeQOzpqWNbZ0VYAcgOY49mEV3RnzS3g/PL68ojX42PE4zPXsUT2Xc4QvWn/L8Izw2Mtj/XweLyueLx+WI+XH9bx8tPxePkc6+VlHY/PGfEhIn7O9fjsD2d6yHLnVtccu50WC3RvAYO+r2AN/LDzQUpmc5q4zvlTt4c6G71cVs2A22O/mtywr7ssnkAdmHJgWqLkvPuaLTegQKI8FpHC3lCRnC23lSydRcb2TiJEGUdNXYaz/S3y19P9wK5Cui2aqQfGqiE3bKrS9oT5hIs5fjXQlrrNsNLoTgQ7ymAV9uWqzCpnSzkjuec2QeWFyOaVbzoeHfPjp4jCu/oelVGEdNeM1Sp1OMG2EthJvnAOYCZiy3n1OQ43+CJoDq5VDU7ZZNHXWmscIo3TDDnaK9e8Oqv8FNvdi7zcj339Q5/Rt5prVCUmm6TbUARDqaZ5Ew5q+k1+sXu+rR0IAP/0WxXItcp4++uv+UOGAX/3dxDq7wHMls+7Upb7SJUWXVJW+rWEdVHdq03P7KrgDWyuixPvjISGzUk+WrA5nLC5i5xX1EzbCWLJuZP6rrC55QZfB2J4AWAFm0uFJ1RZWXNwSmaZm39mvxycm8DIsRFTLd9VOOgOGLrA5uT0RudAlLnSYH5ze6a48ii8eyIUrau8Dj5r5AUlNL1d6ljtkWLlstTLf01m2bC5nctip8zoIudNO2FzuY/gxSOrU9sAwJFAzIbN+eXF5XLjiIWAIwo2x/2q8Ak2156fZ0Lpib5uEcfDcj2O9fKI+LgiPkSsz4z1YKxF9v9C/oy9uRzO9fC1XhnreMm1PmaszxnrBREfmfxzgn8242e+rEU76uQIjJMGsOW8yJ72xhkqJazwbmHZc94DNynWzrAxnJDW6mvueGdReGsg3S3bbrPMQup4TrWQ83klSHdmHARPkChSLWarva0FDFodc2Por3Cs+8X3FaiZyRncJWRJFIFh1+njChIVTqQ0+gNAzvn0/YrAYNTzTmS0cRlPcQby32hQrSm1grTbMNMZRHZ579/QbmsAciZEFlm+ctQLOZJelDicGlrNVuEjS4ovBt64fA4ZOdUhzxD9gtXD6jllDTxPrL7hqpLs599vONFP6xInfMXrNwHcRsvIccbcpgnxXj6pAYdneo7hI/FkLOxrc3d0zYRf0HW/Zib8Gq336kz/K4H538Hb7RPmizaPMRY6fnbLU3sGktf2BLWEXSbWT7A5u/SFS7WTeSajeyGYvWFz1sMt27C5NlkpmlIyNW0wgs3dL1I7tmkRhyJf0uAWG5nYtNVeyIcZ0fqLMgLv/56dPpC4OtHzZCHtAJguTAs2Z3Zp2g2UCkewudPNnYhCUQcIc2LxdOW+hc1ZCQFqeE07CbhsIcNlDnL6Ei5OyJ49bRnHcPE1pBxTWe+5W1iFR0JEwk3tFKmHWG2sy+fIRylYlSdu/X1s2Bz3PehTWVcxte65nfsXHM5Xrs/5WN8j4h9ixb+sWB+C8VC4ei4gH5msuNGiJ2XMZLzPjJnJF4APAC+0/InBf1/MP72+rg+LB8MDIzubwRC9cfehgHmehrect7JZrs/Blj9fcq23FaIXMSvxm58Gwzaw2cAmPGf68IkgvfOxB91zJGZyy3nNDFFUZPlDEparWm61CLMCmrPc0XbSr69BUnjjQ6jf91BXEEvuwVpx4Kw4nOYY5jr+GaYNeBLhd9x4xm4n9P1aGjgOWFgNDPR8mUmiWyO9EyRaMz0pD/f1ZS+m+VZmLy5Ey2j38NptILXmQEKF3AGpbAOt30CmhCMAZsrIeX9q36v9hqpNBbmKeixa723nxt2v8bCnvSovbc++HzyXmPN+pAQMnaKqOcg+jSNHKpt+uJtNn0ysURn115z1aqOOx6n2+k2l1bUy6Z/fOtEB4L8QwI91m24DhwHu0az08+DKxq13mh+b/nnCsHDBPeSTyWob9qw2EismlrmVZrtyKLxfyvHGHV03vfRPM109yqs6xQwrVQafsLncsDnXgymRQOUP66pW5Vt18EWM5bD0Ux9/PhBm5qk6WiWxYHNo2FwxQ9yQbmNuOa9d21hlcMtloB01SDAkA83NsYu6g2k0ix7sMq0d6aUz3bC53G2XqzsaJS3NvZhVhh51wmk57/X+NQ0AY7t4Pc/2RLexiGUISyJWXapqZaXhCTbHPsBUZ812P5hF+nWhZgZfmC+fj/X9y4r/xnj8t2T8OWM9kKRBflcI5S6kedGKzfDeYd9AWBPqTGyfyfz+OB4/fPz0+SOOudSJWMqqwDNKRmIFFSLdtkpSQ2RTasUVJIp8YqthKw8bwXoJdVKABbzyj7ecdzujYe4uOa+NdMsb/CZZ+/VQGWZux0KIkoXIetcy6urXs16b9OhnfVdE53N+mXkgrvfDqtrUylF+rjrBt3GQ8me5XNjIIYRGjeV7a/Q0hz0MyxbdNqKUyTPmthQy24+z1erKH2KrWBqfhHwTZGennLcjtXXBBRK1y66ZcIwthT9z0jWPTcy8Vas83XH5HG60dSDoAKLWmFpzt5z3ssag1Hb93NfsD5cQr5oSeL69H9Fsh90qL+5gxTijRFo59DpMB2Zi4D1C+VxtYtQd/NdzHfvNPJC3ba2vzUi6SPj2W2DcP+DVgDUc/sWKHQM4j8J1aCqmXXPTBCobr6Rw3DFrV/3Tbok8hx1dFm3BOMUGK82aGFPng9H/1tDwyi1uyJnt3N2bFN3hR2DBsBgNm6vhs/aWvrnVhu7TcOc68ESC1OmrFBjnAlHIhxM2x6fsaIydimZjygleSpXbPl4k2CYrEefEx5JfgGtdYXPmkG0CRQAAIABJREFUBZtzqeBtw+by1JTTGjx3wuaqCgF+AZtL4R02bK5muJjjjTtawV7TEuGJwTs487IRJtLM6c48ArlO2FyZ5S+wOeVt17GYcPBS2qFKVKKuwYN4vMbx58+vr/+41vpnRHysa1f+D58CKW8s/yrnyzT3935G276HDSfwkQsff375Iv4YDTSCaewEO0acJ81EhYFaj3e5yVPVTrG8IvVPQ2G3dQqw3LJp38CmQuv3ENoriywvrbDM9DG1wXiqCrlmdq+S8x6aPKpKKOFrJ2Bbm5ri0payLbhoIyRHmboyUfGn23ioA6i+BiO3kqiMolbRD1Ib+kh5oWSzx9yxCcZqY+02T4Rc6XHJSe/2stlOGD5Zay0a4T6iP7Vtr790nOkcJd4Rb2hIAjeahD2xg+y610gmpqeTqrihHKL9OQ5z2GNhDUeQypeK6r40+aLm+6SJsecluEBvzHWsuXzTQuZ0B6H+Li8fr8kXFezllnBzsL68JL03mO2Ybs/fXVt7zz9+0b66bhBf84h8zSeyAPz0/8DNPmF8Grh172g4Vt3w6LlB4x4qhU7Z0Qo76lz5xgxY5nUOclUD7HZKT3Bd4Zgyh8F7cLANhXsOUjdXDT5vLRyup7LDQM9V54VUcBvzHMtQbtEKt+co3EFdKQd+MYhGZjLOutK3CYvpSUMUwkJlf22SDaXPbscmbNzclDLnpzoF7pSH4podXSar3UNlyfm652plcOuMbmrzoFk/fNewI5wxIRs2dyHVCjann2lPsLkxh/57MpYCpfEZ6JRC/eWHwT0P5BBeA5SKJklVSijgXhFSp4QTnvsV0rM7OhFRKRP8cvjjy+vrTwePHwh+7vacDpfKQD9NqvWc7Thbm8UDeO/u78cY93G7f/Of/u4/vyfM7TCkL3oYdgrcFWhZPFq0nDfzqeLrAwR6Tb5cN5wdCOAadqSyD2f0sCRwmwrQFXedhmemBllUrPMlH8S7J++5mKxZncriavdSE0sL4hLBkV6TjOxDBi5BbfoQq701ecL+oDmId1oequJO1jHYFdLkblVx3xokWi3muh5hMFegWmUYtIih8kIAM+nBjBVTnan3uHm1137Qm1Z5mQarJ77BgmpZtaHPhAMZlw1f849Z879+z9wvuSw7TVAXchXSpONCNf/b7c76TkfnCeFEmvTPE21FyA2uvLSwPNN6DlKVX82MfS+m1UXRQdDGwAh63t55BvFuAhMnTsWudoW31cT/n4T3a8P2A8CfXnteM3STx0MwtooL9R5yHmf52KhukKCSC5vSq7q+pbmXkKhexcoZ7U3+xb7t/Y7plDLqhter4N1O6SHYzd0xE+OaHV31K7GkXu/WCXqazFpUJefdVFrbrrBrJbe7XJ2V0iTb7P5wt+pmFmwOzVIQbK5khDbUn8z7DUIL1iDdnag+vNuBOLBzQM6BmubnpogGuBITeM5kyDOkMN/SV4hr1epe4V1ldtPm7XsxEFHDr07gjdgwuueA33U/LimFpBk92K50ZhrV5Kt2RHGx5I5OMbjGaQTVXEF7rePkgxkG4hUPPvgRxMeCIdJksirarbudsZcKs5L+f5qNaWPcfczv5nz39998+83//se/+Zs//s3v/zA9DMvDG6svVRCf5yBXOW8RxtWrDxb4rdzRuSPWrvSCp8271HmjKcnapLyH0qMl4dv4lp3ZjVsO5G1fd5wVt9EbXmirK1v9o84at5qDmNRIGErkxMnyckXaXIy5dT+e+gia47Npt8QGiXrt6BU+N+BO4OY6ZGTnDhhoTgvDsgU7M0sKgVMtW1nqn+kW1khRMdR6AnhRHp7rmtuly1EnlS3eEAijvSEp+N6FBHBZY5C45UTe0WvMNru23Uay/ahiodqGpZQyk8UhALqZp+KjvSs4U0fFNwAVWfMOrZEblko4JXjy6mXpgJoo8kXLkeS4d1ef0tt3Qzbe5LquwX9ro/i1ucjXfv+7G/iH7wwfHTQ4x5FYCXjstkdxm6IqEEEVsy6U0A7XgKncATCXDGOev27YnBdsbugBbqifn2FHF+US66Z7M2tunKADnnyC4YTZhs0RC/H/UfZ2z5YdyXXfylW1z71ogOBoLE7QFIMhKxwMv/rJ//+zwwqFI0xJjrA8Ho1AaAhCYKP79r1nV2X6IT+q9u3bAAUSAzTQ3Thnf1RVZq71W7biOWVP0JvIiNi8mn7GueKMKhEtXNWpqPCbPmNAaatH2RI2h6gyxdUSkm5W95wEF8tAikbIFKBe1vt/Ydb1irzraLFNbJVR5nQXTmSDzZWbVULrwxpUE+F7BNPr5kNRzbzbeqnYPJ87sCZHoB48pdC/x4ze9VCDzIhksg02p1o02pj1aHlQUkItK9ALy2asU0QjefCDs7Fwr2jZQLREdpSKcAjbcFJsu7XWbiLsZHvX+/E/Hrev/ubh4eFf8utvOkUwT6jJDOCqOF148yV4aLcLGDzTwqtRv73LHW2VZlXzJ2Q1motXgMiIiup2xzGznbJRYh3B2NIdTbMDEXyLrquvMYWQu+ey6ByqKSu1WQEaNVqIYXXsats1NzUT3focav7Zs20d/ZiM9TV1I95qp4Q8H8kKMzYQndXfy7kNBTIEp01l4X+AOUaIdqR8IGQg3aOBqNnxrErwOgepjTuD7LZIZ0vyhdT2QgnyxXbda+sRM8gBUru3sV4pvwapEuQLnQNTDWpUqKrJDAEP9jmIhsBmSdml2oh1P2y7H/ssbqaBOdl1mcsSMy7SPfgtd/lOPEzCHleM7pstrL199Wu56F+qQv7zdwB/fsFx/Iz+FPe8t8CaJIIZ2dJarTHdaLzTsLX3gc+zo1cpHKtzeCu9NCttllTojlnzf5uwuVRiORWYph3W1QViW69/iMt5h6RbdDqQbZoKzf0JOVxUBGzOh5eymo3113TDj63HGsLLUIbUOdq5WOFYEobzVQQtNkfFEYP/CprhGf4AoyrxBmwuwqDMZaXMDoqtFykqNfeA27rX196wbAeMlCULWX7+gM1lq8uyrSdCy+zoZsiwI9q+EAknqQ758yyLOtBGfIWlnDcwD9wNjcGC8zmv5FpGhVFVOX3AfAfsCZBn+N9rnSrjTwjvIhz+QvEm7O88ibA9svfftdb+FdvDN1+RbtIyT05US2VgqrGkQn9yb6DldXf5ZhYgDle0Gs3u1z48TyFg2GSmQXZGZcGUQopZccNBomxZAUmHtpRRB+pcXDyi89RStJUnVeKnWByYvEKAlJq+Wn8i3hmuRUvAufhNpY6TUAXFGSMyKizTfP0N6nEiVkCl70pJ3hHikAg7mzNSC81K4OmKuDUEEUw1idmHZkseBeT7bA6yoViTkcUQ2ZSLO4LfzCSiUxfZN0GihCI3GEUJGIgIVOOcZSMMTBdSgRoFlXcv/LpTmnnLNuW65siCLSQ0ZNGyvQ9S0SsVNxzx3MbImgkvF9l8WH8caKJQ3jBN8TV2NdwbG8g+53g9D/mlIftezxwd+Fk65CCeKGhzQIajxzVOBjJG9Uk93hZhGY1bO5f6x3Zt4HJHcxudLx5SwOakMXK8gw0b7P6cS+wlps9BYlE2wwNWKt+IDAJHREzV4Q+hiC7aqTi+cBrQi8Cfhp2V2VAtMDOHnq0gBa+Opq3TOldvE225HhqdZisEj+anob7B5pTiuSAyQdF4qSSgeusklWPSkpVmkb9mXGEg0937U5C/GiZW2BHQCI9dtegbhzu6b/3a1nplkjDeN21u5NzmT3oX71mj/CDqbCroBTYHv+5usmItvJWal9kzbt5T3h76u9vt+C0p38Q53dVXuQmnr4XxErENl8b2RyG/EbZHae2xtf4bae1bEfQX8XEbh7g72k1u1U7ZqxCxGWl/PsyVMn6p5mDXsNDOOT/zdkU8/zFvypOxhx0xksxaPjSOTQ/eVrijEfU4mgq1GbqHZ+XQV0d4E3y3U0BHiiwgYSwENN3R6CFfXxJkryqaYNeP6lznKK2+fahJZMl5PZAswHVCP+h1EgfMzW2aINHIdRevQtBOmLqctxrEcUC1/OzZJp7JIpu1i78GicbhmJvyME8Xdf0d+lFsfeeOuclCc09KkKhX3L4tWjPc1Nb3qAn+VJsa8ukZdKGI5nUlgNN5Jaruki5V2opXJ1j3Y2wZRbWpqVe+bHlQdz+6by4tvw3ppk7SDDeQ2swPSGo4T+C5v1JhfemP196Q14qsXd77jwAevwdafwHvgtvRXBmBlV63kMSZ4a1+QSxiNR3gmf3Ji9A8e5RXdr/U0bFgc+U69xBgC63zJufN3vBqp1iDHakKSjSgf95sp3CT89pqyGupsfL78TrgAtJEtGslrP592oJCzuusoPj0TMucP5wJmwMVsGM3WZmTMUVUT4HJAIa3E6bOZDJU2NHKjg7YXPC8NH05jlEPG59eep6xdzOJyA4JihNOa37slLdgcxbmNoM0hVn3jZ0AayOMKvJUN0XNoRL4bYtFbIfN2Vzhx3YJxfI/ui/SvHW7/dnD8buH4/Y/sbW/AuW3AnlE6l28Ugh7RevC1iHs8eNHCh+F7VHYPDfEDXXDTPSkY1iGQbnyrLEbCpdPoQBRIef1h6Ce/c9BorEZbkAPyQgWrzhpjtgIRIWfilmVJVPzCw8vI+2AZ3dbosZjxxXlUAwhTH3RNUjksgSR2tcqzGCm5HB/v+YSptF815LXUhtNBKrFcASVD6IGFZKiJec1Z4yCTdAFr9o/AjkdJEoLOa+IjjHqwJTvacXsOiIHXkVorDOJMbJdveatcqyFWkL5Jj7n34jJuV60HSRKaR1qyFyWkvOiNu7ooEQui0XcgmJT4zlCGHwl57W0O7zpw5FLlMUli6g2bgSPLOCnSDhtdnWEXQScSjw8QKbxq24w60lVwD9rA/m1zWXfRP4A4ONHKPlPuL90GN2oVw2l02IHd7aZxLfz6GiNlwrBIC659hqsb+7rfBgydCdN4AWbg1soENY7r8mWySoppnScNTlvVDE01T2KmicFTe9QMGBzLoe0COexhM1penIyeWnvndYVq4yOrUKplgumq9lczWhV9hoaDRbGvYDN5cA0UBjhB/HesAqmLNhc+zw7GqKRna4zQyGhlo7oRFDoVdkYyp6UYeVgfp3cA+DXltHMvwygBZvzyq+L1+vNGlTs4geZyAjIu9KIqWvjT9hchR3p/jk+M7omUI+Pnd88fnX8TT/637K1v6bwNxB55/G0Pjyv9omwk3yXG4mQj8icEPJR2G4CGZ4XbXwxIylqE1BX/Whryx1d7RT338R2ONUil0VXpEOEHa23P4e6a5bGqgIZlNZoXDgFmstTGC8K4uTq1z3SauiqIO4byJ0C0RELqSqGb9D5f6FHRmJNxPNQsYCDm/NZNp8TkCCobXbpB46ZtOfVcsl5VoROZdf05jO47fO+hB9s6Ixhtc/9UgGXQ7BMh/RgHPN2cRYgyHmMXlrla21crR1n2foiK9mqFtJEgg4hlctSQ7gYzvdmsHmEEtHDvvbvwXmH0ituT0sTjxku8oUxh6st1VKbJwheEbLeBaCUmNnWihyQBWQOdl0kLDK9PSbN1Y2ikNsDlBOHCfTBKRIVnv5LG8ivzUG+BF/85hm43ToGBZ8EaOdL9FfCElYGKcsepbcjVMLoY5lRsaknath8zWiPDchkOxWnNJ5CnwNtsDkuP4OzY0Og2KP3esRp9VVmt4wT02WhWpnKbuRO2Jw7Y80DcYy2e1TqJoutE3y6luO0w+gLs04RlVIYxIqWfW6isQNUILKj9xs1xX0JxhPNncPI4f0Kq5Iyb5qtAC9JVUqcYmR7mbbFYcUvpx8knyKRC2xOop1CKRkzW4AVvVVnoB60I7KjNwSD0mFzc4fNxUq0/EN+3cMu6gFcqEdsnR3F8NDbuy7tL0X4OwG/BeUmpHd/BX0zpEaLiF1Euiuw2JlqLLabt1ga0G63x2++uYm5LIEmQBsIQUQ897o2gZDHqkDDX5dI91QL1WkXWMrD9U1kxdEipaUFgIufkVh07kNiBtAyjKRR2x6Gm11DlCpQLd4rY5yHpz8gtrmjmdearzfu/XfcxSQxdM4Wl8YcpFV6oX+nyImTZvSWfGNThfbjM8NvSa85Yi2JeeOmPrR4V2fQLc0CJKqbJyRjfK+t8sqrWZtJyHtz1hSH11BRJ/mCeeDdwr3CvO62gQ0v5VJ4AyanSmZ7i0bWcWKPvD6x6Y2mBbTE1o2BvrV+rz09Z1nZU46PqsZ01wucY6hwM3CqH2TcYFQ8muewvPzFqw3kSzOOtzaW14FT+6/5j98D5HewabidDaqKcbh4jTTIjJRV2ecamVgbITsmuuhgniGdxzBbsLkcLbpuQIJRnIogR/0VdM7VDAKr0/ByjDbxqqKL0RouZf0U9yqrmKqegHohqTYwsVhXZFQji9y5+o5RCrO02U7NzFIX+yacckIW4sLzNyxTFAWeb3uwGYgu6MsvQCWDNyQqnPVSaSixkhGlM/KuNeXN4atyS0jC5qBZjWANMLnD5iKIId+ynu1ED8eiX9cFcLRa5AykUdQdr6rKvqW2nSLkdIeyjhH2CQvYnK1cFghmnMqsby0SoETrokqocc0OqPFnbIwsOWzePC/nQ75LErHZkI3SGtmOx9tx+827d19/IySV7o4+JXzFIecNHpnTZkUgQah2nb+US1ptKQ81GXHb87O7o2U/UoJoXv5tyCk/RbqRdvmf3ITrZo2uDXq4/72tnHScIiqBdFcMOB8sja7xngadN+S8mTJZnCar1vG6H2PFGhTx1sId3WL2YNq0xQA4UTleF3YXGfUG2bwxM54lB4lGZZenb69CwlnhLfIsyIKgiGlbNkiGxdmbrfISCOSK4wBhCeVhRWY7Vn8DibZqlftw5AjyxTa7hLrZFDacfOGH53QVyqb4jAFOHuR4WWP0Yg6J+1HV434/hm2tcoNa0xYEcHFAKpt3yXn0hqbK1g/MrhBVjPFnaZpePpAvVRSvN5S3jISXVlYDvv0a+MCm/aAOMSUMegrAoSM12jpddiqCOV1qsCMHDOsmOGxuNfQSEJj54tW7ksTOxaHcJI26EbKD6lH64bh751LcZEU9oLQLWFEBtSZqYwBzyXnDvu10H4nHeW6thgqWXH8cMUgPMEV67zXVSQBgwyMonXFmgDXNHqXFA0xJRVbC5moupS+AkqJyAiYDNq9y3svLV7A5l5WmaGHB5nRzR2/pkKiwI2ZmAiE08SUmRrornafVgSO2h8js7k6JZQRmte17jFjIhqraDLtpSOgtNzpJF94KtbJMTcQSjB1sOsXuU/UnM/kBIu9FeIdwxKEjZiDUoNiMXBCF3qbwDaZ1kfbYpH0jrf2Gvf/mkNvtaJ332FBtWLHAfaMeIXkNY13Md3UZZT02WZKMnF/uC8rD3DwqsMnpy24KI2Mpcxl4W90wcYCst7O60fQAFki0VrNJx7u7rNRcjq1Q0Qggc5RlnIajNfYqDTFhddlskJLOLRZYtSPN3Q8B5PcNriTKdNl6seEauyz3OOCGXzm9F0iXuIBcgWpJn1wgUU2BtG9aiUyK/ANDRaSWiGHNn3b8RXjRwhNl0ZLD1kKy6EEHwQfWjdAAWm4Q0bjuyunki6kh0lFJrnE0bUMfGeNua7azLOMwfP3xtNWBiP2RMMG4qP38jVVrSGOwCdF6q2o2cCd8/Eo5xgMmgH/xz2lhvZWH/rpi2f/9v30Cvvoj0G4fgE/EIYZnVRxkBEtF1O3umjALLbet9o1qblZxSFhu6W0xIiql8Aqbc0+Sw+bS5AN0xBrn7RQhpyZqw1gLmdqlnTKEpA3HQsNz3D3i1rPGa6gbYuzu2l4m/sHLajDGvwhzzxb2EKwg84xxTY9FvlQJm6O4sYqCDjrNUw4cruqojIch9BMip9dLJStdsDlHafswkZv1wDlQuOjjxS5bYcmcN7gwQ0bq6g0G2yWZQIxRacHmvJ3SYvFsJlTi8j0kEtASOTdFXU2TsDmrOUh+tAR71kk4M9MB0XPqh5dz/mGo/d8G+U6kPZFNw/Ph6WeUYZC7qd7NPBkqECbxRyNbe4fWfkPhNwQ7BDrENOKFveXB0+cdXDSANNH6EzBjOdIk8brSWpfWdxV9drnmxTZaSZDuy2mxiMmquGVzVsfzjgpVMqCzQU1xbBXsTEd+GTm9nRLplQGG3BcsoRc7stYCn7nEdEbqsOlmxMjNyVbQNDVXnUfMbbFt67CB4D8RvrDtn/fuVXVkHU9MkwqskwpQ8YgmkTowbSDRJee1mv/l072tjTuBOggGHg0bsbfSiu3VnHzhMEb3RmJGvDDV1xhV4+PrvPcwLJtMxTSf8EsmLghEvMiIipvCQAhJca+Q6P+Yf3LUjDWuO8JFXDtbYk1yduvrUpeGlCiDgN66BxHqBOwdznfgv/CcXr6JLfnnbCJvVSUHgEaocsCk46MIbknylBNzSLVMIJ7op5ZcrOivzuRlhanQl23dMgF3fXwNqD+DzbVwqofGXDUyETa1RWvN16JuEOvg4WDDlQhsjjoa0wsQ9RYbZBGD9RVegyJA33JBkEPSIpRqdMbWS77gCoFPN6C8guZh9+ZRpg10FUkT9BYKty3jQUUgp2DKBCMb2g+BO2wOCQx0vIraUluJ6iqN4wHGBWnDHTa3y3ndj86IV3XeV2RHay06rTNTCgs2d8skPWw8spg/WYTsZBtMTSkl542mooTJas2dEkhBEs9jPv38fP5xTP33BvkDyCefQTe4JJNafh2d6l4Cn3+EEgsxD3kU8DHaIe/HmE+qieN3WemQu3PJwmAXXCwtzHjO9wIX4mBFz+uO3nnt6CuJrqbqidDYFuJYJDJfPKTbYM+MDjgR5PDwMmbriLQHRNxqnIaTTzVOX/qlUsQBJYiIF465pcY5WVq9m1qKJ2yu7nJnRIN/25kmoE0sSH+iImniC+CUExj8wHH0zDMhNjmvDYHJCRueOxQH0Io6dtCFP8wiqqYTKqYmugy0wEXOu9ZE2Te+0C4EPiWuO13H6wif1oovZ2ba++GD/ean/IPCLZeFACIryTBkKKaWatgPEinn9e8Q5Atfg1hVjCLfAVwSRT+7H2HH9k5CnK0zT4IAxFochH0ORnY0TBzoaF8ZMBvmjKx2d8d/Hmn7ulW1Vxtf8oKICH8E8N3/Ax7Hj5gfiVtvkDEc1CWhIXH+eonB/OSRpvMY3qlplvRWfYvP3NHbAIn4DDZnEe5yUafEYBrYIH9Aa0EzNb7Ojsag02+Hp0oFrGtu2dFWadrB7ud2VufeT2lYxqu5ye6qr23VDYso29BqryOPV5XNQGmxORaDCABwz405ODBqKSudV9jcxBIwMGBzuicUpjtadENe695OYYYbCYsNJJq8IGFLc5tjTfI0nDQA9OawOSZsbrvup1AlsqPnnO6MnuElTthcZUcvSmx+voxTaCKqeoyn+3j/ch/fmcl3AJ+EzW3KjDmIF8PdYDcfoLcubD5bYxkMCVefvx/z/P79zz8+zXkCHsvrud++98X1FRbkL95en0dlG0UW4C8W+3Khv2oluwppV/ZJtbEi/9oV1SApn4FES3jCQOZwdn/Wr3JeHaRyqKv6dGad5HJeJgnZI4et3AMrBycPeO2i4BNEHtUergZMV6JLbZduoPWCO94repsTcXBultfFf4UbfgWTAfwXPzRM95tlPoh7iyRyCVc+4WakTYxSIXD0dSxCZn/633OthZS0DnjE9qq4g5cVMbdi6HpAD+90SHo3RDA9IQvOxZtQG8j5r2hSFmbmsmAjONXkPyXU5T+zTcCw349g77VwpYcREkCrikYp7J0w+qLZrMGa4dEA1Xf4i69RJa7+UhbIDlF8C+f+unJ5OaG3fscnbRiNsHkCjXgZQNOSl3KoRoaHN1Qr7Cg67VXGax7Xrk6Kmr5vQ8WEzUksCuuJ9uzohM0trbYPuboZlAoo6Zpt28OOcJKgnlCN/qEabJbMUf07zUym1BrN5Mldcg6yHXPClY+9LRcxqKcZhYlY8JfJ1DMTXITeCBE0U2i/5SCdLrPwdooMAJywSb3C5mKw7jqYqGASNqdxMs7/36STF/m31BxkyZbhw4K2HNGRPOd0HSt3e1x3z8f2tmBkR2N9jymgUQA9Xb+e4VJFLMhnwrOGWxolYdlAZ/bdbyI6Ju+fhv40Tf8rgA+IBSJIvLQAJ1KEZKeXUksuCa8E7jrOp3l++tOnjx/++OHnPz3lS+wAetHkJroFI4wTsA0nI9H6DCMtVthR5ohnO2UbfuirpYIlYRewUlAsVVl+pRvxKpfF21ieDslI0jMe2A8gAtpwObXTeZcnwuJAsrHJWho5492LzSpPqNVOclanJYnQnxnLCFID6Bk9tfZE/yQxLWgG4Y3i3ryt7ebYe5PpcyiNyi/BirE8qKrjZBIkaks1shzpLo97nQ8i2T0okGhc81aJR2sOUqqsaB22hvze0lxGbVDQ5byXdlwbJxSuTgsUCTBVJSkH2SpXYxdRhBprj6Jua1ZM2+7HuhtuPfSgVWPSOJl0gxZhtxTAOnsIZeShc4ryEHCMg/iX/t/irzGvfgnx/lZV8ocfgAd7gt6e0T5Ruw69A+gOvg5Bm6i3ZJAlZmZVeOtK0qnrrUA/kpVrNCNDC16SC7JvFDHYLYUNGF6Kz2BzjY1JoYUYuzVY9wf62DK7p0CZmY8yUz6s3obLm6sZc8seQ67iX11EAEtK63Xk0g+aob5u5pqoucTGWA1wB84x+DqdaKoVeGAhP6YKZmRHF2xOtdophUOQDeceZAsL7/fGCarPXuEysqHmUgZb1VTMsoNbZRLJc1HluJw3sqPN0C3kvOozgThdh1bFQ4DgobeROyYhOxZgweYqatt7LgsWnzGJ93M+n6e+N9gHM7snrTQwGzF/aV3cwLTOxmZDdT7rvD+N8+Wnl08f//Tzj//w48cffx45dxlpXDOBcsAGNOEd2YqSrExcT6lSY49+qB7WAAAgAElEQVQAiapd1HhbO2VHhSdaY2vbpgdJShinGqyR+L38ujdkj19V0EVo/Vr5Ba0AJqq0GTEMwSNbz0zJeYs6vJzma7Ozq6lWUfGr2TJi4rel5b+TkixKOi8Itt7ZVIFbQ9fEu0NPMgKTBBSX81KuuSwLa2LLAR+j6rzmydwLQ+pFeYjKH8prvuKxSXGBizBa5dxJ1O43y1wWUYoRcsQak1LhSJZy3gMUNnxu45LjitWOHHpME/VBenxOW4FSbV9Ltvth29m1vp2ZelRuQiHd9i3WcoeHaKj4IDim4caB8/wztD8H/hy/ECj1SzOQt9RZ+dcOoL0onml6WMMnEl1UbQpGm6qnK4POea8BuFNiY0gqqlCHvYcmWv24bwso9FnYURF0kNnRlXQTZPcWbSwyT1IWqIGQ8x6A2YEuye6vmtxlmi8DJ6E2ht9PBcxmnhbKZDWnZx3UGUkuVdPWfvMAKbuc1FxqaeonQ3RjTLqcNyj+Ulnq1tlAa7QM0gq6jfsoBHf1iHd7BZtjYU1sJeCFiDRhc5GcXmbOV+5osGBzeQxesLkmubFLwea4hR1Vhn1oG5u2tC9vVaY5F+s+FmzOIrTSplqYJSmuTpkWAz1/9pmn5sheAQB9erqPMe8f5pwfzIPRaaZEUnkdqe9MI52qc9znOJ/n+fI8Xj59GM9PP54vH34YLx//4f3L+w9Ova/hP4xCB1qemjMxEYFGG6sW+TiMmKbyMMObvEVnYqttqLa3U3Z0T7DAmCE4zAShEHDQAnOS7d7WQ1YqPn9qdvODjmNCKixMSeAc0CkwnJHNYjGEnxpAUC9TU17cbIs0AN04a0s0ElUlZEUZS5RuTnKPeZC1UAWVOjzI2l6JazuSXEDAOP34rHIH7nL6GSOePk3DbDwBTFov0imgmMCmvrJq+0DqwOQYn7BwRji9U94zjlDSEiDZKr8aaD3OgK3749K0QVernHGvCFWcOiHDK6QVZOfPjFfM6mfYMDD6IcWinWvxCsRa8sb9yHcjaABstDhQ0wci1T5pHp7VPY8IHf68PBhEb7Ab8Bf9VQXyls/jdWvrrbbV7kj/OwAP/xV6u73H+EjgIMaY4c0I9lSUnSW/xHqpRHMOosm1rT68VI/Srs7XJPclXCCOwSa+Jlxgcy0W2wo7Cld6MqDgsDkWbA6qAI0h5y1UQMhinbUfi6sjB7hhTS756Lj0htViFrKubUYjC9RM6aFU0RJ6BZtrTm1y3H3DUZ9X9AXe+2cM4HQs2JxuJivHQ86Azam6NSHgDhbRtvoW2j1fMqDgkRF1635ILz8MmZInZX7KPnO2l5w67K5jFeNt+x6DApnT5fGOzs+R9fok/uIAKtpchaQhiCvfTbZ7aEPn/f487uf7ed6f5xxqqqo6g0I7YarUeULnfczz5cO4f/ppPH98fz5//OF+f/rTvD9/d573H3XOIVYZ4xrtH2UCPp2RAkrlpJfEeE7zdsrWLHEsS5x+teiwutnJcOnglpAkMzQYaj3SQM8Ut5bzp9p8Uk3lPpyOoComDcDlsRSlnZiOAoSpzzxEA1k9AyRqPsNpHi9cJtSEoDYTYBFhqcG8kwUaVXwGEo2ySTwThPSZSJNELnd03/AzqM3bbipAgERnVNw59ws8B17LeatTaEGT8Llrxd5Gtc6qCqVmfwUSjUA/b8e7VowoyX6ITmLPpBlUFC1Aor3aS1HFNmoqPmfkVMb6giRfYIu55XZQ3Su7tq8l2/3Afj8mOAAPsstcFwJQ0jIDhQy8e4h4eoPdFIc+4i7E178F+aXN4S3i7pdaXa9nKP/5k+OrBxtOEDcdAIlzOoxFGUVk3lBv9UV2tDpsrn7vGFxfJXb533sFm6PvwhfYnARzp8Wm0Ta/r0PPVDXh75CYgxzOrKnYyFOEEgl5EwrTWRBEkYLNLXe0RCRN4QS8DG5Sbazq9QO7r0KA6R5ggTGwJkz/nZva/B80CjpcndIWT4oWdNWAzXnAhqxkuYs72pVkXtxNjcjhqcsVXxknCZvbhrI7bC6GiUTA5mL/bIyQtZXLYgZt/fC2SoTu0Eij4VbPnNHTAASSoTsJm4sXyxJ0JL4ARGW1UDIZgxsv2zDRT+f9p/vLp+/P8+WnOV6eVceYOoaOu845oPOEnnecL58wXj7ez5enp3E+fRj3T38a5/Pv5zj/MOf5J5umenS0JA5merOJesLXgI7AnktGlaLkvKEujJm8ujV9lojhwkzb5k+6aQ+ZiFiJBS0TEQWszPFX7ZSiAZBWJF81w8PWthmOS3B12FBVEximQmqVXTwyF0v4mxZG1/Sp9KiE1vNfqkQGSZslw/b+Cwsmx2zZtJDjA+jAQTomadF5VUUonsgJxoEpJdRIWbx3Z+IBR8EtRO2C0o/zgGbeOFbK6OJ/cVMeBvmiAqjgzKi2VVpsQb6YBnRjM7oZzwGu9T1OCHkOTDjrM5j66pKYirmlROxvpBTua0e2X0j5/H5gvx87Xy3aWAwWHTOqOpDLTcBGIdkIMdwwofotf/s/LP38Z470L81A3qo6Xv+7+T1wu32Pj9pwGDF1whpjLhH8/rTFSL1UkR2dP9Zq//iCpok3KbVKmtuicqvs6AtsLs0+AZtTa2Gy8hLONtgcmrHZkT1K9v0hpYcdqdBJpRA/sYdC0XuvLucd6Xyn7Awvuu7fq5D0V6nrZjV+7Jukiqq9zjAOdQocNtcSNtd94WgFm/MI3ZGZCaKVEiiyTFYJm5NQBbnsR6pLrFBNdVyaDHd37p7LEjkOcc2JJAdtsDmaNG9T5Gk4BAwelGc8KjtaQ1rh5FETCc0+AfF8ihweSEzmmVJxRGaCtymXigZRvbY2Pn16+el+Pv+/4/78Jz1fnnScd5tjqE61OVRt6hx36HjBnHfoPNV0qOr4ac75xzHH//fycv4w5ovawfSvAICOVOQMwSnTc9KrnTJrM5vwmZptQgXzFk7QGEp+WwFf23fhZQ4S86esRr3Q8bg5Myji4BTtFM1KNGkH6Y4W26CZ8Y3UcYr1+RTqzXpzIrOr+EIuCveiSc45cjYu17nHlNWfl/x303REWqYFeogSqjPXFbETbP0g1GgHM93PKyZAhQES5fQNhL6GpPHYg778YOsgUf86c4u0XWWIoHIWNh9OKC4KJOrO7SReMFtc1enYyRcJeG1hKWjikMVox1Wwl0zPk9c5VIweJAn/zBrrRlAkNNYHFcbaEW19EShXBXK5H7LdD6v5U3RsovpvaQhOMKoYIB3GAzSwH8oxHiEPmwrrLSf6r1Ueb200Zqa/fwFuHyfQiG5U6NRhpjb9ZDYDfDbOUSd0TZOViVqw+01VE5Dr11G3tLzqr9Lqvx+uYWywuS3DmykajFQeK9jcpk5RojnpLgyF/vnOWGy9+ojmqW6wgPBVbHJeX1Jrg3UEnaw+MC8VQ3yfNIthGqaZG4a8n05uLndv+1iAFDoNV9jcPcxXY/ocJJMDYyHjW7A5qzhURXXgk4wczzFey3kTFySyYHNhhSx3dEgFS86LhUIxM/Ruatr9RPr6e1Ao4w5tgqkDmFCbLgjYYHP+XeI07MqwpegxeJtFSDwPeX+/v3xvNt7Ped5Vh2I/qaqq2fSDASLZDc0pyIIXE3x4eXl5f75MjfNwRYd6kAjpMOSBQnNQEFgTjZM4FVF9T418+qQhl8fIBbRbJbK3QmsOgjXTCjkyPR1TAv1BJHncIioSCHd0c0Ceyp4P4t/jFAHnCS2svg/efROLeNtY5ENesp5db2JS8jBb/XjjBPb+vP+76Y70hsCauAbI5yC04BI22MxZyQGqFdtORaBCug9nIFMJSdHKZfF6gxLBMtAZrmKFLzTRts1EtdhLs/22ImYXwDNROJV0UspDn5nAwGuEBNgFmGIQ61zXPeCX8V0wT4U6KFIDmBrdqw0kinS+x6u0rrnBcMjb96OuOQwyjSPnsb69udgFAhMhm+dG9tadocgJWsO7rwx6/jn0260CeYtt9aVK5K2ft//90wS+vgPz+FHnS8OnBmAaDlBVTHktMd23AM/09gd/rl55uaOrcV6jBywo4Sv/6soxBloa1iEM66X/VRdsrlVK4TSDWKN14MGu5kUVgc0zD+shZ3BJ74LNuZEjh5keubr1IqMfaRdOusTQtdqB3hP1fIXY1EUTNgcGbK4JGxtkKrTdMmsgZFx+snJd2sSYKVsFVGd9p+mCoGinzBiYxzVXq7AjpPDldS7LEoetBzpQHq7gCSKAMZaFMlmBXLA59+NQTYCHSx64v/wDw+EOBgdYrssfL48BE9rEU+YN2+k9mEIiomocavpkqu9heI7Zaa9n2s1iKiIjFyKwgezven/4i9YfvjU0Nx+DUGnbadh0ilvuIKZCxZipgJv77EJ1ehRA5EG4Uew1SFQLt6GvZ1BxbdKfwEJ3pEUaQVrFGqQvOa+7o0WMDT4gVdMMbVLAvOLWM8yipnCkkEpUfhZzs2ApoItoPOsXmX+zVVmnMi5/vP5e1lCCmaFubkuNRZki6Gy+1LWDzodb18KVkgLjQDMJo27iZLLV4Y++yCbdDU9OtK02AkAaOsvcyrJ1FfkiDbSSwlcY2wKJlkHR1xzNAzCMXXsIGVS5pSFOiordY0v2yjDQL0pJbqDuIFGtCAkztVhLYn377H5gux/mTkq06nSkwKxFbK+xSYMa2Ix8gOChP+AFA4/WcOL2dgXyWl21//1bZsPXv+YfAfz0R2jrd+BT9yE27jiHZy7PZMZkGyR/PEPOm/PzxcfKk7CaFGxOU4kVn39DY7FaKo3YYHNty9pYGQAtYj/hdF52ZcDmDLue/YS4nFfFYXM6k2u0webc0JSwOWkby2iRgy+E21Ev9yYMSLZWqlNCeh7LoR81pUV2tAEHUxxAAFT/WeqBXsMpvVHslUu3BAwTKbnKgj5l03kDDCuidnNHpxt6UWKdasuEN/psiTHMbpdclgj2oousgaaklqw0Et4CNgc178tjh80xTP5BMbAtgJ7Zp5cM4/HnrRvMOAx4D+F7xO/qN8ZjbUG5g+1OaZpudbJ90/rtb/rt4V8d747HFu5o6ww1TWL1wyk8vJ1iM9zRVngNb63Fs54JkE6MRHlCCrKZyqDd2B0Hpz2XJTBpZTr1fJbwasQcygokGpndYaA9xGdth63vMUSgAxg0tTEiO3VCgwIQFTMK/7Fln2B7ljPJr5RqufFhI1RvUgFPDw01k6NvAyQKmGi40n22tgy/HvMsExgKFefA+VLr3icWTibGlTqX8tDKGxbki0j5sive3Y0Vslrl+aePmiujyN3+ylB+2pZtSBcw9JDKdn8PbvsaI55zMgmYKw814lpjbuyHVFkVd3CxBDscS0TwsGUwvbo/fuibawDj0IuWFgVKtMohQGdHAzCFVBzgo6EpYHaQr5VWb5kJ36L1vuUB2X/83Y9gb/+EZ2tg78AwtFvDOYGu3s8XgU49Cw2g6tqdkrzrRVQaJreaQOYchNd5o0TE1pqFLNicR3uaEa2HSidPhcli7gazI17uHa7o8kbeB04KdGienBQ2YQSmpqVog81hUx3F79TKWV9wRawT8yohvJNk9CFX2ObjZCmVku2yQUrzAf2GM7iLUE7BvMLmMMe5Y00CLRN0pminSMHmUhsfp/prO+XzsKP6UfSKA7fCTB6+uKP9K4kBdhiphxvGXAlT32OS4OmwOQ2zqalo9D3j40ewV9C3PPI52g8xRA7ib3+4Hd+Qx6P/TBnmNg4NvImS/d6k3YUNbMeNrd1a79+y97/s7fhtl1tHqgp7VCBW1aTHCU/BDNSKtw95yWVRyfwNYSbQedwwKhUyQaJ5KK6oWJcoL457tGi9SesZ6R7zG8DU7hMzuygPjT368KI3aMM1UM2lRWr3CRsOjZ4W4a8+G9EY6gJzr/9jGmnRykkGE6RwNvVCyFIImCJAorkOeeiCeUfeh8IkmpAChR4NR2m3BC+uhFJqDACGaCoI1ImteS6DYGTlFudUU5jPBgI+tYFENypyDOMDsOzqpJCLRAK98+Xye3VHA6zZITOfHq4XI5QaEEn/HlMEoopTzb1EMaewhJ+mEz0q7s2HcwmYyveq0D5WgGpivx9zA7gih+khjzGC8BanEOitg4cQo/EmivP8Wn9RafU6NOotJ/qXlFifPkIf+0d8PO44PhFiL3oXQRPCgn1FYZwU/LlzJWPA5tRDd8SsSE+VHnaFzel2KoujGBPYFjEVCzaHYNbsL6MVy8ZCgw40dCoMXdOVbpwSp6clV8pOmCsswlchadMo2Jyt6QtWJ2PbfBkiotWnDMfoNCuEecbvrhYGa54jJh4GU6d3wV1yiGk+gDa63LDoDBJIdHdHr8Q21y1omgnL2ObOZHnljk5VTRo8fb2UsHlyg80JRAppkqhPqKrXhkao+OznAajvcQpAGzEhUZWS80ZlqrKwJgp1VVCSr00hRhGwqeLPv2q/+erx8X/ux/G3FP5ORG6uOYoWH5sKG8AGaY3S2juyfxN/vosiSwu/IZ3ig/+YaxkGxeNtMUApIyezClnKQwMZ6qs4eESbI9rztirBnRWyhrrFTQplPOK6e8HlMcPOaNoosa336iGJOFZfRdFgbO6apgj8+bETIDFtQDQc9IGEwxUkyi6u1s97ETNBbYJIz8hR2Q4bjYPn9HcA1ZFvKchiQJr8XTYJEGdHj2yZfIfuAufA8VSaPwB+iFumQoQxMucgVhPmmW0gLI8vyg9SPhxIZuEsCkCMXINuiRAuhNChBBFMvHsLOS+UVDFsGUQJQQRtuDgnDs3q7pVYe7Y5CC7FEJYh9jLzQJxjtOCteT8UHBaqvAogCgFDExiVXQTZHacpOInja+OcX/FXM89fVyS/NPvYf81/AND+fgL9VI6mk+IAsbuo9KFjQl0pcQb837X/2XpMW5U7cVUNKS29wOYuSps81FgN9STlews21ypvFbTFrOn9cDlvVB7NCLshMOOSqiAHGc7TRwIEsghx5MhUX7WmJg5EICpdVLBYQN5+sO3HVcRr6QszMg1JTHBXesDmCDZSzOXnraNbyXlZDmpxQB6mwHiHndGJgNX8ybMZUpQCdfTcDKe0XWFzVRxd3dFSQEV/i3JAz4yvN4f8bbA5xl3VyI6mBF7jIIkyWeX3EMU0TIQaLzPm84GX9LZYuqM1BRTxqisgejR9/Pbx9q+Po/1vvfX/hWx/KSLvQHYXolJ9g+hdWr+R/ZFs78j2KOzvgmo95Gw0m5Te2RWwhyPheAo4Fx4RMiZyYp5R4MUcpEgKcVVnNluiEpRMBSxdqfeuNzkvsYNEGQO/PBWLwBBRwx4Zy1AerqFuC3c0DbSOdvMFqi84H00IToVS/SBnoj6utHCnCzwHszZuRdsQQ/Em9ogtiB9rVrMVkhW9+ehZZ8XtizmZjiJXHlJgXdB7IwSXGAAjyZDzihjmiOs+Qo3ls0vGCDBGH34HUspjqztQ5IvtYKxJW7BqlafJMD2GsuS8aAvPZga2HvMMh6UedsBugKpzqfJ7aKKTTCBUbHZjJ1/ErFXMDycNWEA8qcr9spacWMlLvom4uARTNFJ3a9zuggNXU7YYqPeDbK1DOnF7eIfZBx7xO3zWvto3hbc8Ir/mE9n/2Z/9E/R2+4Dnk7h3wsZEaw3DFFQXxHmQUbi3BbSpIFEqA43gmXTsLn8uPpeVXmBzdHlVvKzZPzFroQpyr0LKSvP38TkISO1B6TWu0CbvUdIbrZg6Kjchs6NNt5sL8bZJQw3to84kazDqDKBZxrfY6CEOVrTwmno+SMxEqMnfEGkQa6FPj9lOYU389XbYnAX9OCWN03vl0buR6BU72kEKn+DlvW6wuTUHiU2Esoa5C/AXUD8pdUpA5qRFeJitvnCarGjo2h02Z8ayUCVsbihsigd62SwlQuFPnJlcPXZwtQ9Ulb3Z460ff022vxbKt5Ey6NRdkCItAqeEIq2T7SZsHWw3aa0LG1prvb97eOdgzhZYEu4qpsynB09g0rkgTOhOyHnjVARixgZn8TFD4iBWUMtXct48eJTLKayyiM9PgRVCPhTqmrreamNFCJKHHQly7tfDAg54PohZgERn5qFfw46cZOy5LJaKpUK4ZHs8I363DdAuUFRmG0txAYn6rC+qbzPHRUI6ZTreR2w1zvK6z9Ng/hM8c0jHDhJVdTmvmoofAM2p1Aq7gES1LMJbq7xgWFJBnOE48ylaOdbxFkjUMTOWPLJeU9mj3PWe9467YlIwxwg8hKhhQosgETkysyT54UFJ1dirtcRPi3U/an+PvpVd8O41jYqDSXNenSllTOg5Ic2AMfBZBfFrEt5f2jheb0D/6UfgOP4bznGASnTcfQHebFIM6Wu0VNRr4xmSwRlnm5CVpprjFWxOLlym1MZXDzBkjREbix3yh8tJ2sAAoPlBKCVIfWuTnRSlTofNzXBHl4vYsME7A51CDTFULWxlNKx+ZLzYkjz/wiowIgL912NJUx1k4LC5FhhOykFxqnm9qCP8MGqTC68BBGY8P6tOU4i4bloTWugxwyvsKE+nK+zoUi1V6mpec2YCTPjo7ZodbeGQzJwKNgVczus/vrQnBG3coVI56QoVYE4VMUy/wRF5BHSpLIm4jq5gM8MA5EnYnoUeLEXS21Yw1anPZvIcGPebsHkWiLTOdvR23L49Ht990/rBHgu0toNHvRKWbCz1tuJUKjESa3LlkYU4RGhT1+nUAeRakP+SNiwRREYrr3N+gPHEYNLSJ+LCBVgkdm5Ay+jHNxi0qSsPHSSq1+9BpTpWPz0NLuPydzDjGPK+U6BxGmbQDOgC0erNE5vDO3LTNcObpgWTxt9R9cMenazRADSyxRoyeWzKMTirXcRVcJzQCBujbHJeichhm7EmxM5oqhJCda0WVr7MVwJ4vLc02aNlY8BnKQqKeAc/IJUqsA5MES8s0qDNklChMacJLP3p8jIDktRqKhv1GEmcJsTUojWVB43LWgJwbPdjKxIZG6gfrHMOUiQZQbZGSYK3B/R3j5BOsE/wlzaKL81F3pqTvPVzf/gZ6J+eMI8DXZuOoQqKzlPQZLiKRoA5x0ootIrPcLBe9iRVk9y59eQv7P7tql5hc8zyMo/EcRNj0149SmcFaXic0aTRmu1ZzDUojaxUf17oijlNRlWqgmZ1UbR2FMklDvnXHIaqf7dCP/jiMQJr0ow7bA4Bm0MTGsHGRqrCjr6fZnSEfVZNVHhiTHEz2eo/h9xRSs7LKH8tkwNiI7XyiGBXc2D31oQ2PusOH8Yl8iFOOJ/B5pxY6gudn9rcHb3GskmnD07UVJsuI0Voe+tUhjCBenMn9VEqIrjDns/z/IMa/s7A7wzyDMhdpN1F+Kymz3PeP8x5vhfIEDbPyWIDW695SO+drR2pLWIXf+E9qtS//BmV35AJilZankP+1hwEGibSmqksl5elyNmSS2aXPJwVho4N/yYJiY3DO2NRaU7nBZYSC3GahZFKaPN44dvWXsqhrg9+BqKLGMXfzPmTima2hyzfVmSiBCU2lZJaz3YSteKfL+RdcbFiluOvrb/CDU0aZIFEVzUDc7z7KVCeoIWgIRV4VYV4LkuZ6jR7R37Ns21owA4SLRGArDDy1+tM4kyQkZChIatOx4V8IebKw+bsvW1OhJkDMUQZlGj9CYipBlYx8nCgfmCSuub2ai1BoJMiPsfFNpkN5M4DzU5HmK5jVtp8BgJzVZmSParSr7BtIG/5QP57q5DXG8t3Bjy+QO/Hz2oncW+uJDik6XTAopLE9OjPysVwU17lhCAxLhoyOz8ey9bMurqjt4Ux8qibv0k1WHfFttHBbaWOSswDAG1J57WMwynYnIkozjNgcx5zO/PhMi2ja7xUvqc1XOJJBeXSVlm7DLJAKxGAgpk841rt+MzO+GJiOgB3t1o7LnkmE+KwuVNwygmZUr4YvZisijWmhunzJwsRCJL9sFQ6lfoXsuHt/kX0OpGaKwmZdGVlOxGhYHP+UhnZnbTbrcEO23i6PhCGAWMOyPSXbUJXO6UoBApM8bChOBdmdXuecv/5+fz9Oef/YcAfI8m0m6/qzzb1aZ6fnvT+/ASYCklpzcdNjbeIy3s/5/wwh4Lis7SmQustP6965ecCBj2dzhv63jQU1sY9JkjO3CHVQeRYzv/yRMUClh7OarsWHc0l1EVhAKR5Z50LObKDRHOoW8rDFhodbt9DKZD7xBBVmzMox94iSrtpjjBtBtCUG2reAolhZbcrNlkePcQC5a41f2AEjcQy7nMQ8QD2OHYTHY3oAQGMElgpJeelGMyrkMhlWabL8IOsoLKpxbrSsFA4gSE3y9o4mHLeeLiRUdMC8XGNH1BJMa+8L1j9cK2bwbpR7AhpubGVMEioQuVwy4PpzKpIIY6UUQeJ0sVYMYPhlhXzai1JAYPG/cB2P2TKiqEmaNkqR/NDnwh7byQPHAdxcvBBH2G3V5G2r9VUvyTj/VKVsm8sPwP4+R+A3n+CPh1AJ2S8uNy1zbi5sZhtrajh6GMkZShwB6jpuhpSm7XB5i5y3iVgc0VK5SVcYHOsHqVWjrOEN8SAkJUSYN9MOXd6BOUgncarFuWvKRrieyk2k5WDTIr26Z+tp1BwkXT9+smqqDJyswbeO2xOMj+95RLqg7uCzXkL7C4CTt+AGL8RKTou2dELNice3YYkDtc1D9jcRmrTyLzQKt0RE8YdNpcwr5jRuG9hweYKSa7m23rA5ppfivoeJ0WbTZjQwe6qUdKH+DhUvQs2FxVLXE+y6cdP+uHTp/H7qfqd6VSbZzdTmmGY6bOOO3XeH03tETE6c9YD1SA/zKn/1/PLzz+IqHp7KLXz3VPcApCnEvMnFairDtWpOaJj1Pfyk19cd6pGjztoBysjRMX0M6hlmPOYCkPW4clViKYCtjR1OqXW1hxEsbex4OmQKoZuq4J1KqIodPqBSDf64QUkOl2hl1HCEgDM4iZC+7JtxGKK5Oa8X8cAACAASURBVA3XIQpqmG6gjXkbI7qYIcf31pGEPlyFAYL0w9hL0HndrjUyj8YzN22BRIenEwZQaQZIVLPmC3n+SmWyVQ3nZ2dKxisZkonvcSKGz58YqJBVcTvLypz8bc3lvJY+nMTUC1NoZaaKgQ26gvTMOalgRqs81xjUrPKyluDV/bCtBeoxO7ZViOmks51jR4XgUTpI4tuvAf5aFfHWX/cq5C23+l7J/P134O32jEkf9rZTob1hDH9wJxkGn7nkcup4dz9JqYa7KhexkvO+gs3pdQ6CuqFZOQR9uX6GmaBnLOTeTqnQnXCzmuK2vbzTaZb+fs2EzYW0OiSZkPWWt+BirU9c063a7MyWnP6S/V6baML+fSoamBRktk2uc52kkRtdNbXl4hkPophTdsz5JmkO2NzMIs+8/LHlSLd8EBdsjnurOGFzjDmjW6sYvtqtnbJh7l3xH+yl5iYrJWBq0U7x73GKQMbACDbp8kqoSuZVBI9MTWoOslrXoo3U5/v4Sef8Xs2eVOdQnao23A8A3Az2rdnsptNDpMw+zHF+P8b93z1/evo/nz7803uJirIJIU2B3sFp3N3RGpRYi1yWWWTFfagbbgRZtUfyIS035qupbW9LLOXhFgsCWo3YnTUWJlNpJecFXNevGk8mXd1nh/fj63uI4IRA5sg5ExQhfw3BiCZTO9zRPcxtBeRMwy4MD9mq2YNCqk1nNUjHbqDlmjGIuOS+CR0k2noM/mth8kBiE68Dp+iUxdW+gEQt1YYpWIpTyb5Xlw1sx7svJIMVOwlIW4hEuxW8gkRrjfGKG2449G9oPTOI9gOCwAIkGkbKiBf2FnrCOJH657ApvPaD5N+YAWO7H/XXgmMFIw3RKk9ZshGUDjY6y6sJvv7qa5z3iV9tV/3S5vIaqPiWL+TDC/SR/w3v+4mbdn2Wu0bkN4yJGhedGtnRedTWbKfk/yZsrvgwu+TuQomN7rv31As252PnhM1VOJL0HTYHtiNOxRts7gEJPasS3KLUleyoBSpqhjolYHMR/Rnjl1alZA26eMlmkuxnYQXhCTHKZBVu1BYcIkDQKRA2guwH21ToTRKv4cMzN2EFbE5hIyTJAbNNd7RDk2csdM4im9FP9RVMdeka4Vr2qhAktuxEPDDBuGVMikLbh4tNqLpgc8w2Fzd3dMNGGQZNhH50NFU9XWUTO9s0qXwTMqoRkSge1sxBBDpOfR5D/4upfg/Dex3n07g/D50nAekC7eP8NM6Xj+/H88c/ns9Pf/fy9PO//fj+H//3H3744Y/nfY5mPSspsh+gguiyx8N6HPIEhomSinmGkTMOS8ykyGkhBMhe/AL6BZcrz5U7SLSEAUi3d6ZJOdDSQ20pFHOCs2qrXBZNhlxSAmikNqD7HKRv38Pz6T0MTnWozQBFYHgVpQLKDE9RCET6fqCsQ2fmmOzvwB7R62ouVDgYnTDkFbErDxtEGiCE34IC212v+11wcirDB7O4WCjjskwP69RQHmZ0goPWHGoZyX073r3Q+FXxxchZQLTMulmEJZr0apWncCTm6PBArwa9OUi0bWvMEFHM6UmSGE51ijkwY6wudMXnFJeBZLWzUy32tcQQ8xWsA4yIQCqXJefLLbxZDdKcm0YBpHVi3vDp5c57N/K/Z4D+1ubxpUF6/vj3AL76B4D9RfHJyzmVqTKpxuk+iQiVL5y5gCV3VC13dCiiq7TcEvOyAio1RyK9KwQmc4zL9CMQc4lb22FzRFUH1o2YXtYTuwLDpXYcJyYE0wbmjFweL/oXbC6mVhKUU7kyvLS9zqPfX7ickcxapUM00LDB5uphtYzlc9jcaqdES4Wn4ORZ0liSesmODg6ZhBMyhKVIgM6Ovd7nIHWCzAcyE9wyMnZjuMT8n9jCjtKXAIQ7Wgyih9NKdyIyoNZEbZyAEmojkdeRMxY7IrZyrvJhVlPzPM/7+fzpuznHf1LT783mk44Xmt5vIriZms6Xp+f7x396//L00+9fPv74754//Pjd88//+Pz88cdhVlE+DPoqmwDW+2X+dI9nEicwPABrk/NqfS5XrM84wWtGC2v151HcthoWp4w6e9t+8k0fDsPtGJKIhYAHWx32VvVnxhZYEzFHwV8W5BikDwtFpEZKXqrtw+fj5XK2Mn0QKJfFKiokc+fFuVVSOYPOlsw0o9N5vbxa7uh0SLsKpqF5ZPp+3UNma8NC5BgHpK3LAbiQLL1DKd919MmuPCzyxWe5LJuhsICtoUGmuPyyYJttk/OKMAzJhtaMHsMXSlTbo7QFPCOXZU5/1Kf4ITqH3FmBqsv0wdf+vJjvbvNWfeN+QIMe7D8Zagz1dMySNdjaKjgefG75eHvAL8443tpYXgdOfclYuFchP/4APW7PuJvnpB93V2CpDu9hx8MnYoVeruxoS0gWFFPLkb7Lee06/NBrfb8N9OLk4YVac7hJ/OPXsLl0pdN6qoL4sN3cKQTtLL6U4zesPPMBmyt9e3dKbOnerfwgV9nkSoOQV2Vm/Np05wZsrgZnQofNiQE8SK12Cr0KWdnRDWu4n6eyakHPwGpr5bQjYz/XqCY0vvaazrupU8qpm6E7kR3tBk7EzLc2bmELea67o5t1T7FXAzMVToRDCOIMYihiyOyWXWGK4Ga6o92Hw8tMCWbGeT/vOud7U32yOQGdFLNHAbrBdM5TdTzfxstHnE8/P9l4vjXTv3zo7RsYKS3ozhR0OONryoHbllAIAJP0N5F3VyolWly1jgga8l0TUTHdsDau5IvIUt2b8deWspR8nPGc+ebWQoIZA3XLrn1t3L7QJYEBQLdOJXDTNVeUSCkUO13RJ0nOzjvv+d0iVspDSUmx7c9yRDFE+3JuZoXtMOq2EjNlKPjcTxErdhOwGdGEDXTcUbvlda/WoYkrktAmhgbqRaA158tANZmZy+LtUJj7PXU/LGWTbv+shcmJBluBRMkW/SxhzJ/84LzkvIYWBPAEU3YHtFy+h2VLH7PabiJ5wEu+qcUaI5FBhDL+7msJ9rXkjfuRVZapFu1CLLNOFNK7M7EOQpSQm3hWy5cqirc2lLeMhG+BGF//upf3wNH/hE/ngS4NQyekcUVZhrltjHP1KAMzrrE4Q+fiYRVszkqUYftQNrAmkrA5bgjmCEzxzPF0R7+CzfUNNmdeoWjB5lA56ToEriZLwNx0dYrlKbHY/Uu2SamevoUjlNvMYxrWDfbnhKiRK+CObXGVR2VHB/aBSrbObgY7uKtpHLah7gcTGbCNiLxAa0KfP5WANNQpVjnS+U4p7NJrrYopQ2vKXOiId26wOVQmwiLzAnCopSrYzHNFDm+1PKyDgZ4CyGlRgIxgamTYUbh044VX58OUMcZf3slvvjq+ffz64d+03v41KX8lgt+I8BHCHi1tdbwJIMBvIfhLUH7L1v7iOPgOPUyTkR2dsRU9uF+idiHmyply3jR+paGw8O5A5bLYskhLhDrZ5oO6ynm5t4FMcvMOhruAGekcd9DzcLCDFZsmSNSaoRthN4dyHtth7C6AjOlzEMylXjLbwo5mVNwZJhaqRVvRydiZTSKOB6o1zgoDlJGSJh5vK8gY19CIA4B0F7t0eovZtqNkBKoNOcFU5SWFaPlwQlOWnL2Yu4iqSRlnNdtb+7xwb8ktkGhGrHlFlmuM/9p+qbiLwEAfJjbrtAM4Xj07jkkacYZOnLfT7WjqeTnRolDsAVH5fkpFbschzDfuN+6HTKGTL/JzMroMDWLAgLrpmYjD9Dv8YgvrSx6Pt4blv/T7/IefwNt94OwT8pE6cNeTQLemkFn5ILtWW+nuaMRYZw2qvTW5t7N22Nxi1qwJo1i2sBrF3L3rsLmU83oU5YLNhaFQDEpl08P7rTlwTDkvCZwKG2569LjQOCnssDmvGbUUxan4ci6PUhz8JyLe5zdsG6AUd2FkZrhsCWJo7vqO3qu7rQx6tAtj5w6QpHK6KkiHaMotE3kdBQgFMzDqljG3hdyOcMgLbC4XMiSDxy9PijmRkcPF2JeCQDKxJnEa9r8mbC5k1K/lvKKGUx0ml/pGw3QfjmYrLUAy0RL13rDhJtYfvup/dTuO/7W3/rdk+52wfSvkO2Hr8SdAPgHykwgf2drvmvR3kPYobLclnSaARmkG9sbkPyxyAfgimentRzoNrP4e7CUinFE5mQqM2FhrUZ3mg5XPA7YTZEmEkgbgDR9fIEFpJBDk1lAermosTYVAb0bVw2dtYuD2PVTocl4Sc3g7xbV5EUAWp2HfCyOlsMm20W3P9MrY0JHRMIaIlfDPjJjRxDAkTniei85QjFDgORVpelktZp50oKX6+xW5NynnrYqbGhu3Y5Ockpwcsg0B8M8gXyTWHRk0lVH1HvX8quJOnw0NkG6U2d0yEKys9T2oPH0uOXS6V0VF/aSVB0ILkCjY4DnStTbHdWeZlmPjfnU/BKCp6fR8olxjIoslbALsoAluvWNYB/XEm9iSf84m8lZV8pbJ0Mz0BLR9nJDbz9rtgDVBO1VtCLQND5qSNVzM+UBkR6slbM7S7LNusmU7pXwKxfIp2Fwy+81ZpcvxLZEpbpndfdXHQy2wKg0qCrreM1ASxlNEqXdY89AdqE+doabmWK+Q2gmmxnDx0heOtjQugEKt01rccMmSJ6r/9INkeI1z4wMcaVHV4UAz3WFz+hKwucGhnmUhu3+m3NEVpFOwOVuwOf0cNre9VLrahl7SC6XIyBaQvaVvXLA5wBC5LM71EvV4YbGkrtb3OCnePgQw/Lo7ucDZKwqTrbcdUL9wpKvgdkj7LSi/M+AbiPR0L0DkBvIm0t7BOAzykwF3GLrnJskHg91J0NRz6R0b3wiLeOF+Q7dCteh0vr/KEIDTvzYz3KtUQaoGTb62+HVXhADRfI62jG2o607ZjbN+iFiRzhKLmNVMIlRB2GjQ0LzuTayspC7rXZypKfDjk50ao7HqZKoFQTkq7pjt6Vpcq+WDYGHFsy0Rp+wHrI33pZjQEe0Ui81DuE2EQy8Lc16Ttoa2Km4M31A1W5qRBq278nBvlSPIFwYtpL4GbsZCJo7X+fTYXOjLf8Y6+lnU3gFDrZM9ACHVEiQaMmWLWeOxteLvDlYMFfNUDFObBsGM6x+5LAKoirog5u21ZIum0PHW/VABNDJbIlgqQ8OEwEFAjkDWkACOtyNtX7eq9mrjS8PyLyHfAeAnAO2/AL3/iKc7MY8Gu3ti4WkGB6BF3OdMsaNQF4nGjdrh/YhMCa1JVgnLsQ26Zf09ZZvhFmwOaVDagtou7mgv8ZRiDTwEWmV9CKnDM2EyVdz5CXq1nIkJmx8kVLgtSwhUiclagLFhCuT6rEaolphtyGxDSRtBtHDbGwWNrlTZVUFGhqx0h81J0a6rupmR8V0y+Kh8vPJLEoBihR0tttUCORZsLvOVQzVPF2JWdnRdCx/oJiTK2O2AHQ6b69vF0MBrWJyz020qF9hchO4kbK7aWKaq82nO+ZOZfYDh7sQXjqiWOkRuwvZNcLLuAJ8M8oOa/f0Y8sF9H5G/IX4waNKdqdw7qLqLth1KqIK5yXl98do23xCKlIpfSwoeIFFzagKWPDZzWXYvzQ4SLX+CVGQI8pzqJjdULotqKg8N3Q6X8+ryJ0V1DNjpxxouig08LAA7SHRW8YDE5xCb1L6U7FfA8DIbWrbCDEYfHvi9ptfSVDZKgUStH+iqK144wKdQd6UvkKi3D5O/otkakkpKdsRM2AZQWdqWJIRthrlsk8WAW/S3ijNmDNbZWBu3WwVarN2e9thFaJWHgxq+mHklJRmDUSC9CI5K8kWi3rlRZXOztDWYC4nu5/cjtEK6pS8SaUEwnAYABzCBrx4bsAdKva4gXm8mr2GKr3/8axXJv/8T9DhecDdDfyGEL5hCNAUQKHE3AFVPV80VmX4hY+dWM0y3CX0JNpfLbSrhw4DgsDxmMqz4yySZ5pXUuUwpDHUKY+ZwU0Jvtj2kBg0E/FmwOcPExMQoOa+/xBMXyF9AujYrBpq3tRi9Se5igPCVEGqcFkgBAKZBKo0mvEvOjTlE1ybp0mWcykgK5t1gMupUpzquWBOX82pCXUxVh6d6oaZ3AZ/z7/WKR+YM94LNwY3pYMLmIvksEtCYJy8nlnJzRzd08YXt0O17UIgXxWgCHSPxXVBMzDQNJmxuoNzHnl3f75/u53fn/f4fbc4fAQwH6IrGmUBjIPpOWvtGXPx+V7Xv72P8/n63J4uyZs+OhipMOmgR62uLfDopwBDc1eOFHf8B6Hkisgf8HVYHidZGEkqnmN04OsQ3Ec0DVD7vKeeVqrp9wfcNzrKdSG/VtsRdQKOdkiBRHMamLfWc4U3w7zFEVO6GIYTOgakGzQjqGEEz2inT4qDGNOg67wr5LEtU53KhO5eyzEaEjMVx0KyTZkUdYN5QlRCORGjc5cAkkDtwRshbzlpVA9Yc/qxolXvxaqlA3GZ+UotQSMULa8KSh1cLS+DrDMgKuQuTr6xcFlfQ9EpCtWY47PBwKNVL7oMW+YIwnJimmLEJSTK90h2XZt729lqSCH0/p31+P2KpAujoJNX1TjcRHFTejgbYDe3PQtnypdbUWwPx18bBL1UlryuS5wk8fPiEcSMerKtTPVVxCtimThN1SeSo4aIPkXzq6DcXKGqQyZLfXWFzNSAs2Fyu1KslH00LJmwOAZurX4+oCBoAdcgfXd6IhXcHMEltc2CqlJfEVUGO/wiyagQLhcqvyQLzxsPZVuRtla9LaIZwg4sO7CmFSTn1/qo/zPT8bzGodF8ALAf/ohMJm9PgXwVszlEPJRCoBzO7D4GdKhUcFszvMzOYPwWfweZcPCbJjg0/SFs5DFs/vsVhQf5/zt7mR7MkS/N6zmN2X/eIjIzMyo8iYKZHrUYqtYae3oCABQsWCKERQogFC4RYjRD/AkIIIRaIBYsRQizQCCE0YjULFgiNxCwGpKaRuhHqnu6equ6uz6wkKzMrMj48PNzfa3YOi3OOmV0Pj8gEL2VFZIaHu7/3vdfMzjnP83tQ1eW8GNdcXWWo2nZFT/lhAo1kDhTdJBIbiEEoKhR9cb0/3ff9M1W9CnfuSYQnGZECaB4JzUuw1sL6EGTTbtfaumYv3sR73EIhqv8F/xHqYgoTnAEUEWUYHbUHZA8W7sGIMw2ykSsPfZBryVqICFKZOTijwrY1TyJBor6B0/IkHlB0jjSDgVKf91u2saI9qpJ4Df/KnnPSPRtvqLu9NM4qG9mmjJatcL1FJNXgqSryA8H4b4vaLJpG/VBxe1vOS9riqyQl4gArRW0x50b7J/JAllyWiU5KOa8ayIiPyGcrN3FDRmorlrC2FUs0elmDJ+MnIzMPCZjkC0k5b1gGMuPDwGq0DFRzvMt4HcMy4ORZmKpmjqUHKcX9HbTMKj5HsztrCZcOhxuX73k/eqyfzNTRAglBcikVGkaT1pUPll3//9Mg/T511ts2oKxIfgGgXgNWv9LzTtxWUWmKIt6MQIuwp75CEQPjIOlAt+AFRRQl1uGWaoIQZxUiI+xohc1xwOaMJiXc0Y7VyZ+/BLvfp8pGGqF0s88FRiALmwipHUZ6XkVXTeuE59L6qSzfycSaeGjP+uD794GsfpP4nAjhMb0r580c5nTDWsDmYni/FZTRTkGGHZFNoDx7drQk6mINO5IBkEvpv0iGHemg7y4IFs3+b7r3R7TwCptzXaO3JRI2ZxIzm0gNzFwWmL+egM1tNgUMIkAToUT4mB+b2oTNiYONIjosMlXcle7Z43LuTa9M7Sq2nGgFlvxZVSgKFpIkS3nMevrk4sGjTy7eO10a3KBo6o11L3GJCmIzFzBsXql6vLCEl6IJHMUgjr4aJ0JZFtTu2BPzOanf2N1l/7majYPRfX4QGZuIvyZxTH16cLLCG23UAIlum7dV6NUgzWeGp2Wga0CYTLvKmH30CRJ1q7ffe6ML4l8nTr5RmNri5fY3IOZjcf/H/edYE89AMzu2LEWI4qnOheSmCruoONm47h5TYF6lkDvaLkvVPwjgCOTbsVU+Ihh9nbZDf3k5aGK0gzib5I5PSjmvy9eDY3cHJBrtQ+8dJZ7cDJc2Y4B3+DDcgkemPeVkGWlgs1XefY2RclhfxlriTQl/LX15P7BOAPrcGZPeXUFvc0JgVmAnQw2z172RtPc5zO+2qO5WJW9DwosIG4Av/h9vY13fVFCIIs3xFIEtQYRymulwR/eU847BaA+ipM2UPBtd+nvCjnDIjg7nRBwS6IPyxLvHQFkXOS/gcl7TikrACiAaeFJE070punSFeufXKwRdVEoREdvnUg6OE9f4KKMCkXniSYZBnDfGDDVQLPk6eYivAVAqqtF3xTFcFJqISgd2ExVXY/mqurijAaCHO3pAyhM2Jx7cnV2j4cmZkxrSODbFA2zO4lTMQs96MBpKgEtn9K9EOxHFSKuQzb/JgmehUZQtWlbaQ84L9X6EHeYg2U7xtgxQoIzcjyszXJuhSYaOCSlSFFIahRTWS5bt4Wm7+KcuLi/+Wj1dPoIVZD+aVJToFxjojt1S75jColWyC3ZpyJRAGZVfKLUCAJfdJB/sRtzwDDsaZIA3VEHLuS678QQDZJjHp1DcMCix8T/xStATDMf8yWCmXNspRj/4+f7Y86TkPfp0HYjqIufVIDAwg6ME2VoVnVJTTMbWuOe8mKRZLMAh50XJTPgwyBVQFFa3fEBykK6gaMp5pXnQ2PQ/BQkLnrQ3toiFfLFSL1bE0FLBUFbfE2RkhCDfk3x/DR7RtOayVJ/yCF1puhlpJ8Pomvl30KyUpAcKXiwZa0Mpssp5XTP65lpSJ6GXaqY93o8xSLel4eXZb36Oiz27GlCr4BLEriDftjl8F+Luu2Ye91UjT58DJ7mCSkHZC/TmDNSCvgNVnLUjIuqkTN9SOkDRFrtI+C0ceqYHMNyS/BmKIh7c0YPEKRM256V8nsA9CMeO2dGqwewSQ7WTw+bmcFFNhM6pcNlo0x6KpfC3+FRnDLlWz8U4lUW+AAc92DgwJumryMH6kmHsKYU+VIuMHiZDxCXLBvWFYpwybt0boGhAd9iclhIuDz+9YWD1HTanC2wuGi4DrDgeesPsY9uoUkmuw9xEu+f7ETG3KHEAW2TUeRo2LSgmVGjIY/117CHz9naK92697eCJhU42iJOUDgKzj5CrXG6n+hFEHsYNejaxBqFnfzi+HVJqZamPyPKolPpJqfXT7VSqd1KDazAGkI6XMalesIphGks9z4TIA5E/rGSGHd11Rw9Pgm8UfXQ2R0a9JTvnYORc2ykZJ4yItBQKGQDAWIzrDB7i4sUoxQAtQ91Q19dBgbQztAi6akipRaU7ntxiKO2vRSKrYqlsx2w2aufo7A7vRgzNEA3HkeN9CDtyZZMnjpUYbkdbYW6sBAxnIaQBTTQAjYE1aT0U5f4supxXVHofdm0d5IWcSB1C4cbGMuS8WBzpAtC7G6FEZOSyCCYay1jECcPFAhfSq0uo1ZSYr2MX0dJ3KCSUhz54h5ojLqNL4EF2TgH07/v2tURiNpPvh2WmTAMxXXYxpYy/fhJYKSSAXvV+FdZ9gMT7WlzfJvG9+/H0FpB+i5vtFdiIvapqAyqK7tK9Bxw9SswbSp2Ua0HkTQ9FIsbjyRm90zfCX6LcHyMIJmwusRLKrJwPJSZLqdBondDPvE6JxaHXqmcBpEcEZbRLPWfAh6YxohuwuWDW6OwLhwTSoJvTOnVENceGGD+U5tfIOYgn7URNUug9VEoog4DOLVUdMUxzuBzNXbqJnKcA1ru+CZtzvMm81Jo9YeCYi37EmmAIQSiLBQQzwzuzozOyccxBQgFH50O5UdIqsM0ha2DFBdDmQ+cs1MwXMUhu3F3RMZVu7PW9BxdPThcXf6PW+ltCPkYY1v3HK2Cpl8LisbalPpJSHwrLQ0g5zdwoDokjSKAYhcLCyOwupzVHRjU4RL6VNvTuCw0xQqYilwUDDOnvjKlJKHAszKeW2TKHdgrXdkraVGKODikxRI42i2XIRrzZviyXAfkz0AUNwMpVUxOhRDJhBkoZum8e6VuJXBZ0n/1kNpuNasnv6ypZgZirpqJlnc9DfJ4mVTaclS7EiggDUtzTRadimfCu4TcIDAbhAhIdkc7ZKo+KPIVXYirT7zRk69E2v5PLcnfjtuX6E7BVeVhQZGa5J/mie54NBRVWnTOxLc+Y88h2eMPAWTfwQmS42QVdgwCuVUSt3L+WyDL36Mv7MfJRYOocnnjPw1DIEnpzc5uAM6fucZN/18rjXRvNfRvL1wDwFbBtZ91fV1UKRM7uAymm7BxZAmZTPRPrGMLjA8/Ni3HWuJYJmzuk5S2wORm9eATyimHcEyteQro7msspD5mYB/clwE1uxm12DakilG4wOhdLuwy8p0v2ZOA1usHtzmXE5LonJaqRWZFYVr6jl464CJaRoBzZ0a64ifgajzb1lg0ps4GdQzkhuQsauzcidKpTFtgcJTMTFAtsLhAbGKlCijuwOWBhBEX3IhUqRdzwmHlUBtDc2UaN1mPKeUUNUo0Zt2pqrItWexeBRNtQ0WA9KAABmwv/pl/3CBa7IE6XF9tvbrX8ddbyhORDkieK1EghpLBUlnoiyyVZTsV/zUhbKo0euhMnWonoVWbYkcIqsZlF2JHRLbH0dgobREPvjVRiejvFkLOdUEkFDblbmAmRYVPHdgrGfCgRluJmtsgIyax0CZe0haNQIsrA+/FlGGjNgKqkngxF571qktuaqrQ4pTqkyQPikCDRQV7xaONiA7sh4ocDv9WMlmbSEXKWMx2DdLDlz+SGYhYmB6q4cZUgWX3jriU3bgLCHiBRNIF5SqGn/Vne6whOVvpFJLSHCrWQWqeZ0FbyhR7mIElZyKUGi9rTlYcS193tQ2bgaJWXeuCRVbFMhxyvo4lEXLOpteYmWese75ymAQm2s6+dHskjx7XEZfU5H/HplI5/grjQzAAAIABJREFU9/djoP/2nMsljZFIl4oKUU4PZwXyNrbVfRvEuxhY7/o8AHj2FCjlBToIYwVvGlALWuuhHJIo8XWgAvyE3KN/q9n/1cRprHJejBtxwQ8wrdEDNod4PxBYtnEakyLTiYrhByE3QK2AFn3uOVTTLqKiil27SlcVS9hcnuA1PBAedmQZBTsEwRIyw9EOVAVwm/9umTAWNVazwbLyG5oqA9DopzRvp5AVhVbkgNfYxfuetkcC3lL5rUbOpuHvymus3vM+xNxGUOQd2Byz6hvRqmD06BfYXGRcq3qAWz6kGboDwOW8usU9MdpCvhGSKueGRoH2pmYSbEWHzY2yHtOHUzdlFV5SeCnCKqTXDfQMBz8pCEXKiSwnslSUWoXlkqU+vnjw8FE9kTY48T5El1SYZViEVI6TuKvHvFLdJUAU/rq9ndIi+JcD6+7D3SnntchIt8FoGgbMARL1A9MMDBtuKBnZkB52hDDQorhRNiuYOA0HJZaim8twnfM2Xkenhx01CFR3z8QxUdOGycXqI6UwOq0zFCtOvMUPNjrVdYOIq8Mn1b1Pv4BEfSZiHMqjSD3yTauOvpx6uexjPjkLevxM3tyjtn0fwW0awEhLPXWOV4OAPKMDcJd8oVl8jDOl5EYeEV2ZKOynfWqhR2XlXGU1ctJAPUHLmKGNdFAl1VqHdQb5OzdwG+QLj5SIe84rtyMh3bscOWvVaJvOtcU8n2Vlx0nER3RVbBE1zU1xMXrW9/Cs7huerxvEfcP09fPu840AwItn0G17iVcCFBV0ZrnuTns/rTN7lJrZwhZvrugRNheHsnthc2v/aqQOioxUI0pw7iijnRKgLAy8RobuhAKm2ubuaJ3ORRFBJ5Vwka3j2XTC5mLxd3UQhvpjqMXs4I6dvbExL5k9/GiFafpBkANXmj+qFLK4OqiguEt7Zkf7CdYpm+rtgIbuckOX8y5srB6hO5HLMmKGD7A5YEAA7sLmAqfBRLKlW9pbIz5DKDHMCdjczAWJ+dOgmaJAscYLRyAJBbDmP1xseGm+ytzKVKf416TurT9Vw+cAr0RKEymaiPCcmrijuNTIRK/C8riU8kkhH5ViHt1jk8zk7uKkUEWwqYysCmbFxDD/+SYccl7NZ91XIG/lBiQy4527BtrEdFHAZQvojed1pQHEXRFGQvHKIxtqtEmJzZ6FWrij/SDSzXjCVAU1Chgyb3NadPi3wlgec5AMtYpnbibgZZVqd3J9xvpi4xCYRuHccTxQLfL3mG1chlvVANkgmphx/7stjuIdzYkXC05+/DyCyGO3IedNavIQLXhKp848k6VdbpN8kUIFl44zUjodfZTkiylvNlZyWABEDNQKE02QKFIM5EDUFqKK7go4DRVZKt9iU+3AyMM5rC0zinoCP9/6fuTrS9iib46nbUMZ8/17sjzuVhNvc5nfV4m86x8A+MktUF/usKqwV0VvbUenqjSBsSk0h4sHdzRdnWLaF9icq3x02aSQ0Pd14/M3NN5jG7C5yFgmPVLTR1s0K6iYIU4p5zX1G7gYYSf/Zqe5Q3k7ZW/oIFLimI7t6Y6eePciAqtH+/wynxvD2WaHDlREf8bM08YcxFEszAZgNI2EPhDdike4J4kT7g2QLuhyRukMbhccGjRaUQM253OdHt9vhc0NMukbsDliofxKDOgkKWXO5nVPjDpsriwmq7q5nNcNm0CxQjth2QhlGrR6R+LzNUIToU4FcH3xNHLeCm6u9/bj1vWPQb6QUj3vnCXhkmpqKsJKFkgpOUx/COCy9V3bnslu9AAs9XYK4Lpq1g3VFH0jyhyaQCVK3+4hU2jU5A5h4GQGZRXqBumhPJRsi472KO6CRLGCRH01Cw1imFejRwtxkGgOcTUPZbVuvpkV56wVkqiGk855owJEN3TrHhETPhunuUpSSpCSIElZtBwhfymoyNfSMHvzSWZIorpl2FE+/hQfZVqNcDWj1I1VlXoqS36PUy4QajyRHRogUdV+OMxZ91Nfz7mCdjeXYpIvcg5lGNiVtdbL4dgQygzqR7QUHYZaWIk1HdJd6aquLzQBT4N8MV+HCNg6mqtRVU10nlTtABLtalO6jnEtU6Awqr7JUlse1nWwOVrNhsoKK8Fo0wpVxTuVVndDo+5zor/t929zsDf4ToryDFII2YrKuYOgmu2wMbPIlNSQO3aAdDmv0VeJPpJVpzvaIBOA4j9zDhcHbG705C16k4Xh10jYnDcphyExfBKlGFWrn1JcKcGBNaFAdkVzppfD5iy9xHk6tgSv+lCXeQ4cg88584gH3hFYAb1PjpbjDZnZ0WakhUabYihxmvY5YwFMgtwbN3j6QXq0GCbWBM3bKSOXRXsHCZ86UXwTGS2+GcNrxyr1AJvjoMRm8E48TJl2K6B5/NHgkY1+vlORSa0edmQWYUcW6hRCmgd59fSCmKhZ10RE5LBbAWysetX3F73pU4g0ERLkaGENOEWpEBb/R0jHfO/X55vXL0Q1ttUISw2BWfEZimdqFECkoNpwpbuPgqJs4oemOAZRRNuSla4525EMVpMxoA7eV2wiI7p0BYnOLBxZ3NFG0sIX4XJlf+8ogxI7hrrmjS6loWr1LNoJKCWi4kYPTpf1+CfQihEuLGGgdYquq0fyHk+FXEl+VO4Hi0kvZ2jSwRagQBMbIFHfIyPAjA7fdC1RweauVb9HYP5Nu3c8rHm8rztX+kEBR2dIZNsohsbZGL+ffHEwVoNLvpc/5SntzRcf8cJH5WHmqBenDxcldbOoYIOExRH56z+swhWfSUPWoABnVG8o2qSM2ZKGZ4syDnw+J2nxfqSfK+awg085MfwMyX36V/DuzPO7Fcm3zT6+jdTbANz8ArptL/X8qsQQsmOnoJtjmTX6+dZ0vLl+ptTwgLfAXutoY2k+agtsLgGBGMNoh80F6cF/1kjIixZL4jWW0JFhKmRhmHasUMVQ/KzIEJw4M0bPiiCbeBXiyg7pcRie8EGO44IMh2sO38eUVGc2yAqkg6hoM/dq+P+olKwwcubgm1GFQEuN07AfD3cfw0WsWYO3ZmMIar64BWwOkdwdsDlTC2xL5AqtsDnEkXOoRyRJMnOoHrA5eEY9XM3k3UNbwo68EaFmKFTkPFphqGOuIDhTlNq8LWc6YHM55PeyXgMq57SDjagQPBTgcrCMMi9RCkvZSJYcMqmp3rR2fnG+uf786vWrZx22ROXKAA0bxBHvkmLTjQY99LJbhPKodoamyq+RTpCo7xvqB6ZQvYhFpreYqrk4/K47ejyLo2U7mNR+n5echXhr0WcJxdfedEcXP23KcGeXuOdt8ViYnkVQ+hkqdJBJN0UXoHe18DRIwCFNPTgtMhA1DxyAp+hx5ujo+bBmjIdAI0tD00BL30gYm5InFSKIRNyy8tNcwJuIyg6YdAeJIquQiXeHCMN3wxRkSLStvIM9gCG4o7+axIU8LIUpWEZKZJK0U85bIMEj81l7gEThBHCoZ/tMCbW/jjOpRV3x2cyVqdZj9wtVXOQa5Ll2qZQmXqdIion9/dA8HGDMInU61BfJqc7Zcu8Vb7Sv7oZCrb//Lj6R++Ymd//9+RVA3HgeuhK4vYHVskDa6FXHijUZ2dEyg41GEFQORiTPa29otQdsThan6AqbS+duZEcP97g6adFvNF+qq1Yk9EyWU7evUi1WDx2hO6ICYbp1R8ytEoAU87YUpib/WBKPDfkYRqVLBKXTPn22k7C5opTikD+aQcuGbapp0IOVJCbQ4vkgOmBzMzvajUbRh88TmPfxh+bRDrC57MjMVpOMDTPtbULPMJGRwoqAKcJyMQNLPFSZ7bEJaMWWDGyLrHWBya4jSpg6XcKmcRr2cKauhlpYhXbS3pszpkLh45JZN4hqb13bVd9vX+y311/ur69/ut9c/6Sf9+uBTkMeODyDW8TlvCBYSiFVYVtdZLCOA0kKrbCjddFkwI20bRH0LppATjoVS6P2nKwmv/fvzv0Ocl7fuxmzEFc5ZtzwkPMeQaIkS2BkjGJEqf7+nmxtpyDhggprMTiPOW6g6F2W6mtbxey6S6oI43syRRe24Hv8tUc80jj6wrIlo44tj2laxBcLTNIALknndeEIhVSBewldzkuKphorwyHjODpC6kyS/qBhoI3Z6zGXxTlftkRfyshQDKSL27xiyhJyXgwaQFlAoiKGahss4oXXrPTozPrZS1ror6BeYPeouJVpoC0itDKYB3GdJVFn455Z8l2wzkfGcyxvrPTQE/FGBfFtEt53bRxvw57crU6evgBO9YwX9RpbKzgXqDYDe1Hjrj3mIBHEhQU2F1iTRJ3pkNuadbWAzelRzhvcfU6zT542EjbHkV1B0KjqeTxDthcqcwfNGIsVoPiJbVtOIF0E3NVLzd6ChCBqaJpDV0omruVwUYYMdpTyNtD0NG/VcT2UuaHQ33THU8RJ0sxzVGCg0U+iFoSF4v99pPcAqhTiDOzict4VNnfIjtYciOa8v4cqKMKOApg14TJjpsMli3yBzfmzzyXH1JJauwDBSilQNQoMWtzIadVAVS1zDuLlxa6hbWroZumgyOG/T3509L5bV/1Stf+8t/2qt9ZUe9PeVFvT3s5o5+ub/fWrpzevX3x+e/3i5+fbqz/dz/uP262eRxDawFMMOmqEFHrsahGDlbrmmbAjshnP4UrvaW5FcOAkWlug2ESjWfjrddFmDRp1ojmO7ZTBw+LIaIntO+S8LNnyOoBEtRSn82ag2mbFKbG25NPHDtp6g3SLODXXBnWNVrG4t8Jp6TEXcBeW3vGR6QATInUn7ly3zNjrPswvSREGw2gn2eFxDnXZUFSoNZMvbfDdSIHugIrLqDFibgGSKeelD9IFHncYBOp8+KynVieaA+Oa6AISjescCGRky9o33RKpouEMWUCi7sPh5ht7lQwTma9DSZWzz0GsdZ0ph324SRlnWe3eE0Emq3hVwfXEEUuIQoSao4oBvpyzWfhjN+qY3gOp966N4m1zkfvmJG/7vHuVWHE5ajVtr6iu6miKSMuSFnwcs2FgExG0Hhqnwd3xaUDC5txYY0OMlQXwKJnlLmxOaCldFNKEIVrwwCnMk5ImPr0GbI7h/FvRCTtFpSuaM7Q8OEzn5ZqwOQuLvXgEESXpqGFoksNN2dxUlfiinD6oGMKVLhiwuUx+R4TulLhjkY7XqbA4B+AvOVg9/m4kQ46qramzdlTnCXGYxsxjhTDdygdK7MQHTdichJghWCABm/PedinzVDaBdYayRXZ0PAyyvI6dotybz59cLaPicUfe8ugxB4k+QzdcX9/uP7o5n/+gtduvW7tt2ppa21tvZ223r2/2m1dtf/2ytdvXT/t+c3O+uf3Z9e3t5+eOcz60cZqLe6RMn7cUDFYhPCFy3kdx3RUwqpb0qFC0R7BX8rgifjUG1emdXTzolnM2mwjLrFRNlrmurOkGnL/EGiCDBn9AwxcLp4A61mSRUGte99K6X3eHreSDiyRMCTRBohp494T7aTJkS9C382u30a+frUpRaDPTkvq/UeqW8Ni7kjIQtFAJzHscvrof8LSYwIoDLf0yiLbWxjPakSBRAdOg6jnwum4cMmGLU8KLKVLJSjDOqr7OGF3E4MpSRXDJMOYgAWoJEQ6xaXDgRidCAVgR94KY3+8amxps4k5FVKV7y9Y9/2ODiyoRysN1t+ixIHhmK8G3ZXUYXRICdcq5DhvBd3GWf1fMyX3VBwBcASi/Bkr5Bs0IJcFbRS8xfMgQc4r2xLuPrxlmHw3YnAETNjdXLJlzEE5zm9NJJ2wuQo+CxEtfBwIHLmMOYgZmZgLHHIRUGk6jOrBRhYi1aP/oCH5RFzdphihhtkvDT7bwdAzrIJFzPZAB/RTzY1VPl74LCHws7yoV35ro6XBVDXYabSxmGwIQRXfYXG8T+ZIxmAmbS15ZmGB1DHdylneAzd1VBcFVbjKOLF7cFM7NZWZMjTad57LURc7r8k01xcVUlKANRIZGqJeN/Sz0++OkqAola7va9y9bO//QeruyvsPU3yfTptr3M/pOQE9+OC0fCgmcpcmamZDtR5vU2WhoR1ghWEkYubaxqCLuJzJ1d3QL4N4KtIwuAdChPT0JGb+YUauTW2s2OpA+OM1ut4xcCgaT29spBgYsZrij5xZTUk7NUoxUorvTPOOFAQh3v9cBhNnWpcYqphpCUyyBmqyLJH2xTVDMyCU2Vi2uqwz9hU/sfFjIlPM6RSpQGytItHiGN/MEPu53B1oadhSRAEMK4W2szFChheJTVaE95LwWIFEdKizMELjZgp6UBZnhmxJC9lCOqWcWMMIDR6Ckg0RDrFDMyw0aipdh2dvHGREy5TkhHvwWm7dIz0BnikyQaM7wfXkViI3OZcxlzxFCYa5KtcVOkPhXXdhuMPfx3NeGultZvGvI/m0zkLe52188A8hrnjtRVNCkoZkAjaDsUGUgrvsR794j5yEaglO8Fu2UN2FzC7s/s5UHbM4BsQtJMw76Xo0sCyFLHYh4E8NmFXaySJY0hgENKl6F+AMw3NowgTJiVzM7OtzRsDJihJDYBsmhG0IyuoQ25edYBIrONhbDzcycMvjNg+qwuW3LCsQ3uAy9aYKdO9iCEisInMxop8zs6PH/K2xuAueWsKMRXZoZBZLML0adZEtiZPhthBUSU0szgJUDa2IGnKzATgD9wJTl6SAUSDKwFticjNCdHuoUalPc7K19bV2vvTfX/ajonLTqgVHlxFIupdSH5bR9+vDD937zvUcPHll393aRGfiT+nuHmRgLQSkVpRvsJJgxpaa7/8yqXWDSYQH5s0W67rG3DmHXPDmqqopL1XXM/mwe6QftfpKoEyQ6PCD59QtH2JFjxjkxFWagZ3Yr6BX3iUIrSHksgwMH6YYuptBdHVAZrtIwQqZwZAQacHYH8owGiJYhIfURfses2OYp3Z8Pl8KmKj3uc6tD8u8yahCnES/sClBxfdWOCRL1ys8rvWjZas81xpJC3Ud4j1pP8kXmsmDhkcVSMESfUeotuF6S6a8J8sUEuMKrKKdtG0uCRFW5vg6jX3elANq8TS4RPCZOlqB09TlIkKhjmjS5iRhxDHNOv6N5upGulBaDzw/XikTPOkPD3vZxd/G/q8h6G87kbZXH+vHyBbBtN7oXwaZEtx3iOj10f7hUCOANdn/mPEzYnI4AmBjyvgmbGwas2U6RQS+VCPKWIJww3lwpU6udZE3VZPfXkBIatgmtdcjffkYnob1HcrTn2yrjoYpHxVHxvogf80zmbxZe4eHPpj4e49w5YHMxlfZTrTdcLSI210Ab/3kDNhfZ0WMO0tsB7z7kjqGSg9oCmwuBgWV7YbSz/IG3wxwEixyL4innGYRDhRxMVqOp6O5oh83RJ0tlvaUpyrajg46TUcdCIMPHMl44tHy1UFvfrw340iDPzLTBoK7qLRSWs4MV66NSyqnW0ycPHj78G+89uPhQurcOCyJeGCUTczP8yxMv1fVOJpu3Q0JJpynV3QWNuw7YJzlyWSQNb9YHSNTZX4M9juHDWW6KbGHdBYliUGMdcInsybt0mpaY/fQlxIZeg/xadQuX9Dx1K1yWbL0B6rHOA2AVgrFRcWtu9EFuPNzIs9E+aRI4pHa6Kx3BRst43hIzM4f/xzqNZI0aN3AhMJzjGmMHOnZX5Q100kjBdoGD6ChpAQeJdhvzOkXOA5f5EyYjK2ZOjLXFGaeLLQEM/ZUUmcpDM5RAJ9ViMI05pt/vC0nCZd7Nkf+eZqDmU6jA4Gc7DDFjM9qINM5Nefqu5nVvpj7jHGvEjj1DgJZdpWQnFP8/P+56RL5t7nH34+traNmBW77GfiZagcqNajeqyXkMPEVE2yJx9CJywub8FBCAv5Dz3gebGwVz8GAmbyfzQjKxjIkE8SHXsni7Gi91FH7aDKndvC6SwJVdR8chiuXMFxiZH+7SRRI+1o1SBEMj73s+Rn08yuK8m73kxrBHjAF4sMVqtC1AqJTFjBcphaFbFiq6xeu3ozFQAzbnl7V74qgmCcuVcWJj0pNP1np/jcg8sWAg+XbtPhYUL0lAFHdHZ3b0cKeTRliNcU76QaJ3LST77q7anI2NxTVhc4kIAaqAW6mX7gXBFczOEFNhoZQClu0spSrr9pilnmo9fVRr/U0hT3lWbjYeSmbMbdKHKURl8WMeN1IHFp2A6+4LvAIpIFrkLuRQN1s3GqdhU5v3tEaM+mLKtyWzexzaTOY9mbGyTDWOn4xNypixrhu3uBKL6Y6GFVceTjkvRYRdCLazNz/EYKlC7O4vykxy8SMytlBLpRM8ZctYUDwBw53KvdGhlAEmjUA1ZsiJFF+UpRDVGV/osjmPbPlYQKKaXYBx3aPi9sNZbNjW53RjAYnayBKfLaj1YDbkuSEb8BWmcAbhug7chcxj4w5vlAtHOgzVCrUCF0e3PlSogrNagCIjrTLaWBMnkw02TtLxgl3J663xfvjXOksDuKPJ2X/vIgXv4fUDyh5vJe1+183jbrvrXV9j/W8vG4gdKOUG5RWDtbz7cLq7oSeGi6FxnnLeAZtLI4L3TXXmFy8yvGUYO5Ue42QWA8SIvk0Zr7+JGpzx0Y+vdYmghKNYwuyzbCBwItAgearTIDXaV1Av/QNrEvAUT7Vb31eMGlhFlrJ/1lD+u45B043CgMw5SMLmRFhYUE1hG1c6L7qfdhWdMDZYQ8DmRha2hks3+6t+I/kDFpc92WS6wOYiWSGMnLLymCQzExI2F5sP6XyomEunN6H4dY+0PEGBUZnDxXwdUFWBSXdekCHCjiICAHnjq/ZuLILH711e/k4t5Qci/D6EFZHbLqWSpdJ/LY9Y6mWp5TFZaLCb1XmRMmyz6BcF0NL81MdaKqsBtpWcP/nqTy7Rr/swcuqCkkG60iUPIgZNtLsukatYUBOH45JMCgDHycOPEpnabc7yUuUEiab/ie6OZjFC3XWvE2uiyIG3a6VUe1PtyWDqIY1Od7TPL9wdbWtl5N/rkF7pYVAdY67jz2os3uLzJ5+ZhZlWQs47lIMFqCVJZIuPQQg2QaMGgRqr8pBDPBJyWl38XAOflBU3DuSLESExNsVFzgsRFA6/CuP8TzW6WAFJvijM5FUphqJ0I6ca6/Le7gLIrj5IRx/aRQ/V05mHg5HLApRZRGRVusms8iJmAArgLMYW6ZjunwnDKDqaCkhVuZV3Gwnv2wDuBk69zVj4ttCp5T/pqQK1/lqvUNzt3c5olYHINvSWc5A9jH4hH1BdWDYhLx20Tk3A2EQTH7KjZXHtp3nMFVk0C9ickF44ohxgc3KAzVG3MJQZOcmZPvvau2dH6yLntR6zi+kW9YhZwMo8ucfZ26FlS8tJZ7k/y94WDB/ADUhw34cFYVhEoh0RVvSyHQwnFqmKcgt02eMM5ptphh2JhNPes6NpIR815yFFTzg2+fthczyceiSjCgtddcg1UZjGMsprM6i4sMFbi1QUO8HqcWHw5DsCu8KauJx3dWprThg8c+rBqT6pdfsXWMpfE/KxkJckTyKFlJJUXgjrSVhOwu0SUm4ol6ehC/Xrrn7yznaKHwcYGdKu7FOErDSfZZ4RiI8z0EUdaJnu6N5Ghek+nJaUWHdIBw552IEmdjw3yqXVnBLevM+j7IM75QcpAGGgWL0YGTJVQyEXVcj6OnwjNOzq6smgd8X5OXY+CTNqFx1+rGW2kY14YvoOhnJy3KfxfHSXaGfb18yVhC56KYBFJVsKaSQqUDGrkFtxSYHuLqzoPdqFy70ukq3ynGV6ta3LnDIPTiOE6Z5cFhnxtp5BFPM4hniEQ/FZwTWHKFtNrEazk8vBXfHJQ8W9d+wkrHW1LtGy7zB6kZp6MO2C3LhtGpNdiRUinGxjjbacinIXyDnbqQp6lo0aFLe9Y9t28G0VxX0byn1GwvtAjN82XAeAawAvv/SrfRag3BBNFLYLpBOdTWFxw7niamjYu4q6fSKzoydsDlgG6GZ6iJM3m4y1gyY+DFeRSBd2hcCarKey6V4too69CR33abL7uTNUEkFQRcLm4lNswZqYTpjbPEXKgg7AUJEtiDM9lMqhCmKZCW++jtnITB+0YakUU5/Nxka+0weIPgeRdOlqb3qcP3UD6VGfB9hcACFN3bYd78HByzJhc3OgbiF7DUIALBDYZgKZIVMsUoKzFJ52Dem6Qy7n6xAobYcVeq9cVbUzshzndXfcNU4irAFSbGRRYXX0t8gNRG6ERUlWslaWelm30+OH7z34fi2VpjY39FAF+Zw1tOCRmc6EAcqGasp1PrTTmyadTWkzsztUgLPiHvOnGC3HiRhxUs3Z03156d6mmkmEkRECSsFwSns7xRc4mYFMhQtIVBSilTNQDevr8OsOzwlx+0TmfeuUj2bVFowmEaHNoa4LR2b31CXZgkMSoMUcJNMUM5fFNILJaDA6U0FU/bqrDQFKj+RHUYGyDQqF55Nr5OH4xs1w0ouOlm0YOUd2yXKb27H2m+RvDqyMeGaPwxS9R+0VtywR0e7DsTg8+j3mRIZtWUP7kMLvmXs8qiTtfmAaSvw4zFneD+M6Gyh++IAJpAl5C3AXcHeiAYVoRVV6D+p1iCxMcNu+pYX1No/Ht+FK7ttIVmx8Xm7rwLbd4JY7avfMcdhZPQSlR1sjFm3YDDtSxKqAAEbHYCQc6esC622lQ6DScIjmSXjC5mJ+MPhXfgGXUxmT3S+hjqG4yWrJjvaC3gRdm44TWCJHNJvY8auH7gStNq5nqpj81Y/KpIsslNLJE/L+sjH8YAGbi15vMKZEzNdBVeg2UA+cPbKcASVsLg5XNrKjQ4AT9BOEnBeO+p405DyDHuZPXI0I+Z6mUiUsjkx+r1lhkXlKdUZQjU1VCauQk7xh5LTBxVIVU8ewyKSnRjIkK4vuZ/uyqf0hyM9YyhlSdQA8DI9btyeAfChSKaWeSt0+Ktv2hNv2MIjIgRZquwUlAAAgAElEQVQzmmRWtA+jRbyNVXK2VgSVju2ZPhy4nLcLlBFl0CW8bX2ccwZtGcZxPkragltpB0g0HNRvgkRzHBKKQ8lkunBPDMc3Ksoioya9neJ2PmO1AtuCILtsUiYE244WzZke7R0xT3weykNznHkEqvn8NO8BN50yMrgp4lnyfrhAKJecoTb4cV7++ek5FmrGbIkID9S2gXH4XO93UYHK7kDRPBj2vhzYFpx+2Dcj0c/VTsPhmfUUVgHDAIkOHFxiaiyKwDjFJAog2+IaLVtVZWKKNqu0Qy6Lfz2XvLUFqKTLphohSmihugCLiI6NO9aYDvVlYgeli47sGJef614aZFcYqOiqBodOGoFqTd/ZcnrXJnJfVfJtOPg3Buo/yzdAsd8Qe/Gc60aihWQ2w45sgc0ZReepbA07ElclrDnGcw6i6xzkTdhciRqEGDRNWJgLl8AkckSAGg1Vy5IdPVyP2lLOqwK1FjMQm0NAuJlD/OTpb0SFjvU8yuOynGqSQZwn7nGu9DmI5yQEbK6Mk5AbvqXQyaUwWGEOFwNw6XlpDvlzWamlOmXC5lRda5OwuQhEd/n/APyZxvsxhqT5vlNCTMpsW0lJEDdyBBTzj2hQzzYWY7hYir/PGXZUVcfr6AFjHLA5M5h19ITNjftAcX3Tnv7qm+f/+NnL11DjQyn1stStshSX7wpPpdRTtLEuFfL9m9vz5dXLl1ddo8rq3i+ulFjbRUkbG7dBSBoplVSjVZmh9oDucCObNtefWfM2livepqhCHSSqoc1XM9WmE2iZ7RRXx006L6Y7OkCiOSknB34lwo44mXCcGeAWlgVDqa56KgESrdMgqzuDBFAE2tpUHUYejq+VOVMQLSGXzVOKRJB6sdGjn1Jkv8V0eC4sTZQW2wHTCexJoUGaDq0yaDFdnPJ17XGvN0ALLdYYqINDw8grgHUNkOiMGZiU7T5HrmFWxgqCXMgXI5owZroFEU1kEkyvCRLFmEfEHGYLkOjmxdyStqi7iMquwSPbw1SIQ6vcK4zQfg9BwiRoa2yGEvQPUtQKcRZTtTN4Nm1SVLVrF6hpc9rLDt077o+0vduqWiuItw3L34Z8v/t3lz/nLyK8t27PsZ9FaUSzBhNB6QTYYM6sGWFHvJMdHVSaBCuOsKNQ8SiWsKPVHT3shiOvG8NwJSLUka9MB5wkbI5Ept14dnRFtg/E5ilnp4BtR0/YnC6wObHhE8mVuYzko2XIFaE7ya0xA/Y3806Ivsh5C3z+4c7uMQcRi44rAXBbA7FiKOewORVNp6y3sXTBu4vAQhNvPUQo6p1GC8HsVAPNJtti5BxI/cxqHhn1WfWJ94khdUAJDW5RzxAi9ckiVAzlDgxqJ7X0HT1hc/nTdI9A7ga8uH51+qMf/eTf/aM/+8l/+fTZ1W+XenJvChlpjkSpm+eiO40XvfXTz3/+2e/8H3/wh//Jj376s3/v6fMXH0ZaXhRwEQOLkfcQB5WCpCRb2bByjXq2C3dXY7nIInJZwpsAnx4orA1VkAsEArExW1gqd+S8d1pZGQOZAV/e17RhNAzjphzmICIBEpU00LqMuqx8JgBGqrVdczY02q2Rh+OqqiWfPlWgi8qRMjNDZlbvnFdiAqC9RcmUuMf1FYakOsBfxTVOWmu0mL1LMOZPmSzY48QN93WNVrlFOlN2DWxqdyek13B/CNHMSM/nWpJ8kdnOKNEyFHCV82K0sePAxMGZK8vr2CmgxgjdOTLRqvMFwckX04jJaB1mlRdyvkGvEBE0Qjt2LXsDOrUXaum7dhPY3rR59aEqO/p+Ab6tgri7mdwXEHVfVXHf17vv74/v88LNUrehC6Ge0cUgXSKpJnZGTMSZw+YC8jdgc5Hct4YdRa9YDg9SbhwYyPBBWvZRenoU4mK/AZtDiexo5KC9eEP0Yt5M1NEmU4V1Pz1Kjx8m+vk5o4i0PAwSw6wOsvbwvdOiZ2zLZmNjcDdPZRk1niFUcdIsQJYkJrKoscTDjkB06eqk7lDA5dzhHjlvPt3Sp8nLFqrJShAec5AxSOdKegdKoWOECpHIbt+4iRkDOmBzxSpQHDZ3WgCU0ztBeKshrEIC7brzT3/0i3/uL37y2f+0t/4ff/De+x+a4nTe9+gBMKs2uIwVaK3j9esb/OpXX+L502/qo9PlDyjyH37x9a//4Q9//NP/6Bc//9Vva3CBzGKGw8Dl0L1DlbFQlIKiSpnDULZINWvcQXNXfebhrD4cr+bsABJNhMw0cC4r7Dr3m9KblMbmxff2k0hg/6cYYCrg8gju1XzRSueSKfJ1uJxXItzQBahiPfryiHgjVyAGVt/bWDVMszJnZROv5K/hPBEr/swKYN3o1XDyyEKJHrnBoN88FcmHK9hUmSRaTVFIE2jZYRoG2nng0Sx9HCQqsTlbijzVrWijUhvKw5VHBpGYK3mLGqOdVSLXHSONMDlFdiRfqEQ+CSG0kq3ySD4fHYmuHPgT75o7qiXC4AIkmviLOMJ7B56eCxSbB6zvqE2gtcZsuWkTgfSm5rRutSbadqhcvFR+G/PqXYj3d1Ulb6tMls9VAOQNADzHGVDeAOcio+fWRZWjR+lDk5kdHYFKPh0IY6FCxdRkfZBkwBfjzR10W5nQgQU254NdMYuy3um8MmFzKCnnjd28WqVt6QeJspt+LF9hc14KdVh0XUZ2tEZfNqI/c/Ow5YBjh+jPmRI2Xp+b28iEzZnD5twrUtIgSZSKqnDYnC6u9Bzg7t4bTsWMxw9mQFVmRyeuWw/u6Cz074HNDeyIrO5o96n4sDFHULFh+ak3N60wPtXAmsSprEZiwcojm7ksGvwYqsFw3s/8ox/+/G+9ev3670Lw259+8MHNw4uLR69f3+Crr79B10zo9bnPft5xffUKL54/x2effYZffvY5Xr26Bsn64aNHlw8uLh6a2d+6unr1P/zRn/7l3/7pLz7/HdWpDPRrX+JZUlghqpGoXE1haqRKB5qa0l3pfg95BTIqbouWdjjQvQKUNC3OOtwWkOgcUvCgPEzVkhiHfBYmFIasNM2F+ZzEG4JqpBFSzTEn85CjSlHZG3zd6uixjiFox3G/UMaAWmBlofD6/R0Rt7a0QWe3IKNw0ceYbwAtxdwFKlSUOIkZBFYchyOjWli8MTvQpPnoVTN3qB1Boj0VnwG0dBp1OAkHQ1QNhzQ43JXzOgHcxSI0916FLCfeopyD+AOfa4xkq9y20SqXpXuiIorm5A6gexvL574uY8huoSWxlBnp61SgqHqNotBdixF7KYrewiQhsN60A2q9qTaF7tc4q6Jf37w9UOpdM5D71Flv24Duc68vn6blBIjssFoBo/sS+u498OaZBJ4k5mFHq1ZbNVy7PcrXjgU2ZwtsDlNmGujlg5x3hc25c23EGUdgxayoM6AqlyYapTt6GZrsHf+OOwWlKZowYHM+E4m8DQ2TVeLdfcBZ1lxxR3gEf20YlZrIsWyO02h32Nxop/jgvkQonQDij1ZoBFEQoVQB0e8CUAVKjbLde6Jt3wc6q8PzWCCiktuGGwp1cc7rETa3pJ9hmsVSH++wuRHmNX0g5TAHGbG+JUSitBPUzW0ZfkMTgZKw3eM+uyl+9fT5o3/055/97db7f1pETk++91F77/LykQE4n3d89fVTnG93n1N1hXbF9atX+Oabb/Ds2TN88+uneHl1taRkko8fPLy8PF2cKXwiwn/55ctXf+9P/uIv/7sf/vSLf7H3Nrg4FKF4rJ+DmIWow2RpuHEnvuZ1N4iWIi4gjM3blYdxktcIOwqzpHabBww9gkQH6XZpW60Z6S6FdZ6+iWDgROoh7ChjnVlpMPW5lZXVh2NOYFDF7sohn1MMWrZEamOMc7vc8UogFGHeKsvyWly+Sh2VgT8PccRij5Iv5LxzwzUv54PDTTFykcESMNxGxZ1Bbxmx3PYD+YItY5Jd9BnoKZ3Vv8756F0C+Eq+kHEIAwKARQZ+sySpO+LcdQn0iVY50TeXO9jAs+R1B3uHFkE3VVFT6XEvJEgUQWlRwFN942AmCqqAQvXfE60ULdrUhIpmqtDGXlWla9+p2EyvcanVbvTZ9UO9N5L27sbxbcPwtznSv+tAvlZow0vYK0GjUHZFo6MgjD1MWlTv7WJqyc2zo/3k1/0kFvPNBPylUwRTtnpoD6UKK9kDZJjJLIOQBrt/LOAMRY2qoVRXPWjIH0+DnCk4i6joDoOgqym6eVxqZN3rMvQwFVSRqEBkhgV5aqLGaY+ZvWETuDcyR3LC6ntEcKQF7lQS1/172axAqaQnii3SQFHpAkNTSjQeZMr+sMhMXTWkmRuR/hudWQ45+FwHutMPkoNON7kFbE7EF1mGKR0FlOnDSaClM5yM0oUqimKmXHEyKec1wedfffPhF18++69N8W8XKTf/xEcf42I7XY4fyoCb2zN6880joHlo+xm3N7dobUepnAb7mW+C9y8fXJ7qdhbgw1p4Y6b//PX1zd/9s7/47L/92edf/fVm4UKmz7gKPJelDkOh11wJ+QOboq/XXRdPh7jcQXyh1pFDn1k4kc2BmMXJwmeKKjvbKsMOIiFrkDmPdh4OMeXwGJjxIoYuHhWgYstA119Hg4DadHg1JFpfYXoMmbCGntRf20JUyHKjjLUmc8vGv0cLz6mzaqayNLzcQBsZsjT3qBa6DLmesC0wQE1PFwTCNvwgXJlknj2kInGI9cG5iqXycAZM4U5uxpD9Z/XNgTz2x7JkdvrMZSkyX6gLR/y6h/PKUUqwQ6xzDyFRN8eA95zrSPewKW9/q4hFFGwO0yM30ahGAbvCYvNQE2VrqnQu2G5NbTdVea3XN9SLi5f61RX1e9//+FiBfJfAqPsqjW/DlrzFL3JnI1HceoaFNpy9VWGh1d6hkTiXq5DGHIQihp4mqww7ypNB/Jr9IJsdoDwFT6yJEGueOMgxOzAT1Bo9+CNsLoZgxEY/lZVlqGbx5qqYiu4R7GP3web0ACBkyADTrg1jPHCxW0iiHqaWH4D0WNyLZ6fn0dNpniVPfAmbAzZZYHPGRkIUaJES2dfs6DjdRRtLE2jpsykd+JN06lpOeo7tFD3C5mIWYqHOkiBjmVdPqgV1hIYhaMPFFyQaaBXcBKrGbRwMzOWxavj81y8eP33+6r834G+KSPv+977Hi7qd7tydvjKF1GZugNN09fDyAda+/Bz/CN5/8JCFPAvko1JKg8iNaf/Xnr28/l/+/Kef/1ef/+rFD0rG5lWg1LjpJoeEuxDsgp09rqdXfurtk5hZpWs6IH8DJOo0ak0PQOLdF7VXzqJm5HWGegFlwblb0t2kIBOQXc7Lha9lqAG0NLXg9vrrUAlKNuibXUyazaCEhvDF5bzdIYiMeEmuMxoi00P9n378dxdg9EhEyIrbkkcm8NhRn5sVKR4w5vd6DugYg3/IWdDYfB4SGPNBA/DVluJlStpufP9ybS90TcFZlIdjjeNolSPbtkwOgGQ2ZPicpK65LKDPR1zAYMAWysOiQxrCXAuSfBFZC8EkI8QceolI0R3VEKe6EdIhrN7yomhB005vY4lJUzRFU90b9VSe69OnVT/44AN8bL+vfNu84m0zkLdVHd/2cc/nHzabUm7QTLS2xER2iFFNmxZwVCG6uqNFVCxkpiEfxcDVhJ9NJg/pLmxusHcwHekxOuZAp0c/WEWOsLmUlcqSHV2GO1ojSQHq6hSgE2otpHaOSOCEzYXUJuZclER1650WkI6fP4f6mBhsUwtCpqnR+UUl3NE2RANRnZhBuS1ubglZKVV2YHd+wYDN3ZcdfS9sLjaON2Fzy73AiJGV/DUS5WSYW3KmG9PzaJOFrNS18v6A8A3YnGgTwRdPrx+/uLr5bwD8SzDTjz94fHOx3d085s+3CjSOwBhDKQXbtgGzFRo0YkAE9dHlA2cjQT6K3vlTGGrv9m89f/n6f/7Rz776z379/NUTE5JaaBTIrEIcBwJB383pvCoRbtTWWOaQ88bgVvwC92k4zSZ9zp/0rrkt+rFIR3rmdAetl4lIV5W4/vmcuLjENHNZNq8c4WX6eB0UyL6H4ayph/gFPVgyXniCREVEvTUf93W0gcSVbal61+5KmOQ0evp3Nhos44VDX2/ePhC4YS9STEHbvP21GH4bRaUJdqh6iFRSkJvLeR0XFhtKjD2iZeuBMxlpEAKSJehrYE0WA+2gMITjSaL8CJVzki9Gq5yh3hEDUI3Qze91syUmGeyRh9Mh6NbQ1aBGnz9JCmK8bU46EBjsKuZCoWKioDM+2aGKotBd0akqO/QMvWXXC1zps+cP9IMPPsSn+x/qP/yTX+BeN/l3rTzetdG8bU7y9q/9Gtfe4Hdq5q7YRdAgEPHwFDfjtlEpOnZ8wubyoU539CJKUTv2KLMFNr/QCpuThNgIDCXgoUc5rwjHSUHECK2wkrA5X8hCneImK0nYXHc1Uo9WUzD8nZwrrOGByrhWGSTo2bv0U5lhYNJz43dY6pBCGiKH2kL3H6E7NZoEKhUnPbwdbGGyAnWBzQ2TVbqj6VWGUKyPkxlMxzUf7vRxbhfa8oc2HOmSuZiRTxEqEc+Odr2OjHmKx4KmOxqKYpW6AacV87Dr6dnr9l/A7G+aAQ8fPLh6/8HDR1i2ADtsB15FYZEbL+AxQIBtqzMDHYtcFoJT3U4XW23R2H5sItUEzwBrZva4qf4Hz17e/oNf/urVv399s1+qbAegZcQLK4NH3FUGuqcvNOoOBNxPZv6jqWfAq82wI9MBRj88k3HezSLb762gAIQXhMwZFZeIWYvPQcjDgcKinoezcqYS4b97JmFI7TP73au2MEEOA60twZSWENGouBPaCNpQIsbz4D4xqhlHZo55u1aCTurKQ/GCxACTjBf2e2XPbkZUVn34YWwYaAG44lNGkJ3PQsY1T2WcZS7L247QSf1equ/MJipB5/W89IVHxgESFQOjygoe2XgdjQzyRc5lcCA0j42bPUyCfugofjpWYVFvz1GVsen3TfftDDtTsd2qvXitX12/rx98XPDpy/8dv/f3v8Af/7HNCuRtbKv7Noh3MbC+6+fd99FJlFt37lL36M05laqp4zbW0J0ZdmTTkdrDJZrJFYPifuhRTtdHvhGcwD8HGTGlvURExlY5hMyzlITN+YRNisduXiyzlj0QDSCgzqxxhxLGrAaZe98NWj2l8Eg1NmiJFzIgg3EkO2zOfZiaFtic9ykCijHkyQ6bc026LKYwpZBd0KWjCIY7+pAdLT6kczBh7h6OFvFNxJbUubuwuYkzMcEx7IhwlHqEHQHGNEVO2FzVdEezwmFz9JP3BmC/4W++eNH+DkT+ncjVuvn4/ccP7xQc67ncp6PruWYJdZJFBC6Cg9Jm/bP3Li5rUANYWS+h9tAMVxDcRL3ypPX+n3/z8vbvf33V/tV9t7rwyLxX1QnlGUUZB6exEEQVIhrpwSFcj3waGzL2aKfMqnRRHlJWBlwAsmTk0kcMbUQO4Ih317ptg/qsAhSjx9yuF068irXu8SpeBrXBMHHepTgBFEnWFbUSFTaGIVg573V1Lbys7fIgUrh8g5JzP2q5I+dlMUgpqDDoRtCUMU7WEbPbBcYdaPR2j6WiMA5MsfFFN9rR+jKezVF16JxFZeswN46EiBLTxMzMcWe40r3yK6sPR2vdYKYoQb6oFFoFTjokjt4C6J6I7ll2AlgLIYZA1OdPlK6lnJXcVd0XoqQXK97CirwcQm1rwG3RXl5rf970uj7WTz4gbv/y9/T3/rfn+icO/+RbeVZ3q4W7G8m9znLc7/247+vd+eBsHwAqon3f/UZtApPdh7ux5Pfep5Ig8eK5Imdam7dVBmxuXXwXd/TSRolTAQZjfMLm8jQVnLZ8c6W4yUqKIxUc9WAHeawFbK6pedhR/IFlcpgmxEN95jhRvAcqq0QLzRla3uLSsaGOysTzp9OUF1XWhM1N96vUwqKgbQhzW+ju4xykTVwW3RCwuaM7uvcZdmSMsKNkxNp0Rxsk1g87tI1ClcLUn0n0C8SWpMIgPZQwgcw+fITuFKPZ5j4cAV5fl39l3/XvXd/c/BsJ6vvw0SOtpVTgjkNiYaEDq8fozuayfH4WIENWut7AIrzYtnxtJ69Y7LGIKMnzGHSb/e7e+v/4zS3+zutr+61VsScNaBYY9I6hPMw2IiQUQIPl7oP2MfNWDep2KA/nPa6HXJax/WXAlGeuhgDR/UYo06i3SN9pBlQl+wZUDFbWsHwKVXZPIzRtUBWYBkg02mMiGrkscNICbekqCHMaI4toY9zfyxskfZJmg49NsWCQJesE1WXMzln0ez1hpDC08IN0RttCvVU+rnt4pkQ7kiERtUbw8myallNaP59JtUMsgiNwvPLw2Z+kkVNClMxImTkcALwa66IoWp3Oa8ZhxxQ3cqIF+QJ9OKhd3aweB05/ZhsFBUXdxcZIroGCVUHVrga9hVq9UXvR9NX2WJ98+hQv//D39R/88Y5/dJ5re12hiHcX+buhUd9WTXzXecg9HwrcUNFwfQ2U9xGLlw/ITZSnGBmGSkJZi/OZRGjaILJBtENLCXmtz8pEjUaowYJ5cPhZNZ01kQBIYUQ4SPFmgg92Iao0oUJa+kpIETQz3czQaCi6scmt1rSA+gOqZ1Kr7jRuaNZxUoFKjc3AQ1Y9dMc5PxSgU2At16bIcwHoyrP0VdrygMmAMzYAJ4EziayA7G4sKuZyIisM+DlMTih2pllRP4yJdjcXsW87oBcQKkqROIH6hW2AVnQKSlz3ingpqHkSNqOfmIsvt0KdxFGhK1xIoaenifeH1Rrx3gfb6cHjDx5uDy4fnS7koWz1cd3qR6XyIxH5lJSPhPIJRD5Stcc//pNffXT1l7/+q19/9ZwabuLTqeLD999/OJtVM2P90Im6E7J1bDv47773+H3ADNc3t0tAzDxxCgQPTife7nsognh5OlXse3tYa0HZvFqN4OlqZv+mmfzrn/6Tn/78B7/7V74+XdSnUHtmsGem9szMvrHev95v+5fa+ovzbbu6ubq5fvX05fXtq5uztgIrXQ0V1pRaY56aC6SXjMTif7KBPRMOBZR7J9zo2oUQavhHUQhq9wXSD1MRdkSDNWaSHjdAI/EGtwKceoMyDOjNnxUL2hY6IDWzTgSFMlqUUeDpetPfF7SW+SERqsYuFjnhKUsG4c8TxIiEIhacaLhRjvxf4S2ABypo2nEZm0VhJqGeFgNt+I+6o1xKCC8SbeRzKdOo49xZIcNnpgpvrZmLCGgU/1yViJ715Ewzn4P0NHKWonYGRU1LMVovqjhjM4Jm7ruB8CyCSz3D6nsBtIyWaO1UEMVMz80BD9ypUsQ5BoRCixbpbjIw6lbPeguqPe/6avtAP/74S/zB//0j/ekXy60fa31917zj7uZxn0Lrbb9/10d884OcltzVdd5UofA2L0jZIM0f+K6CDaJdOwu2XA7C5e2wOZq6Zmm4k0zFQPOGeVrrmKcDkTkQ9Xa8g1GjbU/fx+lCXCso0tiidGXgNcIdTTGqVo812czpsF6FCKWd0U4nnGghfY2NikpFCby7h/gUEWhRjbtDw01OZow5zIVGWKNBo+TOXrPrAtW60LWHvvWm9btIhfIMcEO5vXWXerTzVKKFwB2lXWZ2tGpvZDlN2Fz3hruZOQ2qOmLDR02FzsOGO8unCogspBTjg4f18em9+qRs8oRVPhXKJ0J5IpTvi+BDCB4BeCiUhzCrtizouZC0pvjH/9fn+PKXL/DsxQvs530sPB++/z4WZeSiQlo2EwEenC5xebHNPzruDx5vLsTHH36A8vIKL19dj3jjtUwpJAqJ7gZ4bFvF+dzQe+RHqKFuG9ru63zbe/3xn/3qt55+9eq3/pl/9jfw6ZPH8+sZAFRsl6MwvDaza9iTawDPVO0LqH7eu/2yN/28v25fvn65f3G+bteicWoNE5qYjGF4HmqcRi3BnvLfR9iXt7G6eOpcsyUfvaj23SN7VLDVyl5Vq5pTFHyDok85dhUrNBHEmSOOQKo+d1GFCj2jPeZgmvd2YqiHaZZvVIfZy+tQpYEFtB06yL6aRAFlPqs8q/ZtQ+0d50DaG0XRg4fHhtaodeDVl3jhHgs4BCXCpP3wZBxCHYvZpR18YxprbZbVGtwuthCptO7zPtKdxKUAvaWIQchSnD8Fg1hBOQn6jeEE4HVUkUZRaZ2KruwRVlwUJoT2onVTihagUVkEDbsKKohdxYgmUCnum9tvq17oM/319oF+/OEN/vz//JH+5Iv7O1L1vkrjvhnIfRXG27hX38UTcreF5Wq0aFNdCewCkBtTfZ8su8AudqBtwCaw3dspdMIctRnqZYf2cP6qanctK70v30P66quu+cxi0nkjBF1hMCkKMQpVS5SX1v1X9cg5tQaqmdLxvFBVlmpqtxVbtXCOGnY/AWoT0dMO6gOo7jvKtkFU3YIs1bHkNBhNuyI9jMtK4v3fJVRjtMiivp3rmHcS6H4QCcKgLxEM/24XA6ggK9n99CbDW+K7VNkFzUQ3Krt7VKhdUTdRM6EKaN1UNmOmQ0SFAlHg4oN6+fCDB0/qZf1+3coTFv4Gi/xVCJ4I5YmIPIHg4aGntS7ci7czd0nBccV+fXXGn/7BL/HymxvcnG9w9fJVDDoN21bxXshvDzlxayikAJenEz796IPRKjw0r9YeVlQZHz5+BBhwdX29/lHQnIGLWnHdzzAT9F2xbQX7uQU9RHC+3VG3EsIE/8me//oVfv9//SF+45/+BD/43b+Ch49OhwrIzE4icgLwYf5Mnu9AlC1O5u9d4L1PABiuzPCFqX1uHZ9p1890t1+2Xb9uN/3r/bo93W/beTyLIipCFFFaVCUxgqe/zW3AFVkKWttdDltdzttOHXytYAm8okCbi2Co3MDa0D2nAxDDBgsBRYfY5omrSWBQWzoDCAWhpFIVh9JvwbkoBBdmuqefooQQIU6ATjxwGIMAACAASURBVBasIG7QCsG9AcUPZj3MsnIG99MO6Zdjp/LORvFtD8BmHQ1VAaXF7K2DWqHM5rRZCJslKo5sRVFCd+zXvLsniyY9IhRi/tSNIBWmscZAWQr63snNtO/ApsReA2hZircGY33rZjiZQKqh2/9L2pvF2Jpd52HfWnv/wxlquFMPZLPVHNKkKKpNUjRFUS2bpgxFUQwrEJzBSWw4ATI4yYPjOG/JU5CHIA9+CIwEMAIjD4kROMNDohjRkFgyJVEyGYqDTIo93e7bw+071q3hDP+/91p5WHv/0zl1b1MuoLrrVp0659Q/rPEbIhBYvIvcRkZRNELkIVC41iNyElFywYRf1UshQVBv5eLBDMtDwfl3vi3/9Pb+ZoKITJV56iy4b5w1TSSXwXg/4M4DmMB488cFgGMArWNQbNDoDAXYDE3S+IaZJITAnESlJekfKTygMZnymQkEqbKq8aKzUCppNxfOf1GqyvIqz3oiI2kl74KAztyIQ8wkKyHnoCGCCWjIxOaEJe9BAKTE5Ei0DQxyEKcQl8qqrKeYzEYhyQsDdjOrElNeotrIimUA5w1kXI789xARq6hEzljvxHJN7PS0rgMTITKLixHBOxRBuUnik1uAKyIhMWUJDQwuSKIIS5oFExHqo0W5vLKYz44Pnpktq0847z5Ojj/BTC+A6HkClgDN85SbdDz96b8gjKNx/+1ezSvLsdtjHz1Y4fvfeAfbVYBC8eDByYDDARwuF8YrwWj1MsoJZVng+tXjNBadvLlpDtH+TR0fLtCGgG3TYtBbQVVReA/dNl33EoPto0JKJsyMtolgxyhLZ0kkCd/devUe7r17hhf/1LN47mPXYYx0jHZcGR2kNDgmY7TVkog+AaZPwMP2XjPArMdwDsW5it5U0ddjkFfCNry6erS+uV2355uz9aoRCRodHFpRdWBnsNBRQalqTozBC3hrrKkkrwAQByap24A4q8FRwZy6G0SoI9ZIcJQAAKLwRNx6FQ3dGCtJ4lsBltCSnMdbqctJ9rPEeX9tzGvPpFsBHBO3tvcRhiNja0v0XOhW0HnGm1e6U4KSiFfijMaKMcAXLsNvIRpBVBik3KHjXSRAoFm62HnnwTnZncrYSCPFG3MisfaDDT9Dzkbb6NTDU0IFAilICla/FW7Gd1NgEh8CB1+BNIDFCzmwUIQTL20DsIelPA9xogkizWLc0IhAFdBeIFTHcnzybfzau+1elfV8Lfhpt/GkEdSTEsdlXcslu5S9OxPeEjCHtCpJn4QkIsADHLqFsHaaNZGUJYnNQcDqtKtOElqCs8x1twUfCLhl1xUrDjRLl4hN51lYBdE5RoxQZUlL+yTv4GQj5hNN6eS2vJEymPlSRnoEEDwilDyEAqC+Y5kyR0CdaQWJR4SKIyA6MFoVNcy4XUQJAptNCKVPxklgC8Yp8YAHOLKKwjFzFImw6iZ5BrhoHtaRHApp0Li0jsx7kECQshUKNY6euza/9sy1F4pZ9TFXup9g5hcBfIyZXgDoeDqnxo69ap61aWe1Oo7MuptMRrdHCpiquPP2KV797vuQVuAc4/079xBC7KVTmHC0WJjHCQ2mVuiDhnOMG1eObUwznY9M01znEpcZ+Yxrxwe4ffehnYCe3wl2nNSMU6fgHVbrBmVRoA0RZeHhHEOiYLtVFIWD8w4x2JncrBt89/ffwu23TvCpzz2Ho6uzkVVtV0h0xwRJbHEyd5skaAK8Ko6JcUxMzwH6sisdyrnH/EodVPVdBd7WKDdjiN9qt80Pzx+sXr938+17sckdN4lz5lXBrCLCgCcWFanUJYkdSDS2O4QMmiBRGS4CZAnTwMQZvAAuHUmTPC8HuxCmNKrNCLO8YO/jCzFErSM2BQbWoKYpyJCsHmjUxAgSsKk9MIpuQgBpibiILBGBKcGoCyIRUc4xJsHEhDh33InzYWw9KCfXFDNpEjNx64M/Ie960tI8ZuQhiSgzxQgxkR6BMhwpRzuV4hJdU6LCeWUKLOKMu1QB2KZ7PxBxGRrEsgbHVhyVHH2Ai6VI0aDkwiYQPsJF0y9LbovCYHFRpK22cnJvLtefafHt37gvJ2H/NGrUgTwuUezbi1yWjfY9bt+LTroQnnYjFLLsuMI1kFAwowWIo5kdddVBkQk6osG086NY66siAs+GWzcfctYkrDeQGOhOrmbrvoTHNw9ggmNwFIDUvB7yjLKVHpXDyTva4jQLFYBsTWwuKQom9c+AWFdgEQgn7wPt1HvhDKPComZBGZwK2gyjtaqFBk6Cieiela5Tx9L5JTCriilsMkiDoVMQYJY71r6rA7wWIDQgUV5eWfJzH3/68MrR7HpZl5/hkn+KiT8L4FMADgGtBwq743ilgzjc/YAG+bpzRhslhj5xTPG1404gBMXbrz3ArVfvA2JJ4OHZI6xW626RCQAHi7mN5DOEejKPImJcu3IM790gP9A4gSkGtskDZE2KcN55XDla4v7JWQcTzyxf7xhNiMnwPp2cxM1omwhf+qRwAIQmQpygKIsOKUgK3Lt9it//jR/ioz/+NF745A0Upd/po/Ye9+kB1NEUcHTcs1MhAE+E50F4Hs592ZfuX68WZVheXa6e+fiNmxL1ezHG77ab9g/Xj1ZvPbx9/+T84dlGARTqEEqxmyQDrg0lyCJWNpnqooIgsN2liBlARZBYMGQiEQckVXsk3Ui4DDInlRFYpLNrIFDagzimpFjBRgxMPhwEscW08+JDRFt6cBNg5b7Bc0Fm8K4cocEJSmJNDpCJzMkxKrwXRGV4UoFEFu+ESTjhFgSGtAErkkHeYP+U5OpToyZMJj3SIQ9DsGSlgHOEtlXJDpHO+8QkVYh6g/M6CIsgF4VCJkWq0grDcaAA17L4smW0JdoyglTgxYt62PORGUYoNVC27sPNj1De///klQeP5++NOpDH7S0+aHLZ97hpkrmMvZ4XZcPfXQNYqv1hTgmRA6ClMBOHkMhf6RaICi4QIfAJNKoczdaRXS821/maa5pRZhkOe38shMiaLhjYgi1D7KzbUQI5ZpiEuYikvYgoO6eirbN22GuqctiqA2bUbUSrCTsvRkRXJig8SDQtsqOpGvrEUDf0bl52whEQrP6Rzjx5UNl3CVJs/eEYbMraxMRkCAFNOn8uSFXN/Cdfeu75+bJ8yRX+p4jpJSJ8jEAfSlqn/cy5s9zFoP7VzjZTOyG7cRLZnVJRNyfeG/Smi25VtI3i5h/fxftvPTIWNRO27RYPHj4apgAbMS0WSXpiMA4bvLHjgwVmdTmamlF3aw8DtO4U9H2kVixmNdabBqv1Nhv1WNfBDGhAXkoX3mO92WA+q6FREdqAovSIURP8ltBuW7jCw3sHDXacQxvx6vdu4+47j/Cpzz+Hq08tgW5wNdi3T4/73kNKIwn+nV5vNwN5Ag5BeMl5eskVDmVdYnG8OLn2/PXXVfQ7Mco329X2G69+97Ufbm5fBEsUZjbWMosPkcUb8rAQNsFTZ9AlY32LkDjWvC9Piykye10BWREWaNht5fuh+yMYSXe5zB23WqEkYBBCElbJqm+tuQ73ahQsBAOZBEGoW5B4czdklmijcjYiJ6HQCJCz5MFFKgZZCJqh5kLJkdC6EVOs0LyTTGx3m5yYkCiziKkMJKWHAFbnbNLRkZUZUQI7VmlI4aVAQwFesp8kMQjSEKFoAmJdgmMj5GYcWhFfB5B4ViYJGuBaEnKlRIrCUEHrhPhEzs9n8vSNFV757XtZLumxICl/WXdx2dLkCeq6l+5AnpRwRAYNSQCwMfEW3m45zGqUgaGVCLfEtvgyxrkRYMACEmhkIgMVCow8pCwJtgqoT854fXDLUDvpwkdHsoJkGAfIlvZqCsFMTJLtXq2YcJAYUZBiY2gqjhRk4B0NAOa5Ia0oFWySI9LJLRDnUZXBeTnd0+JUKPaY8oTFFx1wQKLaUjXPy40DQRJV4VwWMyVZHBXlwfWjp+qD6oWidj/Fjj5LTC8R6CpIy1GVPqliB9XqpMXI8th7hk/Z4bbLFT0/mgYJKIdeFYVEi70aGAgMjh4kDu+8+x7uvndqVORkPfzenbuGcBoQPOazCnVZdWMeHaci1FWJw4MFpiM3pglhcEAm7GTAB9v3vPm4cnSAzbYxPlLK5d65UXguiwKr9Rpt26JIkvRtE1DWBWKbvS4YMURoFJRVkUiyVvmcnazxzd96FR/+6HV84jPPoKz9CKxFe+4nxfC4jzPKMKEqjSZdexPP6HWIjonweTB93hfur1V1ET77lZceqOAbIvqPt5v2D84erW6+8p237vHpuYnISjK+MhkONgKtgyMDBaoRaBEdEurLlL6yIGc9rmGEBte+GWlRpwNmpmfMWQkCjkyQVAieCVsHQAsmWSN5jQpACATxSqwUxYMQ1PS0VCLIWYwhQkemVMmcrBS8mKVDiylEKXl8mIKEjCuqDO9FsjtPdhKIEsmZaCMcmPpRuWMnrappSJChsbRowVs7pppASIFJqhC4kSi1MDfYSuVnjK1C0AozC8oCkUgQt+KlEik2ouKFzhV+fgh/8U35J+883mF2bwK5bFz1QTgi0+89brx1+euN74AAICDajBMECSFPCeGIJNFBOlHBPJuUbDmbF3UaRUBMyhBVcaQ9FBzDRVWH28u+6eIILMRCJBB1ULQQdXAaIanKcOwQNOkpkcIroy0ArJW9UwnoCZJehOEIigAVM5axlCEs6pN2v0NEdt/ritnuGKX7rPu3SZun4Jwjgu1B+Klnl1eXV+ovlpX7afb8BSK8QMDhnhJ0JwANR0yku6Op3fJ8t/ql6QQpvb/QCMJWEFtF3AISLI2zMJgcnHNm3MXAW+/ewp27D0zDJ3GB3r9/D9tt0100WWbo6GCJqdxIrtIdMa4eH/Zr5+luAb0T5LRM171jIus2losZTs9X3VHjvFdJnRYxwTuPtgkovE8zfkWzaVFU3gzk8lhJgWYb4DyjLL0lVLX59zuv38fDuxd48aVn8dSHDy9JHZcdd+xFme1/hq5iGCT7cZah/msP0FPE+CXP9Etu6TBf1ref+tDV70kbf3e7bf/xm9958w9Xj0RsRUmAeNuBpBGSChKcN8HpdaoYQBOvje6+7f8tamNip9CQiigmcDRLg8gK1cjOeUgjooVDISpNIq0GZhStICihoog22BgpRhkQGAmGPDRkokPigjhOhGAVVWFBZvETaJDBKe/ktLtg7XpJiuBRLEYRBxExR4k2ycWb3LyNyp1jpsBChfmylA6yyYmeGQ2rFM2K2/lS6qDc8ka0rjoFiDK0Eh2Jp0pafyHULuCKe3gUD+QjH27k9V+7je0HjNkef8KPfZ3Jk9BbT/qgCaa+pTTiaTcIXJhCUEK4EQuHEFCUVQ/nFRXnlSWSEQkFiFn3xcxtOIn6CwuZzHkvBmdic5JIPbCFunFnTVVTI+DYXFrYAzGm1pQ4K2fCFWBtSiHa2tK+v3E5Egs1AWEBKWKAml0olCPHZFrlOBs3IzFh0fFS8v6AJx1Cvtl86f3TLxw8Nz+uPlXU7s86Ty8z0wvjNqAPrqOgMDj2w8UzjQgUOuo7hszuaSAKbURoBbEVNOuIdhMRWkXYipmBi90Q7LjjT3Cy9spPHmKLm2++jdPzFZxzncnP2eoc9++fjII/EaMsPBZ1PQqEne4ZDJlV+qI7HNNrj6jni9AoW/bIgHwEepE8YDmf43y1zlqG8M4N9id2AsuiwCoEbLYtZnWVluaK0ASwI3Bm12cV2KBopEVRFaaGmxR61udbfPv33kQTGkAFB8sFjo8OcXh4gMPDBYQCHq0e4ejqHMujGaq66E4QDyROhva2uzv3/XT8ievyeN81TsTPAHjGs//zvnL49M9+ciWi/yi28v9uLppvPHz37ObFvXVjliRiAkyZh8SUir5UkKbpQO6u1wBq7d83IRFSIxCdwhuoBqoejIgIhpJZADgi2+dTROMLUNMgbVsRAGEyOG/0LSClUEFMMQuJmp5qVKCEQOHNriCNwgRIozcLL1CHJBSJrPhh0wqwRkqLeRImNpQmojhyaNEa+l4TLS32cvbkHDQGpkJFWgenDuq6g9XtdBvH8DEKbda8qWuphEGr1opkL9gUhZSRsaVzlOsZ2tmJhHu1LK4fAG/9OravxUvi8xNGWI974GXJ47JOY99zPF7O3fYg4+eAbAk8i4AWBG4JoW4BqY3XkJQzKalWRgU7DVAUgIioS7a/Mfl62LlKcgfdDd4t8jPlKb24JA8MJiJJEtugaHsQdgwNJhlhaA0WlQiGIqjCwyOyoBBFk6xlhTKCKhgdSbMiUNLiAASsbAY2ZIs0VtmdLCQhQkd8cFTVzz5/+NJs4X/Oef4yMV4E6DBXPjpWc7ok3I9mFJ1sx04wGSzPJRmyrdcNVmdbNNsW7VawuWjQbiPa1v4GUksUni3JOmZ4x8krfBSbR++rCQ3eevddrNdbeObUZZqi8Xu374wQUcw21jpYLMxfQfvNcQa6Osc4WM73a2H1bO2uA8mDKgBwziNwY3pnqqOy3hIGY15XOL9YdwnLMSOk8ZqS8VJoA8QoML/zhHhLG7sGDcqiHHUOtmQPIGfJsTtNCpS+7MREH9x/hNPTFdabDbZNA2ZG4T1m8woHRzMcX1vi4LjG8mgG5xnZKAaTYoC68cq40OjvT9o/69JBQ6p7OluiObP+Elf8S770zfJ4flOi/G67jb918t7p10/utKsIgSeSwImtngIiDWJHDpCdBmriQyW18iRrBIaDEWidCsQxcxBVRVDrDERNSLSQLW+0Jy6aKZbJmrhoGYOIxHYPZbI2IFZEgAqGCDRrV6mNozOsV6HcTUEGkiYGXtCE9SWOCc5LxCwUxbzZHRDECC0UO3thJhtLe1UEEkA8CzdSivIGkCyGGaNgBYdlFKHVitu6QsRMmB08orhmg6YgKS9mslk+kuKccFEe4+MHfyTf+tUVvvYB43mXQC7bcexLLDlh7Fu6P07Rd58b4VN9Esk9/46aZQRAYYOGKiyULFNH4lBQ4nKIyWlQkjHopZdZoPAe5httUYGVVJLDAfKc1GScsg2U7TpIhZPvjMmPqznwqUvlARgukawAs7ltNi17x2KEE+bWRalaA+5pCsYtEVyMEE5IKA2d3SRxhJCDgbdc5u8iejXDIdO44g+9eOX52VH1+aJ2P+8cfRmE6zTsDXTSaVDfO1w+6043pvZBRERx8WiD9cUW6/MWoTFXxc26wcXZBhfnGztHwXgllBMFs42gUsIYiqCPgtYg0A/LifV2g3duv48YInxiVWbYxa23b6Np2pE/CRHBeY/lbD7JSP1RWc5nJlS3kzX7aqVHWQ3Lc7XOpjrGg5NHgwDZBwTrQmY4X236G8s5SyCpW8kjuSCCTdNgMasRA3Wni8E4u7jAYj6DJz+U9gDSzsR7NjTOcJ8kADnCpllj0zTQ2C1u0WxbPLqvuHjUwHs7H3VdYnFYYX5QYbb0KGqPonJwfoR3Ho1ephfNtKbohDHzDq67zizh6nCMA5QgvOiYX+SC/9ozn7h6fuOj+FrbxF/fnG2/8fYbJzdjKzm+dLND0/O1FwmwJ+mUJBQ9gETVdFXhbLpgi0aQOutIyKJeIUZadsmqASauKEUgjhzhSSHBYFMaDeCShUQ1gsEqospZNim9t5wo2DiQ+Q4eKGmndyrdqDyhK00Kiyl2RnOi6uEpIpp9jDjnOTSNqJgOXCksqxLQlXkAEUF4S8LiEL3wRUEoFFK1AUxnEMfYsJMSFeTcS1OfoLog3GmO5SMvnGH7w5v4nfP9ElaX7cL9ZR3FvqB/WUaa7j4et1wfPnYBCDoRg5Lt7Yzbp5YJ1KoYepulhXBBMZ1cQowRvigz9k8kKpNPWj7J1U3J2aJBYhKIy6qbZpHZL0uTQZPmyt1W9Sb2SSzMohFM1ELVCXEQ6dAcfcBRVnbihXwDaZSdqoQkWa1EwkFZKgZLgEohygS1xRmLkO39tICowBFxcVD4G08fPLe4Uv28L91XmemzAJbTxTUN5xKTjqPfZ4xLxD39BVbnG9x6/T7u3T5Fs24BSfwGWHKwSsfhcHlg834Tb0XbmvVPaOPgmE4L2X6+nqbKXTXpPWO1WeP2+/dMwpq5SxBEhDsP7uH07DwlK04JxB6zXMwS+kn7czkIcMv5bDdvDA4TDyC6wx+l3I5ZVeL48AAPH52Ou7U06y4Lj8I7tAm+6xwPgp8d9qIoEDZbQICmtX1I0vlMWloVzs4uMJ/XqMu6l19JhywGgWqwboapM0lUAQouUS0rwAFtGyBBuh3MUFQqNBFnD7dYn7YpyTOK0sOXDlXlUc4diprhCoYrbVRLNB557YxB81ZpcN31jQxNGhLtZPHTUy2do190M/7FelacH1yf/yA08mvnD9a/fvets7c2F20z5OEogJiBIsnmG5lEGzPyMIkeikFlbWztABJmp2DyBlhgkkJVtjnWAKiIJARisCAqi3PMoQ0oRkKiCc4bGOw1+bLAPF5YUzdCFtw6Z6BOFt8k/bTXx7JUJoaQdAS0acSlNrTXpEemqpLNvZwDJHoTsjR3SBFiYB2AZgtHEFfPoI54WxECsfjIcFuPrY9Ci1Mst4W8tzmSqzca+Ne+Lr/3exFPmjxN88BjR1iXdSVTA6rHdSz7VHxHv3cNwBoAKqsa+gTC/RcCREmKpck7Wp04RywindG8eUcTCqPi9WJzklYeps0Em1FmgxdNsvpdtc7JX1myK2A2eEoe3klsjsAMjqZ+KwxmZieqwt6paHRILHTxSXwQADeGkkCEwmmG8xpCxRyxrdpxnviZF69+anFY/jl2/FUifBZAeemx3s8gwxhHOxho0c4T4OJsi1f/6Tt47+0Tk0tns8B1WZJhEM0GAqxgYjgQfF3CMYHnLvFr1VjeVk+lPQcP9h4eReFRFQW897j/8AR37t3vRkDZN5uIcXp+htu379r3EmaFyJ6LmXAwm41RGNS/z1ldoiyLSdPRd0PHB0t47yejvAFfIl1bi1mNzXaL9WbbjfIGniyY1zUenZ2DiOz5RsAtRVEUWG82AAihjSiLIhkb53PDmNU1Ls7XkJlgOZ/3SSS/F1W0IYJJURTcqbV2JEohVL4C19Q7kuVORsedYB7BxaCGXGyAZiV2blIH6b2DLxx8aX71QgGr9RpnF2cgJhSVQzUrUZQORckoaw8u3Lg76TTn0Pn6jMaW1KkNLB3zF7jmL1x9dvm3rjy9/MPQxv/n4mTzm29//8EPRXrBxUjEqU+T7P+uUSV45YoUgWAlCEWJmvadEUImnW1gHF+Am2YC5yWmlqBlC8SayQOOSUwB3HVq2tAAosqOGzOcCJRZNDHSbYSVAMokgPIAqJFht4RuygFmsAgSz81M1MDMEASD7ZvytxONgR2ptEjJUAVeFRtRMAIXfiVCxG1Yg0Mp3Joh2KZQiaVgXhQoHtZySxZycNzgqZNvyP/y2xF3PwDidjp18vu6iw+SRPb93o8C6R0mkYGnEUNVoo78nNES4EJELAv4CMC30NYjFvn3oxB5oONHCCt5ITWIs8LZwF40gZWsQmHtiiQ2QUSWQamVfMMgJMQEJ0ldxMrtCGaTUO69o5kRQxR2hhTzcIheUIjIxrlupms1dyOk3nbs6QKrZ5W/8cLVFxbH1T/PhfsLRPg0AaWOi8h9KWKnn9gHyNURMaP/rkTFyZ0Vbr91hs1ZROE92jZ0ozBNYxgzxKIdnSqlCchHFaSMIgUhG2kxHDtwN+Iyu1FmRtSId27fxvn5yn6et9PW+2PTbPHm2+8gyyUzJTdpthtjPquSOc706Fh3eXiw3E0e6c0u53McHSzRTomE1FfW2pnyEA6Xiy6BDPkqOVGdnlvCcUQdKSwfmzzSi+mC324bVFXZaWKBFI4cZrMam6T6u1zOu26qo3GkmXvbKpxXeO/HCgBkAx8mQuFc9rbpEnJn3as9rDqp2EKgiKEFYosQI7abLaIKQgzYbLaWkBK/wTrRtNty6Zx6j7JyqGYF6kWBsvaoZg5F7ZCEE/sR6xDUMegKE0qpJIcvFuy/ePz08m8c3Vh8LzTyf927e/EP3715ehtNFHQs79SHaeetLp2GXTIlIwQTtCKGZ4eGtlAu4WXL7JKPDkwOxClx5AAXSAKIOblD+sIlhWPjfRm50cQtOo8Ww/OkVUvW4svW0J3ZencNmjMhCTHAwh3iU50DxSg2mwq5A4FzDk3bgJVTDGOOXoQzHJ1JghIeMoSdmfExk3jPKMmhvihEmhq3qxqLgwd4tnpFfv93BPce02U8Lsb7fRlmGuCfBN/9IB+XdiDIzoK2XDzKSWVQTQYCihigroRrGYGDFH2nYKZOHj05J0pW0Umtb+Jb9OIhYvwj5aSBl7HltkbL8tJECW1jjHTNpupk9jLmHZ182lXBziO0DZOqiFeU6hCKCFornDOyU9qDiAvmfuMo4umPXz++8ZEbf9EX7peJ6Isg1N1N3kNQ0oJ1uvbUHU7FMICOL9bRoAuiitN7a9x79xzblbkiHh0c4fjwCNu2xXq9xnq7QWziJEBNplGdEKMOFq0YeGcMglbXINjjVts17ty9b74XznWyq8nyFm1s8catWxCxcow6mKyNsRwTlrPZHjix/e1VWaKuKuxbCs/qClePD/o/aICs6pnoNBJgLLxHWRRo2qab7eRDkmVKQpQ0knNo2tgdF2LAe4/YNADsms9k2KHAY+kLSKlomoCzswscHi07u9VpCRGDiYV6bwG680JK5ySbb2XzqK63z9Y3pGjaLbbbLc4uLtCGgLZtu+NtiSJ3jbbncsyTUaj2qtRB0CgQGsX6NICdgSbYm/ZXWXsUNaOcW1fjyvHotbuiO9a5AqCaHH2hnNEXnn3+8G88/eGDr28u2r//zg/uf2192mzyfjFla2OnO0ADdbpTnZCoRqjagtpH5V5INHV4TKAmohVIQZEtCVHifaSiwPzphQok8oeaF4vnwP8M9wAAIABJREFUgbuMEZNNCpxMrTvxP1hZIsXUJKcWGymJJOVwk2NRiDhhCggZ4ZWlWUzQkjl6Ud+CthYHHDMuBHCexXsGR4I/ZxTicNF6eViW8POtLBZv4trqEX7nt4E/3n5wINT049Il+gfpOKZJZl/X8rjnvAITTxzcF+KQdwWDLkQJaFuEVClJgGkeRIJnkrYN7Iuqu8GCAkzmvZAFC7tFnim8p+TjktKI9vLy2o+ENEtdEyVFz2S6ExUOUVRNXx9RpZdVt4DjvLI0hcBv00WjkrT7EZnw4k98ZPnUC09/sZwVf4WIfhHAfM9cKh/nQbCeImFoNMYa8hV0uPvIBzgqtusGj+5vcHJ3hdhKVyH1IxdCXVSYpWMaJWC12WC73SKG7OeRrHVGL6jdUliHJfPYS8pei4GHZ49wcnKaKifOjpDdQltiwGtvvoW2aeHYpVERJ/c8Q5zM5/u6DwyIfocjkmD+KIsCT1097qxbx9RujMYNXZBM/1jMazSPmj6r5N0ZEWZVhbOLtUHHOY9k+31QURTYNm13rLebBvPlLJ2HftxUlyU2qmjbiJOTUxwfHY66nU6mJe0GQhvNq6Nw3QhkUmuYqE+0Gb2QIoSANrZYbzbYbLYIMUKidC6Fo2HXACXXmSqNpoF9QQMMDMSykVtUtFuBtAHNirA+iWBmeM8oZgxfOfga4MISbbY81tEVTABw6Dz9wvyw+oUXv/jsvdjK/3b+cPu/vvvqwx826xAgipbVluAgG3WTQMyiipkF0bEwHMcYRdmhEME2Tcw3ACqmRBQQiDrxnjjGiKGQaBS1Ubm6lDCMEKyG2kbydufM/dgR9SSwjbWSbrAphBlkl5iVkh6eUQYYzcjhMOnwmfIFlQQ/uHw3TCg8w58z3JnDmfNy4SNcdYbZ7DYWVcTiNvCtP4L88SWx/YN+PFEL67Jl+WXfu2z0dckIa9SJMIBKFdGBpVDR2HUgXFOUoKm/C8TqBVG9FGwWtEZCzR2JinE42Pwp2MotiSaOJjAx3A62STZ/Nuc1U/y1BMOSkOhWeDiGBFsQ2+I7mb/E7C1vaBsRgXO2WAMRogpKdYyqwOdf/tTzx1cP/rJ3/CsKvGgJcnx16aCVt3yRwKg6hFli0HfoWFZkklqaJuDi0RZnJxuszxs0m9gNCBn9opUGAP9+vk8oXIkrywo4sK4lxIAQAkKIEJHsktclOxpPU2ynUzhURWlzfxHcvnsXq9Wm43bwgKxlN2jEa2+9he1mC2JO8Z07+DYRwTuHRVUPtHrHMXMxn6Guip1Bn/ceT129kv2Wprf2IPBZBTyScyFCXVU2nB7Op9J+oq5KnK5WySvdY73ZjrS2Mkdk+FJt08I5n8xo+7c6m9VYrdYQEZw+OsPyYIHSFehga7rbdIU2Qh1M+Td73eTXH5Br896hcCWqgxI4pDQWa7HZNgixRdO0o6OimRekNEgsmQsx7jRHbHed6HcNCgyJQLtWxI2gOWX4ksEFLJmUAPmpOmd/nRPoui/9v3v8tPurhzdmX99etP/jO688+Efn620DG1jDcIsJ1mvbRhv/RIbXgI0r4MOGt65XjBDYrhVVAAWP6AdKyAm0YWcqGh9EhJUEUAfVKNm7TgyQmzxWstqd9HLxNk7n1A2aYx05MVdrIwVqUFPDgDDURmbsvMS2ATszlPIAxGuGOTM7Eo4Ed+pwx3vRco2yuIXZTKVugPU3gd85h2xwOTBq2hTsyw2XJpDLOB77RlxPMp36gIZTnN8MA4i1TbByMGxyVRgU4ghOGcItuCkghYkNShQmzksuAiQiiScmP8JsfiRssjWa9Gu6C176hNKBAjNYwFgg5stk/mvWMjORF9LQOe35okC73TCRigAoxfPTL324fv7Fj7zsZ8W/RUS/ADIGIU0AQyM8/bS3uKTrUFUb/zUxjQEFm1Xbfa7OrWvIi97MfM1e4AOHsWnBOgqrOQg5dihcAaoG+whCx6vJXURelHv2cOwNOK2Ch6cnuPfgJCGVXDeqyomEyDSuXn/zLazXW3A6pxigsUzOxGRLGDSkfXT/997h6tEheuqvfThmPH3tCgrvBn+7jiEGnZRJf/y7JK0GBqjKCqvNejJWIpSl72C0zrk+WMCCLzMbxDfEbgzUthG+6BFZnXCjAPP5DBcXK4gqzs5WWC4NoZXLBsZA1iP/X2w/4r2H94RdJxVMrDVM/I/IoS4dZlXdFSpBItq2RRvMGEunB3tQKHRwbB2yaHRnlqkTURwdqG2avD2jaU1QlAuCqwCqIshJV+D0GnAAEdXM+Mr8sPrKJz73zO02xP/p4sH6f7/16sObGpIuGbNZgIgDIRqSy5msKDUJJ5u4JoEZLgpaClJCjfjHJDEELsoUY5IAH7GRCE0NKyUJRIGSGczZkoShHdjCYMVspomaJlgEswVxMOULUGRVlmzh6KiRaEQ5sPcIzdZGx6wgLVm0kbwSJgAuMFbOSfTvoSpOMa8g7gfAK/eBtwbySvv0Dy+L0/vywAdiol+2AL9sbva455k8PtuzApghKxRpkX0sbLnNWbp920izKHneAqFSqVg5M1RjDCi9FxFikLLGCHJlolT00ukEFdXI6QK3BGNihdztQUCSCEAmSkBJpZfIXA+JRUiyGleHMEmSKABIPDN/9Kc/ev3Gh6/9JS7cXyGiF9N92o+l9tzM4zo4La+hiEFwcbrF5iJgs2rQhghrqxXbTYvY2vhBdALezRpWE7ny8U2sve/EcBg/fC+Dbsh+wOidBqmD1roBtDbDbBWKs9UZ7t1/iKZpOyhwZpB33QcRHp09wlvvvJe8wHnQ1VC3CGYQisqj9sUonvRHj3Ht6DCNkAY3ABNuXDtGWfgdkyni/u+mUcDbR1sH5nWF1WbTeVdoQhc5ZpTeYduagI33KVnkd0Ym8R5CHMjNK7abBrNZZTsN9AgvVsJiMcPFagMosLrYQkQxn816qZThORsEVomCoArnTT14pMy703gNg37nmYPCFR1pMT9UNFpCEYFG6S4Q3ckqO7mmr0ZSNzR+L1NEhkIjQzYM3hagQsFVhBYBmgEtNL6fiOmZsvJ/s3z24N8+enr5GxcPtn/39it3fyBNDBk4oErMUNPaC2zK2JI0gkBoCShAaALS6yS+mE0fuulJjIDz5l+vPinxqsCZKrFktKcCYpQQG5Wb4KKRzkxmIt+NbEZvYrYLpvOuRmJ24BhTkWu7c0mjclCrCC7j0ZDAJkmepWgxqyD+beB799Etyx9X/O9bml9KJHzcEzxpVLWvQ3nSGGy0RL8O1DPgfAVkeaaoCizybrrzz7YaMDZQlCBmQYwMUsTIKJ0kjHw3xhIBgSmyRAY7kyKAWJeSZo1mw+pUgG6WMZGWJzafY4BIWTgJs4FY4cTEzhzYtRySOq8rPF786Zc+c3B18W+w979CRFcx6SRG+wFgr5K5KrBZtbg4bXB+usHmIgw4FSmYwsMpMK8KUKUIMSKKILQBIooY42TCMeC4TPy8p6MQmmQ3zUv8EQ9gMEDTPjENlVFWmxUePnqE9bqxziHJluRdBqPfv7x39w7ev3Mve4oPuCvUjcaYzGp1UdcJN0OjeTuYcLRcYD6rR4x0EHDt+AizuuohyMOErVn+GxhhZ2kwcxm0jHVddVDlrpJPhU5VFti2Nv4pvUdo42DMBVR1ic1m23c9akvaGOJ4rJbeP5PDbFZiu26gIGw2DSQKDg6WXRLRCRu8s2pWgkRBK2aOlP1PxokHkxEp+u+N8mb2MHeoiqpXj5UIhSIE6VjW02TVjbqm+yjVTp25dzcY0/G7wxEZtHHgtgJ8gJYtzDWj/4O6cSbRsXP0lw5vzP6l5dXnfmN70fz3t/7o/a+vpQmEKACzUy8iLYRKlNLyOtWy0bzRhZN0UpQCvhDz7ojB4LyJFe40ssIbJCcZgSK6ZDNrzQmpAOyyrIkM7nPu6xQSylklKV90vJMEwNDQFarikpI4nLJqKeyahAID5swgJay8x6xQcafAd28B9wex7UdVEbmsC/GPe4LHMcx/lKX59Hm6JDLvbmIBFlyjYXhAyB7fwXvz77dWtQWTxoX6FhoqUd/hS5CUL5NctDE+zaxeWMlJsgmxeYq5nGUDT0Czqx+nJVfahxBJMi20JoQl0UcYEgFPjPn1g/KFn/yxlxZH87/O7L4C6Jw6WdeeAT6MwTRB3wA2wz59uMaDOxcICf00dKXDOLYMoLME7woUDqBkpK2QlFAiQrSkolNP1wmqaliJ0mjEkNENw9HHdIXfn66LzQaPzs6x3Rpr3FG/v+CUQDjL0YjgrXfewcnJWd+5dMmj6wkSB4SxmNdJPHK3MzDC33IHkHb16BDL+axPHju1sfaI0n2OtjRux5gIs6rGxXo9kQEBqrIELlYAKCnzaseWpqS10Y+V+gDeNAGzeQUJOhYTUUXhSkgpaFtDeIUQcXZ2jsVyAU++O1GakEuqSVOKelG/PILyPiUSHU+YaBjEOS/naESIHEqjaUro3hVgJszKBMRIqrW9BuJA4yyVGZjsRab+8tOx2xgmDlAo4KSE+gax3I6egAaCj6rwzrlfnB/Vf/7FLz3/9e2q+Ttv//H7Xzu5c7pRmJV0YAfXblNXnQoSInAgxLoFNyVM+aIrEizOgZCs2UXTxsUU20WSpI65h4J5mJxzodF543QK4CyZ2Gw7tmB7kFYA58FDe+GiQNxu2BEkkkm6O1VsS4ULfabwHtyeQ+5/gGTwQdYQ05/5y1jjT5IluSzZXPa4S8Zco3FXIYJ41N/W0fDx7JCVck1KOTKhaIDWB3itjLGZdLGcL5jsDDNJBEzU3ZBYHM1kXq29pGx5mxAt1Gv3gziPsajTw2I4QKWz0wSA+UFVfuILn/oz9aL+68z8JeL8t+3RC+la7T485EV5bCPu3znHw3srxKZXfyalPXMuHd9iOlUvSjx6cnDOo/LolPBiiNappPFXTAvwISh4Wonu1WmfztsICBJxvjrDer1GaA3Nk5MEodesovR/ZkIbA15/6xYuLlaJXd53WHmhnncgTITZrIRTjDDBWYa/9A7XrxwPFHXtzR0tFjhcLrDDnBkAxGazBVabcSDKWUP7HD0gwinmswoX63W/u0rHrSx8t5PwiYdhOL1kL8yEovRomoBhu6Zq48h6ZmKLowAqillVI8RVWlpbZ3F2do7lcoGyKPrR0OhcYqxxpmTPTQB77gibOxRUHayPMqmeL78M8lXH6Rp33nXnOicPTh0iAR0npCsYmPpdFPXa+GpKJIYcEwI5AsX+b+IG4AI98gxja4EexU6emF6eHdRf/vjnn//69mL7t3/4B2/89ulp07gIM4VHBm4SWob4lhBUpCJlNT9zhBBQ1QUn9DVL+g1Njm8j5QtNgvFmv8BQzaNyNt8T80DJcF7rM0gIxGZIxaLR1DIULI47B+QsnNBBkJ15nbOIgYgA2zEWRdckX2oO+Dgg1OO6kK4DwZ/w40d9A9Pupa4hK4CNjp5c9UqDl4hovlyl6p4hgrcKqSwgiQRh80eGY5IQhH3RzSglRGX2KojK6jWxOw0kgWww5dS8B3qstgyiBRL2B2YhpgJlQISPnjqsP/zJZ75SL6r/kJg/Q7bOGof4Pa56OrrCCSKCB3fPcfe9M0grHZ+iQ83ozpR40hn0yrAdzG9QIeZIkLkihS9QFuWoY4gaEYNxEmKMo8laJ1M7WCxTIpAV3qEoChS+wPnqAu/fvYcoCkcAJ7QRD3YcvQSJJY9t2+DVm29iu20S54DGUN7BOIyZMa/LngvTH0yTamfGjatXbO8xiIaL+QxXjg7HzuGE0WhkvjzE/PAQqzvvpwp7HE6JCOVshu16PfqZMegHO470vM7ZorwNIY3dGCHBefMxr8oSbRN2zqmkEaRzLsFC+/GgCGExm+Fite795RW4OF8hVCUW8/kOfFe7/cTUp0sNPSdqAouOsStTTDsReUJN6v3qO8Qa7QAwSPu/vKuv1EZ33R0juXtRIFoRI3nBL5J8etJ+DQNSJI2yxOC6nXSP/b+Zmb48O6y/9NJXP/W7m4vtf/39P3jtaye3N+JEIc7u/y1M1iQKWClClQ31JBGS4heRkfYKjqyhV75AFON4oct+NvEAcTcyTK1cmnCAbNoBJkr7jQiKzEQqmY9ELln22nHstMLUKUjA5CCFK9BGG5XmnTIrHquO/jjbjsf9e9SB/CgIqstcBfd1MI8T4qoqYJ3OtgeMzF8Dcd3DAisA9dgOAKF3fwJzQBuceAc2gIN0F5i9jnAEw0Os7AKDEiNdYX7K3WXfsXSTZk3HSYGAARKwqxw+9qef/4XZovx32PFnh0KJY8T6pKabuPMpCBdna9y+dYL1RduPM3S33xiHgHSzYmxy1BuqandTj3w7ppUjkngksY2X/ICtrIRuHYB+0d19srHKnWOICt59/32cnJwBsCUyJ+VcTgmkQ0+lapeZ0bYNfvj6G2jbFkwp2Uy5IOnmd8yY1ZUBIna4kvaeblw7RlH40W6pripcv3I02DvpzrGYLQ6wPLoChbHAg8bRCCvN0zFbHqDdbCDZqCq5GM6qCmfholui52q+Kgs0bQARUJYeYRX7kY4CZVkCtNqZISkSrHfuRiMfSmgrzw5VWVjyGWSeZttC9QLL5WLMB9IB/BZjfkfeMklUM07KhMGhx/qgO0VSIxi3HTrOTDps4rT3wBg+fDSXmvbN2FFdmKocDLTck9ikYVkHJlNdt09dAaU9p6TPZS/PD2Zf/Nyf+/T/eXZy/l/9k1/95g/aTvHXNEZICHAtEGtRnxpkicYhA1gjAK/pLQg65Qsk5QvG6JrUnjIgvaawQhOZ0L6lnD3yKNkih0id1puqQkWZnBeRAM9gSCEtbQECKlFsCmAG0/e67OOfATXbZ+PHdRZPkimZQsCetDPZGWV1r/8sKgB+AJoRURwr+KoqSxS0QbpaBQAikVAktByBYJ7j1upLN/Ywj5cIJIiuJr2CaJr9CTci6G2vx8D6fskL9mVRvvDZ57764z/zsf95cVD/t87x55OSZh/0hiXQgNMwLJQIhLYVvHPzHl77wftYr5qeOTyczOSl43DWsmO+0WebqW3rDkVABwS/0fd2Pe1sTm/GTp49vMufBTx7g9YmS9mbt97Go0dnnQKvqfG6XekSdt3nttni+6+9jrYNprfFZCx06pnPLsmdVGWJxaw22IPugMkMWXX1CqqsdZU+yrLAU1evgPccq3w4Z8sDHF65mpImEkFxbBebd0/sHOrFcrDotXM+n9UYcUfSC1Rl2SWEvAcZY18JdVXuMPTze2s2DZx3OwWFiKCuKzhvUOHhzjqEiNOzc7ShHVjsDhwf87vTMdlvyOmIQRLE2KLDYLs4+K+mrmMnbmBo5KX76hbVno645zGjcwvsyO9Pd3AAQbdudK6oK6Z6JKJ2KL7xhU6E0jn+lePrR7/18//mn/0vf+bnf/JDOTYKE7ghBCOUI0oC6EhM3bVVSGT/FvODIUiKNeaRLqlQzaAGzfGIx7SBNNonAsHBETFleXByAJSVslFVBleke5jNhE4J8KpQnQP14ydGj5sgPa5b2Ukgj2Oe7xNN3Nd57NuJfJDHIiWDPL7Aoj84NYAZVNootvwdXK3MBGVmapGMWCjPlsW8FpJnMhEUmbNhEFeIWNKAnfC0oJeuBqKe6UkmasRPf+zqpz/6uQ/9N/Oj2d8hps/TqCemEWCH6BLZ6/So9XmD924+wumDTVcpjlBE6cbsbpwBO3loazQMDaOd8Oh3d5OJ7kkvI+TLxJej4wIP3guxYr1d4c2338V206TEkE2h+q/7z9StQHD/9IF1Hk076Gio047qZDOcaVzVRZH2B7vHkphx/coxZlXV8xBgI6Snrl4xRVzQCHWVj1Y9W+Dw+OqgAtZueTp5mT5wzxeDZbBdk6U3H3NMgl1Z+C4RDS1uh0TBuq4xZHcPw7SoYrttTGZ98iFBMZ/P+mp7UHSoKlarDVbrzeiayOe1d/EbiCxOrgsFIYaI2Bqqj8h2FhOTR+w9UMOrS/VSZvo46WLCExlemLsvOmXAa+OAwMO6rTe/GoAwunt0kmLSOa+dc//RjWeu/ua/8C9/+V/70I/d8G0uRKOkyyT5bSQycfo9iQmwo5IEUZMWiXnbWoWqySfOpFZ0rFaNrrpMgq3ZUgJMzKymZAFVBjlw34XYE5jIHsEVZIXWDLgs9O+L6U/KAfnz0g5k+KRTSfbLstI+6fYP0vIMf/4GAO+Boqi6YJM6Yl5qXzVjHJgZALaAOGKJEBjUjnof6UH0jpEkcXdyWSOIdrK7ykAl8UOQqVwCQI4/dPD8j/2pp/+Lw6eWf995/jOEQUGLMeu6vw51YIE5cLqLgvu3V7j77jlICMvFAsvl3KS59wb2PkmoTu4y3VuwjeQ4LgMbkfat/LTqHY0tdBDS0s1ADJAnPDo9w6133ofEgcJu1zXY0njYiTRtg9dvvYVvfvc7eOPNWwMuSPqk1H0k4cXCOyxnFRy5QcWK0XSdmXDj6jHms2r0h+TkUQyDehe4bUhSz+c4vnZ9V1tKd8NhDvgSI9g7FKNkZQd8PnRBpAx3tT1IPhFF6UZgB4JZIReVH2rPjIh6MQpCjGk/Ma7qRYCDg8UOkZFSQdK0LU7PzhE0DHga/R857VjHhUO/S5MELw5NBDhdA26YsHBJlTLhOekeLMZgXrVT9Oi+i3xYIU2+dV509lNT595uf9d9rYOdno4se4nwXFkVf/cLL3/6V3/ul3/6C74q7AfcIghJhpx3bHgyULAJfdtm1nzak5KG5HGHScgM3vsAKQNGghekpiN9nTTfiAFHtofBrniqsdYVPlkfFwwUXdF1BagxShYfBPR02eOnyYQvy0AfpDN5HIHwcWzG/PVFBWPKkono5Xa5UsADHIQAHIrJROVfI2GmbkapgSDUApHEJDgiyOB0JpAYE5xXCURRIBFKamYvViFJlh3IvIjZYXn43E/e+PeufPjgf/CF/wsd2ZH6xEQ7lSqNu5EB7n913uL2m2e4OG1GdGnPHvN6juVygboqey/tyxr7SRcyivopyUwrSh1WcDr9nXHkpEkNSOkKYW9wVALh7v37uHvvYbfL6JRYswR46jiYGG1s8crNm/jmd7+Ld9+/YwtUwQjOmzuQnEzqqsC8rDK1fW+h6xzj2pVj24sMEisR4drxMaqqnNSyvaBHNZvh8Nr1HlI0OBSSbnAd8V3sfzFGEICirAfaRha9ZnXVo+u0n8UX3ncQ7mys1XWYKfAtZnXfHYyiov28bSJExYQSR4W3EdiWy/mOblX+h6hidWGCmB1DXKdaZXtbisEh749ibMVsioNYpU0D6Zws3KiDfdOeHKU0fe3Jm6YR3GEPjXMkJ9xf2gLoeQkEN7xNB/gPGmzTR76e/YMG6Dtm+tLycP5/vPyv/tx//uJnXzyM3IJjv8+x62Fg45bCiCZrRCWFkIjpr+p4h9k7YHJfiFJWAGcDChCTCbGYgkHeSyUPd4Py+p0AMRwKGrNuhisfghzi8knSvth92ddTM0F+XFK4rAW6bJO/X2n38q5mNgOOjw8FmOEYQJbinQEg1KK4BhzOoIcHrHQFwCHD3Aclw1s4mj8IhJLxPEsIobs8IhFIAkAk1nVYl6Kaxcms46DkQfzsi9e++uwnr/29aub/fQKOh1VMz0cYVHyEAUt69EOENuL+7XPce/cCoZXBOGG802AyaYzlYonFfI75fIayKODTYntcHE7GXbsF9Lh1mwQIvaTbGXUpTGYoVDgUzpv3Yox49+77eJQMnfqRVb/fyAklSsAb79zCN77zbbx7+30ItJv3U/695HHOA4+Q+axEOWBMQ4eaX6naYsb1q8dW9U/i3tWjw64jmY4AAaCazXB0/UYSP52UvQOQQz9L789nlmB33u8EtTIp9A7HkZlQmE9cWRT7zhQKV6AoXN9d0K4kf9MECxiOO0JeFy5C6kSyh0Q3Bu2Da7NtcXZ2gajByH+qk7Van4GGPYjq/lpGxRBcIQpCCBBN4BWnaW+Cnjeys+TBXmuCIXSw221oH3KxN5FgVPJoBPSiBLZlWpxTvzejMcSFaLrb6UEQg/3X0nn3t1748Rf+75/5F1/+smNC7GRN2uGoXCTaWIuiIeckInt6SKcSrB2YW4ZFKCmN1bK7vMYMBcNxdnfkpIHGT8j7dq2m/3/s2IRrL4vPl3H8Hhf3OxjvnyRRTP/9OAfCx4pzfR0mJzg6lYoKHg2OgOMILZVjVPCxYzrx0k2iiLAlkioSC4IU2eoriRe6zv9AzebTKxAVkRQFNMtViwpYILjxwpXnj58++I+d569iwBClnYt1f+cxvBVDEJw93GB12toMGYObaXTJD28YQ4uY/IbCl35URYdg3siSFp3dAjX7l2d0EGVMufYGPsAeGGe+SM17nZM3h0uS6caITnubZo17Dx4ixGiJAr2wYfZtpOTu/t69O3jz1tvYbhoApv1Ul6W5Gib/jgztzXLhjh3msxIkA6yM7pL8PDtcu3I0Ccb2dxwtl1gu5vtitEmkVzMcDzqPMVyXsDg4hL5/exe0lo5XDAa5ZcfjHySi6GJWYdtsu/eqSqPFvkt/u+p4gKgCzGc1TtvzPf4u/Tlr2oCqKpIDZO6W05gpKA7mM1ysN0nSnLoEmRs5iYKLiw1iJZgv6gHcdwoT72Hh4ymU7pGTT51OtMQhjYI5WbwSw/l0rHgqAjpIFhmGfgmBs++DBuZUyVecx1Zb6LguWw9uHVAHoIgYUgxBu1I/w2/2e5PRGfj07GD+D372X/nSf/fat9/423deu7XSxFHryYEkRIElOpApYogKMUwJWFiTtKP5lnQ8jtGh7BfqJonEJKQMDsIRDuAoRqZNsTW0lybVfKqYgXYLBPxoH0+C9ubv+Wlw/2fpQvY9bpo4hl/fbfsj2AAozZeDgTl0BkYFCa3tL4QUxQEzxewUCLREqJUQQKioRYjOknXMvi0fbmjiAAAgAElEQVRZCkDhKCZij4iq0dqgimru/fOf+dBfLmflf0CEq328Glzw+xQGd/5JnertxVk7WvxO0Sb7kE9T/kEPzLUrrfQeyewZVOS+ySTrh6gszazn7q33ulSdj8ZgfETouReUacSDcvxsdYFHJ6cQ9OKHTGwxgXu5hdOLM7zyxps4Ozvv/l4mQj2rQNqbP3U7E+IUZBzmlSWYTlF3SkFOdrfXrxzB+6KbveeHLOczHB0sQSNvol4gsapqHKfOY3e2rpgtDlAMVH11TIQBoJ0/jXO+g5FmHSyoeYvwGSXAh32/LIo0quj9Qdo2TAh+atycsjATr8HL0mAcZuOsgLIsxsTERPwUISzmM2y3TSdh0yeDPrg2TYsQIubLGlVRdsixKfN7n8LAoM4Z5R1NCr3ggaxKko5Pi2Qz5nNp2M+2ikQiGu6f2A5UfwfdN9Ek2Q3SR/cYBVQYvK6AEIEqAE5Gj9/twGms+QiMVJShOneF+5v/3Oc+/sWnP3L1P/3D3/zWq6oiTAwh4ijKJQkCOfEaASVW8pJmiSys4rRX3hYrd3sB0tRuiLlGCHVafEDk5EcCAwtNPkwvPJrEuHcMIMI7QgvA+zu49UfAO7hcJPcy59hprN8X93maUfa1MZdZ2F62dLns+aaP+QEAwZqdi7iY7haqXeak+KSPe5bUL2EjEYPatUAgQfIysBbTGOMRlHYfnHDaAIjlIz/x4Rc/8ad/7O/Vy+o/I6arGHAQhlu1fk46CLZpJtk2EeenG9x99xR33j7HxWnSpLnkntj9VvKD093JjQ6gjjrQwdZBYGU2HoeDOfx58ii4sNGIL1A4jyLBcB0cHDnjfWTy1g6vwt6PQHFy+giPHp11S2FHCYpL/bI8SsQrN9/At773fZyenXfaZY7JkEIYmBJ13Qd3XhCzqkgYuIF26+T+LkufFuPFTrc6n9W4dnzUCSpOU3NV1zi+9pRV/5PToADKssbB8VWYdrJ2o4whnycvk/P1WRTlKAxlj5PFbLbToVZlT9qsywIj4apcKqpisZhN3tzuTkQVCG0wzorbBcWoGLJrbN+rmCDDoQqsL7bdWGsf0utJ1+1uIaX7ZypDiLwkpFK0Lto+Y9LSSgAlysWfjg/wHsjwGL1Fk3sqvWZw4E0N3szgpBiNqjDynxlC7XPiHI63UuHl+OXjp6/+wy/98s/+xbKufIbzKpFktJZK+lTJY83O07yzhlbtobspvKkOtv3J5laJbTRPg/eTkaJJ9y8KwVFAbAHKOxLvsE6SQZjsuqdNw6VSU3g8lQN4jB/Ik9qYJxEQ973BfR8H7zbiXGTvPajNF8EMe5j3Zl0eAGwiKLK4A+KNklSBOdZRiqgswiBSiSGyL0qoMiRGhKhwXkUF7GcFf+blF/9qOSv/E8DWL/T/0/amMddtd33Y77/W2tOZn+F9ry92ghNclziGgHEMsdIEhZQm4LapxKeqiapWzYd+oGojQSlJIJVQOuUDQqiqFEoBVa2qMJS2pKkitaJNRYuBGIxNPF2ba9/hnZ7pDHtaa/XDmvfe5zzPe697rp77Ps85++x5/+ff7xflfqSDImEvJep9GzlNBiUV6oNJH7tO+cmXxO5FKfmUmF/IRIbuhO5/aLVGOpw4iJp0at10oi0yYRQSHhRCryRu7u4sToMFISdHOQEDEnx+c4UvvPYadrsmKCPaBnmeZx417B2I73mYxnlVFMaoWINJpOPDA2wZ6GKzCgMG0bhuVVrnkbR6wysrSqwvHgUFt0FBkueF74konZLZUxR9Ou4ilxbkZYm2aXyD3M3xzKoS290hlBVJY1bmqBszUpsJ43QTTjJrnDhxlGWOpu5S4kZr4AJIDiaL4Rx5kUF2KqGA10ojEzmyXOBwaAOeKMEKWWig0tjvGrRth7IsUIgMStFkVE4JTQgNF/HnTA/Z2+MbbHAPxutVvYZlAAGjQOPi7idN7AhqLeXnircZi6QxyUGNAHEFlbVQvBtnWEOttjgPc8+4KU9uynn5X37793773//MP/nsT9w9v+uV1pASSmSKacVMV10paFKGVcwYZmYchaV955ox7YJc7YNSZqkZCRrM4EWUtBmcdrpjjCA7jUww9JIpYo3iiqmeMxR1rRqWGzYIQcgyqPts/EPffykHcp9zOUZd8jJglK99DsA/14EYU6JlDJlxmIzGxpWIoFsF0i+AZgk+K1XHNCsYKdWCgXWQXaayghjTCm1bI8sLxa36GIdkf/wjH3zf4z968XcZY38hjvYTEF5EH9E1PWRn+IOkUtCWEtOB8GwVOg74kmheD+oxesroDzxMWO9YiCeNLCMCQ8+qO+jXUPjc9Y4mhoz8ig9tg+1uD2hEKoAU/TD0ssfnv/IVvPHG23B9DlinQiDkhYBgwuhykuO/ijMRA6LTvfJ9GNdajFHKVZHb7GKAlyFgXlW4PNuk185Rq9vMY33xCMxTuqfsjzzLcP7oFdtTALSU3hLREFDqy3umll+UJfZ3t8FRuGwny1AWOYyekdlcYcWn3GMwK3LsDs3kPTCfzdC2twhC6hQMJKURvZIKbd2jKISfuIqpbEgzLBYzo2muQgdOa/L3btxDOewb1NSimhUW0c+SseNjgc6QKSHGuST6Z6N7LSVpHPbnPDWKMr01Im3GZZkEOIHBTPQZYjSvz4ugH2/Wy4aDfIpBdBWoLyGdI6Ew+BB2ksIu+tghOZg8L7J/91v//Ic/9OQrT/69z33yC29JpSCVVCZw0kwby6BIaZgkz47xWES/nf2xHtToGtmKSRSwEgDuMzMfxGpSDBKKGLjS6EWPrC+gdKdqBpRKqKu8Vitxg6dXadA/mUU+QKr83hJWvOBDnUf8933rmHrv+XMgy55bDIBp6Ga8cc1K5lJ1stoIUD0ICpx2oOuGMcbQcQ7Rc2jeKwaGXjNwzhW0QtdKcEaqKHN82/d823e/5/2PfpFx/hdGxV6iJEL1aa5pe4Fzq2ExdT4Gv+u41BRnGxNYDj2Eh0+C/IaOFFFbXnsZWkcj4SNCHf2rKJn9jxvVBl+pcLfbYbc7+JKVaXA7o8/BGMfusMNv/96n8cZbT+z14h6FzhlHnptymdbwwEKKMR+MIc8z89xHY6/DAw2lqVQxkQBslgtcbNaJ6XJhogaQFyXW5855aAxSF3AhcHbx2A4sGKMguw6kFZhSpgmqXWlRg6DMpJQ975wLZEUxqby3nM/CLaUDDYs7xDwXEIIl33E9K9IM83k51tWIdj86bban0Zv+YC5G+i661yiLElWVj0eEo/vSr1Nr1IcW27s9DvXBFNZp0oNM36/61JMRDSDqgXsmTAIFdXLddKAukYA28gmQtlyklLI/DuMlDQGj/+4QjMIgZIWiX0LIytFAIgVTjSGIqbgbgRj77sfvf+W/+9Y//+EPCs4tG6M0hIZmpleZ4RflQIXKRZwaUEwDTGmL+dAgIsWYdj1DBWa10kFQVhuIEUFJCc6hZMsU8RZoOXrGwJsWneBQe45e3GBRAPur1G5P2eRjvZBTzsM7kGM9jikHMNzgsZnhUzKI8TpmJbBeKxwYg845hGBomVasJwjBFWOELOPIMq7QmVpfJhgE18j5nRJ3NXrOAMZV1wMQtULLVW8I7RTpTp29ej772Pd/7IeXZ8v/lnF6HyOk6na2pOKYQ+OI25VOtIY3lDGiOYluh/VYHRP2pOUjPXAe5CJO3zUcfye2ATq+oXUSfAUCPacJMTQC8bw+GfzDdrdDb0tWpr/BrdPk3nl+9a038Du/9xnUdQMRUZM4ChORCeRFbhG7qdPgNvPIBIcg22zGGIUMAMv5DOcjLXOjcnhxtrYNczZ6sAFCXpTYXDwC49x1l6JVG8qUs4vHphmPMKoruxZMKbDIiTCtwbQCKY3ZbBGm6Ygwmy8RMxK4Edw8z1AUWbh+BKzmcy+sBQ07akwpgtxe1yIvkeUCfhR3yCgQjXG7gFj2Cm3TgQtucVXB6BmWWI75vIKwKozaIZkjVLqOMRXaTBIe9g329Q5N12AEDBwEIHrkRyaa40cod7SdKBvfCoTBIacEnwj3e1hPQGlrp7MitVfrlM7R2NFjpQAuCxTdwgQILASPoS9CoXxre6zmd9ggin1o88rmlz/yL377x4XgSipHgCiVMnwXyoz8aqWJLNAQvc1IlGE/UUqDlDYJlwHveZpnKAVSjEFpQGniiqFXnebgpNAzqZjiqmdadX2jMiVU1+QoyxeY/S7wmxhXjKZscmzTp5ab8hPsWEYx5VCmNEIeqkp4rJP/6R3A9q8jyzLsbzlywdVeSGS1gGiM4yCCogMh3zHFmULDCM8ZsGVApnYq37aq4QyZFKpjElzUQM1VD4Zv/viffPyhP/PNP5MX4j+AowiMHEQMLoob5M44tHWfZhEw1BRC8IRvaJxEDMpPEwHgBNPJCKOhj0R/Ey1DX3aj6KlywNs443G1/SwTYJyw2+2tgwyjvJwCOFAqic984XN47StfNaA4Bxi0jkZw40SKIoOWmHAeBlgohEAuOFSvBkBI7Wv8m9XCOAgk7Q7kmWmkz6vKj2cPp0qzPPfOw0e30UlnnOHs8jEyy1MVCP9gHIh22Yd1JNpkIFxrFGWJoix95ykvCpOFBNQCoE1DdTmfIYbgCcGjzETbrCRLWx0un1TAYh4Q5poGWVYs4atDaVJroOskZG/YdZ2glD+JypTTyqoIwEMdnEcAeYesUCkN1QOHusabz59gd9jbYQNEJTbymVp6d+pk2CMUlfQgq9EJEj/JkvU4RIi/R8nqKNzryYMYsTpb7WUdBVHhmGM+u0ElYvjkERvQoBCI6HK+mf/sR//Sd3wf4wJKSSMtS6S01koprZjNQJTBgzgKpd7iSXryVCfmhzFShvuPLAUGUwxGao84gSmuWtYpaoTqCwaxu0VXcGTbDNvyWpX5Dl98E0fB4ccgFvf1ReLPT5awjrHuTlGfnFpPvOxwndUdsGGdyjINRQWKgwDlDQ58q/KDgLgVKLYZ8gPA2HPcigbbjCnKuWpzjpuMQas7iLpXXSaQ1ZlqpFTIDupj/9JHP/TqH/uGX+aC/0WTTSDNMpi5MMSiyMNGFiZxUEaTZCyiZscyMwghTFYybd0HGb6OGtw26iSd+pwk2hxHcXrkWKKUmrwpS5447ccczQ3PM4b5okIve9ze7Mw4LeOeg8r8a7KL7WGHT33ms7i6ug0AQOswXPbBOUdZ5SZ9j0texAPYUHAUgkPaUdWYeNBld+ebNRazWdSYNud5Oa/wyoUhTKQjDjXLMpxdPjbOg2JWAMffxbC5eIQ8L4a5ncF5tDW4VuDK/LDIiTAYXY/ZcpVsc75cDTIhe08XRYQBMVtbLebI89xf58JmKqMij9bgJDCbVeMHGCn/mbmN0hOitEbXGo11YpTQ4SipwMAwqyrT54hWqvUEu4G92TkJzMoKT54/x5de/0M8vXqOuq2TG94rDeowAp40p70vS3nk9DCqihzQFJE0kIqNJV+hVIBswvp74C+Sf6Mswy7DvHSB+WHxe05aOf7bVDE2s1X1X33n93/kExpcKa17pZQiIxHWK8heS92TGR3ptUZvnAj12oyhmb8JitnsxLZJFLOaSEozgDql+kx1vFGiY2gzAVHXap+REm2GnQRY+RUsngG/c3fcLg/t97Hs5NR3xNC7xF84lmFMeaWpdRz7bMiHdfM5YPGBr+Lp4VVV3GVs9kiqndqznjoleo5MK3bI9tiSVmAcBWeABMCgkAG7TGPZbRk7LFUzE+ysrPDR7//Y92VV/tMEg+3QSUQaR/w0yXZOAHZ3XYQdGIETPCiMMYa84NBSQUElkzHDduyQQoImHiCPR4hwDRTpeiQjXvEOx5lP8o+l1siFaeoS4frmNkxZucyLBX1zAHj64jk+99prkL0K+uLRg+YioywTkNY4MZviMzetZVl1M8HQtymcyfFyZRnH5fkGhQUIurPBGMPZaoH5rBqV9pyxIgKEyHD26DGYRYmPMIiMYX1xiaIK6wnDB6bMo9rOa0qTExhz0gAgCC6Q5TmKqkJbG+OZFwXKqkK93492bb1c4OnzKz/BxYhwsV7h7ecvjFqfJpR5Bm0NvoEXM1/xLIsSbdd7ACMlGobkMSKM4ntK+2PqGom8FJC9Su4RbYF/gglkFaHrOihHBqg9tXgYK3d6LGC4ODvHbr/FsxfXeHF1gywTWK3mKPMS8/nMjIsLR/5GhhDQBUtEUcZOPoGhCaju9IRHkD6Ol6GJYABTfmWKeojSuTymMijepZmO50TRvpWi4+1HaaSdUCvL+eynPv6vfFT8v7/22//A9WC4zS4Ncy71WmsGq57qROO0oW9XpAFFUKS5IvRKMeptIKuIQamWq54pJVqgzYTizV4p6lWRFdBPSrVdvq0uCok3fwvqxQm7/BBtkPtsvBg6jKks4b7x3Ye8jjVragD/z6eB7/kXvozt9r247Sv1nqeK4THUnnXs0DfYayiAIQcDVwT+giBqrogDugRrVxK7klTe7di8zdV3/evf/de44H8PQDlFkKejeUNKawg+6W3rHl0jo77E1EEhnXM3JhVZzk3sYKM6KVVSs3az8OOeoz6yDac1HpWnEKFvoxFcDFC0QjBkIkOR5+CcY384YGdHTR3qPC7pMRu9v/b6V/DGW0/MNJZltQ2iQAEbIwQzMZTtUfi+kg3bBGfIOEPf9BPHZCLxx5dnlrE22Lo8E7jcrALqfJQFmgPlguPs0WNwkQEjdw2AMazOLlDN5un5icGiRIDsLPW/ud6mH+Jm9bUZBiCG+WKFtqm98VqsNmjqQzKuQ6RR5hlmVWnQ4faoMiFwsVnj6Ytrf//Nyhw71RhDT2mwsFrMcXV9E7LeaOrIIcy11RQ3XFeEeO62ayXynKN3ErnRjLd2Za28gIJCZ+lSNA17dqGURhpYzpfI8xxXN7foOomr6zsQbcGeM5NV5Sb7quYVOOMoswx5mfugxHMZJrKHY6aHo0DGYcZNNOiCEQZ8QwNq/iOiWUTgOgOon3BC1kkzd984kGMi8BOCO6JZOS9/8mPf/5H2N3/tU7+qpVYgzRQR4yBDT2KqEYxIQWmrUGifJIsHURpSEROK+laBaaU7gJRWSkDxulNS5Mi6ndqzXhWsAH+Rq2fVtVou3sbsU1D/+w1e6vUy2uiJAzmlfXsq45hKfx6ikT58fU4B3/lPenX2z/8+eyY/jLd3GmdPCOsNV00moaSCqjVjB45uR+qaMexyi27ulHr0XGOW9eyPfPx97Fu+81t+hDH2Q4AWAE6w6NA4K3BEab3C7VUT8AOx8lps5bzR1kmEbFDCYf2cDW5cZs98IvgUF27sDepr0S6KA6CUk/pNIkvSIYsQnIMzAZEJCEud2vUdbu7uIHsVxJ0cKh0wdV0i9LLD51/7Ml5cXZu0XLMQoSXaBabURdDopPSlK49yh/k844S+6ZLMwtXLq7LAo4szSzQYXstZhYtNKA/pYX09YtVdbs7AhQhOJQ4aQVienWG2WI6NEYVCkGDMl6z83eEa6PZb7nzlZYmymqE5HKyDFlisNtjeXI8yo81qibppPIodMOWtzWqBq9s7c00VMK9y3O2b4AysDWfEsFotcXu7DaJhOsqbY3401w+JFDtIa/Sdgsi5l8j1pUNyCHYz8VNVJTrZQ3XSl6McdQiiTME0+gu8cnmJm+0dDofG70bXSUh5QN00uNvtA0mmVWiczUpkWQ7OOKqqQMaN5LJgHJGC2eCZID9dR4PMI5SqomWByV5mnNEE5gVELNoAVxm0loacFWE/kqEAGuOJUmIJ/1lZzaqf/q5PfET9xv/8W7+qlALjWmmtmAG1ABqKETgYSeYJNQmGPdw23w0YUStoUrD8fVz1qi1Kpbdb1LlURVdAXpXqqrpCOX8d518DPv0GcHvC5j4UKHjf614urIeqVk1hQo45j6nv/vpnge/9hmeqW3+JXesPqKcNB3/RskXXQUqJGlA7xtAUBM63mGfXCtgDmONGneHD3/JB9qf+zAd/lAg/FO7GsQCR/yfKPChCNymlcHO19+OjOk41koAjuqH0YG6KMFGWMvXpZHKHdKJjAR2X1Fw5CTDBuX1kOIA8TKOQd3zkOazipqGUErtDjb4zDwVn3PJFpw8ZkZGY/YPPfwHb3d4YdSKPHUlVAq3jEQxd3Rm8iJ1mM6A4azTY2Hk4AzarSjy+ODfkftFrtZjjfL1CFAinTLfW2S3XG8yX6zHZZOSg5qs15ssVpiaIvDNjhHJWgZSZtnLdIt9Et9/mnPme8WK1Qdc0VlAGmC0WaA579F2bRMmZ4FgvF7i6uUt2YTWfo+963O0OfvlZmWO3b8I5t9FuLnKUVYGmbm2zmzza2ffqkGYew0xD9Roi45CdSuygjihZlAIyJkCVQNf1kC5DdkmazYIpUoE8X29wKGvcOGdIg8EIOwWmlYaEwm5fg5EJzG63LJJFFsgzgbIqkYsMJS8wbHCk7QwdZZM0wCkhEXAbkUkgOr8xGNcuJGSJnkvfmxxVLgaU9/fYmFkxy3/yOz/xHS8++Wuf+nWlNGMEpRgx0hrEiCmbCTN7PZSW5noyprRUZmRBmeIqaSgFBVKZkt2tUjON4rpU+y7HYXGnlouvYvMW8Du/B/VZHB9cOuYwjhEmnlpO3JfKnMoshp+/rETicBu//Y+Aj33iD1X16g27ufkgDodSXXcVpJQMuFMZ1Zhlb4DozkqFAlrv8YE/+U3iw9/xwf+UQD84LEYnv0WMq4iZ9aNew/auNTPhdISagcjLT4X1mdk70KAJOaiL0+RQfaRfouPfx7hohwHRfnw3dTYpe6xE07Romy6MIxM5CUWbeQQ24ZvdHT73xdfQtb13MuQdVJhkYS77EAxN3aYEiTYDMhNaQF93A/yB2bfEeUTAy1lV4WK9migb6iS63JxfoJwvEueckhQSFus1luszT2wYeZco0wOqsoTgDKQkePSckFIwT7dx6Rl3tBAaWZahnM1w2O+8kuHq7AxXT5+MRrZX8xkOdYOmbRFPHJ1tVmj7HnXT2Ua1GQFuOyNH4KRgtdJYzueG8kPKAS14kK4lbZkaXI8EoRzmjHjCoUWup2acEpQrXxGKPIfUynBzKcSYv7BOMJAmzIoZqscFbu62aJrW7JMVeCM9sK4+m3Hn1ZR3te7R9xK1FRnj3GQolaVlEYKDQyAW9hgOjoReBwYjW865RhQhNOivRM1zaIasW6DPd6YngQkwpabJwZoIhGXjUwZAb6p58Qt/+vu+7V/77f/19z6pQOBaMW10shljZpTYQZHJFj1ULw39Sd8rkALretWBoHuomm1RsEw1twLXlCu2/iLOFteYfwXqn/4e2B8cCdJPTcw+pHQ15QcehESf8krHPNTLaqUPP3v2D4E/+0036o9962+yp1WhWlkxKUkBt0AnIbZA/wbU/m3gawD7Kz/4V8T7PvyBHwPhBwehwiCCIMSZaOgqDppkiqMoTFNYK0dZLZF0qol8A3zY26XIGfiSSrzcQOuAksY6pc/bIIUJbdTQqEyWtxxgbduhl05PmVkakkG05vh1iPD06gW++JXXzZQO5/YBj+g8hrT1jKFpOq93zphblxv9JXSHNo3WrPUpi8w6D5Y46LIo8PhsHcZXJ1wtiLA6O0c1X9pl9MA5W6ewWGKxPg/X2jv6lGM5y3NkmSFnZEo6+WMAZLMPZUGYGro3RIZt2xlnN1/i4JrnMDoh5WyBercNttIaq/PNGm8+fZaQdTEiXJ6t8ebTF75HVuTcsi4HG2VGewnr1RI3N3cj9Lv2/xFIAcSGlIjGyUipkeUc0h6jM3iucR7fc0qZ8llZFJBSoutlyGq0dVAR1QongfP1Geq2xna7C8Y0KvrqWErLNaNJG8aJISOw1qgbQ7HCOEOWcYvHMjQtrmHPOMX1ytFxx88jRf2SxPEQRmUwBoasn6PP9t7RTTzkaXA45FKhBMm1qRblz3z79374X/3kP/79LzGtFVeMMdYrJXMgU+BaoycCtQyatdCKAVwr0yPRSsoSiq6heatm2wq3ssQhq9Vs9lks6z12vwn1D58At8CDylCnMo1T1aLhesSpXsV9paqpDGXKYx3LaKYO7EuNVjMi9qHPQp0/bvDKZaNub8G0hvrq14AdwD5nFmWX33iJ9374Az9EjH4osTrDiaTU/HuEtq1VeCvT7HtkWWY1KgFzDQGWkQEfMTMKKaUapRdxAqGTaHeUAIUI0qnMRRoECXUColKZi1CGqyZD9Nf3Er3s4Wwgt2PKPjsheG4q3ywnwhtP3sJXXn/DGALH1ptEZZRoKDDOcKhbk4X4xjvzTiTLGNp9E44vMkxFJvDK5YU3Bu5V5Dnec3EWCWohpde252W53mC2XPluFMV0+LZsWC0WWJ9f+OsxFvhymBCOoiw8MJAMjAsuhnc9Eefzm90dNq++1xh4KGR5gSzL0HddYAVeb9DWBygpk5p4kQmcLW3fI2KZzYR5/9n1rVlUAVku0DY9MGBjJuJYrha4vbkLJzSO8LUCGA/m2k5suHuLLOBQZMKOUkdcVzqdjPLXTQGCC88irBw632a/GDj7eVlhVpW42+1Q100apOlAowJKiR1pCIiJElZt721GJoPaHXZ4+7lxxrNZhaIoMLf/5pkwGYvjbfPPUTprmRInUspCQa6EyZH3C3SZyURcKXdIWRzTxwyDPooPhuGPz9bVz/2pP/cnvv/3/88vXrd5p2atAJUdVKZZKzMw6sA4KbRAyxvwXkD3ApLdKuQ91I3AXbdQumAoyy/gG8WbUK9B/e5ngU/3Y4M/dAbH/n6Z5vkwCxGnVjDlSB5S2joGWDm13ni5vXNQTwA8cbeyfykA+E9+6q+ri8ebfwvAjwKRYuAwe3VN11hQJnpgnKWWnQIpYfoNCQMoQUllExVD1sSFIcSDJkudnVor0jp9a0K7ieKmXrTzlCDo3A0d0dXZY1JaQ8kefatMPRwAiIHxYPbJXQMAACAASURBVPiD8xg7EGjgD9/8Gt5862nIUnyyQGlfxeFHBKGuW+M4mCuBkW+eC8HR1nVoGlPw44ITXrk8H2FmiiLHq9H7Om4SIzD4VbMZFuvNaCZHR+e8nM+DVO1o6lp7RTxGpmkcBxSkpAUS2gzBIdLtUt1ua2lYcjRN47OQ2+sX3ioJzrFYrXF3/QLDibjVYo593aDpuqhOTlguZrjd7dFafEyecfSdTLMwa9UznmOxnJspumiaDINSUQjKY+SIbZpLDS64DYLGkiA6Geyz/GSMUNhsxGTjaUhGUUBExLCZr9DPemx3e3Q2o4omlCK8RUTvqDEg/cIos9AayEWB802JtquxPzRo2g673QFccMNyYH+KIkdeZMiEMNLBWQaRcQjrZBkjkCIj0xsj3TVZXXNb4lMlkLfQTI4CG/PIJbP2CdFkKCy4IRR85Ozx4if/xEff929/+lNfblvbgKr6Uq1kgR0RGtEALaCVgqA9dkxC38zUHSvAZsB59ToW2ZcU/bMOn/wM8M8aoMHxEtRUcH+qX31fG2L4mTgmBnVqeuqYzOGUt5ryfKd2/Nhk1/DALh5v/hIBP6mJ8iTMHbCnah2nrukT5t6TnYZqBTg3mYbmEShKK2imwTRB27KLshhSp1JnJyXC9AxjZuYbOqF78EZlOFpMqZNDwrVjBXug0CttAWHa914C5sIZrMAdFjsPWB0PIjMo8NpXX8fT51c+6qcBXXRatiIwTqjrxh9fkn3YzARSQvUqis789cbj83NTLoqGEYoix3suLzw1eVrcCwUqLgTW55cRaM9pI2hvRItqhs3FowRtHPdFYm3DsixTdl9okJTGYVh7YGhMtNf7UG0Lsn2KvuuMymJVYXubikRV8wUOu61pqEe1csYIF5sV3nr6PBITMydis5zjyQs7c6k0skwYbMioXaZR5hWUUqgPbZLl6Ch71TqlpE9IN5UCcW5AhipojQRyxQGdrnuOlAFTiowbhURl+cKIWbtPiIuEGc9xcVag6VrsD/sUjzK0E1Ez21035rJM7Z6N4BAJhKooURYFmrb1JWYD/HUZmNE+4cIqZjqArJMiEK7caj53fG2GtieQfnLOwHQBCAmVtUj5FAPp5ajkmjjxOECkH7j4xsvf2f362//Fuu/RzCUO+Q51fQPGCEUhwF4QKF/gDQCr1QKz8z9Uf2T2JVb/06fqi59v8cnPG/zcKdv6EEb0hwxCncpCfAaCd/h62R24D8ByKpWK3//7/8MPfzMRfgbAbOqiTbKYTu4/oDsCUxyMA9J/gUCaAUqBOAs3MuxYJwUjqaQy01WMIKW2uhEq6Eq4B1TqMPnBBhTZcIRwVmcazOJHJHQ3PLzQuwgRTzAYlJSgBhMqIKvf8WXc3m6tQJT93nC0MX6PE+qmgVYWO+IYdv3klVHdPOxaR3edPDwXmxVmVZmU74oix6uPLsAjnY6kKOhFixg2F5dGyAlIOJucEc7LEptLq/kRlS4D1CAao61KZJkIuB030eRwH87pWQPpxmZZRLciMmHr8wJ5UaI+7JNzNl+tcfP8aRqnayDPcywXc9ze7ZJjnlUlMrGzYlOGoruLs5CkVKWxmM2hlELXyShTm9AHwbC9YIo5qjeKl50FdiYFHl9WjfILHZh8SRHKsoDse5/FJDKw8VysJpR5ibIo0fUt9ofalIfTjjwCu+9wzoqS/R5OZnFimFdGzlcqCSl7+/xRNPod15vIG3tTTiMPomQY8rJFnFggMJWDdxlkfoBmCiP3cNTO0DCZYsTxdz7xb37o/3rtU5/8v6kuUNOrOBwOYIxhvZbQ3/QEQI/3334e/K0XoN/d47/5AtSfvgL+EU6P2z6EEf0+u/wyy4t3MkF1jOLkVOZwqnn+kAN13/uvf/FHzonwcwS8x125QBESUUT7iD7VeXD/7rcN6l2HLM+RZzmEBYol1ARWCdEwfpsylpkacfgM5UsoymIzmNVksCcqigpNI3MoYZs8Mf52CzeohxghKWSlGQIoKllhNG3lnEnXd/jCl18zY7rWeWj3gERjurExZEQ4NDVUr6KGfHAgrmle7w4hsqZw3Mv5DOvlAjEfUlEUeM+laaSHmaihiIn5bbFYoigqb9RirW8AyPMCZ46WfeKhDVOaxvDlWTagMonHdqXv9yc9EABFmXsjkWUZ2q6D1ibjqA/7ROuiqGYQeYGubUO/xn53vVxgtz+YIQd37xJhPitxfbP1TjHLOPpOBb6uqJULBayXS1zf3kH1qRZAQo0+OBUGuW6fGWWb6n1ozmk9lK0dw/kIJhgSPEOWKTRNP+KbD8bfSQgwlFmBMi/Q9R0OTWPKwsBAg3PICzEYXJkOhw0+R+TgeWGciZbm2dR6VN6buEMQ8v1w8mgYmRLAwMHkHJ3YWcoqTNiYqbXbiblA5Z5Ds59+/7d89Hu++p/95y/m/zIwn6ff+PEfPx6gD+3xqddD6dnf6TbEu/Fix3RATvVBTu3QfSNmP/dLPyqI8PcA+mh6eWmUfRDROAKBBQle1wBM2tp2nRk/VE56M0R6ygKt+s6AGXUkzhPTUlsVYy864/AZ2oK1fF/BZUURAtffdrEWRhzPRQ9A7EBomHW48tWIasT8XTc1Pvfal9FYJl0MmuNhFDJkNowRDoca0joP5kWlopFdYlCyh3S18YidvshzXJ5vEk6qIs/x6qPzULbSbtQUSW3PROwllmfnibF32iBEZorq/PF7wDkPzcwI5R7dRygK0/QeDnhrbYnpCBYHggiJHhxItZgjyzm6Vln8Qoau71BUFYTIIGWfDB8s1xtcP3uSGEWCoXffrJZ4fn2TmM/FrML17da/JThD36nEzaXMpmEya0KpLKIOGZtOrU3WxRlBWxGn05TtEVSJoj6iZiirwqgkKo3hzKueQJGXeYmqKNFriaZtbdY13Suc2PNhd2yyzCCYAMtsmZVTeG5hua3cBkhHJV49eQ70gAqYgSPTBTpWT7gjOpqFxNNf1l59K8D/1o//Fv59/clxoPxjP5b+fSrwPnndXqLH/U62IU4Z9od6pWOf37fs8P1Ty/zsL/6HUNA/QKB/AzTxzJy4fI6Xqu8UtjctOBOeTjwWv3G0I6ZBrn2m4dXNEGU5Kkp4GPnGMbkR3sjg6+EEYEI/4ig34hiTPN7D4zCi8hqLMpCkUW6ziEAbYd6/vrvB6197E13Xe11zxFlMxC7qsxoG7A+1mYDxPQ+WNM3N9BWwv6sxJL8QnOOVi7ME65ELgfdcnlteLZ2ahWTYzGxjfXEB5mjQ/bUy54kLgfNHr0RNeUp15aOhhizLgswrkLDZAkBVcWSMICOHwaA9kBAAiuUSmSA4rGCWCfS9KTlVi4VBokeGLC8rZEVpaU/Se3M+q3Cz3aLvpb8WmeDIM4G26+09BXBBUHJI+xHKOxwMm/US1zd3R2/8aPo2GH4bNUsJiJyja+V4SnGQHLPBQXhddGVKc8riRlK8RChV6fSWR8YE8lkODYW269DZjC4dfqBRc3/8R9jHpOwVMTRwHgFdmb3frbYPRVIOmJR7G1sXoQv0aKbgIPfaosEyf/1n/8GP/AKAT8Y28FQAfsxmPqSs9f/HNkZ6IFMc8Mfmgh/iMI4dzCmq+KmMhkB/lICfgqNfGfn44y+CKT1tb5t0CmggTc2isg2xwOsU80Q5VT421A2J8BAprUesORKaczTUCWcTGhpuXdE6PbstI6PVwXgk+hS+QyDc7rb43Je/hC995avoemnKTRGDLrdUEu59R8vOBcNuX6PvZMK8G363ywuOen9IozTrbF+5PDe6FtaIccbwnkfnyDgP5HNueR1lZtbErM8vkOXlWHcFABeZyTyESPXiMZZkEUKgLIsjdwVQlgb0yAVP6NxjSncOoJibWju3AxbOKBEI1Xxh9EciECERYbFa+2g33kdGhOVsNtqfWVWGXVMameDjQGjw4sSx2SzD5Nnk8vroOlSvkOVWWCu9jKf1oaLyq1aGCLKqCoiMHwvhJlfMiGNWVtis1lgtFyjLHHxw3BOaYEfPx1COyuuquPtEu5KtfRbIskZbDBMxsvgSBAwitCFJ1dL2WiRI8RP5xv0vu0wJwk/8/C/9aBnbwPsM+dBmJnbyHiG/r/c2xNBgD8tGpzZ0TGTklDN5KMtvvNzP/dLfzgH5d4n05YN9e/Sbkgr7uy5gPMI2hjQ66R0QZToGIRoBCH1wFebtoQfgNk8FEj90Jg2P0i0n7DAAI1EyFmi48myvAhj1Pdy2Otnj5uYKT59fobXSqpyzcR/FHztLeIU0A+7utlBK2QeKBdR65FQZY5Bdi67pEo4lAnB5tkZZFolBvThbIxfCk/UlFDFxlAnCbLFENVsASPsdgNEsOX/0GMKRLEa1FUpAa67vUcYPA2IMTp4Tsjw4BKak36tApmiIFPPFAiANLshzkWW2mc45x2y+xPb22m+ftM1C8gJd24zM3WJW4fpumzR7Z2Vhylh2HY4+JbmjdaDKcRgPQRlWyznutvvjEfCpiRJtSDFVLzFKPU5YyVEVwOJGssz2CqU+9XiOjK3gwpBnEkFDQUppgI9y4qtjeDiSHpB3OHT0+Eff0Ol3XGnPj8kzWEbd8Ax5OzDqH+kxYn36GvxFBf3dRPS/PaSK85Bqz7v5/WW/I6YM9knPOTFuGzuaU32MdzImZv6V36eBH3gp3x79ttu24Fz4i+y5sGyKmywcjc0QWT3myDT5NJ9FFBkxg+mEI9HxOuyoJCX0GhQx7CIFNkUOBPGorb2BlVbYHw7Y1zVu77ZektbMurPBd5BwWoFi+naCVD3u7nZQftoqzsIGTLtQ2N7uomqCOTeb5QKrxTwxevOqwnJWBYT+iAciXLFyNsPq/MI+nGldmjFmnEeeT1xzPRLjqqoSjA0mcmwAnOWEomT+qnIhQg8EANfalLS0AR0KSykvBKG1kuZCGAcCDcyWSxx2WyjZJ0Zisd4YipOIx8p9t8gz1E1A7OdZhkxwM4FFBNUrCMHRS3Xv/Z6JHIu5Nnxa8Sd0T5xl2aFFxs2Y+NA+p+oApycbtTO2hv7eAXCl0kdD86m2M8FkJlmeeQVApSUUtHVKeiQXTZowpjnEqAc1/M6g4jX6Y+wYzJoYGBRkwNxMLDMuk0yeOEagH/75/+mH/7G9509OoT4E+DeVCDzku+9kG/eSKY4DmfuRjMOduW/ZU07sZ3/lb5Uc+AkiEpPznhRFv1FE4F5N3QHapKbxcswp2CNMFCpnqRWS4cjhZgN8Kmh2KAz6H242PMrYScU3F03esMHAR5oeFnNipsAkDvsabdeaaZ6uN5/Z6MmX6CJjlRAhDkkRrSNq2gbb7d6Xm2KkeTK2a0GENy/ugiO2BzirSpxv1pGjMNvbrBbpkINOp1bcktXcosjBonFduxZm1QSLIhgrDCSDo8G2oiii5nqMttbgnFCWBnXvelyMMTAdehJGH91qqHOTiTmbwBi8eBbnzGihEMN8tcLt1Qsz9mr7VnlZoqgq1Id9apC1RlWWqJvWGykioCwLtP3O74cQZLAN3pBrn4UOo90yLwEi7Pd1yFDuKci7s+JQ6n3X3x+exaC/Y+v3jXqOLCM/kILImfvjjr+TPL9BUVAw60wyq85nR3eVu/cnd2FK7WfKi07EMvcsSUqA0AfcWUKCRYNLEwLGhMmMPDL/47oXHwPwGw+IkB80mPRu4Bkvsw1xn9d6GecytdzQcdw3HjzcwZ//lb/510D0ockwJXH2NOnkm1oGDAHpqFYcTan4ZrSOaJsGVCXAePyTAtSaDRrTMbjMxz8svSPJsuBJaRqQvZ1IUUqiaXu0TQulDR7EC/8M7nKyAMHhpFZwHEgAgkkOQ6apuN3tcdjXBm0e93mS3o9Fm3OOu5ubMHVlz4yTnKWEC0NbfYgcMZo4ntMn0iDGsNqcB5oSHY87m++tNmfI43KUQz7HTsjRcnM+0TQPV7Ao2cCBGafJdcS/rAwXFrOgwjga5Zwg7RiuEAK9NJTm1cyBCLvE/C1WG0v/rpMmeDnKpIB5VeJuu4uiZOPcYsqM0Ad3wYoJc7QmVIVRMqzrZpwuhHrLZDSsFZAXGdpI+GtY5rnfKEfG21KXGKwFQ56F8lsYYonWOMkzOhW+kSW4zMAyp41i9M4Rc3xR4l8f7FgecoxMM2jNDOEiHTNMiKeukk8H9ioH8Fd/5ld+9DeG9nJoK2M7+bL952OUUu9mG+KY13oIhuNU5vFOfh+u7xf+x799TkR/Q3tzThNTHkfjJAu0Yv4BTBXNyGcXOg6kJtJOUhEHKgX+nsBbRdHMOQIy1/6ttLI0ED0OdQOpJLqmQ9O25kFy4C0d0XXHDUMb4XBGIciJb8eoFDd2kOlYbxjVJStpu4XsZFAmHJas/Miu+fuw36E+NFESYQzcK5cXpvk50O7YLBd+Vt47j0iulIhjc/kYRVUh1p+Iy05FVUWaHoPx6WFnFZhomgdeLs4JPkmLzi/jzIAHvYFwVCYASZlEoFwQqHOlI4HG9pqIAcv1Ga6ePUmMhchzVIsFDtu7xLBlQkBwjj5KMYosC+9ZvIYQDF07IEmbio7t9ZiVMzOCbctZp5MQSlCtWgJ5IdC3MtoARWVddq/rCHKDA54oBT8GnmWUDFNMTX9hGLAdMeuMGMhmOiYgk5Z1eHSG7tvzkKU7PBmOrYbA+gwqb4PToTHvgUYY44/L4MNj1NCfyEA/AuB6aH+PGfKXHbm9r3r0TrYhHrLBqQzhPgDi1A4+9ADDd9QnAPpg2g2IruYUEX8UWcpe+lo6kYkypVb+uzGK1HUd1KDBF/fhMBEL6TTU8L2Tru9QNzX2+xpd3xvFN6UDxYZ/zgKNiY56IW5M0jxYoUlPyT7EY76IspAhOt09aOH97X6P3f5gMA/OeXh+q4nsgzH0XWv6HgNRjcuzNfJMDB5Tk33MZ+X0A2zHnzeXj6zzoEG5ydLCcIbV2fmRIGGs6ljkuQcVpmhk83teEOKyl1sDy7IE95HogSiZHAJj0UwqkeGWshlZXhjBqfqwDxkS2Sxkv4dVePDrKfIc/eGQvDevzJivi5wFI3T3GsK0UTErZ9BKJ9nEidDUr11rDVKErLB0KicM7cNN82BZRzdsAxMhwrXUUh/fwNTGBhxajJifBNOQifjay+zrQ16kBUh30GwqYxn2NIf9mQHFCeh9BHwbgP/jPqfwbstTD1nXQ7ch3s2GjzXF363KldZa/cKv/k1BRH8DyUmPl6ExWjT6DACaugdnmeWPMiy65uF3xtFOVURBHSMrtKNSToNUKzpGBmsfcPV9j91+b0jkuj6UYbSbPdc2IolYZLWGZiwQX+uUhsU5EHiw4rBVOEiKExEoJE10RoS6bXB7tzXKhIwl48teE92pFTIGBjP5JGWHq2dXoybrejnHcj5LjbLd/uVmFZrh/kvaR5rri0coq/n4EkbKgqvNGYTI/Hr9o6fTcU3T2+DIi3x0TwQGXhgJXsRsALapPl+Aq4Co81xYMFTvWisQhUyWWeoagml+H3rpbcJyc4a2aUxD3a2PcyzWG9xevUgas4tZhe3+4FljtQYW8wq3u53PamUvkRccXadGvAojHxJVqebzGfr+boyhiPpzo5X5hiChKDJP8jguh0VB3BEjP2zEHzPjLjNhxMAK82SpRGiNjpmBCWcCT5bIKEMmzESXijP8icErGjTOkTBkxw33lNyUyQLKgQrj6sPoHsRRexXdkH85diDB/NwvI/6yJayv1zbYsQUf6jziv+9bx33LJGBC0McBfAgTHP8xenpi7z2HDR/obANA30u0tnzUtJ0ZE3SEhDGmY4gFGRAIBmCSyTZeXF/jybPnuNvuvExojPuYxHmM/uX+b0fqZn7nhgiOMYv9sO8xnmA7/PIswm3YZQCNq5sbXF/fQknt8SV8sE8Ol+LxHpxDa4kXT688oteTIeYZztcr39yN4kgs5jOU3pi7iaowjbNYn6GczYHB6K3DS2itkRdlKF1F6D+a6JoSCGVRxPcoYgwAAOR5mpnEul98Pvd0JkxLj0R3mQjiZi05lUjXZOdRicI5i3XIcp2E73yBLOoHAUBZ5EYPXgfm1jwTqMoiEBkioh7HCSM0MEikGWbzcvQMTFmu+ITEgM6iyOCeSk1h6GBqfXrgW9w6TwLMdfqplma7nBkdEC64iepOeo2hnRn+zZGJDEWeQQh2kh/vpQJdAEwJkOaBQ4+m7BXGeiHJNfQlkO/6+V/+j9jQHh7rU7yM87jPTr/TbYiHep/hxqaa7vcx+J6qr8WvX/jlv8NI0F8lnyHFEwxDwaFjFwVoDh2KIp/gSXBcVhqyl1DSZAaMkZFVcAp+2hAcahUMktKG2qRtW0ilcDg0pixhV8+IBc4mHaIZ99xpnY40ap/OD+clMVKUSgMgGjAVDZiyorLEbr8zjVk7OeSoV1y5yiNyXfMcwWFqJfHi2QtzjBHNCxHh0bnT8EhFiYTgUfZh9iJwBgHlbJ5Qs48LUYYFdX1+ET2sgRNJx9mHzQizLBtQxaelAi4IQkyVyezni6XVRLfX0U5hOUyIlgrEA1GfARRG6ORMoGvDSG41W6A5HNDUh8SyLTdnePH0bRuRmvOyXMyM7K2/voSz1RKHuglBuIxGeofR8GgiKuxXkRVosx69lCfbxlMTKqacxZAXOWTXm3HcqM5PR2tLL2Ghiab3xY0EMwaemdhDDcS0nFMbX+0j8wLayCyDI0x8YVgy08l9jqlRX5026XlfQOY1gnY7jcju7z83BGh8gHOxAnD90NbAy/SpTy37TrchprzPfXodp3bsmLd6CGjF/cuE3AD43lMNtOnhu2Ckuk4iy7NQWYmMt56A2Wqt0XXKc14pZShNlFLGwTjyRDs3rx1RYuRsYqeh4xs8IlDUQ8SwDqpwOpqySYw1EEYyEesSjstXgSpFY18fcHOzg5IylKjcJBYLGurMOhDf+7BlLK0Vnj19gb6TA2la4Hy9ROEmnQaU9ZebNThnKULc9aFEhtX5ZXAeEQ1+7BQW640HCwZ/QZEr0clYdmGzj5SeJhKtKlhyrYfBK6tmINufIAx6IFoBSgLIQgmL+5jZTARlGbq2QyQMYUpZb9eRchIhK0qUsznq3c7fr8vZDHfbvTXy5n7IM4HVYo6bu6BwyAVAMi25Eqb0M6I904T5vMKtByhGZVGK6N4TKYTU8mpp6GAEtNcDSatWlKzv5GxvxDdAQ4M9YcOhjSIj2aCCGAYAxYjan+j05iOBKy9BQBr6KIXJA3ytCXfAZAYluoQ/eBhYTQe6MWEkVgC+AcD1y8AfYtv5kKGmdwKxOPa9k5rop0TV43+PBxfT42H3ZjqgbwXhj97ntRM0uEaiARIagITT092xxTn+kT2GMImF9CdxFrbe6uVAIrZTTQYPkhhkPVHVjoFRviYbNdKTGX9Kovn94YDbu8C15JvkMUV73CTHuESntMKzJ8/R2ZHU+DxUZWEYdt2AQnQIq8UM81mVXE0dgSw3F5dgjA+cR8pPUc7mmC9XR64V0gwERleExcI+g4Z8URihLTfpFvxUNALBhZ+6AmCp3Q3NNykF3fXQRcjsyJaxpAz9Jc45etn76yJEZgSmbq6TO9iN9Wo7l805w2o5x4vr22Qo42y1wKFuDD8WANn3yPIMfReh94dMvemDYfaDBMqqQFNHMsMTqGx2os3ssoGy4BbToXwgRSM9jCOIwSm9Zu+07pvuggdrcc7tdOM4e6AE/R0EydLMInWWjsLE47rewYvrHFpLgKlBH2SMlYnbRwHcSgAwA/AYwGemGEHuyzKOwTAeuvw72YaY8lQPcSKnPNx9n91HjwKiv/yQWY9EeW2gyNY2PYj4CZeRAsxMrXZMneGb7YCnZAaDn3FPnYX5YgAVpr1eb7xiLSM1jMBSRbPhQ5k4DS+WZVDk28MBd7dbSGlouxnjI8Bgooluy1lO3tb1fqSUePr2U/Rugid6BjhneHxxZoB1g0mmPM9wYXXN44zCHd5yc46sKNP5qUEJPs9zrC8uR9chVbUL7zmVwLB86jwYI2Q5wzG0mafbrw+miU6ByoRHU1i671IuPwCMm0a6Ozd5nkEeZHK3zRYrNIeDoTOxRkwIgdligd3trXf8q/kMu90eTd9H/WyGy7M13nr6wjaBzd1FJ3oCZNGvwyVmZYW+M3oZcfbnDO7QnRxDQhgAJQfPjHqn1DqIiKXe4njEN+ljTsxIJc1+8gZacAYFnTxDLztzRdF58xk4izTUJ1qtU9kTgZCpEh07JCqiU8c6tFfh/GsG4PKYjbxvSOmhE1UPASA+dBtiysNMKQMeW+6hHvqlMhDCn015ZGgUtaTXL3XvJjoyNN1Dx5EEJtOf+puHwY71MvLNW63JjuMGmJuKNQsc8CyKclwUNFU6maJy8CWFwW3nWacjyvqma3B3t8NuX3tELLfTVbGoFBs6EGKJ5ocracm+x5O3nkJaOo2Y48r1PYRFeMcGnYjh0fnGCEQNkOZGq3zpgYLxgxMbfS4ENpePB9oeEwFAlD1UloDQI811Cv4sShZVA1P1ifi8q+fPwBBSQ4pKWFAE3XcjEyI40EVGxBFUSikDFZLrezx5K5GonS/XOGy3Jmq11+Fss8KTZy8CSJLMoMJ6tcDV9R1AgOwkRJ6j7/Vx4zywnxoA04T5Yoa7293kWdWDeZqTQDoXMEkztGEoR7TBO/Vqkl4eNIhExo/tS3ROtH2eLGuCsCqhg7Udp12ZRqDHiUsSdLEAuvV6WaQxVDZl4OAqg+LdcE9wtEcUjV5bk3d+zH4+VLf8nb7eyTaONtEf4s2Oyc/ep5F+bL1ExP77/+U/vgTogxMWdOzJj/TP21YikJCcglARtJ8bima2k7nydBkg8GA5AKBzLH7iUOtoaOi0A5lyIbEDofhgtXlI275D3TTY3u19mcpQbLiGNiVqapMZiOt9RBNl9aHG07eeGYXFgEf0+3KxWWFuDfYwM7rcrFHmeYT6Dsefcd4/YQAAIABJREFUFwVWZxdp03xwaUSW4SwiSYwzw8ToR86jLEtTztBjVA609o3z9DoMs0/rQJ68AaYGTfRIu0V3XXCatnTHuDEuOhJjyvMcB4c6dzxVeYH5coXd3a3fLmMM89Uad9dX/j6uigKr5QLXd9uElmeznKOuGxzqBiCClB2EyL2IWXrvpNiD+JXxDGVZ2F7NxDJRdqtPNsnHDoW0oRvJS0OLL6X0vUA65oRihPY7AGkEVD4Z6nt1xFDcZ0hO+RjtafNAOir5DoTcEDkRhW6wJbp/V8LY8OwYj9XX21l8PbbB7tvAUKcjdjjHamfD947t6GRdjfT7QVgEacyYdZZ8CBCXYhB9TiAcdq0XLBrZ6SOOhCL0ddIPmBi/DeOuFJZ347r+74janeKR2anRWR6N9obxWS5Mit7JHk3b4Pr2Fk+ePcfbT57h+vrO41qG20lp4k/9cM/ndHtzi6dvPYVSyqLsU9Ws9XKO1XKBQa8bgMEyrBYzpONj5lMhMptVpDT6gYbdEAueP34FWZYnzkMPL6COy2U58jyLBhZ0giwHAUXJB85DT0ji2lW/9YaRtXU/Wtu/tZnC6vux8YNpbOskC2HIMoEhBmW+XIOLLJodNtxfXIjk5twsF6iKHGl3jXBxtrYj1Ub9kkjhvnnUqSrR3BJMTllMHfcSBms6NQI8mAmBII6yKFAU+cly28u5inuMvSbwZEQ3zenv64K+0/3RydQGoEgGGxUFbcBxezX47GgfI/W/06qwD33v67WNoziQYxTvsdF/mbGwYzs4dCgAvZ9AZXwBvBOJnYa7kBQibhCh7SSUigjOvBrZsEwVReneUaQYkJjeY8gPRUNDnfwd6XfQEaPtDTwH5wxcWCwBafR9j7ptsNsfsN/vcX17i6fPXuD2bouu7U3ERWHbdMxBcD7CnTjdA4c1ATSevPUU189ufDSnBzXa9XKBi7NNQnznzmeRZXh0tgkGE6H3wzjH2aNXIESe9p5ihl3Ocfb4FQ8WTAxWPGobRahZJiK6eErUId0veW7ErjDh8NwWKO7hXD0Ht+BBprXtgRgcCIcCcT5pSrJs/AgVReEn8wJ6nRtEPQXHwjjHYrkKrM4wGe+jM1MmjF95JnC+WfmgvWs7iCzNA/UR00iDmHGxnB8xnYOSb3JiMTFkMijLDJblxI3ee5HhIeCLd2bMo5cyDvylMhk9/Ye+d7/G3HuOXNRjdmJWbZq2V6Co4W4u4ja2lw/B18XvT9nc+2Q33s02HoREP0UVfIy+/dh67uuhkJ++uk9jkAa0y+bs77e1bQ6njxZZZUBT6nHpLoGRhmIapEy/gxjZRqP2zXBfwrJcJ1Eca8FVCHVhGhg8HY+W6sBRQgQlJaQyo8N9rzzNhdYaddPgcGjQ28jXNb3d77H0bBzB+AmtuP8xLGVZJ9c0NZ6+9dwwsCZtpnD2Vos5LjYrT94XHhSTST2+OLMju9E8EJl+wNmjV5DlecJAGtl4EDGcXTwyUrMDlcAELBhNsXHOUZbVSWtADMiKIZ1JbBht+dLV5qQCa1szFWWf66SEBQZWVck0mdtXxgy/lpJBnwMwvZm9Fdty28mLEtVsjsNu6y1PtVhgd3cLKXtvqIQdVHjr2ZUlbTTvL2YV9oca+0MNaKDvWgieW2JCdnRydShLIZhAVRWo6zBhd9K+a/0AB3DkeVWmdJYJYQlB73cT+kHrnt6eVob+JrmZHrqvD/Y5+khpSgNMTU6ljdtCY/0fO+r+4tR47alKzksdw9dpG+JUr+I+EMpw48cmuY6xQB45tFfGCk/T3h8DSY2m7tG12tS9o/Jw0Ax3dyczJQD7OQNBk4IjFGFWOMb1P6DJ9jlgeG9sPyMWmPIU5hoJ1sNFhtLiS7q+h1YKfS89PsU9m1IpHOoD6rr1ZHBuQspNXdFgbDdNj51TtFNVSEt9FMnd3t7c4sXTq9SqIkRFAHC2WpqoFylq2z0Nj842KHIx6lcQI0O9nhcj5xFfmM3FBfKyHPeLEEXA0bgqYwxVVSVlCj0RIRclD8SMQycykEPV1gsYRUHljy84EJulzpep+YmMap4T6oMO1N3W2ZdVafsh/nnAcn2GpqmhbI+AiGGx3uDmxbPEzBRZjsfnG7z9/EXSYznfrNC0rZFelgqaSxATpocQBy00ZNFNqUuqojJBi9UaCZ8PMEZEJx7FaKLrSNvdNPCNRm9Zluhlb2h+Jmz5RG/9wfZ/2ARnjABuBl6GQyv0LrQERzop0QhynF3fxxkw5Y/tc/rkmGG/z1kMe9BDZ3Ds73ezDXYqiziFMJ9yIvF3h8seW+/4YNgmnjKa/D054fYdDWxvayuHaY1uUn7CSJ6WRTK1bCBh60tRA2JBZvWUh6WqUDZiINKQSqKXPfZ1jf3hgMOhRl036HsJJVXokzBC27e4ur3F9c2NZXYdlMMolreN6VEiKpTBvvAhNYl9TymFt9944qlJtDV6OiobEQGXm5V3HvFD4CoXZ6sF5rPSZn4UojICVmeXyMvK13h9RuacLgirs3NLZTJ0HjHWJXxGRKiqytfvtcZIVEjDIM45pxPOwz7qOsWV0GJhKUzMDykFUtqUsLLMcZfYgEIniGcuIhnUODrj3FLZh+0wzrHanCcWqahmViQrGkUlg7e5PNsk8AUhOM5WK7++ru0QycIfNVsjA6YJi/lsQggpdfOjE31suYcUoDSQiQxVVdzbG9FH5Xmn7fw0E7wBHzI+/lRPjEK+kxJacv64SkpSFLO0umCWglYu+eDQB7r7DNn10FYekw8/ZpvvcyRDW/1utiGOocbvoyWZ8khT3mrK852a1tIaJVF6YShSkvMXJ6LSJQC3tzVg0/jkAvrFTL2fkZm2VuZ/AAOYSnFOEbVhINl1UzEOOc4IEk7QRqHrDYW0ySxiXIhDvkZRmnVodd1Y7fEOybBAzHvkEbbeHAPEEgxITJo4xHrEDnO/2+Ppm8/shExMAR7EmThneHy+wXxWJUYkZBGEeVXibLX0RIk+GCfTLK4WC/+YxjTjLvFfbjYTQMEIm4Bx27OqSj8YMZxmi4GFec5BdKx6QX7dSisAEsR6CKGgz+dQX0iBhNwqElLXQqsDNJVW5THGAZj15jnhcFAJeaSbyuql1dG2ay+rmSll7Xe2Zs6wWJ3h+tnbiVEjmLKVlAovbm798S7mFXaHPQ51C2igaWoURTUYZT0SrkchNCeO+aLCfns4+o17qeAH53ZoiccQWQIHR1Vxo3dzoqR1ctv3WfsoKWbEDHOAnyh8WPnqIYWuBAFPDhUf2ylbOp9S1tUBMmDPYF2J8nrKUL8TNdcpWz608+92G+9qlnjo5aZ2foql99jB2IYOgtsOU1ce1BO/Z19N06HedxOaFhM/w8Y4wpy3J1AcTl5x9x2NXkq0fYvdfu+ziqbpLKeWSrMbn0FQQqrYyw5X1ze42+4gpZwkM4y1x/1U2KnMJ2nMh6zDLX/17ApvffWJmdOPm3jW+YAIVZnjva9cYlaVI+oS1xvJBMfj841npkW0mqKssNycBy14xLgNa/xWayxWm+lo05UDB9lBWRQQQkTLUlL28jod3FCMTGUfxtEpKHQgXqOY1ShmLfKiB+QeOhd+Ass1z8kx8tYH0FtfhCgO0Og8eDTuF3Fhru1Uv6Aa6bIbmhNmp6rMuStRlLO4u2bLYWYCbuHQ/a68uF75zRhOtxYvM/DkzlrOc5Sz4oRbOGW1p7K7B0bu2pS0AvU6JhjR3uUrEhIzwV8YlqGTpbkT2z/JTJI+D8AQpEmjz+L0JGPZs1UxfzJl5B9CVTJc7p1852WXZ8fGdU9NUN3ndKZKWsemAMYNG7136OXRj8c3hNtNSYW76xqZEJOOg0UlrPjfYQmLIkPtgHgms+hQty0OdY39oUHXdV77YVTySkZ7UwdAzMi03m63uLndQioVKKy9w2DTDuLoxBVNlqy4dXrMosXf+urbePH82t/kOiGitwZptcSrjy6QC5FMCsVPd54JvHp5YUkLI14jDXAusD5/FOEixqj/+WKF5eYsDYh10LhOce0WQ5JnnqLdj0zGtPHR+1k+5ruSUgLUQuQ1slmNct4iKySIFFTXoNtvoboWZPVAjOOImXiNU9G7LdDtkJc1WF5D6X60LUuqO3qfMYYiz5PzbUpZZ2E5IizWa0PGGcu+WhNzcbZGkWf+1BV5ZrNE4wq6rofTTNb3mMFk+FZrVHmJvMjuMeHHdGMnilj3NeSDOUWZF8gLMWmj9dSmX7rOpEebJ+0IUx2j9pFlH75We1FD5jn0T2R7UrHolCMYJZsRMs3rj/+5f6eessfH3rvXUZ9Y7uuxjZPzwffRlExxqcQO6CHebXhAfS/fPFaXjZHpzkFcPdsjyzJrMCcyDBpgPIbZiM8wjMPolQw9i6YNPQsgUuoLRp+SXkXcP0mxIYfmgBcvrtG2XdJPcZTwbIQdGTimYV9j4mc4zts2DV5/7WvY7w6+8RcTSxIIeZbhva9c4ny9NASK9inTUeahCZhVBd77+BK5b5rDZxmMMWwePTaYBp1GY+56zZdrrM/PI8XEGD2eaom4z4QQKG30rieq7RRg4+Dcse0qaPRgooUo9pitGhSzHjxTYExDKwXVtej2W8jmAGhL0z6rfObhcCDegUCD5pUZfjjswdCgmLcgfoBSgbokxlcMHUk+FLrSQFnNMZsv/DdEXhi0/oTd5kR4fL6xWbY5+vVyYeSM7TJt0yT1fn0yso45sQiLamb7hw97neS98jeODmDUEzuUi9zQxp9wX/f4ogft6ei7OupHWGcS9yxeKgPSAPiAA4uQ4EBwpLfr7NlMzJ4c6z+fIrY9fY5OU7i/222IU4b9FL5jarlTv08tO3VQqtdPkOFoc2/4KmYC9b5P6C88NTniaEsn/ylt2Hb7rofUGrKTXjEwST0pnbGPoXIj1nUylBGIGGaVVri+u/OOY4gsD3KhwTEOa8im56FTXIxdBw0nrezDsL3d4u2vPTWTOhRx+EacQuvlHGerpXGg0VMzfDBX8xkuz9aRNrcbQzS/r84vkOdFss8xUHCxWpvGMQ21OKLJLaTkipxzT1NivkCp0dA6mtRSKCoCEx24UGB87Iy0kpBdC9V3Vtsj5UKjtk2R6MrqoQNm+c9/Cfo9r4AAyKaGlj2ysoLOa/SNgFJZkjlRlMW561PkudEqj26B1eYMbVObTAmmh1Tv95B9F7BM9pUJgfPVEs+ubwBoZEJgVpVeWVJJCSlbcFY80OKl5J2LxRzb7W5iamlsjAfzXQ+33RSE2MINSciEAR12bf8AVPq0q5kW23rgyK5OA1MySmsP2gNXtTzGAPAwB0RKMLEf2sj77PNDjP2xBvrXYxuj8tJUP+PYXPBDHMaxg5kqZWmt1bpcXxNRH0pXsZEMzVr33no9w3JTou97X5uWvUTfS3Rdh67r0TQtmqZFa/9tmhZt26FrO2NglR6VvKZKXIn0Kwt4Cl+q8mRsNgPoO7y4vkHf92nG47Mkl3WEbIWSnsm4pEUnJq3c77dXN3jz9bchI3JARMzFWZbh1UcXuDzbgHGOmGI7Jm1kRLg8W9vIdyjg62r555jNl8mD490wEdZnF37qaETlEsNlfEPajOvOqmpESBmMvgLjCnnZYXHW4uI9PWbLDnkROw/rNNoa/WFnMo62SZyHNwVSIv+t3xmVreKMRP/GbwL7g7cYqu/R7beAbJFXPbKqBrEW8e0/DJCNZglLDQ9jWJ9feofDGMMyntJKynuE5XyGWVn4gZLNapFc4LZuwNgJlukT1p3BsAK/I/R43CV+2BdGu5WL3JTS6MRuH7f+D/5UP2R1tmcSQH/3Hzqicrl7PwYruwCSBmV1ECGnvGeMPXnIQNLQZsY29T7k+PA773YbYuiBjpWlpjZ0H8LxVFZzbDpgxspnra6PdPIiiZboos1mBThnuHq2i6L8wOaTXNR4fc4ZaSSpK4uTAIaAA0HEg4Woi0CU6HZAa2x3O+x2e7s+FmbEddBA9zeq25mYcA6IJso8XDDBgSQYEEvv/uzJczx/coVhSObwCYtZ5UkPEUfKCGSEBDMu+uhsg1lVhAc+xnsQsFyfYb5aR4lEVONnDKuzC1QzO5EVgQGRzHQNjJjDerCYXdXhS3oUlUJRanABizSnROdFKwXVd+ZH9iOEeqqaZ9d7twW7von0QChQubvlXlwBn/0D6I9+JMS7GujrA7jswYsK8/+PtjeNlSzJzsO+iBt3yX15e1V1dfU+S89CzlAi5SENwpABWYTAESzBgmhIJgiYsn8JhmH983/7Dw2YpEwCNgGDpmSDADmSPIDM0SykxBnO9OzD5kx3V3dXVVe9evvLl5l3jQj/uFtE3LiZ+aqqE6h672XevHGXuOfEOef7vjME/I7AYuaAZ0yLoiutLN9HWBAMy/vn+X4l+y4B+J0OOr0BwsUV9KmZX/fpaIQoPoaQEp7r5m1xF2HlhJMkgud1V9rHtl4cBA76/S4WiwhPSrhrNHuz7sbCHJGAx1wQkKol9KpWuKucYeM7Fr7J5iekcLFoe5ChKWUT2zHblLfzeeRTH5KLI9N2btIg6ln+ft3vMJthX73QaBbYVUezilOyCUzM9/2MJe6SIx2a/VZU62/eGj9wsb03wOnRVTE1a+cBxYFQ5HLrNcgrT+6ofT60Wgtq1LgtlVX35ci/HKcJZldXyFKeRxxA1fO5uWSBkiJTm0ER1b/lKayGQykLdbSCMh8/PsmdR2FIVOERRh1sT8cVmqfq46AK6BXOI/A97G1N4DIG3f7WHnYwmuRoKku7FcdhmO7sFdwGGCtTtRWSUjYnKGoefiUVLyWH60m4voDnCziuYZSK8xA8l1vnWQpZEPS0VJyUABcgDjFaqReiiLMZaBiCiFph2BGi4KArg33vh8BnfwoqCowQQGQZJJ/D8QO4rofxtkAcJgjnDgTPta7K+88cB8xxkBUpq/I+9AZDpEmCKFyCIEdpZWlcdDnUjb3LHAz7PVwUzaYmoyHCKKn2mSQpXC8DXSk00W6QGWEYDrqYz8OGohS5tk4I0UUjVMx3izPwXA+E5E3hYB3/6ZjkT/Uq6ybUcgiCAo5QZP+JHpgpPXzqniD5s+xRjxLOz222VrWvmxD/2vgf6777JGNsVKG3OQrbwdq2axNdbBuTUmcWUF/JVZmwXbV1q1IEQ66RtLUz0PLOeshIqv4XdqQWacBlm9sYhe8CzSGkwGwxx8XlrBA5pA2SYt02VkFqGWkpYqCr6uK6jsYyU1wnh0rkQQqXWNQout0Obu7v1lDQ4ppIFcYkJWjRSvVgd9viPGTlHCbbexbnUSCOHAeT7V3NeZg9yNUCSdlRsBMEBdcD8PwUvVGMrX2O0TZHdyDBPEWFSyJPT8UR0sUc2XKOLI5y5wFpreM43/gmnL/4NpBlzZSYlzekqvqhSw4iRaGNJSptLPr4ce3w9Lmep07jPF0mBUfQBcY7HN1BAkJEccqlpImnjV8axOFkmqsRF2q9o62dAuqrED2L+T7s96sokjkOtiZDqOWzcLmE+lTKDdbrys0BJQyDQdeazto4tWTpzrQBrivvreL6cD1m+aZsOea2PW121quviLTs1pLeEkSzSyrtoNbHUqxXGYHCTxxQxpiz3Oh4NqRFPC1FY5MxGnLsm0C3NtVeMWsqNodj5ueYQ2ce9ZPCDqLSHCOwwHFVImf+nuszTHf6uaqshnaALshoGHKdI7ICsVW1fi2gtw7FMgxxdn6BOI4rOC5REFu6EzHqFqRFRVcVdSSKUzGhvoTg9OgMJ0dneroHdUOig50tuIwpN7403NUyCK7LsL8zxXQ8LCRcoKScJKjDMJxMsX1wE0Gna6X+Og7DdHsPnu83nIf+rNcQUsdxMBj46I+A0VaK6V6G0VSi06vbxqr7EkmCbLnIHUccQQrexHtK3bADgPj4R+D/my+i8/v/EuRqrtkcMR4BHQWFJcv6B89/igLe67pN02JATAXnyJYL8DgGIUB3AIx3MgSdFEXsW/UNgbJSBSQc6mC8tQPq5PeKMReTrd28TkVUjowEcyhGlTqyRK8TYNTv1baMC4TLBehGYE+70XXgYNDvNZWtN3UkZFUNRq70BwRA4PlwGK3fvAYJcGPHsEHNhqyTVSqBMJwqtkalHRTbqSx1hRPSoR1IwUEpvVBtpM1WttnO69rtZzUGbfNaq7gcq3ZohjnX6XBFCKEOJTMGCpe4mRaBWP5JFbmkpHZ830V/GNQhoiksuArma+NyGFGI41D4vgfHoTg7v8BiGVYGmxrfoxZZFB16SzTn4KwooNtIg6fHZzh6dFK3li21lDwPt/Z3MBr0G6QpQtQEEsGw38OtvV10g0AzUhIShFL0h2Ps3riF/nBUGT5pSFz4nQ6292/A833D+SiGtuhnQgiHH2SY7AK37jBsH0gMxhKeX9SYlH4dsihYZ+EC2XyGLAoheaahqKTqOiUajlRKCTEcIv7PPw/2zrsY/K+/DfbeexVcWXoe5N52TSQUZfG8kHQvfz/Yr8mThvGTmuKzzIv3izlEloE6QH8sMd7J4Hp533TXU/ue1JwaxlyMtuqiuuv7mGzvgTqsFuAoHPyw30Mn8KvnYTIaFFLw+TZZmiGKw7VORBek1Q0qJQ76/R6Yy9YtWTcLBK7hwwgIOn5QiCOWqTAby+XDTme1d7NsnCIxCNCmXLthr1ziZp7jeZJzCCkeqHbRVnNYlZ5aexZrFEeeZAy6yYA2J9AG8TW92KaEl3L/nc7gDEImPvU3iXBa3x8MO3CcNmex4h/QTFsVhpwxB71uB4NeD/PFEo+PT5AVTPKaLa73EtHepwY7XSESlhpbxEokrJFaKgLs7Pgchx8c12mbirncx8297Zx4RnRp9PJxkMh1iQ52trAzGeXXCqogHIEfdLC9d4DhZFpAeKEb0OJaDSdTbO3swXEY9A5BxXgCgEzRHXDs36S4/VKAWy/0MNnywVxoDq6KGLIMPAqRLa6QLefgaWoVXawXp0aRXCqrzOI76cc/isWv/xqoEBj+899F8K03qg3Fznalg0UF13kgUoBCQN6+pa1eZYt9qY9TgEdL8CiElAIOA4ZTicEkheuJlrkLeH7O6C+Xr67nYbKzB4e5GlOfEpIDIooIgVKKnekEbsnnIEAcRYiTaGNYvG21TUDR73QRBN4zNMobHg+h6AR+S5+Pp3cC+UfkmRwr7YhrH11AOrlt5RxZkj1cZfCv4yyuY3OfZgz2NAO3FcWfpsvVxz71y9mffel/S3wSYEmWK6aDHcVRt4ckGG/1cHa8qDHdQlkcFA9rWTiXhQIvSCnnnv9OnKJtJ2OgxMF8scCD48O8E2CpbmvT/im1s7QpSLTie2mr6yK6mjuFzvVQugwCBKePz/Dw/mOtsEipg92tCXqdoGK5lhZNzRw5DsWo38VkOKzDa6XITamDwXiCbn+g6EoRIyVB0On1MBhPwJhb63+VplUKMFeg26PoDR2FMGcIJ6JOJQjBIdIUIk2r1JTeO92ipAvUsuzmI29ZFGf7e7j8b/9rjH/3f8f4//x9BN//ARa/8Dm4HzwsuDb5vXdEecdktR9x80Y1brnYkApgoRajJIYzTCEXGRw/gON68AMKP5Do9BxcnHIksS4TDyLR7ee1vKvL8yLF6GFrdx/nx0dI06SaR8xxsL+9hcOTU3AuwJiD3a0pDo9Pc7UDAOEyBHMZGPXW29gVFrDjd+C6Wc5luQ4j3AqG2rwQTomDoOMjDhO0Sj+qYnZ4qtN8ohftShBHL5xbx1QGdyQTgRN4kovc+EhxYXei69uIb1JW2OT71x2DPcnBbCLRvgmJsP1vMXcI83zqJbFIPNstt7bbJDXqgwBgLkXQcZDEotGLuUDn6qkdWnRUY7QottNcnpEQSCHw+PwEV/N5zhuhpExpa05BKhDdWrWA1D2PJdFQyaTInxJJdKFIhXRISC0SSUBw/PgUD+8f1oaYAJ7rYm97Cs91C99kSKwX//W6HWyNhsUqldSS1KWR6PUxGE/y7nmoC+hq6sD1fQxGY/hBRxNUlDJD0AG6fYrewIfnOxVx0WwjW/0UoiL4VU5D6qImehG+ZT/qXJB6PKL2XQcAPhzi4lf/EbZ/87fQ/c530Pvud4u2rMpcKHqBUCiSKYO+ThKsgeLFNrJiamqGpLg+PAohswws6OSpwQFDr8cwu8xweZYTW2U5PwjQGwwhBK9a4VKHYbKzi/OTI6RJUjkx32XY357i8OQMnAt4LsPOdIyj0/N8MUQk5rM5RuMRyKo14wYtP1zHBeszRFEMwfma7cn6zgwbvhhlQCCRxNnGB97mKK57OOvQZ6wrQT1FY84C3yWW3r09p5sREE9kKQilked7Vnu5jsy9aU16lZ1+0jHYpt6n3K48EFuebJ2Cry3X1nKmR1IIdGhHJEisK4sKDah1y1E8RGE0+sMOTh/PDRhtbVtJ1fsjv83URElI5EXyi4uij0Fe44CUhe6TsnqUCkudED2dTIgCy9WXYwRKcygFFmw6EEjg8cMjPHpwXI+JHHa7v70Fxur6hKoKC+Q1ka3xME8HoG6LUToPL+igPxoXMuxQDG+92GSui/5wjE4RTUiRE/qCAOgNKPqDoCh6qitwXdsKgAG7zfSxbDLsupvWP9MOlqDRmUozJ/WLTyY4/dX/Cru/9dug55fFrmR1j6goW0kVYwY+pOtp51Y7EqP3hlR5dVKDkYssRbrkcLwAjpezr8dTF8ORxPkpx3zGC55RbnQGowmkEFgu5nlkxFxMd/YqJ1KO6rseDra3cHR2hjTj6AYBdqYTHJ+eVQiw+WKOkSFkuflL7ftN0e92kYkMcZS0ByPPdJlP4LG8eRa3OS5CNh6+EQ2QdZrDK5xHB6CBonGlQPqVdITyd/6se/Azj3heTkpNQSmZMdfNNunuasv+tNnwdT2dnnYMZvNMbV5okwNr81abeLbyp+DiPSCDxwLPg5ckIvVa5wtCp3oZAAAgAElEQVRpmR5lmMgcBF0XScwhOIeQEoILCMii2YwuJaIOIITA7GqO+WJRo7pQN6WRahMmhRhApHFoqoCabMowmE2iyu2pqpcjgfvvfoCTAqpbzsdO4GNve5pDOlXnVU5wx8FkNMCg6P2gOg+QvM7R6w/hd7oArQmTauaIUgf94Qjd/gDUIaCUo9en6A9d+B0HjmP2iG5GDUIIyDTNaxmCW/qT25xGM3pQb3MN2dVJkNAcVq3Gao6R7O/jg89/Hs//H78HyjlUgWJaGHFajMW7XUiXoRFdoGwuhaZjUaW+oXMhRJLLobAgAKgD6hBs77kYTRjOTlIs57Wy62iyBUAiXCyKniIMk+0iEomTakHke26ezjo9Q5pm6HYCTMYjnF1cQkqJLMmL6p2gt3K9van0h+u4cPsMSZoiyzhaV3lWEt+TeZfA9xHFEQS/rqqiZeQND6EtAvG6AOuZdmP9TwKIvtMHAQHP0jJCPRGEZG1lgE2yQub3bPtp2/ZJx1iZwmrb6aYFcluBfaMDhTwE54AE7ZBukuLSq26C0SqWEJOjZtQkCNDpebi8OK/JO7Kum1l4cLlxSVNczmZIk6KlLM17cNRop7p2oQ5Wcyuax6P2AwHq3gRlJKXJ1aPSmQFPOd57+z4uz69QJ6cIup0Ae1vTqkdFZUgh4TgUk+EQw14XlDpQkzxe4MMPugi6PTDX01bxZVO6cpRur4/+aIjewM3rGX0HQZcZBt7mCApHnRXpqcLASJjpKcCEw5o6VaYsO1DXPWwORm9O1YyAgFyl92qxRPbCC+j8jZ/Dja99rap3EABU0iINmR+bCHxklMIx+jlIpYOfGXnYmOjacfAM2XIOx+/AKbTEXI9g/6aHcClwdpIhDmtJGEIolvN8Djgs5+NcnBwhSeLc8RMCl+WKyYcnZ0jSFMN+D0IInF9eAQAWiwUC3wch9lSW2pZ3I7MsKQIvAHwg4ynSLNPZtk/uK5oeS+ZoySAIEIaR4u7anN6HRzj0+7RwHrWdgUESbJx68UcP/YQSJ0Ah7JnL7uAQXCa2SMC0m22L8LYuhJtu/yRjMJun2sSJrPJw6z5bJ4/iMrZI4hiQEr7j913pLlOZdS2eHIo9RtvixvNd9AYBFlfRRro4YRhivlxWUYfN0RBSFt1hhKm1VImU+gESMwJppLWIUj/JP5vPFrj7k3tI4rSuZ5BckmR3a1KxttVr0vED7EzHNRqnJAEyhsF4WqSg1AK2cSVonhbb3p9gutPDYOQpeHxTtkQx5DKXEuFZCpEmuVKtAu80axqmAq/NeRjzqeEIykOozkbqx9hAZUmJOE2xWIZVD/pHP//z2P3Od+AXtQYgb2mLQkxRAhCM4SqK0XccuC4DJKnkYWwOwuo8jP7k5TnyOITkKRy/W2mTdXsOOl0H8xnHxSlHmuZoN0IIlvOrohNi3nc+j0Si6ho7joO97QkOj0+RZhyT0aBwmCEgJC4vLzGdbLU9Ltey6Srk1nd9BJ4PLjmSJLNGlI0vbzw4UYQQKILAL7p3rjoDstKZEKOvUPvISvRCgc6IgnVVq6CGV4bUkjG2R7ysQ3KVUMEFZJGOo4TMFhkR64h717Wrq+zysxiD2TyMSS5ZB9/d6PZfIwJxmDNHDAiRgTk++s5AXGTnItft0D29qXbSNnXGkz4WV5F1ipXfE0JguVwiTtLKUJfkHxW+qvoFrXgOQ5CwERGRRg1Eq38onwsu8MG9Qxw9OgUXvGa4EmDQ62KnkPY25R2G/S62xiM4xWelCFWn18dwsgWqSK5Lo3F7b+Bja3eAyXYPg1GnchoNJjlshfC00qCSNviTNJdkUonemo4EVRdK2Wq0msez2toJIbCMcpl+9SUcB2AERGkNS4WWlQSLl5BJgisAvU4Hvu9Zec6mvJQWlaipECMRL7IMUsyL2ohfzb/hmKE/dHB5nuHyjOeQasfB/DIH7FBKMdnexeXZCeIorMAbrsOwO53i4fEJpMz7iWRcIIxipCnH1WKG0eBJ6yGrfAIBoy68rouEZ1UEbzPjT+q4CAiY40J6AknKsVmkQZ72xOAwgt4WA/VV9kn76rVuMV9mFKjokwEIcuUKntbKzJQ50S/84j9eWX9+ksL5ta7rE4zRWkTfxJuZTmZVq9pV+1S/Twih3/jq7x4CgEwzwPXgEbcf0M4sktEQCtKFGLewCQ+UlVF2PQfjrQHOT66s46dZhmUYaVFHvuIwnQcp0hqkaiBTUyeIgtMnhqcxUFgKjLeqfxBAcInTx6f44P1DpGmmnEG+y9Ggj+3JqNhlEcAXDmgyGmA6GirwVQLmuRhMthB0ukrzpfzlug76wwDT3T62dwcIup6y3wZpvHIaOWRXdRqZ5lC0HKOSZNDl3InhnKTha+ypJ7Nuosm6wzzW+vtJmmIRhuBcNJzi6L278MIZoDLfnQKJVdzG4OwY3tkpor19LMIluODoFnLzRNUSU36vFiGm4yv+1xBcxbXhSm2EOHnvFUoJJtsehmOJ85MUlI7AHIbZxWlepynkYy7OjhEtl9V18j0Xk+EAZ5dXIIRid2uCh0cnSNMM4TICwaWlqN7WAne1cW2+TeAzD57rIk4SSK5443UGvUV80aSt+a4PITdAg212IqssK7yOg942M6RdLGKJWq1FatIlAzoUDmhed86yAkBSNR07M+3q09AhNnEWz2IMts4brari295rS321ScLbeCRf/8rv3AMAKbIq/B+ygZek8VISdKsJaJsTNlRWAY0ajbqIowTLq1gzSEmSIY7jOtWghOWmeGL+oJOGsCIUFFbF91AjEAsKq3IeheM4OTzD4YNjRGFcGTlC6japk+EA0/GwHrXwCAQE0/Ew71OujNsfDtEfTSpRRyCHNk93+tjaHWA47SLouJq11SC0ZvtYNT3FswqeaoPplvuowAakGcmYKQ6p/GdV0ZV60byq2QDWVBUAcCGwDKPciEkLLFhK7Pzoe3lvkxrZnDf307IsAr0P7iHa3YcEEMYxhJTodwsos8UhVFchXznAMmv0dFdxPoJnSJcLOJ4P5gfVZ4wR7Bx4GE4Ezo8pHObg4uwkN6CEYDzdwZVzXsF+AWDU7yGKEyyjGJQS7G6N8ejoDEIKLIs03ng8ASm8ZzUz82biGxje1egnSii6QQcpT41oZIM+IuWKpxVhRRD4PsIoXG0scX3foRJlexMXwYhpVKjGTlUeSrV+rJNfPdKLPOIGJRlXJLGx2JKPtGdhTR1jVX160x5Mz2KMtTyQVZGF+fmmzsY8AfPzLMsOy7SQzFLA80EIDQbO8GwmZkFO+4NeuaqedjORJZXmawS7+2Oc0ktczaJ8ZRqnyHhJCsy3E7YmUoQAQhrOpIkOItAtmirbXvE+lJVNGqU4eXyGR/ePkKW8EhdUobiUEGxNRrUsiTIWoQRb4+KzcmUWdDCaboF5Xt7prOdjvNXF9t4Qo0kHxCkNnVSE1S2OWJFHL6ON3CBKrUZh/37hPKTuPHRvYTgSaYwtjZ7bFvgMgb3oLqVEnORRh6qJZfJGiBAYHN5Do6asRCDlIQUnj6HKqSZJipmQGPa7VTfHGpHVAukt6lw66bBGdhHFWfI4gsxSsKADytzqjP3AwcFtB6MpQ++xj8cfHCOJIhBKMZxM4TCGq4vzCmq+uzXBw+MTJEkGz3MLjkgO743CGEfxYwxGA/R7A6wRp7iGG1E+k4DP8r72cZw8QVva5gjl7KOEohMECNVGXcb3tCgem8QihXKyRzHc9cECqtgSq0S4DgUm+ogdGuR1j2Jeiyypah/lxcgyfm+Vkvk6Z7COz7GqOP40Y2zERF8lFdx2QG37WVdDIYTQ//Dlf54JnmVSSCayFI6Xcxc6LBhnWXq2FOG2VQYdCirK6LNRq0gTbO+O4HoMR4cXhTaTjjE0KSOVI9F4H2qOnFR4f7XQrfVF0PwGQRwleHTvCCePz5EVvQ+kYnjUBkPbkxGG/Z5CUir3Q7EzHecQXQCu5xVF8ryGsbU3wHSnj27Pr1qd1ukeqfW1gGGIS0a44KnVAOtcD8NBqDUWYktPtZEEW6C8FoVdKaUlbZXfB845FmGIpEgBovUYcySEmr6qpgKv7UUZ1HpXF1pdRALIsgxXiyUGvS4c6mjGqskVsZswvU6ivyEERxou4bheHo0oLW27fQfP9boYT2/gwbtnuDi9BJBLwzPm4vLsBEJwUEKwvzXF49NzJGmKbsfHeDjA+SzvNyKkwOxihuViiclkjCDoaoscu4kl117VM8LgdCjiOKnkzW1O4bo+hTkOfN9FkmQbOTeywX47QxeDXV9rEZwDJ2ryb+n0pVSe9+K8ynPxqJf10aNQlApEmuhXMq+znq2yt5tkcq5z6Z7VGGxVrWKdJzMHbwt11rHWzRN7489/L8uSdCnBh1JwSCGK7kGEDt3hME3Siwx8bFuX6AZbAdsquUhQYDwdYDDq4uTxJc5P5zmO3dZQqniIqoZSRjMkCZ2roRfI62MpJ1aWZHh47wiH94+0fLzW7rYYizkOdrcn6AYB9Fw5wByK3e0pep28B8V0dxt7N3ewvT/EZKuHoOtphl9zPaXDM6CvIiucRppAqCJ/0s4Il4YTMQap6j7qd/T96c5Ez0PZo5tylW9LWwkpEUYRwiiqDX1J7mygu4prHIcgRDRjccfglxGAZrFyarXcTZpxzJchBr2ehr7TIL0gWvG/ZK1LMwqBhelepDzSLIPj+6Cej7LHCKUEo6mH4XgfRw/7ePDeCaJljKDbhcP2cXl6jDRNcnjvzhSPT84QJSnGwwGEELgsW9gSiTRJcXx0gv6wj+l4utLUSrKmNwexewVK8lbFSZpAcHn9qgSxv5nXQyR4JizLD9KE+irHp0YnlBKM9zvojFhzwPKcywijRF2ptkVZi7qEZUM6BGTJR5XgSQjtQc6PS7i+l6wTO1znLNaJIbb9/TRjsHX0dnOHm6S22ggrq/arbkcdJwLkBYAhAIgsAWWsZId7U3+anSancwHRV21PDaNEbdRRrxB0dY+cK7F3Y4LpzhBHjy4wO1/kRr1klJkpK2XhWoajxIB/1XVzVdYkNx7nRxd4960HiJZxzUmpe81qrWA9xrC3PUVQ9o5QnsZO4OFgdxvbe1t47s4N3Hh+B6NpD8x19BW67cFXLxByETeeJjkeXW33KmsDB9jSRE0GjYoIq6+TND1Li9OpiZlSDe8MJ0PM2khxIZM0K4rk3IIaa7kOAJw0ztFXZuksUxt6FeKT0RVIlgGMGavnfPxlFKEXBNqO2vkguklroreaJERIUaW1nCAAKTTI8rYCBAfPDbG918XDe2d4dP8CgI/p7gFm56eIlgs4NNfNOj6/xCIMq3ra5XyhIdHnszmSKMbu3i7ctv7qEvVqi1yv1R+RBIHnI8lS8Iw3UFlPiqkK/ACRCNHUMNjswFzfwfRmD27HMZQEUHBQ6lSGqXtm3kRGWDYiIxBJWPls110yJQyyWua67ty26L5OiWDVwn8VkvZpxmBtrPF1siRtzqZtu3X6K+rP733rDyIp5BGA2wDyOogQQCElzijrTr3JyWly5kkiPXNCmVF3M0Wlb+B5DLee30a8N8Ljh+e4PF9UZMNGER0lEiufVFIRcDRRWJWhEAIP3j3EvXceokwZ1T0C8ugGirHqBD52y46AEtVq0/c8vPjSLbz+6ddw4/YOxlsDUEoaZDxpkfEoC7lFlRYiTcHTpO7gB6M+YKnvaF0JLUVzIommeShX8DzMfTaL92jWTyy1ESkl5ssQcZIo7Hb7MWpjFbbASZM82jD4RcSpFwvlR97yEtOffA+nH/uMxuUoo4sojuE6DJ7nollMN5zCigKxNHJaJt9EcA65XIB6HhwvACkl9iHheg7uvLKLvZtj3L97gqOHM4y3d7C49DCfXcBxKHanY5xdUlzOF9gaj0AIqboblvM8STM8enSInZ1t9BQhzPYg4BqxRIEa9D0fCYnBbZFIm8LEihclFEEnQBhFdR86YE0NpFiU9V1sP9cHZWSl7dAAME1DUzqPZOSMKJGUlXNSCpEXzlVPXT8omcOcM9MG24z4OhmoVRkiyzx76jHYs+hatekBrCOwlN/70Y/+7wSAmhMETxMwp+6o5zne9sSbnJyn52MATA8RZEOPRl3dN5CKhUEJOi5uv7iL2fkSD++fIk2ygn2uTBCFiV7NGWVSVG1ui2mWxhl+/P27OD+5rLcjBolKKcyNhwNMR4OcXQ6g3+/g5u1dvPrRO3jtY3cwGPUKaXWzdgCL0yg/I5AQkGkGnsQ5hFCuEiVEI71l22/D6CmghcZ3lCJGM4XVXNnWPeRri2Kms7KSTV7AiMuVorTUdbTdK9gKIpT0lRqFMFgkOCQOvvUlLG48j3i8owP+Cie9iEIw5uTSMgbznDT+bjoWq45WwwHlY4kkgcwyOJ6f1wmVxh+drodXX7+Bg+cmeP/tYxBCwDwPl2fHIFJgazyCyxjOLq8wHQ/hugyn55eQUlRpM84FHh8eYWsnK+C+pN3IG87Qau4NocHciZTprGeDUnWoA9dzkaVZNX0ozHF1o9+f+Jje7NX1DtVuVI28jAmiQdTrRYRL3GzoDCmRlKnzlce5pL/qpJVXlIns0GYb13UG3MTGXvc719mePQmCqq2Nrc0ZrEMB2H7/+Mf/vvj3j34zydK6KCayFJA+ymonIQRdt7MNyMOL9HJbEsmUpYGxajDC2LYIpXioR9O8hvDgvRMsr+J8ihQaV9IQMJGqY1EL6yC4PJ/jJ9+/i+Uigi7Pa1Zuip7lkzH6vQ4Gwx5e+cjzePVjd/Dc8/sYjnoa4ss0zk1WOXTobZpAJHGeorIVzVVWuSQahcUeMayA68JWNG/2mF1bNIfORldTa1ICcZJgEYaFgi00/goxnI3OapeG/L6oCYTlrSlTWLKBzARLlzj45r/Fe3/zHxTXSjf8QgiEUYRet5sfhaGbpcN2jbKZAeklysKi1cmIGq3l+AEo81BGrDkRsYtPfPZ5nBzO8P5bR3AchovTI/A0w2jQg+syHJ2eY9DrwmUOjk8vkPEsv6PFwuv06BScc2xvbWOTPNV1iuF550EPSZqCC6E/H8qJbh7fEPiuC15I59TQGmqaBADAaLuD6a2eHkzY7Ia1Eq82aQA86iVDOqQEhKmzOn/2uDYH1GZrhNBE0GBm2KRrIVpbr8aG8uxPOgZrcwCbeLG2PiCr6iDr1H6rOgh1LoBMszgiTUCVKAQS6Hu9fULpxXly3gcka+WH2GZ2SwoBAIKOhxde3cf9u8e4ugjrInoV0ZTwXBXtnRsLzgXu332E9996UKysiOKAcn0l9UAmoyE++pE7ePUjd/CxT7yIm8/tgTo12kZCriDckQYMNk9zZHkxPE1qvoaxTdMRECP1tAHDW7b8jqaWVcPxGaFHS7lEq5ZnnBe8jrT6jtqzRM0vWxFjRCfyOVmiPwVqCktC6x9TomwGj++ic3aIcOuGFY4bJQk814Xnuo1IlzQ4eqaDsDkdO4JLynouSSGQhUtQFsPxOrnigLI42jkYYXt/iIf3TnHvnQBHHzxCHIboBgFu7O7g6OwMBMDN/R2cnl9ivgyhir5dnF0iSzMcHBysNefXp+sR+L6POI0NkcQn2VOOTnRdVqhnawZG23K828XWrZ6R0jYgum1pRgXgAELQoUHWdwYMUlJVdKHkTWndx4haHiSgjhP97M/+w5V14lUL75XO/Bo17icZg60y7Jt6pbbPr0NqMesq/+FLv31i3jKRJpCeD7NHZ9/tjgnB0Xl8PpUA20gapzGhmi/Hobj90g7uvXWE+SzSquh1qw+FKCiB5SLGT35wF6dHF3nUYLZEKB54z2N47SN38Nf++ifw8U++jJ2dcd421FAltxn9PK/aVJnNORtFQbysbUgLe3uFH5CtaSZbWkgRErSSBcnq1JrmCJVxoCKz8t+kEFhGMaI4hhBSu6XtKTXjeIjS26O4Lm4B4W1MBYOJrjoRBxl6R+9jOT0wCuS1QV9GERhjlaKyVjxX6log7cX0mjdSFm5lJbrZVpyXnINHC0jHheMHIKz2jpRS3Lqzg92DEe69M8RbP3wPVxcX8D2Gg53tAqGVYHdrgiDwcXYxg1Duw/xqgYfiIW7eugnyBMZ9lVOoaiJJUtxfS6rXthJsAYB5rtt0IAozdLzbxfat3gohPbLSRhAFfdml3XnP6XellLTGB+aLOF5olJm2o0YlShBKZqoNXLUAb7OZm6jofhhjNKRMTK/V5pVsB7JJyLOJVLyUUvzZn/zWO+Ytk4UMtsN6jYk18Pq7rsMujsPTvshTc/U6oQZoQ8tbaoJ4lrBF5sJ0t1/exXs/OUK4UGGc+nSTUuLxw1P8+PvvIk0zjZ1c7nlrZ4xXX3sen/nsR/H6J1/GaDxQ+B+6+nUjkNKMbL0ClZxD8EImXWWHm53Bzf7ksCGh2sh+0v6RduBNQ643dWpXz9W2qVo05tdPCIG4YFKbob95xHbnp5K7ZENBuT87BGFKeaqcbax2OiY6SALoXDxuOixS95fMOEcYReh2OpWh0R0JGn+3palWdbYoa0s6AlHm/J1llhfa/QCEONX+/cDDq6/fxM07W/ir776Hd958FwzAwe4WTs4uMF+GGPV76Pg+js7OESdJ5bQWiwXu33+A5567CacM3doieVtaaEVzJlpGIpHC0iZP4qjyZnCM0bq2oqSchltd7Nwuum02WtNZFPYUZW2pMc9INmSDzCdB39TKk0Igi8KWVZsRZUkcrXMCq1pkmMZ+1aL9WY/BTA9kk/ht80pmD5B1B6O+v1ZUUcoj29siyyCy/MEwXx0WjPd7u7Oj5UnAJfd0bLaluaxWG7E9APl7DnPw3EvbuPuXhxXOXC2EZRnHj79/F4f3Tyq5dxDAZQzbOxN8+qdfw09/5qO488IN9AfduotfURcppbhJQxFSNiIAiTI9lRVd/LLaYUhYOvGZRtYwtopllNbaCGnqTgEKkKAttYbWojlWGP2qfawQiJMEYRSBc3MMmwRKS4dCxUHDrMdIieH5gzzaUJ5nAjQjEGUwAiBYnABSlB1DGnIkhKBKZbmua3UWmmMxFiNEnbNFxGnWSgzSu6W+IiGSXE6fKZLx5eXq9Tv4zOc+itsv7+MH3/wxjh+eViKds/kCnuviYGcLZxczXC2WFUA7XIa4f/8D3L59C47DrD6j3fepK/tmg1sKCj/wkBQpShOEa+7X+llh5BljSHiifdIbBdi9M9RUtmFYhsaZaOXTwiYQJxuxYcIKXV5tiggBHi2L+dEi9kJE9fAJwR9smsXZZLun+f2632E2w77St1vUelVHs4oqfx2Y2Ne/8jtRm0iaSCJI123AcQEgYP7wxmAvOV6eRjFPArXASxrTrG7wo2uQmC1LJfzAw43nt/DBu6d1rVkCl6cz/Ojbb2M+WwCSwPNdvPjSTXzqp17DJz/1Kp5/4QBOAbOE1vhIR22p5LlGR0AhcsdZMsM5L4yirEQJm2JQTa8h2z5rLdCT1nWTGl2psDRbD4/m4a1S2M21yWpOh3Vwjc+japapx1Aht6TNFAFuPEcnPNU0sKpX0UKFqN0rlcPww7PC8cOSf6qdxCIMMXQcUEqU+WoVcYNeC1GkZrRGYLLRe6ThPMr7U0bBEsiiZe5Igm5RX6u33T2Y4j/5Oz+He+88xA/feAvlo305X8ChFNvTMVzGcuZ6cQHCZYh79+7judvPwWPuSlkrm5B6c37VWznEgeehkYK6TiEdyBdwaaGsDQCez3DjlQkc19GjNjSFWEsnblMW8Im3HLKhR0C6jai7cB5SCGOBoz85WjZEypN1hL7rtA9vIxJ+GGOsFVO0rBjXMhnNg1m3rc2JffvPf28eh6GARZxHCgEeh6BBz8jx5IaEUdc7GOwnx4uT+SJd9gE7mUjvGCgb09SMTobTLuaXEWZnS0BK3H/3EG/98D10OgE++9dex09/5iP45KdfxWg8qNvL2hZflZySkuIy0hpS8JoZzosOfgbUVkpj1QtzkrbAWLWUEWlFWrU7HTSMs813NbSsQJr7BarmUEJILMMQUZzoelvSQIqhjdluFM0hG/da3dYPL+Fm88qBaCtNR7EnxEhqSMDNFmDxAmlniGbioy6E52KOIfq9rubc9DoHLIuhdieDhrEzxRuN/ZWXkWfIlldwfF0yvnw9//JN3Hx+D2+/eQ9/+Z23kb73AcIoBgHBeNgHcxmOT8+rYw7DCPfev4/n79yGR936WVqBctSPvR2vxRwGCZVZTrBRK0GN9U5BnTyN5TAHt16dgnlUeeabT7x5zKpjoYRi6A7mAQm6AGjlZJSIlkeh5jwqJ2rWQJRr4TD3Ctd4bVK7eFr13k3HYOu81nWci20703GsgwdXE4ixM+QwLM96gmkKwZJC1qH5ooR4+4NddhnPlqfL826VFpAWo65o2ejGRtsEhBDs3Rpjfhnh9OE5buxs4z/77z6HV155DoNhzxDRUw0k0YiGktRpNKk4AMmLtFSW5Wq3QGuv8DptpRgvQyodRnMldYf2VJZu8GWb01GNUsOw62S/uicJaXdmMtdjupovkZYcFYuciboqrGs5K9JkSqRo60wYhBegVGqpdqI4kKp4rjSCUovwg9N3cXbrUxZFXd1BxGkKN0nhe65FLUF31tYaSJUWI1ZiYRMWrHwGohx7oVCsiDSqbHZAwvUYPvbpl3DnlZv4zl+8ia/9uzeQJHlNr98JQLdzOZQSoBGFEe69dy93Ip63Etl43ZfHPMQyriN3YEX3QbubdRwHQkjs3xmjM/CaKkeW51y3C3mM6xI3GrEhXOL2pSn0WWiq8WhZPbeNPa7QcXM9NmuTe2rr6mrazk1s8ocxBmvzWtdt2N62j+v8rh0sYw8AmQDEa7sgPI7gMAbiMNhIQgSgk2DU7bjB/PHVsZeKzGvKagNqx0CNu6qIFzrEQcfzMZoO8JEbL2HQ7eaoKaNjoW2tpYL9GzUKmc+a74sAACAASURBVLe15EkCSGE1hqthsNJwHvXT0TTuKtO8nPjSqCHo892MIjTElca10Nnfive0XA/dmXEhcDVf5PwDqTsXtZ5CCKwPp72Xuip9ol6JeluWLWsElplVcWpFm0ZZVeb7HT9+E6c3P9lYYdsQVcswhONQuBUqqhmRrSqma0lVhemvOSTNsUBjY5tpQsE50uW8kIzvVBuX86fbC/Af/eJP4aOfeglf+f/+Am/+4F3wLO+BsrczxdHxWa6XRgjCMMbdu+/hxRefR+AHaKtMNN+rkUxmYrm8Jb7rIS7EB1e1cYLB5ULlQCh64x4mewZcl5hfVRsxlB9IEBAxYP153+l1ATCLyEOVthKFqremzmDxJaoac7GPi3WZnXXyJJss6D+MMegmA9oihFXeq2wMpb63yUvdD/XoGSE0W/MFZFG4pnUm0HU7/ecnNzHwe/NyspZEqxr4X76HqicIpRSj7hDPb9/Cx269jI/efBk3p/uYjIdwixqMaXvUorTqXIiigEtQaFCFS6SLK/AoKpyHXMu9kIC9S19lNKUmHmhbAZlGFkbhuUkwLNJqQIvkCKyG3IaQUgUjASATHLP5HJlW77Bcg0YXwuaVqUUe1eOXrZBoKrM8feXkSynCUP2t/V5+7tT/wIDu/BAsi7TrA+P8ypeQEouiTbIJODABBLA5b/U8TP01uVpnTLbop0sJ8CRGurzKI18Lh2a6NcLf/S/+Jn7l134Jz72wnz9PQYCdrYkWtqVJirt330cYR5s86Ub6WLfoqp2nlMJ1HVz3RR0CL3AxnHRx46VJUYNSkgREcbDFs1o///k/j3rLbX9rOWD9IQBmu47SjDzauxZY35US4Bl/uInBv46zuK7NfdIx2NMM3FYUf9ouV+V3/v2j30zWdhsTHDxawun2V4bODmXerfEBuwhnF0fz076QnKm56PLlMw/9oItxb4hhp69IdKu2rNI5aNQBa/E9Q523VFXNkqLrXLMVZ6OTXvWH1CQ4YJMFqcYAmhGHYZCJtEQ3aFonVVexXJ0SqXoye9dAC7HR/KxsyrQMQ+Ttxy3Q29YIaoUsSl020QGaKh+msFKOzHJHQfQohBRPBmkq4tT3WAIuX4DFc2Rux+Cn6qTAkvORcYHFcol+r6eLbdYuoqXHum5YtWijRoIYkF6lkZUkmqSPObYUIo9GXC9PazkU5hr/zos38Ku//nn86Ifv4E+/9AYePzzFFuc4vZhVR58mCd556y5efPkOBv2+9TkkKgKCropO6pfLXAiRmoxK/flmFINJgP7UR6fvwQ2oxR6o0jBaeVzvew6S9Z3ufOAO+si5cja/XZA3F0bBXNrdhTS2qBSkBS5mV3c3qQ1vyipve30YY7AnOZhNJNo3IRGu+5sSOhPgu1BuuPV4eIYsCeEG3XW+iU57o3E/6C4fXh5FYRr2CQh818O4O8SwO0DHDeBQai1C1r8rBIHyb6kjt4hK8CtY9DyNc1FIk5dCWjStGkVz3QhrYX9roCENFixpSY219/cgWjHBppuFpoMwBR6LN6WUefvgKEKWZRWhz5hgMEXoNTkSub6XSKNojiYx0suu8ifAgthUi+jaba59MByZgmWhjmTTZPmhNaACcpHCZRihV3QytDodmMif2vRWDkLW4INmn3WDkEjU+UIszin/W2Qp0kUGFnTguB6UZhfVYuj1T7yMl1+9je9860386Z+8gThOMA9r+fws47j79vu5Exn02yyZ5b1atao5hQl8L2+Nq91ckjuOneeGGO114fpOw9HqaGFF/LS4JzpcGvCpfzHxRx4FHdvqdlXNLssaaKvChjXnodThHEVbqWp/zKHZOsb4prDbVa8PYwy2qfcptysPxFZ0X6fguyq/ZttWAocAXm5bmagvkSbg1AENOuuuI3zmdV/cfi6bJ8uTXtDZDly/LnCXhkJDxyhwWQOfrzH+tIcbQCWVHhtIKUOEzbJ2saWRWo2jNMIgrWC8blIBaEFs1fabVEYIjf1KC4sdDWONQr8qihOkWdrCCYHhMKUuU2IjNFbfIVVkVRn6FjZ6aa/G83cbSrwqDwQSIFSH8FZw2mIcL74A8Fwjmuhe3Mdy/Bz06kU+SJwkcJy8k14TlWUjHZr6WDCalTQZ7PYFEDENSsOJAUAWLiHSFKzTBXWchiUOfA9/43Ofxqd+6jV85U++iX/1ha9hMQ8rwAHnHO+8dRcvv/IChsNRc/baog8F8WZ71nNiIAMvMxKEYLTVxc1XJ3ADB7bqY6UlpsCnVX0x9RoywuZjb5j5zB+qciTmscsyixAu66ZYNg6U6TBbHkQuZNbpBivrzZsQvTepU38YYzCbZ9qELb5q8FXF9U1xyAAgOH8PwOewyavI51JC4ATBWodDCGHj3lA4jmOkp6RRVYW+qqwXRda+6BUEN4kh0rRWNyWAub4kDaHAwtTIpktR+4DbjHUjRQOskFNvKupukoIyud/Sto3xNy8IgVEc571WpNSquq1RhJR2BQvA0psEenhgcR7KchCQwN7p9zGIDgFH0URUB3Tq75gRSKXQLAEvmTU8miTA8OgnyLwuku4UThKB+10lwyixDCNQQuH7HqyCiY2FAjFQWWQDNd/aflURS6mzZarnVouf/P08GrkC8wM4ZV92AwPV73fxS7/8H+MzP/txfOGPvoxv/NkPkKZ5VCmExNtvvYdXXnsRw8FQXwI2LjbQaANqeXxdl0GIvIPo/p0Rdu+M8vbMUj1H6J1KFXHQKpWnhDAUdDlw+/Oe2xsTkL4WLVhqSyKJwJO4MTfq05AtTgRWrTjOxbzj+8mqevMmi/tNlHQ/jDFoi3FtMM1tn6vF8lX7Ubddp+SrvtIsO9rQd1RLQ57EEHG8kc+BBCOwk+dsxXGDJA6V1V529MvCBbLFVa7AKUUTEqw8wBKWlI9hLWVl7G3Oo3QG0qqEq/1N0B6VWGsUyk9SpkFMCHH7mFwIzJchLmZXWCzDvONjQy9rHfJL2iXfTc9pkTUxv1VCJ6UEeuFjvPLgiyCOrIrj6s+yoF4VzI1COpT3vWxu6fpIcHrrp7F975vond3D+OEP6kNWzj1vu5uiqRlmE4Ssz0NXmGmT3dc8rpHGai/WS8OJZ1GEdHEFkWX6PFG2u3Gwg1//J38P/+x//FW8/umXK24EFxxvv/UuluGygXJbocHZwFnVTxmB57rYf2GC/RfHlXy92qCrfHLz3jTl+4VeW+W4CCDJcsgGRwe9PTHw+ruUUG8VsqvkeOjtaKUl/dpEHUpL4zUQAi4E0iw7Yq67XGdbVy3Q19ljm0rIsxqjVShrnRNRv7ep91snj9I4UUoy2SrRakw45WOexuBRuOor5T4DWCCpxq1uOBRZexCUKsHZ8grZcg6ZJpWmU8nzqNIXmuG1iUeRBrKpMSEtqS1iktFVnDoxFHYV+7vKOBNpFNNNpJfltshCLXe+XOL8clYIHwr9GA2RRa07WwPFRRoOQ7bUhaDKaK2ojTAe4WPv/yF8MW86BsVBqP8azkNxMkF6BlsKMAlGyLwebv/gD/XrpfCNpJSYL5aFE6nPz2xYZ/Hz9S2xAhUMJwzSarGltNQWNbkVCck5suU8RzyWOX/ZjI4/8toL+O//2T/GP/0ffgXPv3AAAgKeZnj7rbvgWaY9r6uAvlYtBJK3m735yhQHL44K1JQOu9XgwEqwofouSkg0cHtHN/sHYtwZ7VJC+9bwQHXMnCML55A8bX1eV71IS1f2NM0gOH/ICZ2bNnPTfkqmXd2U/P2sxmhImdiihHXw3U1em3TIMl+UkgXPeNFc6RrkpNKoE8ANevZN8n+BNBDojQnSMkekBEQa11r/ioEgUuFotLIXFRclDcIcTHFCaZnftn7kTfQUjFQ4WiIUvb6gyqyYZEECA/Rb7WcZRQjDqOwE3BQ+tBkrS78PQlpScy0iiXl6oqVplWIQieB49YN/g0H8KHcEKim5WpjWcu7lZxr/AzUPREpgED4AFQkE9XRHTgi468NLLrGYPKddOxOxNV8s0O914Xmetu5u1jVQLTzUjnht6K3yWpntWduRXvYUWrmtSGJInsLxu3As+l4AwBwHP/Mzr+P1T7yCr3z5m/jjP/wKZudz3H3nPbz66ssG2qlmaTfAvEadxO8wHLwyRn8awM6hwWobIZH03e7Z0B94jLBdaKkmqVLFlesv88VoHNW9dIy+QsQstJsUM6tDyWHdSZaCuSz77M/+o2v39biu/d3URl93DNrmFDbBB5dRg8n5aBNZ3CS/podKzmGW8TbzbrND+sohTfOVgxCtk6rsMGh6l2qVZBpozsGjEOn8MkdhcKUbnmqElZWmimDSHEdt1fW0joS1MGerezQcgeXDBt+jUW+AhpiVZWhOdCCtKp1Sfl8CSLMMF7MrLC3OQxqCIhKrIgSLQu8KpnlNFjTqQ+Z5A4AUeP7oqzi4/G6emip5HgyNtFX1vpGusv1kcokbx1/XnWRxDzuLR4gGu4h72w0nryoLSwlcLZZIkkSfH6Qp0SKtV8e+BJKriruybTupMaV1BeSSvzQv4Ktc2786Rifw8bf+1ufwP//GP8Xf/uWfRxzHeHx0bD2A9u4LBK7vYO/FMV7+7C76Ux8mtFvxo9YTdAhdDr3B0e3hjeV2d7rvUnfaDDhsBQqBLFrkzkNrqdx+vdv+tlmujHNwLuAyltgMeZvW4LN0Fs9ijLVaWJt2rVrVqN08uLbvmtt86Yu/8ZOs4oGsiUDakCY8QxbO4XZ6QKnXU38lAuCBgJrialrPWpmH8SKJILKsXq2T+rGWyjKKyHo9pXYolLoojh26qzasKvun2xyEtHQANFR07fWG9vQOpO4Em5/p+5FSIoxiLKNyhdaEApPKiZDVTgxKrcaQfG/CjaVCh7GDC+rrn498cPYG7px8NTf+ZUCr/KsepbYIxCigVz8FsH/6dZyOPoow2K41lGSG7vIRZjuvQjieVtC2qeYCwHyxhBQSQeC3q/QqFtOEqTY6M7ZJyFsjlubq2i49n/8u0gSp4HC8XFeLGDI+VUfEQR//8L/82/iFX/wM/vUXvoZ4yatmV+b5qQS/7iDA1s0+xnvdAmW10hxa3qEXI38wG3qDKaXOrqolZ0k1QFVukFmG1ALRhYUR1pxvm5hdiTRNAQlQx7mwbrGGAtGWyblOD6ZnMcZaHkibU1jXO2STZlRtqK/yZxzFhzzjuFaPTItQmxQCaTgHZBfUD5S8qKwEp4hFCkFKAZGkEGmcK+Aq6rwVGUtR+m34MGLQPQhamzvVulBScx42o1g7CVgKuKpBaVHYNaKe5sNoh+yq+0vTDPPlEqWDlyANR0OIYfTtpQ7rWOvucL0xqbpFNrYheXRy4+xbeO3xvwahAqAFNJfWjGMTMSHLJ6OFB6I6DxDAFSFe+uCP8eadX4FgASSAIDxBNzrCvVf+ThNWqx2nrDB5UkrMwxBCSnQ7OZKwibRqQnqlZQ6jxUFUUvBQCIawkxXt5Mg6tVZJeKRJzh1hrhUdRgDcvnWAf/Lf/H3cf/AYb/7Vezg/v0JWCCVSSsBchqDroj8O0J8G8LusfYIQ9TyUtCKBcKk7H/mDaOD1+gC5LaUFFUW0lUp9k7lAFucoqyoKX4/m1HkfRCflSqsWFvKOmvk1fG8VBNc09Ndtk7EJzPdpxtiIib5KKrjtgNr2s66GoqawvvzF38B8vhSZENSlpPVm6reZtFodHocgksPt9KCRqgm01qJSiLy+kaaVPpW5r5zRq5hcg/FbGR6i6DHZnIZaDSYWQ2xJRTUWUhaWtU3KxNSDqvuSqARzaeksWL/ylrIh4iS16G+11Wrlyl4gJjvXdFb1GM2CFIEFtlz8R8Bx+/TPcOf4yyBU5FFGEX0QYvyuRiMoUlwGb8TmPCQFwIFB/AFeevgF3L3xS+Csi8nZj5AEQ4S9Pd1dyFpjTWtdW/aEARBGOfig3+sqNQJL90HVcTQcTUtrXGK/D1ZSozmGuW1pzEUe5UsvKJpXUWOfdeO228/t4+bNHZwtLnF0dYqMZ7jWi9T6WfXTTrKu659MOiMaMH9MJBmqQBJi6/BJ9CdRZBmyUI86zDYBawxPY/63veIkhRT5cxbF8Y83sbebZHKucxmf1RhsVf1jnSczB28Lddax1ttO7C+++jvJYhkmaZoGLmv3dXrmqhlmqi+RpkjFHG63C7iVtnPuNHhaFAoz68NFlBWFqgpLzBoH0Y1yU7gQ+rKvpbCtostMqRHdaLfn/nVOSUvfD7MAbRFfFEIiDEOEcayhfLTVlrK9JnOtpp1MZ2qwzttlSpQ0gyLp0kzt5Z87IsYrj7+Ig8s3asdRpq6K34laOC/er+aS0g9ElTCp0lcUgKgdCTiwNX8TvbuHWHh7GF28g+Ptn9FFMhpMcV3/WaWUxkkCLgQGvR4Yo/q8UJyONTVV8UTUe67/Xa/eTRUCooEB2iVa0IgAeBJBZllOQCyeVxuE1aEOtvsTjLtDnFyd4XRxAS559Yypi6dadgUwAReMsouB30uGfp96jrsrZS6x3oxGLauO8jMhwePQ6FuORiHcSJ5WH6zT4SPKoqxc6MVJUh2D73mJzfa12cpN22G0Kas/6zHYdZquqwewKrXVRlhZtV/bybmeFwGYpVkWrM1j2fJHbZsKjixcAIJ3GQmoyFKILK14AnrHBVNplWjRb+1I1EeR1IVdw3DDUmQ2J2OTaV4f0EqF3QYgq6X+YRoFwNKLvDbQcZIUDZ4EYGuJK/VoowYfGL08LAx1ooAPrOxxiyHI75G091snBA6P8foH/wLT5du58ygRV4oDaUQjRGekqzUQRfg4v1aF4yibSZXN5QiAIDtHEJ9DEoLL0YuWVbzar0Pvj15tVxxMluVCk71uB77RQM3aAwQEeitk0miNa36voeemprrKd0izbS4hhhpDQVIUIkO6nFcERAJSExRrFwBCCFyHYX+0g0lvhMezE8zCeW1slWdPSy+DJB0vuBgHQ9bzOl1K6FgabZyVZR6gNJQzF2kiScDjCELwFdZfdRjEwE4DJmTQGrUob6RplrPpi+vZ7XaSVSjX65QINlXVfZZjsDbW+DpZkjZn07bdOv0VG3z4B9/4gwvOxSEgd4UQdWe/a7xa3U7OXA9SkSkTXNNc1lFYsqlTpMlAS6IugBUlXmJZrRtOgEDjhjTx/aRhTNtOdDV0thnxVMdH0NBRTNMUizBEWmH4jWukqg8q50hIDQJosHqlJdkoib5ag2HgjBSXKrtvRltEZnj18Au18ygcSOU0yuhCSWFpv6MWU1RTkZoTKVJXmhMxRBdT1sWys9dgl0OiRbZdKZArBWwhBOaLJbjvF3WR4q4RBVLdImNiW7mv781OVtZsNGddpMgqRS5FcTKHvnKwoAs4jqanBcUZAwS+6+P29AYW8RJHV6dYJGGjg6hL2XwY9JcDv8885k2llMycy7qhb0OgSUie5aRAzpstEiyWX7Z9bBLQWhatKnYm0knOwve9ufXqbgBSso61IkP0YYzBngYedt0DWNfdyjzRN974fyJKMOciL9q2OZBr1ditt9e0i0RPN9QuQzGWpPH9sn0oLPpCKiXRVsOAhTSnH5ilUZWh8bQStSRbfUhjf1wILJYh4jhpqOTanKFs1E8Mn6HBUE0Hp/zVOH6C6Qc/QOr3MNt6Aapgkp1xL/H86dewf/U9zXlUyCvjX2sdBEYNRCrpSKk7D0Jqn6jeqSjYRsL6xuK+vT4B5QqpTrZcWYdxjIxz9HtdMMep5hGB1JjYxOoQillsa1aFdh0tVTgSJrpL6lpSxCKvItIUKb+C2+3lPXsMop9W0CcE/aCHrt/FZTjD8dUZMsGTnteZTzojBK4/hkRfm3ttxl/a/UneyTSCyJK8BmH1CM1nTxXBhsQKh2N3QSXwJkkzVLSEPOLMfJ89sNnINpu5SUrKfP+637nO9ta+HbZoYFM+h+oM1O+19QdZdaKf+czfE8xlGYCCrbuRW9N+tpfBLJOH1F3fjL4yZVs7pTthvRuiap2QFmld0wDDUoCWujFW5U0aPR5a+5w3Yay68KGsiGglT141DnGS4nJ2hShKLBwMGxdDPSjUNQ4jApJoS6WZHBXdKFCRYvvh91Fm+KX13CVcvsArh/8vnj/9KlCgrCo2OdUZ5ibb3Nb7Q/27Yp638EHUKKf8fdG90T4rG/fcslq28JrSLMNsvkCSGr07FAdq5uVlG629umWypoaax2GRlFFnEoyOmuV2GjhC5I2rRBI3ySLq86U4p0l3hBd3bouXd24vb40Ppl2vMyWwSXRYFoKARfgzb4GdLee587DKwtvQGbalqf58NVjmskXRooC818+2BICMA3dtt8Zme9vs8arXdaSmnmQM2uYANvFiZqFmXc1knfOxabYwx1mWD4/YCGRNWn62bQfjYdPngiz4G6oirAbdUyWzFUlvCVMRl7Qo7JqyJnrKTJc3sTkfountyJURhuJYlLRQacTmyyVmV3NkXCgkNuPYS4Ok4er14q5us2xMfIUwiSZiTEXQCObBj86VS61v68fnuPP4T/DX3/pfcPPi66CUg9CmkZc258F0B0BMUqHSZIoYTafU/ZuaWYQCob9tOAjZ5iGqOolZz5KWyFMIgavFAlEBZij3qdY82l7msWhCPXLFc1BZecvnNkKeIVsDmReqs3ChzeGq7lPiqZX9OoRSRlm37dElaId8175XQCS5lhevHFiL07HBqYhN4oSstBnNmmn+ipO0gryXaUzmOOKzP/dric0GrqpDrLOjbXb6wxiDrdOnWsflMN+7zrarvGG1D0oOy/fTJAHrdDb1Bxu+NCyvFnzYSFk1qkIhBJbbS0VXq8WQyxUMcViiivYooCm72t4KVz3P5vEIITCbL5Cmmb4/K2eFGOdRq+vKhm6X8VN7TIlxnSykRQAZ80AgNHQWpISfXODW4Z9iZ/ZDeHKhpaqkatTNIrqZzjJrILSWc9favqjkQUXyRINKKCq9/fgDHMlPawxFrYKkIp5Mn6I3RNeL1sW1WhR8kV4naEJ6le3yz5pFcM3hY1WPdT1FhrYai9FYXBrtdQEJmaVIl1dgQQ/EyWFuKpKrrjvW9sk0ztJgsMsWR8mTJBdWNRvS2ZRR15kGq7NUbYTyFbNbZHE8ZadGqZyH45CsTbBwk4X3dVU+PowxGv1AVK+1yivZDmQTPPImCCz1hL74R//Tj8r34zRFsIFU++aOg9QPJ1HK41XVlCgFYX2NoWJK1PJ606Dbe22YK3tiKjRIlYTUQviTaFHhlYbsgoVsWHwnSVNczYtWq5pDgLKPJk+jsT9JrE5M3ZBUJ0qsBkG7LiUyizqQtMyzCwxm7+Pg6BvYvnwTlNYtaUsH0Sicq2ks05kodRBiIrKYjqvQGOhK7YPwJkMdEtiffxuOSPD+9n+K1B1WpFNoUurFzqjUrp8Gj0VT9p8UTcHCKALnHINeD5QqToboTqGVAGIZT19akBUseKX3DfSUrgrsahTkhUC2vILjd0A936g1AloDKyNDUhnnkrvUsN45sipLctHHlTqsFs0qa3AilVlKpEXORP8mscjWhXEMIRSLUcwBSsh8E/moNtu6SgC37bvPegxmGuy2tFTbTtpqG9dlTLaejJQn5Xucc3DO4Ti0cQvV1p7XczDS4hik2rRMqaOYMExjNaTMHg202Fb3KNFHJhGwgkUaPkUTCLRg0KVsABnN1VMpiyKkwDKMsIziOgVVlTEsjs+a4mgcoPG3ClOuC+PmZ6v6wPvhOajIsPP4e9h/9HUMlg/gUN5wBKbzIAXaSjq146gciqWgXkUh5eV3Gpc2L5yrEQhp6h5UjlYCO/Mfoh8+wtv7n8e8e6tp2GEgu0ySnmaw7YXuJM0wWyww6HWR97bRC/QrBRM1KRSpROHl4knnjcCGHjOetup5kUSLQswBeRxCZGmO0qJUJwjmBXlRVLKUZ0yH51ZPqxDgSZwzyPNquTY/1ecSBi8KsP9tphDbFkVmvUX3JxKcc0SVxpk0F1wP1mVuNmkQ9Sx/v+536DrvtYmXKr/Xlm8zo5V1Y6nbdbuBUCP7KEnsLoCYSwesWH6Y2yk4dan0mi5kzfO0BEFdcy5/J8r7dsnsZvEbprmx1C9kS9vZ9pC9dnsGUkrqND0hBcI4xvnsKtewMj6HhbAlWxjiOtwYIHEMZLzBeLcz1teLJAISvfljjC7fxWtv/kuMrt4HBdchuYrjkGqEYUYdLQKJts+g1DsaNRCb1LslAiKFvlYnPcVH7v9fGM7f1SJSYjvnFXInTSNWgyzSNMPl1Ry8aBHccN7Qi+mNwn3LYkNajGbbfSqL58Qw9eX+9QC5AHdkGdJl2TvHrELIpPn86nB0wTmycJnXOArRQ6visySWXVj4XcbTtRbJ3NRIbVyrRRg2jl+pi/ylaj9XLcJti/w2m1xu0/b+sxxjowq96SjMv23b2vTjN4k6zDGCINBw0kmaVj0mtNvSkqiUa6IRqZEfpCF5TpQ9lN6DaOS/+iAs7G9NkVY2HyBlY2mgl6zOQzUOLWxtG669bPAURjHOZzPMl8uiOyBR1nImBFe2OioUBEBieEzhefDOThvHToh+TZvijxZjKQEiBAaz+xrElhhs8gYxsO09xZmsQlyZjkNFaalOhJhOw5ZGK47Z5Uu89v6/wM7590CKqW3vAGlH3Fmho0aynXOBy/kCSSExI633rV3nrHZq7XBYKaVFIbgpZSNNEqls7qOE70IUCKnFFUSWqo40azxkhUcTWQq+nCNbzAsG+epFIiHt52Tbvvy1GXxbFqcrvEwcx+CcW6G9EhKEx3M8wWuT2sUqHsezHIPavNa6nW+qvbJO6t10VDbn1PG9I3MSm1GItN3bllvenEmKkq6GUzeQVNrDYTK3SYMkaGOem2xt0jAggE0Dy3zi2wrraiqpXHGmWYbFMlQcB7egwVZJoTT5GrXivJmiAzrvvm9tVGVDuZgkQ9Uxu/EVXvzRH2FweS+Pts7rDQAAIABJREFULFTOBi3spy0SIWjWOQoDL1XIbVsjKQWFpSK1KidicEuIg2bkQfS/QQEmY7x4749x+/6/BRWJcX2J5S6U17mG5uq2vTbS1Yq8QGjFcQJYBN8b+zAgvmYxXf+eAuxoscelDLw9GaBG1UR7aKWUEDzLYbZpUoJUMm1uCgGehEiXV+DholCOaD4bdi9BLM9UU2JlnVtp0nmJ5RDydzLOc9kftCOGKY9aW3u3USnabOd17fazGoPZvI5tgE01U9YVxlf9btsfdYK/AiCgFNTiOEHX93ViYUPKZO3lrH4STWZdKZGX+diqxk6qh0xjAGsLarJ6Yra0gS2dFhq8AMO425yOGiPJHFUVJQniOKnVcqVZg1C44o0Evu15NFBX0tTWKq5llsK7OEMynhT95VeQDtEEEwAS3dljvPbt30cnPq3rGQbZT1XSbUtnEWpPZ1m5G0Q3+GrDqYpiQQHJldqHU/ykRQqvTKOVOlkGY51CYP/oz9FdHOKdF/8uUn9oqXGYaKcmL0nTpDJaNEmJfKEgBHrdoC7cm8Z0BdFQx4OYeltGLaactxY+hE4sNCRU1CJ1zVQEj5YAJKjri1zUNAVPEwieGilZa0PypqKEMtdIIepYwmilqchgGHnSiLFh7FtaDoGAc47FMmxPOxNAZikcIiKbHTTtr2kb29pfrLN4H8YYdJMBbWFMG8TX9GKbEl7U/avfef1n/sEZpVQ7cCEEYpNY+DTALGlfa1RQS+UhJCANh9XM99qiFOuAerhvpJ90XkBTFkQqBC4hBKI4wWw+x/lshmUYWZyHdTorPBc0Ws1Ks9htSYyrwVfnwQcYffu7sHFyZZsOmAJ/Hh2/jY9+4/fQWZ7qCrm2FBaxG39iQWOpTkSLIkyOh9Eb3Ww01YhEzNqHguYitOn8CIDh5bt49a/+AG66QQZDtqecTAevzp8ojnG1WNZothZpD9NorlqJW1sH2D5rIb2aDyxpqDmUTiREtrwaposrZNGydh6tzy1WLtpIoy1n02jYjHzjrWbTdKvuVRjlqSvbrsrfeRKCiPTRdQz+dZzFdW3uk45Bn2bgtqL4uv7n1zkpQggossY+ojiuiIVP5jt042X2hGjmN4llMskqLdDaVK+KblAtZe1ihFJ3GmYayMI7AXKC5XwR4uziEvPFAkmatbC1jXOGEn1YgyTSeMAI1FUyaRbSIeFenGP3y/8O3v/f3pfHS1LV935PdfXefftuc++dYfYF2WQLHzUJGlQSSWKemheXuD2jeeJHiT70mYT4DCHGj/GTl+T5kviixsQYNzCigAOCOCGAiDCowDjAMMwMs9y5c+duvVfXdt4ftZ1z6lR19d1moYvPcLurq+pX3XXO73t+2/c3cxJMcz5JMJYGsSCXoXDi4CM4/0dfRlarcTqFBQqWe0pk142KgfiKXBb8ZooMORcWWyTIAgtbpMi6y0SQY4GEAQ9vX6kxiR17vo5MpwZEKN8wY7LsMyr15FBKoesGavUGLK5zIB9MF5MspNl2UteXDCAiWhYwFkuIgJMI38Kdc7ZpqhFNc5hJKP+cIBmwdN1IDEpJ9QJFx9Adtt0uZ1jtKhrV2Z8wei42Hh0Va05y/krKUBZzM1EU7d2u0e2YqMg/1duhJ+KsuDvRgysxjMhqLUQSpPAkk7EyyILmQXCbFyPjh5Ku0CUFhJRSmKaJWr2Jaq2OtqbBpjS6+yAY81t0IUEyuX2lEdw0EWkyBGDy9tde/GKk9A42fePrSNeqPGBFuOdAgcGpfdjy+E4othW2OliWXLF3hwAoscAi+UcV3uIgbMzD+ydWtrNWjAhW7H1E3af7fcq1o9j+5C1Idxq8kpYqbLYRGCIXNiJAGKaFaqMB0zL5MReydoPLUYjAAilwiUqZI6gRwUmowKdccoq8Joi/MO2eYElCFZmc7LA7T/wVZckLJLaQkP2OlmULWVeQxowopbBaVZidzoKoU2X6MMrTI+rJrrpuBWTE8lTJAEAUmDQgLru5btlY3mu705iRHad1OrC8jCzSBSC6/biEJ3GnLHEfN37c1rQiQMRJpvIAnKjkpROH8DQitk3RaLUxX61DN3TBCoj6ESSWB2T2THiisy/D8QoWbJ1t4bLL0Nq0CfnJY9h46y0gphlxO0HRW6ZdxZaffBeKbfKMuCy5oaCQuX+SJlEQXEpRRYZSyhOBzsQDEbGqvRt4ECFew1oi3i9WXjiMC370OZTnDrETgFu1s88hHGiXuSf5Z2TZNqq1hkt/Ek51DYEVlSVUhIFLdp5My1OhWJBPyOBhhMrmUtSwJt0OFOngaRcEEk5153lshQBTG9NotUIZomAaz3mbbXZAjTaKg8Mh/RhXoM2m5kaVRsQtyldChhR9olBI1ssjaVfCuKIV8RgxcKPV556gliFDVLTamhD7TWqKhDlrKEciTSRKl181BStCWTMm0k2Pg1sphawGMUjt5Psv1GrQPFI232QPE+mFO/nRMGBEBMJ5+JPHT9gFJqtk7EwGR1//etB0GuWD+7HmkR9y1owYRE+369j+o1uQa86B9ZxR0aXIWCJEAh6IWPFDlq1FwHNgyVxbHnAILiwi1JqQCGtJZnFwC2Bmf7Zdxfbd30Bx4RjjfqQxcQYiWHNRiwBvbAE2dRYeQXBXQnwoX8CHwCPSkhQ+E3kcA8uGtWxdkcyckGcthbU3SVzzFULgRDqBJQKVXp8Eqc/NVhumZQW0MjEijdoMlJRiFsuDZpTui0po6hazSJLUtJwyYl1YUT4xWbA87jrssd38bLJrGO36lKW3pQq5oxtOg3oSBQzRHlHxFfEqeJlVPQVxen2w3qxQtTkfU2AJB5GolgMCeIAbuB5QLtTrDtGhoDwoo1TCsiTcQb6LhEjvQVYgBrExVognK5DTXrsWJ171agDAxAO7UJg6xh3hrVbL04dw4d2fR2X6IK9UCc9HBpYyXTyGCNYKa4nIAu7iPwkrL1HlJIm+5ULQ1eKQ3Z/4nXwMIUBab2HLY7dC7TSF35VXZuJrcUyJxFp+hpV7QLvTwUK9DsO0IM24AyKak3WbRRC6U4oLDiH9VRbJp1QIawhBjbhrAGHuKil5VTRgSHRPLMB4rtt2W3N6nLsiQxqI+642jNpJAKRRKFdaURaDqFujLIck+nglZcS6nOJAhD0vKfp1o0eJkpPLFW2zuSB5wM4Ta7bbXVtLdt0CalqwnFjEtzw8d1YUYSFFFGGUtNq6W7dAV2lbloVqvcF8R8rHLWI5sdwvQSnP2BvBzyVMDZ6FVVq8SEMazAOzmSteis7oKFK6hk13fQuloweRbgQB43S7jh3334J8fdZ/llwOA5ErWg48ZDEHhAEm1MZWdGuJqb0pgKQZy0PCoSXtZhgFGiJ4QJ6ZU6hOY/3Pd4XiD7IWxzLFLMYqePblYDNNC9V6Ha02HzvjkEDi9ZHWoogszZDeJLj4G1f7Qnm3JSRuVCr8eN4oFhU8IcJvGzPOu6kLiq5BeVCgo+tos7FYWc955j4trQ6r04Rp6JP5QnEmrtdG0l4fcefE6eXlkCHlg48DgqTEXHEA0Wtqb6aQ183WfOQxluXwOi3PFriuQiu9bqOOhIPV4YIlJAA7R5KuG1ioN/xeKIRJfeRdU5IiPQ4Q49daodUiezwVoje+5QKIqMi67cx8HrOXXeEoxunjOO/mz+Oir/0dtu76Fkb3P44d992MrLsoIDGPgW3mIwMW/xjWQhHcWrKAtlho6Mcx2Op0Vci4kpAuSkFEcn8ceIigyBwzevAxVI7vi5oLXGMjaWYUjQcZ9pm3NA3VesNnYaZUvsiRXYMyXF3J6E4kgBcaQ25PHnFEkNjJ1hUbOKDhsKm3Rac4/70i3bhjRBmd+UkP/BqXvvLDrV70Z9z7ZdF8i5ARCpJ0AwcRTLpVm/dKOSwL3Khq5oTZrkMWB/E2rdNxFW2Pg0JK7exRbRNuheRPYiqm3NLQhBD0d2iy0KjzKWDbFPVmC9VGI6BCiKAYoWx6L43iNKJdqN49UJBlWPHfIRR+J2EQ8q4ze+kVsHI5f76m2w2MPv0Ytu26GQOTB4KJLMmy8skshSwsmWLhakiFOAORuLaoYJX49yDrFSKACFvfQcTYBhEsDBmICEpetEQUy8Lmh29HrjYTX1sBGvq9Jbl1IYXNUsVQCpimiWqjgVrDS/cNX1MsFukZINg5wSUHhMeRlKCQJoGJaLwRExGCfVFdQBFko3HziXDg0Wi1Qmn7BNFuL1tvwmzMAhTI5PKxrLhxjfeWCyyWQ0bX+EVU16oojquotLAoSnjxHFmgR2s1ngC1YTTnY5AAaLbaQVZWgoHGTQqXtp0Sd0XvF7USf+IFsQkSEbdgAtsUke4uSADBm1Ca3sF8teZnzHh6giKiKj0q7iHGKkg0f5bonuKoqySrSz54zyozPg6TWZiLnOAhTOD7KwWWgkwxd7sWwh4Y9nxpqq1QYOjVfxBZ+1vwoBTVwixJDCT0HSiQadWw6eE7oFimVBFHKmzBnJF1fCUSqhxKKTq6jmqthlY7oB6X9AGTgwfhFykhgIhM/SV8XQjpZflHIuc2jXKlxcAMJeFGHvIgPYVpWWg0W7BtIYmZALL0B+L+cJ25Y04rXQKkM1ld1K9xylym7JPEO1ZaRmQQPYriPSrdK6osPo5LJSrrSzyn025NEaLAcNE7Aj9g2TYazVZ8G8+IARTokqDJDxHTxmUkgISvOBc6aISyjkTQoHB5c7QO5qo11BpNWLbNExeKMoNR2R0Yg3GPcOCVTVkOlJuM3DAcPBczt/igZn5qEju+8s9QNU2qKGUKX5pTQyJAJuJpEpn3g4TBSnSHQSgCJGnX8mBrTOLAi0jAgyKUZUQkgCH7TgOTBzF46Cmu/aq8doPx80sakXnuxqjUbfaaNqVotluYr9bQ1jqwkcy6CAf1aRTeCe/58/wGXjSJCyuayDBc4S4BUqkIgUxRMr9M00K90QyKmIVrEwnwUABWpwm9FtD6KSl1OkkKblK3UhzX4ErKSORHi6IEjkrhjUO8bnEQMdpPKbWL5SEoqRTM5gKoFV/laZhmuJgn6Ra2fUOKkkqDhoRTBjKXlmhxWLZDq16t1TFfraPhpgFyE1BSse5bJJLivMg2HczEpjSO8ZdGULcjBBAyN4HTe7qJ9okDGL/z21A1TTqHk1KWESEuS2gX9IkADxKriHhA8XVyiomNkC6BfeH+OFChkvug4f2E2ee8p5jY8xCIbYUsgW59KqJdnuEkDPYagQvVRqPVwkK1jo6uMwkisvMixirAuXxCmV2QBORJF8DohioRccckiVc0FohcgLVt1JotWFJPD4lToNBmDgOed4QCnXbzp73o2ySenF5U3XLJUOLiH3HuqyhAYf/JrJBulO7s+d6+4uCQqSiKSU0dZqsqfersSqCj60xQvVsar9zvz8boIkIk0r4d/Kzmidy9DoDVesOlHmm51CMxDLsITzJK+O/A9bqW1pPIJnZUoaM8w4qv2GdjNhSWrqEzdwz1Qz9D7blHMfTIQxh5/mjX6U8Fheo/LdGApPKpGhVnCB3DPhISHY8AFB1UeYjSzF+oqewbKMU/EooWEQBNIJmVWhRSC4RKLBEa/r7evtKJoxh4ajcoFahIaNj6FRU6IYjoggnOouVfUsYd5VjGtUYTtWYTtjcdo6wLIskCY+l5xPO4tPEoNcwThoqcEFGV6KHOIpTJ+Io02qPjLgQeXb5TKEgkvymYuSkaWUZjFkZjNnD1EiBXKE116/6XtMZO/CyqH8hKyFDiLiBDnzjXlig8CpDiChVlN5wrDzRASAsADMYMhLxrq59h4tApR40YkaSZgMvElSiwMA0639yWswb8WUVg2zZamoa5ahXVesNf1YV6eIRW+JTHtVAPdP77cOm5fqMPgZmUqekQV2xU0pY2FJAnXkW8Ab12Eo2je1A/8ChaU8/CaldRnq1i+0/3hVfjrAIVlCkEIJHFNSKD0eJjiiLdkzFhUGKDkmkg8x2K/Adgp88Hzb9S2dD5eGZD53aF4AOUKi8FJbcQCo0DBvZeo76r5D1nKPkuDwZUhGute+w+dA7+FFanFbIAaWS2FWX6lUtSemmUKSemDFO31krHQr0B0zQF60UYV13o1Dn0kBkQlMbZDswIDy1BgsGJMMVhNKUdz8YrVxFOzKPWbApV5qILKzBFObVkm9BOHnKLJgN25ZFz1k/LGDm6JSTFtRSPKvJeSRlqFErFZWTJfGy9NGSXVbHHWSu5fGHKMo1pAANGcx62oUHJ5hEz1pygersNRSHIu5lAcSsPIsQD+KC4YGkQ1u9LIlZlxI1taA7xox2RseXhjHANIrrLiKjcw+4lcSyHg/gMNIUCm1ETk78PS6ujs3AcRn0WtqFx3yOtGbjgh08i29ad7KVuoSgiBwcIihfyOS9V2pxLSVD2gZJJ7QVJPUiRuo0quYczF88tRDFNA/be9m78rmmnXgbbvgGUvtbrkEqomDTB7GNAkrIKn7kfKgS2xUJtQoFyvYGhQ89iyjKQH9+KbGU8NCbAtVn2cwiZwcTHJ0jEe/4a3FWcbK16A+VSEZl0OqCCd0/0Wt76tFXMtAi31yX+PGLT0kmowx/l0JKGCNbljc2p2PKW4cIKg2eMqQsK03SsMIddl4QO4ywQL+mGuUJn9jAsrcldM5XOYGhoZFecN0YWS05SLd4tmWm5ZajL0bUq6Q10624V3W/kptbTP1ZalmWB2hb02kmoazbG3xs8fpo2FEKQy2Uhd2cRt28BDccOfKoPQdlzWjocZDZNCy1NQ0fXnWBbZOpsdJaLrMo2sliQ8vXwnAwq60JHBcVDg3qPULqv0zHOqJ+EXp2CpbdBbZsDV4BA7Ri44IEnUFxogG31KWvaGLmPdE9z5Y5hjqVUcAkxx1CizIGk9xJFvQOpzHftVO5AOn9cVy4FgBYSjtOHmg+qb6AWuYpS+nHY1pWgUFgwYMGCfb6EuT+K8HdjrV4i6iMKbD5wCCfGJ9CafAZWcwH58S1Q1Kz/O1BOEbsrXcL3RuexJMgYEhU4p8z9MeJcx6YU9UYT5VIR2UyGkcUABIsYjKVLud0UbEP5wFqSFP8w1j6JWPxJtDkHECyY8dgS61iFbphoNDx+K8KHPKl4bec3Z7+52VpAZ34yKAdwj8sWiocveoVTA5LExRSnO5MWAq6UDLVbBlWUG6tbdXoUqMhiKN2/6I12Jv9ms204hWdGdRp0ZD2gpCDpgRNSlo1WGxRAsZAXp3Z4xlD5IGVTFlkOKfYUw3AC+B3D8PPeSYzblUbEG8R2OPzqiqVN4XO+PPsp1FKUA0MaUigyxmBqmdDrM9AXjsNs1Vw/vIxVGFBsC+f++CkMTc1JpzgJLxLD1oUIBDI9ITuGVbxsPEHJzlAF95BUeifNDD+UyR0+TK7ShIWLfExGrbiKV5omgHur38s9SKj6Wtjmxwm1LvYtDTvCAhH/QrBCmP2yc0r1JrbsP4jnzt2GTvUETK2Gwvh2pEvD8sI7/9n6GtpV4ITXs5KmUaKFEtysM3ZsAPWms6LOZjJg07eDBliCPK7TIbg4lNgSi38vr0cKVk0kbMqLFZbMfiqxVqT6AE7r7HqzyVvqpEueMQ3un1omWlP7QW2LIZP0n8e9ok6NGnNJ9HHcttIy1CgASKLcZfUgMrCJQ7e4L8uaYel05nAbuBwArE4DRnMO2YE1/OpUXK0yIOJVjJYK+WCgC4MnnH5IeOAQFLEX99ANA62Who7fZjMMHlFkgiIVhdx1RSVtawn4rCkqyXThv4sIXoTw34falrNqqp6AXjsJCP2cw7xXDs/Plp8+h5EjJ3kZguuISLKpZAHzqPafhP0r/HP0m9qCQp6mKfUelMfvALRHiJqyM6872rV4tdsmTqzKNZpGCLm19i31dptm30qo9XFCza0seBAAsMOgIbq5RIuJPZ8yn2/ZdxB6OoMjWzfA1ttoHtmD7PA65EY3gqhZt9NekILuNzvjhi9rlRAOHPjPvDbPfItbFoDqjSZQArLZDJdR67aj5WhJeBcZc02Eaa6ILLjFfKdgTkm4sDh/objyiHdhsfHDlqbFMltQ6ZvAJUdtG60Tz8HWWwhZUQpBrli6WzauWB0Yp9iXMnaXW4bajZ8qCSp1a4uYBBFlcRX2c11rPwDg9d6z6swdQ6Y8KiE8i95amgYKioFSKXZAhJQ+5ISDba2DdqcD02T6jPsmMvV9seEC7zC9CcS4BwtaIRAKLAw/2EkQ28ucrw0IwA+UwtQa0KvT0OsnYXVawo8AiH1AKLPSm9g/ibX7J/ngZqgBggAOIriIx4mZSVHvlXQDamqXnS9+n+byu0i+sL/45n0mcCjxeE6yUhPnhzdWB/6raVJqfGnua0O3A+bbU+h8jFBjjFAXPCSgQWzeuuA6BAvxEdYSUWyKHU8+i9rAAKqjFYA4c8BozCE/vg2Z8khAK0KERreScIgQGpF85tm08Ns5c2OLEDSaLRBCkM2kwVshMvCgXMtewsb1RCuECgo+ohI97DBw3UpcOwbKK3ECKd0LAL9VgtNnKDoRgECWoRnMic7CcRjVE+zY8udeSk0vVEbX/iRuXMUtwKN0Zq9jd7lkEPchK3EFg0kvnKRnetIJK8rZ9fXr33Ls2Z9/lSjEKQhOKShvvASZ8jAIcZCdgEBRHAoSxdvnvXbfK4Qgk1YxUC4jnVadz939IkgEQzVQ3KZpQet0oGkdWDYNA4JQ5S1rQeob06G2g4FSZzqWc59xvFU0AA/ZvUtrOgDArdcwaiehV6dhak1GMQj+eh80vO/jCFM1HRPPHsc5Tx9G2jRBbBsKtZGiNlKURreKZVhv2c842nShtax/fFqxkU7tQyH/IM3m71Iq5XsK7362sRhAiDouqldNkutNfmnzaK4z95FUp/1eYpjD1ABgAjAA7zU1nPcwASr5zN9nyo9bGKpg9yuvAFVTgVojBJnKGuTXbEUqk3PGOgl6YbCZQux777Vn+Qbn8OcRhgrA/8z1QykEKJdKyGbSvlzCkBoG13E/cz8gDM0AIUwBL3hXm5cOTJm4hT8PaFABH9Q48XMlSHum3PHc9SmFZdmoNZswhLR6UITkAeFre8WaZquK+vNPgNpWeNFIgcLA0K43Xn/zq5c6TuN05XLNhSQyVBGBZO1p4y4SV+EYtwrs5nsWzaz/+MaHv5dKp2Fbpu/71GYPI10aCgZmws0wLSzU6xgoFZHLZkDcekq5AqawbAsd3YDGWBtiVhY4LigRMBDETcS2sgydiH8sYft3IJJhF0AkeEC0PCiFbXag19xguNYEtc1Q6m5A4kUkFpDzRXO1NrY9vA/FahOK7a4fCdvEg0rTdmVdhLl0XvF4pzS8QXPFPSST3kkz6p1kYGx/ce7JBv64GmvxRi1k4sZ3Eku6y+sZ7YvrPlazSp8jdvuGtNF4O7HNgrNS491ZcK0U8bdhj4NotQAoLTShGhb0VIoBBgq9ehJWq4rcyEZkh9YBiiK4jvjxQQhjHUuOEzO7Qtlc3krfdWfRYgH5XNaXQQhPPS/GKgPLhpkXlMg9CkwKOeFcRkJMwo+JiDQ+NJxYwTjQDNNEvdkK9TGnQloflWUOM6/sTgutY08B1A4sfKFAplAZ+vpix9syjdFllaFGKexuKBVVwxG3oltMmpj396Hb/rSRyRb2a63adu84szkPs7mATHkYvW62baNWb8A0cyiXSowFQmHbNkzLgm4Y0A2DAQ0x6stmvggVwKFRRoQUYG+gBpYBu+IXA4QcXUSXXtHBwHVAw2jMQ6+dgNGYB6gl6RdCgmwY978weDnHpVs6tj78LPK1NoTZJnmQCNd80LDLylOY/jGZwjTNqPfRQn4n2XrJroH33TMZ126AHYMyazpq7MZNoqhrxGcLArn3TNo54BCAaw/+/cWfKdSP3pgx67+tUFOVubE4ABH2U8iC8FT+/AlgGx20T+yHUT+J/Pg2pAuVyAA5m24rXiiUfhtyMbnXYZSxww1lo1DIO3OJUlBhYce5uLjU9EhWEu7eiJCTF81qLfJayVxYzou21kGz3Yr4SUlMertwvGWgeewp2GZHfjsAMtnCQi5XvmUx40rGOxi1WF/s2F2MDLUbUIR+qASVjFErvF6tDnbbuGWTOX30wC60sJ19yu3p55AuDgBKGovZ2loHlmUhk07DtG1YpgWb2rwJDLmCZimtQYVCBGmxX3y9h7/qIURSkS7rkMjjh2/GGx3ojTkYtWkYrSqoZSJsHRFwyQNsKqj0XgkUw8Kmxw4i19CCVGbX8mDTN0VACBUPirGMlKrRYvEATafuVNaM3WWn1Z8VsmsW0n+yyxlD1wLdxmEvi5wk47qbjCTbluue2Pvzz13ztnzz+EuK84c/kTHrr1CopbIgEkoGcK0SWbyE2ABNkYD4jzrknyz3k5M+WkXj+SeQG16H3JpNIKl0kHIrLlJ8bSnLYyS8cvdqMSQBc6/pmWmZKBeLSKVSfpzDb2olAJlMrBdfIVFamAUUQrq0RvBSbWmoxtGmDm+eU9QbdWaYq4sKc5oQwDINNI/thdVpRNaxAkCuVP7KyDmbGksdV0liF6slQ+2GWr2Ai+w4ETi6pQdH/QjrL34Pvvv599ymKMp72dFgaXV05o+jMLoRPfmxmLFhmGbAQ8U8cRoZm+Czs0gEH5DYglSMvhHwriPqm8lieq/44BDQWHgTwuhAr81Ar03DbFWD9MEAqcAIYq5D+dRkX1HwYAlQDB2bQ3G2wVDaMq484mRkUa75dZj/yV9hZ/M6LWR3oVLZicHKg2Rs3Z7K/7zL7DZ+koxLkcYhjjZnsTLEc6LcZBde+z2TEPLww//yrteMTu6+prAw9cm8Pnux132PMsBBZWm/Nl8noli2O94EBezGwvxFgG1Cmz0MozmPwsR2pIuDzNgiocwoSLOtqCQVV9T4gcaloNANEwu1OkpFxz0cmmyy9HlmzBGmPkTywCIyoCBM2PhtRKVhAAAgAElEQVQ0XtN0Ksst0/KPpwlYDShDsurPcctC+/gzMJsLzElholZFTbdKgyOfu/RXrrOXY1yJ56zE2E0iQ41S2ElqOLpxrfT6ulsw9Cf3fvqhZnXmqNXprGfHozZ9ENmBUaSyRRk+RC9OolZawggNAtDhLmq8kpe32aREcF1FeqBIaBKIrUyJuxSi1IatazCaC9AXpmC0FgBqM+AVpq6lDKdQ+AaYiSyx1tNNHWv2nXBv0ctzIUFjDM+X7jXwYKjoQQGoqk3zmQNkcOB+Oj52NwrZe8m6jbXBD/+72W0VlHRFtZhGZ4uVIZsnURPOfW8D+O7eT7/8nma++tbC3OTH8tW57cSmoK7VwYGHzWRw2QHAKJSiUG+hk8/4we1ghBAhfEVgaQ00nn8c2eH1yK/ZBEVNM0qTcJlREOo15OEPwaIgbEzLkW/ZttNfxMqjmM9J4yFcLaHn7iIR2BCRxhsmTSDB6grhJBhQoKm10WprIRogGXcYEZplEY65mgC2iebkUzDcrpp+Gi9l78d5WRwYvnXj5pftXYFxtRpjN1IGWUwr2KhVWy9l9EmRUtxu++w7/l9rYeZ9fnMfdzWVKQ+jvOkSKKlU1yys0Gtm8MqzpyRpvNyKjOGN4mIlrOVBuWC6CD4+OV5ckypKfVpoozEHs10HbCsi3Vgglo9KJabCwklS8Z7qmNj46CEU5xpIURuKm3Gl2DZS1HL+uvsIdV6nqA2SSwNjwz+hlfL3SEbdqVx0yZ7BG75R6/WZL9d2Osl49LNvHh468PjvF+ambihUq4Ni9hU1EWRweX8twIKCqY3jePIXLwBNpXxFzroQ/Y6HhE/lTeVKKEzsQLo4CDYjizAl/mI2lqdICVuwKGZy+eey2VXO61w2i4FigcvQImz2FUNzHLxUoBBJFhYzD6RZWMzc9KxdbwwbpumSlxpC4zcqpOeDISZlMqw47wKFbVloTj4NvTrN6ARmjvn3A6iZrDm2eftlV7/lb/acDWN3WQAkSarvcn4p7+993/zo5ScOPvMYtQx/4jipuEB+fBsKY1v8garEAQjzufcZDfFV8fEKruseR6LIDkAGIGQd4yjhXFeUWYpx6b3eALRMmO06jLrjnrL0tq/4w6ABDsxIqAqdPZUG+fjSoLk7+DUD5/z0MAqzDaQodVJ1bcsHkZT/1wIhgJLLTymD5d1KIf9t9eW//L2hD39xUvYcV2Jwr6aMxcoXP3vktk8MDvzg6zeWT06+u7BQHQil7jJ/bRuwSAqWomB6wxievuJFMDMpLm3WV+40SLllQYQQgkxlHPk1m5HKFhhFzoJGWMkTtt0s+1cAEAcI3DiGOz8z6TQq5RIURZHKI4QHJuIW3KFbGi+TTusrfy7N1kmWabU1tLWg/3vIbcwW0zLXI4QFFWaOWwbqR37u9Cdiar2obFEIoDwy/n9f//7fuh54o71a42q1ZEgBZDE3k8S91es5sveP3PmX6rH9j9+tNeav4gCEACSVwsCmS5Auj8gtEAE0xNe2bUsL76iQguub8JCl/kpIGamgrMXmUML51DJhNhfQqZ2A2ZiHpWvgSExYniAKSbyCgQnO4mH4skSSP6FYMFvVoLYMjDx3Evl6G8S1Kjxrg1DLARRCzNRgeYoU8rerw8N3qOvP+Rm97venx8dfE5v+3cszF8/pNi5XQ0avaY9x8+qxz39e0Wd3bh888tyNlSPP/06u1sgQFzQoAyg2JbCUFGxFgaUoOLFhHE9fsQM0pTDdG73AMROIdpU6WxuipFRkh5xKdkXNhABEVO5hKwThepPgewYNutz/spk0BkpFKG56MQdUEhms2yuoyyCCBcJYHRJrQtcNp8+OyyLMAo03ziNrRyDWiji7LLOD5rGnHHp2GqQ6i9fxLKBMoTizdvvFl7zi9X82udrjajVkhAoJkxQPygIu3SZhkoBPFDOvmFFzz5evu3pu8uBOUFtlLRAAULN5DGy5HGq22KMLiwjNmcQ6DRL0ag5VhAscVOBXQixahAoUqQM2tqHBaMw5QfDGPGzLEAoKCcSGPKylAAHMeJoS/qygQprP8PImTm5Ow/juo5yFodgWFEqdQsFCvqUUcrvTlYGd6gXn36f+3h/sXrv2F+wkg1PGoZakd0ySONxqy+jFhZtUxn3/520vGf/Z7hsHDx+9JldrKZ4ri5qARRQHQIgCM6XASql47sVbcHzbOFeIB39hBQYUeIvCgwKiZpBfsxnZoQkoqXQAAAhbCQG2SAoSIRQJsiDjjq9shrVEhCJHBowUIgAIYyVAtDZYC8Q93rIsNNsaNC1oC00JuILDYCEnt0DAFNV6+61OC42je2BpDcHbELZAKAUUJYWhtRv/+2++53P/fKrH1UrJUMWDRYBIEvCOy68Xz02ahyyT6ck4Z+uLdrVqcw9r9fkrWSVKCIGta2gc/TkGNl+GlJJB8o1Gxh+cBT9L5YHooDkkbiUZeHg1GvUZdKpu5pRlRIARk3ILkZctbH0QkTGYBRrW5ADABkWdYwjSDZ1vwaeqNimUZtRKZVdmw9q7bMu6b/BXf3Vy7NeuM2XPOOrZRQ3MXj8/XWREjc8ktBJRMq76H199ZNe3bnrDwpO7rx7Y9+yNo/sPviRt6Hw/GMZKGH9+Gse3jruLG8JHviiJpjGBq1QtHa2pZ6HPH0N+bCsyA6Pw2zBKRrVIOUKE1gFEpDRxk0gIHILCWqPpWyLsNQjzJsjlYytZJWm8Qjtm6nb5bLY1vndHqHlKHHNesIudU2Zrwanz0Nuh3HzKUa4EPUnyA0N3lsbWfeV0GFcrJYMwlak98Vl1W+HFpYclTT+LO+f7X/3gKxYmD33fNg01CAY6lggBQbayBqWNL4aSUuUuLMEC8Vc7kt4efl9BGh6PsgC7byx4Ji6C1ZJt6jAas+gsTMFszsFmql95t5m/w602dyemJODuKf7A8uCeC28VsS46NrjPHD/0zCwGT7ZttVzYkxkdujc1OHD32Gt//aGxX3pPK65IVDaAl8NteTrL6Faw2Iu1Lsq47zt/qaYevf+dI089e8PQ/ue3KxaFpSiwXUvEUlKwUik8/vIL0BoscoTSgTsIIWsiwCDe7UQIkC4NIT++HWq+jHC8ojstChdoF2Ih3vWymQwGykUoRAldw4uDKERhVvaByyqYp8H4t20bmtuF1PCaXtHAOvFAjHNH+YtBWUCeXVBRdOan0Dy+z2Vu4K0VXgcENVzpXHFuzZbzfuHVv/Opw6fbuFpOGZExkG5WQ9SqsxsoRB0b1zlL9oUevfuvcOLQz7/QnD/xbgJAURynqwcghAC5oQkU11+IVErtGgPhwYOGKT7AKHREgAeTucEqZGqZMFtVn/zOdvu6sxYOQdhtxnUXoITjz6Isi2ioaJE10UmQShwT90ipaWTzxZnSyNhPBo7Vvz+QK9+eGR8/vPmNf6J1e3boYev1nNNVxmpud33h/aXigQPvH3pq/4cGD0+tg0VdAHGAZHZiCPuv2OoQU0ESzEY4mM6Bivs/b96QVAq5kY3IjW6CklL9c8L8WCx4EOn1fJcWZUCGEGQyKgZKZaQUByi48xXiWCiCe8pX+owbSzcMNFotl8NKTESBJMZBE2dhUdtCe/og2jNHQG3bp1LhQM3XF0GRoZJSzZH1W/7ba97xd187XcfUcm0hCyRJHGRR0foeUn9l15Fd86Gdf77xxP4nf2pqrWEXPxxQcAe8oijIDq1Fef1FIIoSGwPh4x+Qgweig+acUvdSbts1h5mzNuOy3CLU0ZDvlRB2nQVMvVFxD0neu/BZuIui8zeVzqA0NHo0X6rcU6wM7jxnx8WPFEojk5WxK09bZXraT6glBDi7bT/42kfXq7t3f6hy4Nh1A0encxROUN1Mq3jyyvPQKWZ4sGCsEA5AfAWPUOovGydRC4MorjsPqVypa0pvKG6CcEqvSJiYTquolEtIMX192MWdv9KXpPFqHR0tTYPhpuXyWVhsIJuhCqLhDC5EAIhtdtA8uhdGYy64PjPNxF7uLFANTmz6xw0XXP4HF//iteaZMK6WIkMaRE8qjH3frSlVUoIu8Vrdzr/3Kx98S3Xq0L+BWioABhSCVU1ucNyxRNRMpAUCgMnCCuIcXL6UCB6+tia++WvrbejVE+jMT7qtLJk0QCKxFCgPDbwrjIRIGMWsKpGuOpyyGxR6ECWFTL7YKlaG9xSHRu5Zu+2COwiUJwbHxvTK6KsWnd63XAP3TJORJHtrqfJEGT/8wd8qrcMHN6f2Pn3j4NMH31SYqeYAgucu2YTZdYNC9hXCKb6gjEIPlDaE1F9foadU5Me2ITd8jrMIk6Tysq4ugiALTMrgCz67S1VTGCiVkFZVRjZBKqXwKbru/Ox4wCFxVUUCCGOZsBlVvnNacEfptRm0jj8Dy2g7lj9DSOrFIWVBdADID67ZNbZpx6//8mv/VD+TxtViZUQCyGL39VJen3RSx1378Qc/m5l85rF/ac1NvRVgLRAmLuIVGm6+DCk1HZmFZZoWGPhwrAO2HQG3ovFTO5xBVz+JzvwxGM15UNMIFw0K7i8IPEHR4IEAQPzibsrT8IaaXXE/HkpDI618qbKrODR6R2XNxIPjm160vzL6K/pyK+yl0KqfiTJO5b5bbnkjiifKL8scOnxT5amDV6c6Fp556RYY2XTYRcXwZREmzddT5mAzqMBXhHvzKFMZR2FiB5R0NpEVwqUQC6DDxzwcT0G54LL5Esd9lVKIDyCWZaHttlAwLSvIuEJAB8MCCBt/9At7GS8DF09hsrBsy4Q2cxjtkwdBLZvJwuKLhylXYBjM1VxpcN+aLee95uX/5c8OnQljaDn2JUrj7TXdq5vS7xUoAp0rv97eR79YOviT/3xUq82dpzDsGsQPyDkAoebLGNh0CdR8OQwgigLTMAWLQ3QL8fnnZrsOvTqFztwkLFMLaCQYNtVQfEP4zvIgPPHJ7ygHEBDuJww+AJDJF+1sobSvODhy/5qNO3aObdmxa2j0lY1uwC/+zrLnK1u1dLMuz0YZcenmvVjcyyFj5xeuvSb91P4blZmFl53YMgRb6BVCCN/AKQwibLxErEJ3AYYAippGYe25yFTG/RiFH/gWA+Zc7IX9TFZj4vyvkM2iWCxAVVNQCEFHN9DudKDrOmxbrAxnGB4ksRJK+RRfHkDY9Hvnvdmuo3nsKZjterimi8mMJNx7Zs4VBqbHt138yit/62N7V+OZny4yeqoDkZk/Ucpe9nk3q6NbdlfcF3rg1hsunT+2//tWpz3KggcLIIQQqJkcSpsuRqY0wleiuxaIGAAnQkDdNg0YtWlo85MwWwtOcI3JliJRvUBIVJAbQmAefFOn0Llh8CCKgnSu0CoNju4pDo3eURgYumft9ouermupxubNr+wpJzyJQl5q3vnZIiPJmI5bzS2njPu++bFC4/Bzv9M02jfphrYZVHAjMYFqb1ETtlTABLvZPh680s9UxlAY345UJh9uDOXLIzwIcUH2sBXiWSfplIp8LgvDNGBaNl9gK1Sf+3G9kAVCGfJOymdTsllWFE6gfPYItJOHYFuGwDhB/ezGUGq9D1gEmXxxbmB8w2/+2lv/9hE4nGer8sxPBxkEQKI2n4txVfVCwhh7kxEFhSJwPfDtG147d/iZb9pGJ8P6UxUiuLRSKRTXnuuQyykp/zjDNENa2hsoZquGztwx6NUp2JYe6toabkoYFAnKLI9ghcMOcEnmF2XaGTBAk1JV5MuD07lS+aHy8PjODedfdu/o+uJhQq5KnJLXi9m6GKvxhSAjySReTRm7bruxVD164DqtUf2QpXcmwFkDPGD4oOAfQ6WpvR7pIoNHUFJp5Me3Ijd0DoiSCvNj+fEWIsRixM6HCEDNtVDUlJPwEgIMRFkaQZyRcsFxytCfkFC8w2zV0Dz+NMxmlVuoBQDlzmExtZdJ403nCguVdVt/81ff8lcPnapnfiplcBZILxfsBjCLvdE4S4f9QWTn7/nh3yuzxw5cVz1+8K+pZapBDAQckZuXoZUbWovSORdCSTsFh6ZlBeygoKCmjk71JLTZI7DadbC3SkNcVAG5ordq4e0Exqrh+n0Ix4iZHW4QhhAFaiarFSojR/Plwe9VxtbtLFVGdg+u2zRXGX653evvvxhenL6M7hMqyb7VkHHXlz6wrl2b/4jWrP2+bZkDRCg0DFsf8pTeYB9jlTCWQ7pQQWFiB1KFQS4IzqXyslaIEAsR3VgAkE6pIArCtRaM6yiISSDkwuIse0kar20a0E4ehDZ3DLZpBrENsFXu8FdsQRIM72pO50tzAxOb3rBh2yUPnv+Sd+JUP/NTIcO3QLope5liFy0B2c2zxyQNwi/2HEqpfeTIN5Vn7//PP2zOHvsUtUzBhRW2StR8GeX1FyBVHIbl9tCwWlVo88egV6dhGR2/30fAa8VWhvOmAcuEK8ucYi2MUMGfF1T34x4EhYEhPVsoPVwcHLlrZMP2eytrNz4xOvYqU2LNxLIgJ2FKjqMC6ctItshKanWvloy7/vWD5zbmpv7I0Jrvsk1T7rYCBEJEBH0pQ8WDCGVvEeKky+fHtyGVzvIWD2U4s4gkzRdhShMWQABILBDRhcXEQaSWSRAD6VRPoD21H1anGRxP+T443jkkZJEEUz2dL81V1m553avf9OkHT7dnvpoyItl4k1aIJ7mBuG25SMLY7Yn7/rc6e/zIHzZPHvkEtQ0lDkAcaySF3NhW0FQW2uxhmO0aqG3Dr/5GmLCQDW5L03sFS4X9PLwfvrmspjN2plCaLFSGHxqa2LAzWxq6d3jthpnhiav1XpUeFrH1ZZx92wPf+XOlNnfkinZ14SZDa15NbVvlCwGjQcVLh2cBhD0G3jEgSGVyyI9tQXZwLYhbvBvEYiQMvn5cxkctpz7ETekN8V15Sp4G1jmhPGMuX4sFPwvL1OpoTe2HUZ/1PQk86DCcVkIlOpeGTwmy5eGjI5te9Fuj2y964rzz3vCCrpmSxkCSxDkWm9673FTbUff4zDPfVI//9ME/bs4c/QQ86ncutZePixBFhWlZsC0TXHMlBMFsKtRfsKYvW2UUAhswWCNxXaWzeRQHR/fly5Xv5UoDd6zdccnPxjb8xsxiFedigmJ9GYuTsdTMw9WU8R/f+iO1NT/3G+36/E1Gu3lpoASo0I+DCMF0D1yIhI6LKVZ096WLQyis3QG1MBiyNOIKCz03VgAgYdBgFb83C0ULhGWVtg0dremD6MwfcwhKQSTXIT5AhClKCHft/OCan41tPu9tL7vmhr1nwjNfaRmxQfTlUOpLuV4vZphMKez50eexcHz/dfXjB//aNjuqLLU3AJCUCyBsnIOxPqjQCUQwM7xVjJg1xbYM9QaukkojnSvMFSrDPyuPjO8c33rhndSy9meHh+2RkVcuizW2HJT8fRnJZSxHoeJqyfjBzX+otmszb2lV5z9mdtrnOvvZ4DoNp9wKgMEfQ7mGUh7Y+G6tTN7/jDLnyXqCEAKk02m+bSxFiCmCMj7jkAVCKSxTR2f2CLSZw7BNI0j/9S4ANsYSuJxZl1XQD8TRD8WRtbePbb3gbb9w1YcaZ9ozXykZsQ2lkuYF90rE2I0qPomLoZcv++M7/te7Fib3f8bW2wO8C4vn8TFMO6By9qcS+DTbUFW694ZIGkgFzKRKKmUXh8bmssWBe0qDY7cNTmx4pDyy/vBgAtqQJL/DSvTR6MuIl5H0nF6PXy0Z937t+uHm/Ml36lrzJkvXBgCEK9k5mnhIQIXvPyJSyivpLPJrNiE3vAHEzXiU8WOxQBIAiEjZ7s7AuDoQ24I2exTtmedh6+1wLQcHIB5oMBzGDBB5AXpFTdvlsY1/M7rpvBsvf8UHtDP5mS+3jFAdiEyJxyl89sK9rAR7McHiZMQpCfa8x+7+1C/NH33qW2a7NiFzYQGAadqhjoAg4U5+HkgQoeqbsz4IQbYwoGeLpT2Fyug941vO//7A6IYHB8deri8WaBdrtiZl6ezL6E3GYsf16SZj1zeuH2vMTf9Rp1l/r20ZJb/jvbSwMGyVcAF4CKm57ns1X0FhfBvS5VEORMTCQt4C4QEjHANxMyZdlmtt9gjas4dh6x0p0WnYApF4F4QYSDpfnhtav+Pa8869+NY1F7zRPlue+XLJCFkgvV4kSmH3GrNI8mWWonSPHv2mMr3vuXPrkwf/rVObvkKkOyEAdNNmKA4YUBCyqsBRhgSZH0pKRbY4sJAfGN5dGh6/I1caunds0/YDg2OzOtvOspfvlvR3jFwh9Fi52pfRe5WvuHBZSsXwqZLxo51/itrMyfPatfkb9Fb9TdS2M+CC6dzvFB8L4cCG4d4iCrKDE45bK1sIFRbKLBCecj2cxksNDe3ZIw4bhN4WUnBd68IFGxZAKMdrBb/LWhAwJygMjT8ysGb9e6583U17z8ZnvhwypP1AkqBU0hz7XqyaJDKSurqiZDyz+wvDMwf2/F17fvKtsE0ub1037ehMKYjdCJ2hn84VkCtVDuUHhneVRyfunthx8X2VkV+ZIYQk7vyVdAWRhGwyaS+XvozlkdELc/WZIOOHd/8ZaseOvUSrL9xodFrXUNuOt0LYNGCAC7pHxVSUdBr5NVuRG3XdWkI3w0yGcWFJK9EpDLc9QmfhuBPjEK0KpobD78QZCSBsHQiQSuf04sjaz26+/CUf237BO1pn+zNfioxIAOklM2UxfFdJPluJdEtCiPLMj7+gzk8deH9r5vlP2nq74AGIYTk+VMoUBPLg4fRKSGcLjcLgmv2FysidpdGJO8pD43uRHWqMr72ypwyJXu45KQgvJYGhLyO5jOXILDydZdz37x/NaLWFq9v1+U+YHe1yuEFlEnSskjenIhE0Kf5nDt+PU4NVQWHdi5AuDPG9QrLpoECQjYFYJvTaSWhzRx2addsKsiMFuhH2PDDgwNZ7IBQDAbLl4cOVic2/N7Jh+/3nXfYO84X0zBd1PXbFHZf1lETRy17LrtdzqliXXuy9ZtC4m/LErk9fWZt67gt6ffZcQgDLTsE0+WZPHmgUhkYb2cLArvzA8F1jWy+4X81X9o2OX2X2oox6jecsFkQX+/v0ZSw+GyspjcSZJuOBmz+cq9fm36LVFz5uGZ3NABh+LKaOgwEVL/rhV5+77iEidCYEAKKkkBs+B/mxrUhlciCEIJtN+3OQUgq704Q2P4nO/HGYWp2bn6xLCxAztEQAYcBGcGGp6Rzyw2OfL09svfGlV39k6oX8zHuR0VMW1nLXdiRR9Mu5epSd89SP/mG0PnXg0+25yXcZpqWYhu7komeLZq40eChXGblveP2229KZ7IPlkfFaZfSqxYBVfzuLt6Usjs4UGbu++sGBdn3+vZ1W/SO2qY9BBAKxQRWiAu+8O8yzShRVRX50M3KjG5EvlmAbGozmPLSZw04XT9vigYNrFAUuPuLsZ11Y0UF0KAqy5eG9lbXbrx8YGb33wpdea/efeQ8hjTgAiRPqPsSu/v3lrC9ZqUl/cu83laOHf/7e5vyJT6Zzhf2FyujO0sj4PUPrtu4dXHNVbTlkrMb36Mvoy1hpGfd++X3rO83aR/R26zrb5ZtzjgdTE+Kl9HqWiEjeyPJfgbNK1GwJhcFhmI05t6ET9ckLXZ3CuaycfQjHQCKysLxrAICaK+nF0XP+cuScHZ+56Jeunes/82WuA+kmaCV9dVGyVvIHbJzYpZbGX2XiNNpWqoK/L2NpMhYr/2yRcd/N129tzE59wtBav01tKyftlQ6xQFHGoxWc573OpBUohPAWhQQgKJhsSDZDi3NheS8DCySVztr5yppbhzac//HLr/rgvv4zX7wMKYAsZ2XuUs7pFmtxB9ay3udyWEzLLSNJltlKFOD1ZfT+vJeL2+1MkLF751+oC7PHXtauz91kdlpXgVIlABEapjHxmlhRJo5CaIgbywEQJdzPnO0CigBYoi0UvqUCiIJcZeyJ0si6G9dufdF3N1/4Vrv/zJcmo6eGUt2C2XGTcDH9Q7r1AekV+LqlAC+1OHIlZMQxy/bCYtyXsfLNpRabQnymy3j8h3+F6X3PXKM1qp80de1SuCI50GD7jHDAwvQMca2QbDoFF2ekFgjb4zzYR6OPJwTZ8sjh4pr1n97y4h3/OLHp7f1nvkwyYutAFkvEtVw9QZJw0y8FfRdzT6dSRq+520u5/76MxW0rwWV0psj4z5s/XNIa82/SW/UbLaOzMQCLADgg9ArxE7oiAEQWA+EIEcEUCyLgtqKumZMpDE0Xhtf+bWF44p8ufcUHZ15Iz2M1ZEgBJGmBFbslKdQSj0sCIN3OSfqlk+z3ZHUDhNWUsZT37G+XRG5fRu8y4lxmceP/bJbx8Lf/ZLA6c+z9ertxvW3qoy5uQKSQ51J6md4huUzKJ170u9Oy9EI+t5X3eZCaS93ASrY0PJ2rrPmHgfXb/vnFL3nv5Av5eaykjMgYCHdQxIST3Ww3UIg6tltldi/xj5VMK15NGUuRtxrZby9kGf0tfnv0rj9V2rXaRKs6e4OhNd5JLdMna/QARCRT9KyQSADxi/6otA6EKCmki4NHC8PnfKY4PP6lF//yB2ZeYD/7qm8hC2Q5TP9upfW9UHusRO5zf+tvKzahltEderbIuO8r7ztPa9Y/YWrN37aprbCFhuGUXg9AeKJDntLEBRH/5lLIlIb25YfHv1Bas+VLF77kPTP957E6MqRB9KTC2PdJG0qJN5aE52qplexRP9SZnn7cl3FqZSTJ3loyVcRZIuOHt35UMfXOFa356U+ZunYVqK0EwXSm6yEB8lnV78PDs+p68Q4HPpRM3syUhh4qrdn0mXyp8N3hNRvN8W2v6z+PVZQRCSCL3bcYXqzFHLecwepe09dOhYzlUqB9Gcsno7+v932P3vXxTG36+DV6q/YpS9cu8NxYrjYCIQSFrIogUC5mVwFqvqxnS4P/nhta+7mh8U0Pbb7od83+73xq9iVK4+013a7L8CcAAAPaSURBVKtXpd8NKLzPu12vFwr5XphyF0MZvhwy4tJOZb+9bEXRC4VzX0ZvdNe9zoW+jEDGf9z5acWe3veuTrN2g210tjrnAiAIAMSjZAeBomah5st780Nr/3VwYvuXt1329qn+8zj1MtQkKzJ2onWjKpFlaMkAoFutyVLpUNgvGaW8o4BKplxOpQzxdxffR8ns9Xfry+htjMnmhbdP/CzJAuoFJgOU0n964OYPfafTXHif0W5eTy1jmJ9bClL5ci1THLw3P7z2i4Whifu3X/KOhiP/7f3ncRrIiO2JvlRXVa+1G0nSzaIK8XpVyHFg0EuvjpWUsVR3Ta9sm30ZvcvoNnb7MpLJ+NF3PjpRn568wdTb7y4PlDNqrnx/trLm65X1L7p96wVvnu7/VqenDM6F1csFuwHMYm9UPF4EjiT32UuRYxIX2VLiQEuRkVTRLeb378tYmoylxA37MuT7Hrv7RqVTm79ocN0WrTi87sCm899s9n+r01+GQr0iHOZf1H7vM/Zf1HniMeJf2b6lnBN1fNT1Zdc83WR0u7Z4TtLz+zKWR0bcs0x6fF9GX8aZKiOSjTdphXiSFXjctlwkYUm3M1lGt9gTTcBJ1pexMp0u+1t/eyFuihi0lk0w8fNuE04MUsr+yq4lXjdJcD7qHqOOXYyMKHmrLYMN1sfJoBGEgn0Zyysjavz1Mib7MvoyzmQZkZMviXIXV3AySyLqb5IvSwhRugFHlDKQXSvOokqaTbbaMnodMElX030ZyyOjm7+4L6Mv42yW0VNLW1FJLqZKPAlVfBIXw3JUYq60G2Ml3DFJnlG3c/oylkdG4knW4/F9GX0ZZ4qMUCGhTInHKXz2woulau9FIfRSjCh+6cUQF3bLYlhpGYv9zZIoyL6MpclY7Ljuy+jLOFtkSF1QUfvibjSpOyeqpiPuuDjerCiZ3nlRBWXe8d3uW3bOasqIWgHEyZABWl/G8suI8xfHHdeX0ZdxtshQuqFXUpSS3bw4YZO6dGTVwqyilX3eq1uim2UhA4VTIUP2PeNkRA2evozllxG1qEhyXF9GX8bZIENdDFCI7+Myj+JK5qNkxvmvk1pJSTLFZPfXy/VWQ0YUqK7EPfdl9PZ8u21JEkj6MvoyzmQZ0hVwt4v34lOLsiLYY6K+dLeMJvH8uPvo5ZpJr7saMqJiJVEyxOfYl7FyMmgEiWPcc+7L6Ms4m2T0lIXV7S+WuPWatdWrzJUoGjwVMvrb6bX1koXYl9GXcTbJiEWtODMmjsCr11WdKC/Jan4xP2CvBX2L2VZDhjgA+jJOrYzlHKN9GX0ZZ5KM/w9CwJQj/Lb2ugAAAABJRU5ErkJggg==</file>

    <drag>
      <no>1</no>
      <text>magma</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>cratere</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>colate laviche</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>145</xleft>
      <ytop>337</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>200</xleft>
      <ytop>178</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>82</xleft>
      <ytop>224</ytop>
    </drop>
  </question>

<!-- question: 145  -->
  <question type="cloze">
    <name>
      <text>Forme dei vulcani 1 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><a title="© Sémhur / Wikimedia Commons, attraverso Wikimedia Commons" href="https://commons.wikimedia.org/wiki/File%3AHawaiian_Eruption-blank.svg"><img alt="Hawaiian Eruption-blank" src="https://upload.wikimedia.org/wikipedia/commons/thumb/9/90/Hawaiian_Eruption-blank.svg/512px-Hawaiian_Eruption-blank.svg.png" width="400"></a> <br></p><p>In base alle diverse caratteristiche delle eruzioni si formano diversi tipi di edifici vulcanici. Eruzioni {1:MULTICHOICE:%0% esplosive #~%0% gassose #~%100% effusive } con lava basica formano vulcani {1:MULTICHOICE:%100% a scudo #~%0% lineari #~%0% peleani } dalla forma svasata e dai fianchi&nbsp; {1:MULTICHOICE:%0% molto ripidi #~%100% poco ripidi #~%0% frastagliati}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 149  -->
  <question type="cloze">
    <name>
      <text>Forme dei vulcani 2 3 punti (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<a title="Di Photograph by Angelo Heilprin (United States, 1853-1907). [Public domain], attraverso Wikimedia Commons" href="https://commons.wikimedia.org/wiki/File%3APelee_1902_5.jpg"><img alt="Pelee 1902 5" src="https://upload.wikimedia.org/wikipedia/commons/a/af/Pelee_1902_5.jpg" width="256"></a> 
<p><br></p><p>Nella foto si vede il vulcano La Pelee che ha dato il nome ai vulcani {1:MULTICHOICE:%100% peleani #~%0% a scudo #~%0% pelagi }, in cima al vulcano&nbsp; è visibile la&nbsp; {1:MULTICHOICE:%100% protusione solida #~%0% caldera #~%0% nube ardente } formatasi a causa&nbsp; {1:MULTICHOICE:%0% del solidificarsi della lava basica #~%100% della lenta risalita della lava acida #~%0% della rapida risalita di rocce dal mantello}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Tettonica a placche 2 punti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 31  -->
  <question type="ddimageortext">
    <name>
      <text>Posiziona dorsali e placche 2 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le etichette <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>2.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
        <file name="Volcano Map_600x273.png" 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xnSwHLa2VLlihp3NgvlV5sKfz1lzemlrJCHzJEhkwpKCtWIA26VRV++806z9q1Uuf+UtK4sV8aN/bLsWNp7PwziLwVxvTrIDIy8LsJps3I8owRtrTv3KfEwBBZ2kTEQORCVvNTvhNpa/tH7c1yu7xjEtmE58znXiMdhaNURLa5ssgtP5uvx/UQCQhZbkzMiUkflXj7CT4wGVZbL7K8gcjyl36TTVJFRJCjRrz0l4FSSA5LA2O5lJO/RM2dK/7GjUVNmaInOIR99/XpI2OmF7AU4o1q682fNVeLNFguv2VZIZe5LMbXLUVynBUDQzJddhcGKm0xX6690XCE5QH51FKwchK4DAPZsQNp/XJFUd9+mzahSgNv+Y8fl99q1w6Op3PZs8t7HTtKxa1bZXmDBrK+WrWgkHUiXz4Z3rCh+Pr3j71uHc1gdN5YNFjRfXf+vOQIE650GXtiIvLimGImPb79duqyd+6Ucq9Za6+8nAZLb821F7vNWGCNJb2uberhw0jjxv6gcOUFH15Pov1b2qK00kUspwPdBEO3OqMFLK+nTNOz3V4EYzsBy9CxwRLsTz3Y7UPedptw223JfPfdQl58x8fWrmOhQgX3zenwcAd9+9J/iKAGLccYMgTq1LHeW+/cmRmz91jupXvdR1UK2AZ0D3v5e+AGWAakmCh0Bt4NK28fqL+BUkAZ0u2yw7NCwW0/wunckOlqqK9S8l3Milp1cyhDrrNQew1yKg/qj5sgfxIU3w8bqgfKA7ZUMdMmFkX9VSFYEwB7S8KuMlBmF6rUXud99deHwdlccOtSZHB/1I3rkEbLYW1NOJMbrt8MO8sil7KapVffAJuvR10LkGCTZaAEMRRqWRMAMpOHW4FLWWHVzZDtAtT7Fc7lhG2VFLXWmBgYMAiS8tchq7zLcNWHrccas2LTAF5gMb0ZyddFb+Ll+7qx475lFN8H5ZaG2rizLOwLmA5W2A7FDgp7SilynYUCJ2DTDYpjw4bxaus/qV5iAc2aSaS9RAAXv34ykQsVDvDII37Wz5lN4VZfp/RY8Lo1rF6Ay1lg5S2Q7SLU/Q0EIddZRc01sLYW5D0JN66LpIDrC4G6wf0UlkTZzo0b5+Prm3oizZu7GzU4GXO4GRUpRVKBAty9YAHz7rmHm3/9lT2lStH5/fcBaLRiBVU3bmT8Cy8A8FvduvQZMSK1QYkTXLEYaOgYqtgZZ0S/v3QJtWoV2U/s55HFnXhnmuEIUnSR8+crJhxoi7FsvGUG35Qp9CgZaXvlBqJI7KfH3Hi9WJig2ZXh9E23y7yk17VXKlwYli1L1pqK0nLI1M6GSjyaD3p9l9YTfW5DQ2zsw3TqFc3TgbptiBVWu7pipUUdvFoKWMpDI48ehQ0bwpiDD5oXWc+2779HKlTw1suA9Ovn6DSRX3/l5qpn0fWRKDqG4rlB1cEUqvKD1AJ1DAif3IoA1wd+7wO2gvoCmA60BwZhGsl7vLwOFur8Bh8/Cp3ej+yrS1lQn7eDp96GhitMYedYQfiogynENF0KN/4BbeZCv6Fm3YUPowoeM8WADdWRxXcEnLoJak8pds8YiHzYkTKN3of+g5FSe6wJbGM1OFoIGfY6qtUCaPY9sro2qvoGpPtbsLoO9BkGa2qB4YOfG6D6DoXvb4fMV2DpbchX96JaLES+vQtpPR+a/UA2MtP/sqLKFrh/DhwtBEubws4yMO5F4c3nQq7nvrtDePTjeoz6YykNVwhL3z0E1QQ5OJG7S+5l79jFjMlegb5DoekS2FFeKPe34qfGMPtB2FYJnp8Iz7yl+Li94DMUdyyGKU8Lk55TnKhRg7V7V1Hz5HGsfJe+Qzc+5SYuzswGSxUq4B1CAtTcfBF82wKu+YUlTRVZLsMNmxRt5ppCXtdpZvrCR+CxGea7LtOF10aaaEv5Vj1PAkyqiqr2ZwTziqZzOxklFcFJOp3ICL8uX+bYtm20mTuXDzp2ZF+JEhH1/FmtGk2XLo2N64nou7nQKdOuPLuyL10i2zdf0Hj64xQvDu+8Y8SOyhhwL6I/4eugya08EffDLV6a4zTZ2pGlk0CUFsHSaxeEjys3nu2Gf916vQgpsaSPhQy9DEE3GJo2lVRebNzqsUqje0ggA4ZkZFsjyhLvRu4nTiDffKOCd//JCeJr1SriVpMm6dlf6WxTRN3+mjXlzz8zwA5qCyItEOkdeP46sEWYEHj/v7C0kyJtSAREBmfwnnfuU+bPLZXEiLsicqiwCCJGyhbh/mLm93J/mc8bqprPdX4VWVE/VFTBIyItFpj3yF5ifNTefN/lHTPBhOdEEPm7jMijMwwZ2N8wtwxH9bS3q2o324Rl/t3m+6bfm0l/vkWk9m/mNwyRRXeIXIkTKbHH/P5rHTGu+cTIecZ8vhIngsjV7BdlgbSQT4yHJCHRrH9naUMqbAuh42QeQxa0MGRlPfN50R2GtPw69N146BMxDGTfd51lQQtDnnrLkHu+FFnQwpDHPjCTDe5rBNNPHbdJvu6+23yutl4++mSBrG15UASR1l8F7GL695fhG1rKAmkhSZLXxEO19WJgiDG1q3RecEhaLBBJyivy3e2GXIkzAluEhnzd0pAFLUQ+v9+k60KHzbp3lzSfK20xcbT2RrOuW3424VrcLDQW7psTaN8jHzvailj9797dZ9r56NgdeRmvVttnhw6JPyFB1I8/ereBimXL0ssWoZfv0e8uXZJsn30kTzzh0x7TVjYeb7+txNejhy38vldekUmTlCc7krTaCqWHrVGsToR12hGLXZhbmli2u2K1f/KyXZWejjZjwVlG00H0vXChyhAHsLqOW7223dMWoUjqiOoS/BMpMZ48CdPmxNNnUehYr9Sujcx/LbXYLOK+HHJb2littl0kT9E8hplK0q8MfBN4FjgC/KYURRsKtT+Lqr50YJtmUyBvRaCivVNMHancKm9EvsBfVXYnNFyBfNDRPkSARErTwW8Fj8KzbyL9hoTK/rg9AHsoyXruoQxVqYrwRVvF74/+RcuBYjYOh92TlIff6kKyH44VDGpuIpKX3IvEXQu9K70bfEYqjem15KxM++obAJqflIiNNkE4kxumd1H0HAsNl8PyxkR8VygOUow16h6W3F6DN+9IIQjYfL25W3nPV0LF7SqYvhvTgPII3VE9JtD+ofdR8z9BeMhshQjGoEH0CdQzSnpRQf3FreQmN6A+e4B3c/6KAN81bs4DM7Kwv7gizxkzfev5Quv5Zk/c85WQ53RIu2V2mEXQUoRCRxX3zDO/1fndTLef6zjGjdwYpmKNHnLhvzdtgt25q4fcqNipu0Tj/LzdQEr5f/ky6rvvUMeP4+valeQdO/SXlnbLfCsvlTp6eitmIGk4B376NPEvd2T6PsOSbdmBLzpuGTxqAGJR+DmhSRcF6XF51cJ51TK54SgWctLdFkrLLrYTmXrVeOngT7dNXjSWVqzFrfw2bXxcvJjsWKZVf6W1XVZpdFzx2OIpwMVFQqEH4yyjjRPJ70Xg1CmY+nkBXj/YHWPOIHdodWwcvLjCdcGYzuDxguC1SnF/8eLUK3EdL85ZRYkSQu3agUQtTWyqPsCfwIPAAxYxizx0vutz+N+3n4KKfxHeTco1L6bdU/8hwef9XMch6lAH+J476MYdPAdMBCqyjYFqEA9SCcWAVHZ5Qbz+Vgd14Drk5pWo7RVhe0VUhb8gsSgsa4Ik5QckyhopiiSi4I+7Bu1nhqJPfd4WjhYynxWK3aWh5xgJSHbWgskKGvGINIxAeLkd0H8w1F4t/FnVFLQUKUJW5EAJ4S4QCSuKoF5lFKBYj1AdBW91hwo7WEgL2ksTzqqsETC1+xxmP6S4Ggdf3avIeikFcomqK/JKOByOC/i8Layo25gz8jwfqE62NJ7yvHEj9PnsJhbdNhJp1syaG1oJW7HM2CJw9iz+Ll2QbNn07L2sykjJozNbOHF/J74kkrq90XnC8125QtbvF9CypWhPnG5gWc6qmijS2SrTnRjTS7By47123922gpz8vTlN5l6FMjey8rojHU3Odl2u69sq1h3xtG4T2ikudF3H6Qx3J1q2422xblM7DT+dcWXLhlKVLZE2WClClgpr+Jkz8O23it2n89M38RmMQYNSU44TlqyYRnReJy+JUWnlzjtZtGonJUqcIndu8/P8+YqLF6FNGyFzZnseHCzqPPA1kAfkLgfir1WLX9r1YtWkSTS8bjdP7VxF2bJCrVqg7g6k/QTkBoJzsJUmzbFTNPbpUzovqPEouxPafYb6/IGIzg0XFCTsb8qbaAJYKbfwNc/zUUDEKbdDqLnWFDjuYR6KT4GBwXItiXfi88iqm1Fz2yD3fhVqc5NlqL7DSBGuUgsxEiEchj9fziI88Ln5lPWicO9XinM5U9oTPfKiQ25GCkVldgp1flfsKC80+Bke/RhG9Fa8PkwY3B+qDA0JNkLkb4I4d+ZugvANd3OWQzzLm5xWeVNppT59yEx3KaviwdlQfofQakHAhkyFyvEnK0rthtu/N99trCY88JmZ7Lr90OBn2FtSyKRKM2tnHcqf/J0U36xW9DNjho+FpToht9/ubK2sOys5fb96FfXVV0jWrEjHjhgTJ+pzdDuObKfFsoLHi8bKjXtHl3X+PPl6dmNKouFpZas16bvMRrHaucQariS9BS63706Tmu563KrrvLRHR+hxw5FXDYubsODJNpfY7fC84FbXsbQXGnrggX8v9pwbzdjhxVnRr4L/fZGJQmtopcwo9lM/zUv7RY/R99CzIeEqJYFVvDWr5Yfd7ZTOph5j2DBem1wyGJPtyy8VnRe2o/2ix3h/ZhauXnXMbv4+AjwCdAP1TSjtkSPwww9RmKtbF+Pjj/mp1WjaL3qM3vNuZvXqQHmtgFmg2tmvunTnBh2iVoHpX/kN1IePm8SQ8j37BdR9X5rG7TM6oL5uhcqfhGqxMKAHSl1BSbWXBmVmoG5ZSfkd0Pfzv3h86++BusK3GpVtm8TmuyMzs3hWKPMUYfuPibum6DBD6DDDNP6e3gWaLDNbIalyh8S0A9cpPuqg+KmRUGoPdJgBvUcoBg2AKlsUWysr/rhJUfVP6PCRoqpvPdxgGouzphZqe0UkqgaFQi1bhpo5ExITLRupULzEGzzCLJIkf1TbzD3njx81ey/umvDYDOHRj2HJbZDzHNz7JZzOAwvuhoLH4OkpQo31wuI7oMghRYePTHz0HKMY0RuqbVQspzGPHBhN769C9OjI5ETDXX/4f7GIs+ekYbl2DfXBB/iffhry5HEWrsJn0pTbLXyAjnbHiSu6Hbu0qlvcYwx6ld+cB4ZYvtKJMygxzFEi+vCKaKPHc/1iEZvRivR06vaixXJTcjql0cFBWo2to4eiU1q3vtQVMt1wmx79Hg3jHXdIRLlurCkjYNI5C6MFT3TGcKdYKUbuRsAP1l9/If4bbkhtaBptmOn0bJfeLp9T/sA3f/Xqsm2baVhWurRfOHjQfB8fL2fPajhw+zuMbquHvi9fjtx+u2nAumCBEl+bNqngUVOnynPP+Wxjv7k51rS77Ywwg98DfrCMy5nMNgT8YBnhfrB2l4y0x7tpjfkjYORuNFtsbcT3/uPm96cni0T7weo/MGjkbukT5JGPTbjm3hsJf6NlIeP2wH9ja0XzW4k95vORgmY5ASN345pPjEuZU+XbW9zsgwrbzOd11UO00vCnFCP3EFRtPwszdseQt7uF0r8yOgyewX1FXhsekVYQkXc7mXA+9IkYGHKf7z6Ji4sTtXhxKsPn9dVMQ/by21PT8KncEvSD5b9qpku5T+QzpPlCs5AdZc08VTeY9f95vSEVt4o0/lFS4eLTByLrUFOmSI8e9o4TX37ZZx46sRpnXo3anYzQz52TuLg4iYuLE3+xYu55vTr0/DfucJiSkqRIEX+6HFgJGrnbODaNNnL/J30mxeIHScdHUlr9drnVE0s+ne/pkdZr3vQwaPdi7O8Vv2n1ARZdV9asfk84Sks/preTVidP7oZhSFy4OisowQX/uKwO7UQ+Xf1qLPpFpSfaUCMAACAASURBVDDuv5/PFu+j8E+nONvqYciRI1Kj4KRaPQfMSv39yBH4+msfBw8qvv3WvgCpXJnNB+ozbdrPluDVqydUq+ZdvWvV/Ig8nd5HXcwGftMYEH8ydJuKynE+lCbXWeg2NQRriX1mNyYcNtNW3hrajgpfLVT4y8zX4Gck4TCq2ztQ9zfzW6010O0dpPqGVF0rAuq2paYaptSeYNlKAa3nI5W2pWzWme/znjJ/P/IJKim/6QAq0Da5nAWlhGQ/TO8WiZekgFLoVF54pxvsLx76dqgITO0mpjuvQEW7yiimdgtR8/JGoXXFhurmt5v4g9o3/YFcyYwK4Cy44Vhxu4mjpksg9xnu8O0mQRks2LiQ/ddfD0WLBpHwRVv4tZ7idJ7UGpL3O0G2iwrDB6IU73RLWeMozucQ9heHqd1M9xMAJwqYz4lFFafyCoYPpnaLsK4zXTaE02OVKmw6dAvvvPNL8F3NmkLNmlGrK7f9ap2lnJWNlghq2jS4csV8zJIFefRR7/sZTnv6sagDnOwErJbIVvv7mnXGfBzfBv9Srx6/bKvKbVs2UqVKqJylSxU7d6bO0rq1kJAQe/w7nRW8WxkRWm1x7tZY69Hpcqe26JB7WmB3OvCga3fmpX1OcfZ0hoXu9md6+9yyGiPvvqt44glxtRRwqyOtGuW0uPxI/U2hDMMQpVTQ8l2OHOF8pQRmDFMcu5KXQRdeQXr3djcw0mFqOsfsrLBlYQiqhg9HHTmCMXAg5M8PIvgLFeLU7uPkyGE9YADYD5RMma6A6nB0MYwZ42P8eHPHtFIloVEj4e3D92LMmROqf+tW1I8/opYvxzdnjiXI99xj0L+/QbVq+ihwInSducbplEU0E4yu081GTJeh2BG5V9vky5KZrOqy/tERXUOJqOd+DGYwAzwVN2WKYuSF59n/SC8oUsRbvW4E4EQYbkD+9FMEPd4V/zst4s2t3rlHG7Dk1iHQuLE+19Dh/invDYO4LFnMV5kzI88/jxHuODSjrvQ0FnIr78oVsk6dyEuHX2XYMENLTnW6pk5VdN/6PMb48fbMec4cHtw+mIZ5/wy+ez+xOX+cKZcq7Ysl59Dz0UQKF/bWXKdxr9umtBgVp3eXxSKPe7Gf+6cu3Xal5TyKDh/P6D5MKSdLFj9xcXD+fHJMgmd6wLxsmSIhQahUKTbWKAIqAdhyHAoUCPWXSJQIcuQIB8qVo2S3bkh8vClc/X9gkIC/YEFO7T5OzpwW1VwE3gZOAYMDHwvAsSdgVHwC4w4/AgcPBicqKVUKo08fpJN5UoutW/ENHYrvs8+QatWQJk2sGeOKFdxbYi0NG5povf12Ca5C/61LR4hzGrxOB63cvHHoCGnh7y+Tmaxc1uMEdpKcBre4g++4a9UA6sf9FmEk7ibXTZmiGH72OQ50eM0UsrycJXeSPHWMOeyk7aiy1HffoRYvBsBo3RoaNUq/ozVRz2riRPwvv2x+yp2b5BMn7PvMKyF6ETp1id/tpIkVIZw9S3yZfBw7luxYhV326KJ1BCxEUHPnolauDL4yOnSAGjVSpfM3bszKsSuoU8fbQsrrAUwtVG+sBktvM5+JOn7ScAWq1lqtrtRZHLp1uVzKgpryNJLzHHSZnv4OKH+ta4aYiL6a/YAcKoLafD20WIhU+Mt9OH34mKmqf+JdyH1WGyarPorV7UZGCJQ6ZYYLWLosIz3gT0n/44+KvsuaUSrLIfq12eQqZNlehUklYMWZFUW5aMiTB+N//7PmIDYapVScxWmWsksrEtt/nOcmuQRqFKa3dUDyAF3hRByMzFuYcVn7IGOfhZ9/DmkCsmY1NWPbt6MWLECtXYvv88/N/PXrY4wda4kDtXAhXw0axLxXTB9Fbdsa9OtnULmyM8rcTh66oVnnMKZV6Au7NFZ4dGPQYuNVV6fcUCFgeWTR7bysk5WqBRCLuZMfFq1kePbfqV1bbOGJfn76aWF2k8kcaPSwKWBFJVRTp8K5c0j37pAtm/tZ61hVCA7LVrnzTuTOO/WEN9tBY7PvEy7IjR+Pr1cv83NcHPLss85w6pwDt3rvpSy7+nVmHR3j+Kjr2DGYMUORkADt27vT0Z9/wvfHaiC33eYKt9x/P3L//c6zSFRFOttjOm4dYtGKKAX83ABeGge1VqOaLAuZBwCBo8Ba221eYLd1T2D4zBBguc/YhydxmXwdd4u/uxMGDoJGP0GdQGy1H5rBL/VRe0vCmtpQNBEq/OUqNMjI11DbKsN9X2oLWHa8O/yQQHpsw6ZFqxSLWwuPXku0WcJvv8HPP5uJGjYU6tQxt937L7+dlS2H8OvUqbRYu5lKlUQbZjd8xJmAqQjnWLaQp9V/le7mrtf/gcvo0YM3Jg0ls7pCz57CmDGKTMDLFwSGhFXjA8rBkQYw4fHrkDXPpQZ52zZ8/foh1arhmz3bRGa1ashddyH16tnHU2zZEgNQq1ahFi3iiy82IAL9+xtBTZZus3VQZ7cvr4NmJ6Jx61K7Ez1ucpCTbGw5oNyEeaeloVO6qMqcNHZavm5FUG+/zbOJfcgtZxg//jTnX3odS78hVh3o1ob04GZpKctilvP17Ws6YH31VciUCaN/f31O6jZTWM1sOgsrOxpx420xuK04cQKGTyvMxAtduO5MIsZHH9Chg1iCC6bD10Ff3cjc6gOR1q2948mCPtSsWTx66/5ws0BXEohulpMnDK92U0GtVeOfYEyvCOfHSgHfN0Otrg13fQs3rke+vhv1Z1VTsNh8PaTEQ33kE1jR0DS47PQ+LGwBR8L2QJ99E3KfNct94yUzsGdK/XHXoNcY8BmQ7ySS85wJx8m8MOXpSHivO4B67CPYUxL55BFU8f1I+R2opbeZjvJaz3dva4uFSK/RZvu6T4Yp3QPfTdczQZzNfgB2lg3Jeo9/iCqWCNOfQJ0IaD0mP2M668t1znwe+zJcyWz+9hnIq6Ninobd2IGdwji9HNq6pdMZ+rGUv3o1LFmiWHalPt9fMU0l7lz0I42WrmLB5dv55a7BZtzjqVO1h2EKLpzTCXHhgpXYzZq6NiI62izdXtc9Vh2WV15/nYEjfKgrV7k8fCiDjb7kuHKFl4YPj1zAnATegIL3QdeuBm+n1FWiBEb79vhmzjSr3LoVtXVrqIqbbsIYOtS5N0WQFi2QFi1QdeviGzSIOXNMA/EBA0xNlg4KrOYIK0LyokjUmad0fHXpzlV2DgEd0yqXyc7NM58TbToAb1eUFTN7/HGDXd+/z4Hvv48o43ljPINeOUWePJB79FAGjja4+NoAyJTJmRM6jTs3YJ24pJMFrxtBuAh7avRouHbNPHQydKi+UbkbB3PTkLvxAidNuZMwFUOwuGPHYNJnCRjrh7Jv9WqmvTyDDh2SbQWWdesUXx6ojfRr7d6vYfWr+fNhw4bQpwcfRK1dC3//zePGBwx6Yg/XXWfPRr0Yb9uhU5eFKxuyCl7ftIQJL5iR1G9cb8ZP/egxKL8DZrZH5t1jumz5qwKyrAnsLWlqg+a3hnu/gkJHUROfN0+EDBxoOl3uNwQuZ4XXh6KUICN6Q7If9dTb8PpwVJFE5LEZMGgA6uNH4ZnJ5umYad1QxfeZ8VGvO4B6fTiU2ItqvsgMBvrpQyhRyD3zrNmR7vT0WTvYWhn5+FEzWn2ZXaj3O8GeUjBogClASaCAlN//ewk5lxM1vA/y8v9MoXHY66ZWrs8Iz0JHND3YsR2voTutWE2sGi+dHRU3WoyGY80aGPDtzXwndyINGiBNm4IIi5YsYfHAgRgP3g1166K++YbWJddTtaq41qk7fpRSWJ4idGXidj0Ry9E5tzI95pU+fRBg0IjMSO/eXLpyhf5AzhEjeDWAKckHqoeZzTDC6ipZEnnsMQgIWGCe0jIeMB16Ur26e/vCtVmtWiHz5qE2bODzU7djfLiTyll2Bb937GhQurSnIlO9kzREOXc76WLVJU5bkXaD12mgWnZ5LBKhm+NKjRFv5WMleoJRCjp2FNSH0zh4MDL9M88JefKYv3v2FEbFj+Tiy30iBSwdwxcdZKUFB3Yc082VdNjlGzkS6d0bSWmbLsfzum8ci1bOad9E53SHTb3hyZKSYNKnhTCeecYS/FjCvFj1mZo3jzYbB3KjL0zAYjNKrQXfTh59TIiKpe26PtU9keU0ydmSUsrDL/VR/U1j1+C7O79zZ+MpqT/siHpiuhleC1Dd34Kn3kbij5sB7N94GXllLGp0L1O4AlNQGtIPlfmKqb0iXIskplA3pB/y1Nuo9TVgWjfYXwLe72QKaYBku4hq8DPc9IeZ7sv7UPfOcwZ68R2mMATwex245yvYVwK17qZAo8QMCfbYDGg/E8rshiVNkWld4cmp8PQU1KTnkOPxqBfHmVuEo3uhjpoaO9VvCJL1EmpIfxjaNyhgxTK16mwhe1n/6G7vetGGeZ0Lo2EWgXXrYN48H6v9dVl08yDT0XJYIdKsGbcvWkT9b77h6zp1WPP119x787rg4bTw66OPFA0bCqVLexdxghqscC/urrOMHYNy28LR5USurtjdbb1SjPOvAsMvXaJQLh+9egeMVPPCsfuh78QiTC/7vOMEJ5UrI336uFOhDfOW++9HNmyAK1f44uwdkK2QaZsD7Hx/GiWu7eKppwyKF3cnJjcjWqfdMB1zFl3tlZfThZ4dwF27hm/oQPN0qBMt6YxOj4A4TULRyrHHHxetAeY6c6XXcS6nGVDnpKWHutWQIXD5srk1mDWr/syd3vFZdGkg1nPn0Qb9gZ8nT0LfN+J5u9QwpEsXx2yemxltU7VwIa1u2RCkN/OaDRWcQU6Ls3430tIhOTJdhRznI2MvZLqKddRNi6vLNOg/2NzCUyATnkf972Uzb8BviwLoOxQumvyUvkPNWKiZrkK/oXAyb0hgy3MGur8FY3pC7xER243hMKnyO6DDx/BZO9vwXsH2pjxkvhJyl9P2C2i+CMa/ACkCVrsvzP/vdyTgqwX2lAqVH+ZIOmiCGo6nfkNQcddSRcOIdbffqysDOw1OLLZYXk9t6npMCf++bh30n1+HhTnuh5tuSh0iDGj+7bcMWr6c2qtXk9i6NWss2vrRR4qtWxWffaaYPt2gdGlxXVxExgQWBw1WNORp1WB5KV/HP5aLrZcyDMb07AlXr3L5zTeZVNiHes1kjiNG+Eh6oyDvVR5paqxsypPrr7f36aPZVrnrLgzA168fbNmC8cQTcJM58D75vDTs38++qZMY+XSkmt+NiLygyE61qZPeTr0cXobTbp3bSihVmmQDNW4cDBhgDVR0pTo+jVz6S8TZFtqqnTphMQYPNnh50OtcHj4W/P7YuVBafEqlJwcEfIMGocaMMe2t4uL06o3lWFN6HB9y2x7WPZKWJQvnXxtEr16mjdkZfz7eKT8K6dw5VEbx4uxu2Z1evSZTrpzQrZtEVLFuHczeWRtp29a5DQ6LAidac2ORbjRuB47djrar7Wed3+G1UalFlFkPpxIUIHU8Uh6eBcUPmJPW+B7mVtnjH6ISDoM/ORRv4fmJobqzXIaX3jB9BBo+6DkmFHT+ZF54dRTMb416dRRcyRwM9O5EAdFnbixJpskyeHV0JO7Cv3/4GGysBnPbIHcsRlX4C8l0NdI+LQW/Uf8BiD8Oma6ixr5iBmrVpAldduFl2y3WOtMCl5chvm4d9JtXm2/rD0HuuMOynubffsugAQOovXo1Cmgzdy7lmhyjVq3Q9uCMGYqhBzvzd3wV6A5Tf3ibhQt3OsLf75xBriBcpuIq1SlCRwako1my6jGJMVBf9Ki2SmtBHWNffplMV6/y3KRJKOAykP2MwYsv+jh7Fj5YUBBj7FikaVN8L75oFlOqFHL33agpU8znKlUwhg1DWra0b68dJ4t6L82bYyiF7/XXUevXI5Urmyv/o0eRe+/lk7XFkTd7Mub5vUFjVSvi0z267Gbv7cR8o5/tlD9uO1q6ZUdfcXEwasgler30EuTIEbJ5s1uaOxmjWdFk2DvjrrtY8N2vHH7pB+691wi6itJRyuqc1nzmGaF37klcHjIqJGC5LQPd4lQ42Tl5PSYag3pDTZ2KunwZeeaZ1AKW1Uxut/xMq0dADzODmjIFtWMHRo8eUKqUtzqUgkyZuPjMy4ydltt8lysX0rFjZBkJCRxo+BDjGk/httuMoICV0j1btyoW7b8+tFWxYgW+uXOR225DWrXS2sp2OozqZfKKxRmk166xzZvy92Q+mNYFVtcOex9oerSmZmZ7OFYI1fEDyJ8EE3qgkgogiUVRE3qENFj/e9ncjntxPEx6DnqOCYlPZ3LDu12QitvguUmoJU1R417ShNdm8YmmNm5+a5gbOA3a9guovgH16UOwp3RqfCYWhWldzZBnKVePCeYW4QvjTe2cDU14HWJWc4vOfOJEh24bDV62pO1odvdumDjRR/nyQvfukTsJ27YpFu27Hhl0h20d9X/5hTph8cWaLVlCsweB60NpFixQ/N3hHnNsArPnliKVTUjU9bL/9aCAlaKwitM6Pej2rIvFtJxG1Ng8HvPKK2S/cIEnp07FbxjB91mA9heEom/6kXz5MMa/gTRtSrExL9K34qfs3asYM6YIsnw5vvnmqREpVSpSuHKjZpdJS5o3xzhxArVkCXLjjXDjjagvv0T9+CPGmDHMUmMx3niJApcO0r+/QaFCekzS6w6IzrFYtxOKTvO0Ux6n+lMGq98Pzz99hRzvTuDctWy8+rpgDBsWG4d3s9ysW5eVX9fi1zeXUrq00LixOBrjp8tE4+byRMdPlJUA5aRes+KkbjAohRo+3NTSJCTg69/fNDw6e5bkUaMg4FzUlls7aRd1uKvds904tMGdmjyZHpdGUrHiQca+dYCdz/4PSpTQ66vwerJmRZ57znnWKlOG5EmT2HpuG2+9NZHu3W22FFaswN+vH+qXXzCyZjWZeLhR+9y5qKVLAXik1C/Uqycx0Z7OYUsvk6PWIUcCAtIPzZDukyMFkPu+NAWMdTfC5+2Qer+i/JG+xcIjgQbJ89VRpnAxpJ/5od3nMK0rauBAqLQNpj5p2mFdymraXsVdRd4whadg/fmTkIEDUONfME8gXsiOvDoSdbAYsqSpaThv1SbshSilMQUIoLpOg6ZLYPIzqEnPmZEv6v8CB4vByNfM7cT+g01BamhfVJUtMOpVUxP30hvQY4Jp5D71yVSnIHXYik5/uk3FutvNsfDECRMMfD69/Hv3Qs8pZZlb8RWuO7cd3poQFLIAatUSHtv7Kx/OnIm0b2/PQ8P79kGgvvnuww8Vq1cr1tXqglStGkrbpo37IBs6NBW9xKl/wlXtP+QO94l33yXfqVOpBshFoGfu3CT/73+QMyfy0EOwfTsFvv+Mlj2EF15QqCNHzNM6mNorsTBeTeslrVqhZs3C17cvxpgxAPjmzcPo2RNp25bZPh8kJXFiWD8m9TtMfHzG4Upj50zbH4mVYOY20J0Ew0yZ4MknhcuXL6Den0Cv3gbG8OHuPhPsLO/taNADXdodTnNTGk2caNCtx7NcfWuqd+2R24nDaOTreH1129oPS+v77DOS27SBhATUzJmofftIHj3a9PFl534i1rZFI9WrywobolLffEPrnge59Vbh4wZfsnuXQHy8ucWZ4scs1mV19JWQgDz1FAeWLGHhuEk8/bTFwPn5Z/x9+6JWrsRo2hTjvvsi4FdffskDWwfTrMZGABo0ECpWdEeB20JLR45PFxO5JstQ73RLxYMVQKGjUH0jDO8DW6rAjeug1demK4aaayHPaVTLb0wRq+L2EMrbzjE1Uykxs+5YbOa9mM10kXD9ZtTVTKG6pj6J6vw+XM4M73SF7Bcg1znTgLxoopkuz2m49UdIyo9qtNwst9XXUGKf+bvWGninq2mTZTPU1N0LkKKJUHt1amGr0/tQ/xdUrTVImV1mW8rsCsX5arQcGvxsavKyXYSHPzUN4c/khuaLkGIHUT4xYQ+0jXe6wRPvOU6xXtz6pEXr5YWfuw2pDRsUIvDUU+4VH8tRii+bjENatWL/wYOMmg0bn4oMLL+3QAEkehHlNH4bAVVM4Wr44SfYUaOuedowXNvtNDGEP0Z/NwxDUm4REePwYdlfrFhkwFOnwKxWQZ7t0ngJNqsbSDosX1LevGJA8E4J6HwSxJ+QEFnHtm1SrZpf1q0jGKQ25fbddZc17E7BqZ3aEfbbd18ocLCvaVOJi4sTfv01Iq+/UiXZtcs+iGV0kGi3gJdOAaidgnm6BYXVSe8UyFoHhsRExF+qlD19eH0f9d3Xp4/ExcXJhAnKE3xeAqlmy+a3pFdXGNP7v8fbX726sHWr+btMGZNWjxzRDwD9TwVidkjju+suWbrU7Nv69f3BMc7mzekHa1R+9cMP0rKlLyLVzJlKfJ06iZo+PcRnXn45VVm+116TN95Q6RqQNr3yprW89K47FjjTGqj4v4g7rzwqvdquE8BbZ+7InNmfag62u/316kWOtUWLUs/fHTs6Qj7k9deDsoGAyGTzS+fOPlEffxwzXzhcqJBIWLBnEZFUGizldTXq9bebaKspio/u2ZMihw5FfMpx/nwE/FeBLj4fV7Jnx3jzzcgyihRhf/fh9O8fGQpIKldGXnklNljdvimF0aMHau9e1JgxET62IoTe0aN5ZVRXpg0/Qv7Aoo2uoAKxkZUf+NB5ca1zBsFLs1w9EYu7Klk3REf46ipvXhjX9zgvPP44JCRgjBxpvzz34rRLU2Fhtfp3wqWrSVUsp9qcoh/ojKsYYmb4BgyAAwfwvfYa5MkDx4/rIS56uZxWC1knxztu6tGo8vv1M4LN6P1mb/b3nwoJCd73xVLeJSbimzw59Ra23bj6+WfU9u0Yt96KPP64aYvpSCx6Y8/LFYujSCdlopsprc6YiuXyWo+OrZIXm9ZYSTgW1iQuEcFihS2t7jrSumXYrZuPy5dNV0kSF4cxfbo7MsLC0CCCVK1K8gcfRMJapow2waRoV997T7G8Ulfkllti55vWiIu6wjVYGbEKTacyt1asGJRAw7VVKXcyyIM+n/hz5BA1d651OadOiRo9OiQd33CDqB9/zPi1y/Ll4q9RI7SajtJgISL+cuVk//6wN7nD2hcX+4ohOq3OCsNO8+W0eolVExQNk2Eg588js2crGf9ubvH17KlPT1ZaIw8aLN32uOHm88+V+B9tb69hc9II22lDdcpKw9j016pluYJMpcFygiWW8e6lPzXucA1W+F21ql/Yvt29XLt2HDok13VrKWOn5RVf794R6e00WP5bbxU1e7awZo29xk1DgxWrhkGHN6SXFsSLxjeWfLpw62rfvbYtlnyx8uCM0EhlpOZRN32ePH5RM2eKP1Mm8WfPnr7yhMV79eWX4nv4YRl6/fWRssNk5MknfaI++CBNWLfUYMW03EnLlQFlRpf4iM/HVeDLzJkxPvkkMiyFCBw9ii8lbtrp0+brChVInjzZDIyb0VfDhiS/+Sb+Z55Bbd6M7/XXIV8+xhgGJVPadOgQBboBnwB59Vc5sfomsesiNwfg4el1wgHqrozC32fLBu3aCefOnUHNeYcX2+2GsmUxRoyI3QLTziha3y+pK1mntLdtW+FT3ywebHcZsmXDmDHD/Ry8FbxuS2Kv48umcb7evc2jOkDyuHFQrBi+7t1RTlqsWK1ddU422hGti62WGjGCvnev44YbIgmvZ08f+156w9oGy04LFp7m2DGK9unMew8vokgR4dWp38Pw4bbwr1wJE9c1InnMGKhZU6sPdNBmNVbsSEE0wsfq8g83jYxo+uQL14C58a9YNV6xukpzKsdrYAK7tG7a8LRo+WINZeo2p3jFlV25nTr5OD/tI6TNA9CpU2yN1FFjBn6refO4f30/Hmm3mcpXBTYHYHUq14sa0GaSjAs6GE1xKaA7mkXj2LhdfifK1tifKb5/P5mvXAklCSDqUZ+P88BCpUj2+TC++MI8CRhe5/Hj+B57DF/glA6AlCtH8tSp0KCBHiW5jRIdHfMttyDx8SjA99NPADS7do2qYZ0u3wYCVYf1S7gzMzd026FZRM8jrzjE+3Wa66zS6TJlp3k6Vy7odP9pSheYw9/H8/JKm+0QcKfheQ/CZeB4ldmcJhmANvcafJVpDhevxvFwBzGFLKeZ0qkScfH8J5rB0aO9s/frB5s3m1tZp0+TPH488vjjkDMnRq5c+MJP5aSFAXrl9E6znIOAqlatov6zRyhYMDLJ0qWK052amQRlV4cTXBcukPOXxdz+nrBpkzPIv/4KL3zRiNWPvhH0f+faJk1UiOgX4cFJv6ducHrW9cmXVrcRbt/TyAo884RY8ej23cs2blouJ2E3rXV07uzj5ElY+OhMrt3TNrV/QC8N0SR2NX8+bda+zpBHNlOxIqi1gaqwcazulTAdYHa3wdJlbG5MT5eJWaQd1asXVf/8M/gq57lzvPvEE5zNlYs9pUpxNRCuY9nDD3Pt/PkgotT06aavq3DnfpcuBQUaACldmuT33oObb9anpPQ4DQYYw4cjSUn4XnkFtX17KvwroEMHH5PnGOT+ArjmzqzS8izi7FA0egy4zfM6Y0BHsAqvN2dOaNVKOH36JJWLzGNT4gpevXsD3HQTxuDB7lGkPXII3aPObu30+eDuu4Vz566invrOm2dIO+S7CVEeZ1K1ahVquXmiKnn8eNMJb44cZrXNmmF8+inBWEBOnFlc/F85wRKrbZZGvMmYZhmXJFZ5pHp1VrcazN139+dw2VtY22kC1Kih17eaqI2BlLXZm659UxrR55rHjVS8tjW9hJC0wBWLHZ2XNVisMDrRVXrgrUsXH4cPw5JOH3E5R37zlJ6VH710NtRr9fXXPP3aa5S5eysVKwEzgU8DVbkNjLRsXwSuOP7j16heveg6bVoq9wsvjB/PjvLlOZczJxJwouHPlCnSE+433+Br1QrfsmWpcV+sGMb06UiuXFC37r/TuDp1ahGMJQAAIABJREFUTM3UkCG2SX78UXH1KnB7+jEyncGsQz+6ykfxcJTXLW0KfHnyQPPmQt2TJ6hRYiFr9/xGn+a/h8pp0gR59VXPnFBs/Jk6eYdw6ofoMrJlgy/eO8X9Dz1kCiw6CLT65tUQXrxFTvV98gnJLVpEaHnk1lud3UTo+olzECQ8rV4tJHw1YgTqp58wunaFlMVWFLhvvZXMw8O6sXvUp9iGT3Dr8Ohr+3Z8U6divPEGxMdz9P4nWVi2LlKoEFSrhlq61AyQbUd37dtDcjJP5JrN/ffb+72K1Uhdd8x66QIv49oNZie+o7NJoEsyVuWJg6cTnUNE4uIpxQuJp6U/MqqO9BCuZt31IRfzJCANG5ouXtJDbelwNf/2W1564w2K799Ppe3b4QKwDmQXqF1hCbsDrYCNDjwmDXDEeeoF4IY//2TSc8+xplYteo4dC0Cjn35iUCC0yaLmzdl0ww28EviW1qv6hg2phCuA8zlycDa36VnZ98ADqBMn4OzZyER+P0bfvhh9+6YuOFs2qFOH/8KV/OabcOYMXbt2Jecus/eTP/4Y/wsvkBRu93Inplv6lCs7qIWx1amzEtIRkKzKEgdfljon9KzGlt0WXL580KyZcFPSceqVDwWTXbppPUNGERKyLDirev99uuaYycM/XKNsWev6RDN4gW5MYr8fGt1yFdVtuTW3jx7cbsC4ISlGfb/6/Xf8Dz8MOXKQPGMGFCtmTSB2xBCLuk+XSG3gVyNH0i/3BG7rfYR+H+zi51se5NUPjzJqlHlad9KkZKpUMddTs1/4hXYvtWPvhLkhWyw7+O1iMoa/PnMGtWZN6HnXLnwjQkF5m1Y9Qp/em+2bWnI7iFDGv9fSD2osWg+3YAGx2mxazT9pEXjcxo8u6eoeAvXiiNnriei0hg6NZSvUSZlrhYN/yC1l8Fq1SnGhzy1gdbovg66iiYk0++GHkJZqr3mnanoFwCIOsG/gQNSKFSQPH54mBUycY09azH55Tp+m8U8/UWP9egDm3XMPU598korbt6OAylu3cjZXLsruNOP2hNsPWT07ElM4EYU9Sxhl+R54APXNN6irkSEErv34ozmbpWz9xXIO2W5EaeIq4pvV75TrxhsBWJszZ8gWbtw4OHs20sv+CkyvqSn4yGVfldtg9CIw6QxyXWb6yCM+Dh40H+bNSyZvXmv47ZiCHWz58kHjxqHvVaocQWaPZ+hoZQpZktobutqzh9LZ9wXzhdfjdfWpq3nzhDsvGiG3WEceZ8HkadOQCoGIwvnzez+nrSu9OxGdB0FMjRpFv5zjefYB0+aq4MSdcOONrG/XDs6dA6D98KeY1fdPKlWC2rUh+6bVcOmSN5wfP07R5x9g1izTA3np0jC91za6PPkk7NmDP3BIpm7Fk4wZEjLQio+HFHRad8MeLVLQ/e6F1WVk3O2McsegA4MIGXalxzZtWvipFX727IHHHnOOedq4sTBkiBnlZOFCxciRPtu03boZnD0Ls2b5tGAZNy6ZDz7wsWFDZIP27cNcrGXJQvKXXwZdLfjuvBN18aLpp0G3890IIqzTw+2VI5KkfHsGVDubMrZsQS1fjr9rV5LffRdq1Ypp79RawDp2DP8ttyDXXYfx2WdBKrh+0ybe6dYNBeQ9fZou06fTev58KuwIebstfPQohY8ejSQgi8Z5vbpOm8afAdf1vg4dOPDww/izZYMNGyKEq2s//GBqp2rXdrbs9MqdvMy8sQS9ji7ujz+Cv++6y09cHCxdnEzWJkAyqMzAUu9zkhehxS0eoR1q7GB4+GEfX3X4gkvxpjbkjgdbsHTOiQhbYzejezvGGZ0vPh6ef+gIzHqDoXaaLOxx4WYP4tXOLfzKnRu++fg4LcN8rkjJkhiffGI/U9g56rGSqNNB1SDVqwcF/zRfusKUVyveFGP20aPpm2Mczz10NDL6QdasULVqMN+fvXITZqLJp58mc/fz97N/+rdQuLA74zx5ksIdmrNw5FqqVzeTZc8O7Vqco0rJdYFEKwBzCzvFA7tHnqydJxZhyYsdVyzl6S5UxCUMrVvQAh186bRN19RRhxR1twjT8wqHsXBhGDs22TF90K8iULu2OKa/7jpIToaaNZO1YClfHrp3N4IbSR07+tk2YCZSunQoURizN4YPh+Rk/HaHy7x0QBhC1MKF+DaNgF9BfQ78LypJyv/SQFEYO1bxVeXeSIsWZjD7776Dv/8202zdir9jR5I/+ij1IRUbGMLDD1oLWFeuoFavho0b8T3wQFDIynnuHFXCnGPmPX2avAE3B16v/730EjPbt6fP8OG0nTPHMW2XadP49KGHuPjMM6gtW+DQIdSlSxGCWvJ33yH58kG1aqlPJvyTFJ/OV/LEiayuXRv8fuo/24DfjAvE+YHfgBoZN1idlG5endilXH/+qbhUsRop+3Hr/szEtWveYQxntk71xcdD6ZzHUFv3Ii6zSixaO6/bDynp4+LgtoZXWT15VfDbnkPrafvIIxizZukFbozuNLt0DipLX69eqB9/JHnCBAh3sJcRs4Ad/E7I1NnLUsrURNY5Zh1aSil8Tz+NWrOG917bRuXKoaqqVYMs2zZC2IlkW0IXgatXybx5PdWrRybLkcO0NojFBtENDbouALwYiMdqYK0zNtJyAMzNKajXA+ex1BFdl93JZxHn9Xt6a8/Mg+d+Vq1KtuXbWbNa06HdVbAgqU7YWl3Fi+vDmTs3PPGEj40bFXtHzkRub20qPKyugMuS5N9+S5+VawqiTpxAnd8NdYEymFqdN+yz7NmjOFqjFL4pU1CTJ6NOnjThGjsW39y5qJUr8bdvT/KsWZGHVWxpO4JoLByNEgof48+RQ/w1aojv4Ycl2/nz8tgHH4iArKxXT27YuFFu2LhRXnjjjaDjri/vuSf43uqu1q2b1PD7peC4cYKIFD1wQG7YuFHmtWoVLKPHuHHB9NVvvllyly8v/ho1xJ8rVyrHh2rxYmHjRuHq1X8nZEd63n/9ZbYl5Z4zR/w1awonT5rfN22S6lmyiLExfRwDujkIjCW8jZPDv+3bkZJ3VBYSEwXDEH9CgiQleXNuqhvqIuV3UhIyYEIBUSNGpKIHX//+MnKkcnQU6ubAUNf5qhvOLl5E5i7MJr6HHtIPeaMZLsYytJSI+Nq2Ncd42bLm+MqdOzTuK1YUf40awq5dGec82C10kJ2T0eh2PPWUvPdepHPONm18or75xnTe2ayZxMXFyapVqaEoV84v7Nvn3o7TpyW+4Q2ydav7OEmLA8tYHWemh+PIjCw7lrEVK07T0wHrfyEUkGEgNWv6Ra37Q+rW9XsOV/NPOC5NSdO5s09yzP3YnL8uXMj4OdjKoeiMGdK1a5ij32OIvBjmWBREeiBy1Pz+zDM+UdOmia9z55BcMW6ccPq0sHu3sHGj+OvVE3/58ma7YnE0Gq7WonBhri1bhtq3D3/LlrBpE+zYweUuXfh8+nR+r1OH8zlysD9gjbm3ZEkWNW8OwKm8eTlcpIjtUQ1fwYL4lCI58D6xaFESixblZL58CPDiuHG8+8QTnMuZE99TT6E2b0ZduJBqWzF5/nxT9Vi2rKkScNs+iV5SRq/+dWyldPxfRS9nvHiWK18+9fNzz+G/+WaSV6+GKlXYpBTcYN0cAPaBag5SAfjKOeav150anWO8Tq7OKlSAJW9tpckjTTgweLqpf3ZYwbudLNIxos+XD4pmTUL9nWhr++ekBLLTRrgtqHRdWqVcWbNCuesuogKqacfVm50mSOdEQdhljB+PYXOC1d+uHWrTJvx33gmZM5sHMerXNyNx6zTUqxrDbTs/Vivd9EgrAsnJZPp7K5UqucfMjlUL5dWfVXo0021HJj3dy+lGsUqPbneCN6NO0KX3BkkK7LVq+Vk3YwNSoQJbtrjXmV5b0F7LVAp27VKcTyhjbs1rZvZXqwZxcSSHmcXEjPQwHhdsVzzIk6AOg5oFPA/0A8Ki7vgGDoSLF0MvSpQw1XGBg3SSIwe+NWvw33svyePHw+23m0zbHbkOoXIuXxb+/lvUN9+EtFkVKoi/QgXxderkWdpUEyeKPz7eLKtwYfFXqCBq1ixBRAodPixld+yQ3E88EawjWmOlvvxS+Ptv8758WX/1/v9Fg2V1794t/gIFxF+unLki+PtvqVLFb516PyIlAhJ6ZkTKItIGrTA4XlewXrVL4fn27EGK3HSd8PHHUq56bjl3LrbVpWiG2jh1Chk4Lq+oYcNCtPjmm/LSkAIRGjQv2jGvoSictH0p/zduRPy1aulrrHSCjccatmbfvtBYW7hQ/DfeGByXnDplXbZOEHcvY1RDw+UbNEiGTcojp08jPXv6pEIFv1So4JecH70tnDtnponSYIX3xZ49SLH6ZYSjR61huHRJ/BUqSL6a5WT37vRZ9ccadiUjNTNeNUVe0tsFp09rW53wq1Onl3balZURbQu/b7rJL2rzJsEwJEuVCrJzp3d60OFF6aUxPHAAqXVPCZNPbNkS8dXfpIllqC1/5szij4szNeZp1JS3mjdPdhQqJEdyI0bZwBxYFpFSiHRG5BdkXH8V5BMVKvglf34z2LQaPTrE886ejSz7wAHz/Xffia9BA1ObtWNHGkPlZM4MZcsiActQdfkyBNwIRBiu6QqbSUmogMsFdeIEnDgBZ84AcLRwYY4WLozv/7h77/gqiu5//D27N4WEkARCQofQi4QOoVdBBKQpKIiK8CgqRZEivQlIUZqIFCnSlGbBSBUJnQAhgGBogUDoCQkhIRBy9/z+2Nvvltl7w/N5vr95vfaV3N3pc+bMmVOzsiAkJSkTgyVLws2eXo+6fRHC8P+mLle5coAogl2/LrddoQKSklTazwNww/J/LoCrzlQ67xTxMED0fM9qMVPKlgVMD+4AERG4dkNUVF43qnyq9Ts4GCjq+wjsZpqdi5WejsLsoc2KkZdjpXchM9IvbvDkZSMo6ZkZsQF3rMdR8SInB3jwAOzuXfm3ktWPpwGejSj3KLFGU1NRtHgmChUC7t+HbW+Yg4rZnKRqVVu2LOBzK9mdm+rQZ5aUBDGEUK5c/ug68fiWJY6A6HrLa4QzY0SRW2sMeqDIM2+86FaPO290DrTyqHlN0Rq/Xh950rVrAEXK7g1Y0lVDng68DQPkyTFXsiTgn3YLLIkBz545dyA5WVFqAVis+izhuVQni6NDBbOyUOH+fVnileliVEcAygHpYMpnaHi4On1hdVPz/DlYejrYtWuAi+cCpcRnf1mtGsx//OE8IQcPQnj3Xf7FXrgQbP589w6MHQuxTBnbw2JiFMubt22DTbv0/zL9HyjKm8+cARUsCLFKFa5F9XQoel4orP+rIRTr44pkXBGVLVWv7mSQoKR8ykNXuJbTEjOypUshlimDz8xzMXQo6TrU1hKLuo5XbU7VELY1JScDZcqIaD+sBsx//umdq34i7QE5dp4HMIhkczhX0aCRvug5ZFJ6p2ZC5gII0rRpGH2uH8qUEbGl+XzkJScjLzkZ1L69Lbu0cSPykpPRbWoDnD1rYHOYzQh4qRKSk/Nw9qxZdbhaISON3u/0Dm1HJev8REeuMK+EC1z3lNby8VgPqu0pnnr0iAKtdTEyH3pWgbx2GUYJl7p1RZQpIyLj+AU+UZTGPJOK1yEjc2Ik7y+/mJGcnIeoER2BS5cAAGKzZji29QaKd6oPsUwZWwxgrn3I0zg5u2cAFDwWhAOI8HKjVKgA8759oKpVIbZtK4/l5k2Xrtj7YiKezptMoDZtkHfrFtiJExC7dQPLzQW2bIG4Zw9fx7KzwZ48cZ+/R48UJ9u8Zg2oXTv7i9BQWdfKE44Ujx6UUXtcvXf5mYoVk62lrBwEqKh4lQbYMQDRFuCqCWAnf0g6vdsiqfi9JNIPU6mYHA5tHvUhrWgoemPr35+Q/v1S3L0uYMLJxwgMlBkcpBNDkHQi0ei1r/Y7NRWIipKJy7zwEngwZQrEjz6C0LcvpN27+SpVu+XxluNFcD4+MJ84AbFWLbB79/j2GQ8A8Cr6aQFmcDDSp3+L9PFzZH0JpcPIYl6YmunLfT8Ry5aFaM7F9dN3uSytlIZk1J+qNwGHvU2ecOCM6v/8r42PJ783rt48TXXrijiz4SykwmEy7DIGsUxp3Lhh9mi8+dFPI/mt1rx/b7qL5l2b4eJVHxz94z7qRJlxdvdtSBJQtWEVpMdfVeYye+IPTyGPG6G1CKDCysXNs2eDevfWb8fHBwgPhzk2FmKzZmCXL0OsX19mFFicgjtaEbrFIlTtvKVi6tABeffvg8XGQnzjDeDBg3zdCOYVK0CvvSYHnVO7NRtJvEifFwpf1K4ykJ7euI3wcNn7dGgocOmS5XYtArAAEKsO4BCAQg5+PzTCvqid1zxTyMMJc63j3DkzqjSsimMn0xEYqMy00eOaqS2j0o3N3x/4/KNsENmtho2wz404J9fjaqenA1WaFcPD8xfgm5uLCvv2ocg3g/DDvmdoMSxdHZOreWL1RN6jt2dc6ylSRA6o6Gl5b5IesRUUpBy42ZJX6N4d7NAh7NiUocsEFytUADIzcft8Knx8gNACAEIBhMhhNvRgQQ8l6OXJ76nTQ4d633je8YpNX/TYjIL7i7wXG7mHO763EVeVq9r2m1i6NO7Ep9gIF55+E0f8Qk/Hwju2woWBozGpMJvlu48o2okvIS1Vn1mST4Bky/UEYO7Rs2CeNQv08ceAnx//pBQuDPOxYxDr15fFhYCi6oTJyXqQJ5lMQGgoqHNn5KWn5z9k+vsrB4H0NP0/6PsKAMRatYDkZJgvXYIYHe0cBigsDKnXZF22tIx0hIREokQJ4MIFM1ABQCYAEUAA//Tw6FvxOCbltZ4rVAi4Gv8QAQHe7R81nRAlMb4jc4PXKtBoPr0+Z2UB5eqEIfP8FSAwELk3buDKBx+gctkcZxqBNAKmqWE1Tg/Huhjf4Z3YsKGNzQ9XDjQRvzNfXgzOaQHJXQ8gO3A1m9Gj68sQT51wK5YZdx4ID4dYoQKSD15DcCGSL9ZmACEAsgHKAFh5ANfch2qUMajnh1iJhtabVt5p1wInT++TvKGjPDmkPQEjrXo9UUk0CsJG5tLxfd26Is6sVyCuTqcgrAjfNlMan5F59tTqUq0+ixGeahIjIgBJAvn6wpySwg8wKg1uYQzBgoAlSnqiI4BZJoZZwnhIw7IhLFggvw8I4CeuHPtRqBDMp09DjIoCu3FDMbuJeQplJpPMZfIWEl90+m+3l0/JHBcHsXJliJGRsuNXV8CzzD0FBuLR3Sxk3rmNggUro0IF4MwZs+GpMSLa4yFCeM5aq4jOsR7XvuiJM/UU7/XGo3aue4OkFNfTDISEiKCCQXiSnGLf0ESILJGDU6fMNjrGqTPEEX2WODxZesJ5JYL54EGINWvab2kAxFKlYL53T3n/e6Ls7o1/ArU8jv9bWJZZO2KVFfT9/CBWrIjkg0koUdwFriw3Xubwv9Le4YUJHqVnXkVyo9Ojl5/n0Hbdp0b3m1Y73qJpHjsKIy4njBC4Ru8Wrnnr1RORsP4MqGo1WSQYGQk8eIA717MRVkQ/ELXeez3CkhScqBpR+eBBQYopK8sePk8JnxBpK7S5pDwAtyGHHixrfTkEoNnA3HkMk6YIyMMs7WgyRvBoYCDMFy7IZcqWddP7EtwsHV13kaM2r6tmryd5XPPnd1tqWpLetOH6Lb/yaPXDzw/mpCSYMzNhfvoUZGVvSJL8kEMgXz8/ULlIZD96hrObL6BWHZNc1UmARICaO3pY044vzBOixghn15MySn+VylungYd7oKewq8ZF0xs7EVC7rgn+AT7wK+D+ZGUBBQv5IDC0ALIfPcOTW6l24urWLZRvVwkXLphtr5gAd9moXvBI3iu5Af1FJklIqF0beQEBiPz9d+Q9fYq8p09B4eFAbi7EIkUg+vk5P+HhdvjML/MtD/uvmHx95bn395cfX1/A1xc+lZ2JKwBgAQBzvdQK2vjX08PVE4afp4nXtkHtvSdqfLxnF29fPRmDFq7hqYvHPsMbAjEuzowqb9SBT4A/fAr44eaR63j2yE5cGamfh3voOgYtAl/NYIDHGEgtCQ54jjGSf2tZJ2stJBG6/fIL8kQR9/r2RX0iVBFF+Iki/E0iRvkKgB+QB4bn7w4Avf02mNkM81dfyTjtgw8838iAHafAPQygwBiD06M0Y0oPTx5Xspm3HqVB8tbjbXmlPFpQpyYiUTvRjfRDFO2Pnx/I1xdiwYIQAwPl8B65ubIpbG6ubF0oikDlynh26iyexwNoADAJYIcA1ka5yxowq7kJeZOnsQWV6E5Y9uCzZ8Cx4wJ8gwLQ+pUCeCaZFJWXtWhaNWTPG6Pt+XO5H/Ua++PM+rPIffIMuTm5bk9IZBiyU7OQ+/iJvD6C/ZRmz3Pha5Jsr156CTix9CT8WzWRG9AzqVIz2dSCObWJdqnjZP36iDp7FoIk4XK1aiiTkgIIAsy3bgEhIWCSJHOxHZ/sbIhBQRArVlQ2p1O77Bg9PdVM9fSsJR37kJsL/9o1EBDki6S/k1CyhMv0mAE44vtQAHf1JZd61rS8Z4beYeYpkZXfbfMunxoIeNJXvfEbvRDyjEWJmawGYkbXgUhGC//+8xzPnuTi2ZNcFC+uHPFNy/qP11iY5/KqNp9q4mveLWxN9+6ZUbRCKPzwDDk5ZjxOfQKxcGEu3OQ6kE4xMfilRw+IkoSiRJhAhO8kCRJjGPghYdp0CbNnM4y/LHs9ENasAYmijLNE0X0xtPATz8Q7JGVP7koIKb92s1HNYm8Tr0agN1qRvO+80E8x37kDABALFADLy4PJhZ1KxYvLrEpBwMVkoFEjEadh1h2KkmhMjUWstjxGrOrUEIwr4lSSfkkSEJ8gILpNEFCnDszZf+MAEfwPHED7b17Fbz8/gb+/NuHE6wFeS1SYkwO06RSIE/EmmA8dkp0pZTvIjwICbISU2dUIxOpb6UYyqnSUuVeO7dWuDRz85jhadWyN7O173ON46U2sVjQBD9xwM42TzZyWZldsU5pAHr9ceiclrzt8nkV/+tTmh6dgm2ic3paIihVVigcCeA5QtmUOAtynVambvD6yjKASb9ETryhMj2lIKiEulerQWhpeHSAjYieeNeEdp9H+exPZQYlzr0bIqYE+z3bmgQ0tyYZW2x7EkgdjwP379vNJNSYtBy1gFkU89fOD37NnYPK2xTOTCRQQgO/XAd+vki+rDD+BPX8O8vGBNH06aOhQ5QUk4t/MCgN2pKUEe73/99ZxRlJQZiaCMzLkm7QniZc1Y5SFo3W9zacoqwSAgoOdHmRlwadwCIq0qo0Q8TGCguAUGoYUuunFuevWVS3Ro1K7RqdFkoD4MyKihzaGOSMD5r//tlfUsiX2DNuOHv2CkJFh18XmodP1GJ6Ol5msLCAjA3i5ezCOzd4Pc3o6ULYsQto0QJFyIbZHuHrFmd3tOkEZGYhoXxdHj5pttguO81K/PrB76mGInTtrYzbXSffU+kDh/eOgIEiCAAKQafkfgOwYWMtZmjdyAyN7SWlelFgJRDLxm5GB4Nda29boxI/nbcSV0nojXVZsRzCAkgDdVD9ctPzHaXF8eFx+qU2flnqb1jS5go3WNOu5L9PieHlCXCmNRw801PTBtGh9JY62K0dKz2raKEdOD0a0xqa0RkrqF0ZwuNql1qj1q6fc2UePOJhDOhx70/PnCM7IwNHGjfHuihV4BCADwEpfXwz+8EP5nMjIgDRjBujDD0EjR4L8/CBNmwb67DNj7aotlAYAkAwkcpIkyT1UjkqQWC639Vpl1cJ9cLQT8vAhhd2/T5cqViQJoNrx8STk5akHx1XqB094DteyrsFm1canlIf3vV6A3wcPSPT3J9Hf3308KSlUoYJoD99wHiSFOOCQluAO5qz3P29gY+IIeqwXisL6XL0KEqtV0wwfw/bsIbFYMerWL4QePdJvXysshFL+V14RSCxShHDsmByA+/59KtIiihITncuXLCkSUlO11/P+fRKLFaNydYvS/fug+/fhFLbn8GGQ2KaNZ8GS9ULrcIaiiG3enO6HhVG5pCTbN7FGDRJ9fMhkMhFu3tTft57gDm8CSSvkVwuVwwPHemGijIak8TSPkbK8YZwkSYa71FRj5fT20ZMnsMG09cnOzp/xeRLWizwM32N0XbwNn2V0XPkZYsnbQOW88GJ9ihQR6fFje9tPn4LE4GDtMGEuuKbN3r228+1PxqiYKFJIgQIk9OhBiI+Xw189fkxs/nxbuD1h8mTvcanK/66hciRJIn0OlhqVxsOfNOI9Ty2vw7siqak42Lw5HoSHo9KVK2AATtetK+uKmM36+lI6t3bFMlq6XlrXDx79LrW+qlwfxfLlwfLybI5H1a56jMl+sNhe9VuhluNMPXaynkdnoyE6XG9Trrd8sxl48NAEFC0q85Lv3LE5dXPqX7t2MN+5g9+6rsDHHwuaN0s1j9hqKjvp6cCzZwzS0qVAmTIIf6s9StUtjgNLzqJyZf0budtkFy0K8507uP5bPIrXLYXidUuheY8IpKYa0K/hcZfNc71Wqa/lgQMIf/AA1yMjbd/M//wDVKkCKlZMtnS6dQu4e1d+lK7YvG6jtRZKL5+WUh0AFC4MKlYMaZm+uHNH7urz5/woQM9jvxaXylumt9JQjXoXV5qqO3eAa9cZitcthaqtS+G2ORz377u3wcOZYUzmGlvn9uvvC9pg2vpMXxCErCwYTlroVU/fS2k/G5l33nXh3W687g704M0TuNHabpowmgnZLC9b/SzhWTvr//fuyXAihRfDvfvMvX0tkYLGhuxIhDtmM1Y2aoTgChVgatgQphIlIHz6qS0cHwUGgqyqNVpWT3qTzWmhwuS+agR7/h96Iu7coYSoKDXbO6odH0/MbH5xN+P/gcca/FqRgnbhYBGB6KQ7B4uHq0Q6waB5uE5qXDG125IWx+zGDZAYGUlPHfATAAAgAElEQVRITibf2L0UGSlSiVdqE5KTCXfvunEU2ZYt1LevoHlT5RmTJIEePAAlJ4PatROoeHGRIiPlJz5e/SbYsKFIwrkEuX/WR5LkvzdvKnNRJYnw778U1b4kJSeDtsX4k/Dmm3w3LN5gzkptehEkXQwMtN0MxaAg+9iM7DFPAkTz5FXiZPXoQWJkJImRkbQ31odyc41zJ4xwDYxyWTwJwKwEt7dvyzCbnAx6/tx9L12/Lu8nsXp1+UteHomnT1KTJqJHmCkrCzT3+yDb3LIpU9znftw4mjuXGcIbRjlCvDiIl5tkZH2NBrw3AgtageK95VzpvhthOT+mgijTe+5ZqVJyYGWkp5MYHExPn8rvbRwsA/iryaFDdK9oUTda4EfGbHjJhp9CQ4nNmaNYb2haGpVOTlZ8/J884cY9SsGetUWEL+LxkLA53LixKnFlfUIePjR+6Pz/kMCyPSfVRYR6rHE1wsgT0aE3bHQi+VCwbpSoKJEkCXTihPxObNXKrRZHAktPHKD1ngjUq5dga3v3bsYtUggPF502OHJz5f6GhGjvjfh4OV/z5tpiai3xupIIWuu9h/vWkcAymUwkFi7MJ5b0tG3euniIw5o16eJFPlEJj+j8RYhqPH1q1LDDXkqK87eCBUUSTSbnEqmpVLKkyN1H1//XrmUkDBigOe+OBJYnhEV+iAQ9IXTyk4D2RuTHI7Z+IXA5wuEMWeL9BcQQgcVxGeywYwcXgSWMHq3aq8UffaRKU3SMieGeLSUCyyRzxQiOf934nqRiakA62vZKMimj5iREKH3zJgrk5AAArpcti+J37sDX4nzzavnyeO7jg4pXrqDS5cvILFQIlypXBmm5RFbi7et5zFYaE+849OZLy+LryhV7BHJJAlWq5Fy/JAFXrsAn7R7Klyd7E7kAJVv+LwCgjL6jOtJwFGqEa0ocTseJ+L1hm0xA5cpypeXKkc0re+XKhCdhT3D94kXnArdv4/FjwPF1SAgQEcHvFJUx4PZt2YF+iRKEggWBgABSBVPXeipWBDIyHCzu2EWIlQlSAQmJV67AyXzNkQXu5weqXBlUpoy+CZGWF3W9AIreGrCQimMyq7dUk0mOTM/jBp9XTpSPoasoMhLXbl1EuXK58PXVn14tlKEFE54M09PyAHD9OpBbshyIZCdeSTcuIyvrudMSOSWzGeK1K6hQQRlVaom1srLkPXLnSSG72oJK5yksDA9yCyM9PQ2hoZ4HcfZgqQ3jL6Pr5ck6GlX01wvRaQQXc7WbBlAqwB46xPK7B1mLPIRvPLxwfPGi7GnIraBKYf+cHJRNlg+30JQUpAAoaeljJoA7rv0IDQWpBBQNv3cPIRkZtjFasZphcLDSUK5lbZwrLRGhkVuinjIYj4jC4SmXlEQn6tUjAuhK+fJU9cIFOlejho3CLHP9OoFkhdw8QSACqM6pU4YVev/PuF06IhKxTRsSa9Ui0ddXpvxPn3Yuk5ZGJpOJypQRnW8TZ+xUuNRUX/xnhBXNc4vSunnxKpfr5cvOBq3ZEkhixYoUHCxS+fKijZMi1qrl9PQdUZJu39YXf1r/v3kT1KmTQJGRIu3bx7g4enq32nPnQMdPiM7cKTVOjZaBBA8saXGxeEWIOhwkMTCQRJPJea5r1JDXoGRJwsWLqgqqRsWRHu8jjbbFatUoKcmyPv+CpHMgyjN2Q1eDg8xMeb2Tk73j5hrl+NauLRL+/dc2dqFdO7e9INaqJX83m0mMO0otWoiGxVCPHoHm/RBMYq1aJIwdy7UewqhRNH8+46qfVwHdqFI7zz71lhPvrfK8Gm7mNSLKFwOAie7cHAkgWuH5+CTJhYMVHU3xpxn51I4iMSrKzsHS4YI3PnzY1p9DAA2xnPsE0AYl7tXw4ar4Yf7QoSQBlFKiBJ2rUcPtaXbggHccLMYYiGS/DURkp76Ubr+kExmYSD9egZ7PCYey5a9exYY+fVD/1ClcqlQJ3X/5BYlVqyoSkC0PHEBsixZoevgw4uvVg5iXB8nqqU3rJs9Dhjv21WgeIpRNTkYoR9zGxKpV8dQxYB5jMP/1FwDITtgeP4apQQPknTgBpai1Tt1woMiZA0muxV3ijR/mqbs0rdsWccZGs6acHGDLjoLov/NN0LI+aDKnHQYPJnTtKoLatYP0889O+Tds2gS2YARmDb2JEiW0+3HzJjB4sIDERIblyyW0bk1u3D+125raVog/zdDog7pyaIUDsXzcJSL193rsP5295dGVXAVAzAkJ9t8ZGRDbtQMACCNHQvrtN3VutqesA0/6rpbOy7dy9jKANAAHACrocAtlAGrrcxAc0+PHwNrfgjF0fkW0bk2YPfYhCmdeR9myxrrGwyFznNJLl4CcslXskQIYgzR/PlC5MuDj41xBQgKE3KdoNqoZ9sea3RiSev6s9u9n+HxXB0gJP3s0796G/lEDHysoCgIQFaVen16YIk+3Sn6OTe2dFlPYaIgcRdi6B8Bis2Lj6JQCWBiAIp6Pz/W9+ehRNGjSBOZTh4Dnz+W4hDps04DsbFS2cMkZgKYAmlrYshmQQ+Q4jScsDFSypOLClrh1C0UfPAADsPL997GtRw8kly2LdKvDUz0g4Dn4rPpXbjpYenofardbPTNLntu65VkwZAgdb9CAjjdoQDXPnLGVPVejBkkWCtbKwbKW2d+iBR1v0MBZ4V3pZq/nPkGrzzr9dvwdefUq/fnKK7b+aj1RCQmqdQlt25IYHU2ijw+Jfn6EkycVOVi2288Z+61DaqrPtdG7pRu5zRnl7PDcSF3fnzgBEps2lXWu9u2jjh0FiomRby9Cr16KNxa2cSO9M64s3byp3v7Tp6B33xWoUiVRUedK7ffZs6C4OPlxVJ62fjf5+2lzmYxwZ3iV3LX2pLdcI0mSOVg+Psa4YZ6M70XpNFarRkkaOp0SQORnvOa9exkJnTrZ4W7TJurXT3ihozl/HlT99ZqEy5ft83fmDNXtUIx8/tpFeP5cfnfyJLG44xQdLVKrVqLH7f32G5P3mVqOO3cIcXGElBRFDpY3emqOv+Pj7fsuLg5kahxNYnQ0FWzZQNEQhWcvv0gdO2/640mfPHLjsQJEJRz2QmkQ/ez5OKxPQgIovH1dEqOjCZmZzl+fPnV206DyNDh+3L43HZ6HAH3lwL0SixUjMTqa2Ny5qjhl7vDhbnt+wpQp1OD4cQpNS9PX/3TBWao6WFYXDU4cLF4BM49bb55yCu0OW7hQnUpW6Ver2FhtCtNIbBTeqKEav9/auBHBjx7haOPGbtXXOH8ehTIzVcfi+FvaK/tcEFu3BvLyILZoAfOePfDJeYzoxoSwMHIuGgCgMcCyDHeZ2wu62jslR3y8egFqTFO9cgAQEkJo3JiQGpaGfy9fhpP/hLt3QWXKYN/1Lvjzz8Xo2JFw86Z7HffuyZ4g5s2T8PLLpHhhcR1XQgLQbWp9pKTKXtd/HX8chQvmOpeNjnavSMm+X0vPz9qgmndAI/H7vHUNHhcn/42O1t9nRpSKyIBndx4dTr13dQH8A1CuC8fXBcfo6RDyDo3HhYJR3a5//gHemlkbF6b/bNd7O30aDSZ1QczauxgwoCN20p943qodhNGjwXKf4euvZb3OuDigYUNj3tV1B3jnDkqtmYnIP7/DjbbvIvn9yUDp0qpzx6sn5NrHkyeBDuOj8eiJnTtnPrQfYAxZ2dloHxmCBw/MunuYNDyY86joqs0RD9dMjRvp2r7rVtcDc6X8vPDFBlj+X2nZD8MAesNhX+jEcFerv3t3EfcP/wEUL66Ij6hhQ1WAKPDkCWonJKDav/867U2CzLlaxhjGWyRWVLQopGHDQKNHcx0sSZGRuFusGCpeuYKpkyZh6qRJGDt9Ova3aoV/q1VDhpLSoJ6yoj2f3YJQkiR3HSw1ro6SXgiP800t7paaU0+XfFYdLCcOlhZ3SqkNXp0TvX4Z5YBZnppnzlB87dpOlHhUQgKfE9Tnz0ls2ZJMJhOFhooUGwubE0U3rswxuw6WUY6VN3/19Adc8/LqVFi/K3GwrN/37wfVGPqyrIsiSYTbt6nUnM+odWuRvv+eUXIyaMDUciS2bu38lC5N1aqJtHIlszkqVet3fDwoNlZ+yvdq6OR+QejZ061uQ+4IjDqh9YSD5S33JyRE1qV4/jz/XC3kt26jzl6y6WC9DiIfPg4Wj+6NGwfr77+p/dDqlJj4YkbbvLlIOH7cab6Ft9+mTb/509OnoCNHQCGvNidkZ9vHboHLoFeau+EPnrFqcbDYggU0cqS8H7/8khGbNo2QlEQVx71FmzezfBnzsWOgol2aEjIy7G8PHCDExhJiY8m0Zye99ppgWL/0f/0xohPrTd35PTfHj4OKd2tid8DM+fg/eUIt9u+nd1etUuQyp7lyrooXJzZzJlfdVg7WR4sXE4ho9MyZtL9FC9rfogXdDwsjAmjUV19Ri/37KTg9XRevKXKwiOwWhIwx55AqpOOljYjveqan/6TmMY20vd0xtXbUyuoF2lPirpGOY0Mjt2VLqnXmDFYMHIjaCQk4Va8eKl2+jEIWZ2hc1zhRhHnHDpgKFUJODjB9uoAiRYBGjSTn5h8DOCGT+CweQD3tZeBlShoJQaN2S+UBBU8SY0DLlsAiaS+GLvsU//xnHtjBg+h+YwEW7pPn56uvGFaZ34W0bzJw9SrY9esAgKp7vsXcFil49VXS7M+pU8C73zbCv7eDAQDSsmVAqVK2AtKWLfzXcCUYMjrxvLpT3uoTuCSpVSsbwAhmM1r//TcA4JmfHw41b+7dghJ5BwxGFEU2A+gF4KECfvG1/87NBQ4etJQLKACKigI7dhxBQQTr5RsAChcm1C6VivgzZ4BatUCtWmGPtAifLhuGbwb+g6pVvYfzhAQgLU2uJKNiPaBQIadxSWvX4s1+wEbago9XRyPjp9/lGJmWPOZ9+wAAj7Oz0bpHDxQOfIafPjkgDy2A0Lixh310wZflygHlk5IgrJ6A6bV+wuuvE/IjvfmmiAdHNgNnz4JZTNDaft0Jglm2mPT3B377TVIFB0/G5i1IGmHAGgHr/A7Zm5/jJAKOHQPemN8Md5ZuBYoUMVRXidu3EduqleK3hwBWOHKuwsMhDRkC+uILjwY164svMGv0aIAxTJwyBc0PHsTIOXMQlpaGz+fOxZlatXCiQQNkBgdzT5DJUTxoQypGkJRRDWdvtAfzA7G65tPTqs6POGoO7+rEx+P7QYNQ/9QpxDVogPdXrsSKgQMRffy4R3UGBQG7dknuwP0YwI8AhljW9HMA+7WHqBXgWWsJvfEo7FqORwTJU0fVqoSOZ8/j/O7dTgGTr10DLl9mQO5VsF27UOXIapQ/uQkA8NFHhFdfJd05+PxzEee/mg80aqTvUtpxUErflL6TRgRqtTa0Fohn8vTkGw7f2L59QF4epO3bAUFAh5074f/0KX7p3h0AkB4aih7btiG2ZUu+oJe8/eUFgjNnwO7d04W5ZnWz7KCxyfnb7t3MPrW75D8ZT3zRZ0Vb+Ufx4pAmTYLwzSBUKJqJH6VDNnCoUwdYOvA4Plr+EU4OWAzUqQNq0wa7pHn4fNVwDGv7D8qUIVSr5tkQAWD8eAG7dsnRCvJi5wEKxj/S2rV46x0GadVCGVEopcBASLt2ITU9He3ffhsAUDIkGxvMsWjWTBusFTvNGFC2LK4/qIJduxLRsCFhMq2Gry/wxhukCmJkMNZdy5aEu0f3o/mGT+CT8wgA8OtvkpMuv1rfeUWEPCBqZKupBXJWQhc8+NKbGI9kIGC1UYLLMe+RI0CfJS1xa/5GIDzcOd/evYDZDGrfHoIk4eU9e5BnMuEvi5EMiPAkIAA7O3RAwawsNDt8GATgEYDjjOEMgHGOxNXgwXbiSm9QOp2fOmmS/HfCBHy0ZAm+HjECAPDpvHlY1b8/MgsV4jqYTFbOldWKUHMnqUEmER806R0QaghfYceRXj/1DiWt8D96B5zWoaqR6p06hcWffIIGJ07gWKNG+GDZMpx/6SX1HeDQL7ZzJ5CXB3r1VdlERmMa6THAVgM01CFDGoCjAKKVp4jHyFIPVtUsDrWWQM16kHtTEymCWGwsw9cJ7UArh4Lt3o3r11/CH3+cwy9nK2DNcT9UkTai8uMN6NeP0HMKqZ4VpBJYlaujvEpvajDFa3XnCbY3urgO34Q33wR7+lR+RYSdHTs66S4VTk/H2n79UMaq5KZHLKkpv6iNRW1cCQlgKSmo/9cslLh2RHeoixdLiIhwr3LHDoZuyzsjT3LZZ8HBkGLWOL2SYmJwOSkJ/Wf2xwrzATRtKtdVvz7wHR3F4DVDEEcLgbp1Qe3aYSd9jV2LF6NzjSTM7HsO1avzT78i+EdHA6Ghqt+lH3/UnjPr+9BQSDExABFuXrmCj3tWw9mzZtV6IyII9Urcxon4eJmidKyya1dsIcLWJavRu84lTH7rXyd1SF4LZq0ttnq1BNb/bSxYKdmYd2rHhZa1HS+YGdVX9WJ7aaI6Xj1ZvTaMoAnDMGmp78AB4N1VbXBj1o9A8eJou3evzZ8lAIhr3gTynmJ77q/o+vw5tvbsiezAQLy1cSMAIKdAAfzVrh067tyJMsnJ+HbwYCAjAxcPH8YYq4cAa5uNG4PGjOEbkOX7herVsb1zZ1wvV04168Rp0wAAtRMS0PTwYcy3BIm+WqEC9rdqhSxr6B2n6skeetDJgpCIJEcrQjUdCi2dLC3dC948OhaIVitCmx8sPa/Van6BjASy1rOK1MnX4PhxOhIdTQTQ4caNqdbp07Y8Rxs1sutgqdQnhoaSyWQitnkz4eFDEp48oa6CQEWLiu5+Uy7YLRMpFEQtLDLrdnzBnvNbB4s4/Afp/XV9bDpYDx5Q+JKpNG2as27Hxo2MhPfes80h27GDxNq1SejRg6pO60c//cQ8al+SQC1bioSjR/kt/PT06rzVufJWV8ugrpQYFibrX+XkECSJtnbvTr916WLTi8jx86NlAwca15nyxrLw1ClqMLI19ewp0JEj8MgHkvUpVEgkPHtmTK/s0iWqPqg1/fILo0OH7F+2bWNyyCOXMiwmhrqOr0X//GO8f0ePgurXt/gT2r/f+BrqweOlS1Szpr6F4ZYtjIQ+fTRzsc2bqc/U6m5e81+kjpK3IXZepFWhp3Xy+C30dK54fRQaGdfffzOq8J92cngwImq/c6dNr8n2bABJeaDerwtuVoEE0P2wMGq/c6dzS5cvk9i6tXMEiZIlic2ezWel7UX4reljxtDW7t3pYUgIEUBDFiyg7lu3UkBWlroOlmuQZ6ZHorteK4z4n+FhTXCK6ZgeWc5jAWhEDGFU78Xhd8Pjx/HN8OFofOwYDjVtiiGLFuFM7dqGOArUrRsoJwdsxQogKQn+JUviR0lCRYjuXQkCWHsAuwEUAdAWwAH9adBzy8SbT+vGpWdtqHdTs6bQUKBNrVSc2bwEQ9ImYdw4Z+5P6dKEhuHXcXzzZtu7ir1qo87ZH9G1IqF3b9K82Vn/HjsGpKQ4d+JBzVayLoGeHFULxrQmVAsWeK/VvNdd629OEzn2++9ypGSH9NObb8Lv2TN02b4dub6++PGdd/DhsmXGOGhGuH0K+1RYsgRDW+7H27NJc0nUUJb126+/Mjzv0kPmEmuxM7KywHbsAIKDQe3bA5Uq4cKnS9Bz8mTUDL+HRbf/RnMCSt4mNC51E4fj4mSRsrW9jh3xOxHYpvHo89IZVK9ONm6WtZn4eODqVffOzp0rICHBwk2MjQVZozTrcRa6dZP9YXGKkknbvR9KlSJEl7iBI1ZTRKU2X38dGzcTsGkyJr5xAVWqIF+SWtd5th8v2udB+XpWfGr90ztG9OrjLas3f56KCrXK7dvHMGjLy7g6dilQpgwA4LuPP0bR1FR7XQBYH4BJwE8/SUBvAFudrXiLpqbiu48/RsWrV+UX6elgp09DatsW4sGDcj0REbLF4MiR+gNQO4j0cJIl77jp0wHGMPOLL1A+KQlfjh+PQo8fY/CiRbgfHg6/Z8/c61Dy5J4WGkp91q2jLr/9pu4Py6gFlKfcLAVqVMmTu2Z9ehw3Xl9fvON0qC/6yBE62LQpEUCxzZtTXav/Kodn8sSJtK5PHyptofY1209KIqFfP/Lv04d+YIyCg0Vav57Znt9/t/huSgbRKxZrqKIg6gOiGfxcGp7fWlwoI3EKtW5QWuUuXZKtlNRueAcPgvr1E2zPunXM0NgOHQJFj2hJQr9+Tg8SE9XhgAeGjMCep214wgXi4NSIxYvbbo5s9Wrqs3at060zs2BB6rFli2dWf0bxgcM3YeBAWruWGbL4U+LIFOzfm/D0qTaXOyuLCi2fR/36CdTlo7LEduwgEFHY/fvUZ9066jtmDM1mTJ6T+qBjQ0BvN2tGfdato0ZHjzrVx2bPJpPJRFOm2C3eTp0CrV/PqH17wc0rtTcP++EHYuvX25+ff1blxmlxsBzn7uhRUNPRze0cXZXHNRahN+v037DM+1+p28jc5EcsWE/OAcdnzx5GVYa8Qrh61WmffvPpp5QVEECKlrp5IMqB4rcrcvw3Qno6sZkz+ThXHPhCl5PLcc7PGjmSHgUFkZNfLp5gz9YClypWzH/za0+dDzo8igTWi+qHl8/K996z9bXn5s351/6TJ4pItEoVB8RoDfbclG+j6YVZMMpG5nUuqteGWpn8Qihqefr0EYht2ZI/4Vy0XIjoEVJG21Bq01t2uQKBZTKZ6LkjorQ8t4sV81wcaXRerG4JOAksLdFzRITobPav1q/r16lyZXmfnTsHEuvXJxBRk0OHbPMgqTguXT5ggLMITYHAGjEifwkrtUcMClKeV04RofWxBXvWWDejBJbWJVDtgseLd/KTKDEqbvQkjI1amK7/poiS92nVSiQcOaL4Nbl0aVJ06qtAYFn3z5Xy5WU4OnfOPQTOyy+/uLOeE29dqljRuc9KbhqUlNwZgEKZmei5ZQu29uypzjM0yk/U87ZGOjFHSCWoohbPlpd/S5xhcTi9vTU7dAiVL10CAfi7dWtci4zUFx3xWF0BgChC6tcPwtq16tWozBGRMUV1Ij4lVCW2MXEGV9abbj3lVG9EDLr9UAscbiQ5dpwMOv8kA14ujcT98GAc1KcPsGQJ3nn6FD4ABAd8YU2CJCE0PR15JhN6bdqEjJAQbH39db529cxcOfITR+gn128bNjDk9OwL+PryyYsAZGQA2/YXgdS1qxPehMq+05vtU6eAhASGf/5Rz9OmjQRHndw//2S4Xa8zEBEB9ttvYGlp/IuZlwf2ww+Avz+ob1/53ePHCNm9GT16EDco6q6lB2FztNQPjGh46OEdnjp4g1/z4BgeEZsSHOsdoZ6iJm+CNLumHTsY7tR71c1aEAB6/fwzArOzsb5PH+QUKAC2bh3eefYMJms/RAADgGe5wJZ1DH2JkAVgc1YW2MqVclRxa//Cw0GdO4OqVuUzfjE6SWq4XqHcpl69EGGxWO67fj0K2KqQ6SqT4w9HfSwCEH7/PhYNGQJBkrC5Vy9tQoQ0rPGMhqBXq9Mhj2Pka7edTqQd/8y1DO/pzXkwNj10CDXPnUPf9evR5MgR7GvTBqNnzUJ8vXocJ5j6mJ2++/pC+u47QBAgrJEtmwoWJLz1lt0UmhUFMAigCg6ebzVcIPAMX0uPgMfbM+mYR+stiR6twZtP6/3+/QwXLwJXyrUDlS+vPRBeolhNSURt4EYwKOdgW+7fb/OEDAC7OnTANbXxqSRp7lwIjGHBggUIsuhiWQn5Z76+WNW/P0IyMjD8m2/wzM8P0yZOxO3ixSFIEva3aoWeW7fa6rpZujRiOnfmb5wT8xs9HNatYxhy8l1kzloku/QgDbPX7GwU+n093nqLcPcuMHVFKVDCeADA3WLFsGTQIJRKSUGXP/6Qy0UCVBFgeyz1JCaCLV0KeukloGlTW/UnTwJxcXbXCwBAzZqBLIpZbN8+sCtXMGgQoVs3so1x/nyG2VJl3A2sgNeDdiEsR9Ic6w8/MJjNFhz6/DnEQYNAgYGQsiwhH1JTUWDxJFSfT9xzW7kyodXFROw7cABo3tw904kTaOgTrxQ+Nd8Od97EczfOr0uct5Z5Ru9EntbJQ+zxrNW8eQwXJ4yUowk4pDc3bsTCoUNR5OFDjJwzB3dKlIAQGorshQvh9/w5PgDBLAArGjA8MfthctD7yMzKQsbatZj48CHEQYOcGy5fHtLSpd5v/HxAIOOnT7f932X7dhuBxexARE5WhHT3Lj0ODKQFQ4bQmn79iCyRpntv3Oi5/NIbvRCF7/kiInxBT9ODB+nvli1t/dvTti3Vj4vLPzal6/esLBKGDSNh4EAqWlSkH39k3KxiT8RtWpHetVj2Rr3GE4cVjZYeGK+Y0bV/+/YxajzhZRKGDSOcOqUdsUBNFGdE7Kel28gTJUAvXqbD3+UDBjix37tv3cqvK0ZEbOVK2Ru4JFFmwYJO4rBck4lmjRxJQl4e1T150k0MkFKiBM0eMcLp3YWqVe16nlpj15tPSbKJCHn0/RzXfM0aRoU/H0B49IgPd926ReXLy+Kzf/8FibVqufWrcmIi/fraa/LcdAfRERBFy/N0pAaobVtBhq/Tp0no1s1N9FGvnkhVq4rEliyx6zD160cmk4m2bXMXg86fz2jYMIFu3nQe++rVjBYtYpSdbR/viBECDRsmP598oiyKLCKKNLM4I1qvrzpgfVatYiQMGqS4RsKkSTRzJjOEj4iMWyXnh+iLxwLRk7qNiKt5RJk8uCy/db2sUQoWLXJ/FiZ3pSrfDiVcueJUus+6dbJ1nQVPjJs2jYYsWEC+ltiDJpOJFi5kNG8es4mt2aJFxKZPdxdpFytGwrBhxObNM65aYSSPJ+cw2a0IHekpkzNFKscizAgJwbAFCxCWmgpJEPDumjWYO2IEBEnCxrfe0g8wp8Tb1OJ3koHgS9bm4MByNyr2I47AW0T6gZxc+lTbh6AAACAASURBVNrs4EFMmzABLWNjQQD2tmuHcdOn42SDBtr184oNleYoIADS/PnAo0dIEwSMHPkDUlMlhIUB/fqRJjOPOJzca4n3tMRspBNvjHSMULXY9EoXDrX61dj0Sv3bt49hQuzLONrlS9mRkZ6Vnh68GBkg76CUyhoUX2o6E1a5yrIffoAwahTMnTrZPIJbucjzPvsMub6+GPPVVwCAy5UqYdl//oMPli+3lS9x+zZGzp3rtH+rJSbiw6VLsf211/T7QBoxTB37qeOizrH46tUMIxMH4uH42XBypuRaf24u2OLF8uvMTGRmyrf1Bw8YkJYGNm+eU9HLAMYUK4YkxlDxKtDlLwLqAKwG0Lg9MK20hAm7TuPvqTcgWDhd1KgRmjSWUP3xcQgC4XhAG1BUlG3s9MorkCIisD3xd9RKugQr45ExYOhQAmPuvtymThVw4wZDr155Nifus2dLtqHl5jr54MXjx8DmFQwjJQmj7xAwArh3F9hgKVC6NNw8sauK1FXwmRFpNY9kWI+rbkSMxpPXCJOEiG8Metoxakeb3vY1crTxGDvv28cw/kB7xD2p6ZZXyhkIfFLFrYIxM2ciwmLlygBMmzABDEDQ48f4+oMPkLdgAYYPd+h/Tg5Ei68pp6qKFIE0ahTo00/VB6c1aCNAoIFfdPMCTpJAk5PelUulqUWLYvSsWZAEAf1XrcJXX3wBRoQNfftqQ4Vr46QR/saR6CJS93qt8J5csaqeuNJ1cpX6qBeFVGXXNTt4EFMnTkSr2FjsbdsWp+rVw7YePXCiQQMukSeX3Mz1f8cyhQpBGjMG5m0/IDGRIS6OoV8/s2bwZLWYwTyHkxaC4Nn4alJko16E88vhH2PAL78wHI16HVAiiHkq8OR3fnge9Ma7IUdiy5dDGDsWzBrOybELjOHzb75xeve4UCGMmjABWLECH5BChAjL72vlymGLo26Wp2Mgz8IHzJ4tIDVmDBAS4t7c118DkkXc9uwZxClTbN8ywDBqlGgZx12Io0a5lb8MYKkgYPw5CTgLoBuAH4CzKcChXQxBZw5B+EMANWwIatEC1LYt2rfbjyGPjmL0aAGny3UDmjSxrTH16QPq0wdr3riOHjUvo3x5Zwe769Yx3Lnj3AeF5XJKvr7AnDl2keKjR0AFgWHkEkvdd4CUz4FRJnms5csTrl2TUL480LOnvf3z54EdKVGyuwql5WnaFAeONkabuCNq3hw8h00PfNjq1WVE/TY/t52nnoCM1G+EaHR8v3cvw8RDHXCsyzT58smjjMcYVr7/PiLu3cOHS5ci5NEjGx6YPn48hKlTkUeEuQqdosBA0Ecf2X9HRKgTV0ZwqJG8vIePG5zYHY26+cFyTfcjIjB2xgwQYxiwciVmjB0LQZKw7u23+R17qBEPakryHIcR0xqs0SuS2v+cdVqJq9b792Nv27aYOHUqjjZpwr/YPI5IeDTTg4OBjwchIHMJHjwAZsxgKFECeO898hje9PSptOo0cu7xMBeV2lbqqyfIUbOvPIqUeghHx2hDk+i3/uZxOKbR/5hOnXC3WDHb64scTonY0qUQJk4Ey8iANHiwjXs1Z+RITJw6FbNGjQKbMcOt3ONHjzBOEJAqOegEFS8OqX9/288rFStizXvv8Y+DA9EZqeLDDyVM3fAd0pm7J3RhyhQwSeKD3YgI0Cuv2HQhAaA8ESZIEvpajXKSAHYIOPGAYexYBy/Uvr6goCAgLg4H445AAMOFCwzszh4gM1OO3FC7ttPANm9mqFaN7Koua4DsCcCC2wLuKQ1+HoBAB64/AzDOfdoLFQJGfklyviXu1SQlyX2vVIlw8aKEqlWBHj0Ip08zbLleHzS+uzuMA6CXX8ZOANg5GZNhJ7KMrBWvbrKenzOt+vT0Pz2J+uTp2Di3tKH29fCxGprbu5dh4uFXcLTTFJm40josXBqfZ2FP3Q8Px8SpUxFsofoJwLSJEwEA34giHHcaFSgAadw4u28ro8kIsGi909NrVWnHajDIGHP2gyVJkrInd0mi4rdu0bKBA0kCKKlcOeq3Zo22HokRHRLedw5+sKyeym2e3NXM4NX6wdM3vfEQUbMDB2hfq1YkWfStGh8+rN2mXj+NeKNXKpuWRsKQIVS0qEivvy5Q/foiPXig7bXXW79YnrhS8Na82ah3eR6dr8GDBWLLlhmTy/PqFHrjTd2oLzmjfdNyy1Cjhk0HArduOX0bN20asbw8YlOmEJsyhYSxY7XdAjRs+MJ0H5XcNPA8FSuK+u4MAgJsY1R8li0jpKQ4veto0V91fE7XBnXrpu+CoWNHgaZMYdSokUhsxQpnPbhNm0isXp369RNoyhSBrk0CUWm5/vqi8ljuKZnGa+23i3KeOwB9KKj396WXRJoyRaCePQUS69Ujtn27JswJo0bR/PnMIzyQn3pU/68++TGu8+dBU6YIbrp8au3t3s2o8ZSOhLg4r0fw6TffUGbBgm6w6OsAt2LBgsTmzs0/HWUPXC94iit1PbkzDS7OnRIlMHnyZBBj+GD5ckyePBmMCD+++64x7hCPDbXeO3AEpfYmmDPneLg4V0blblpleThdhQtDmjgRUhGGgte/RWSkhBUrGL74glRvMzwiPyWJrmvX1LwZqHnh0MrjejHinTY9yZvaLVSX26bHrtNLnkSsVlMsc21bTT+JRw5LBLZ2Ldjly07dkD76CChRwv57+HA5YLBDn6aPs7BBJk6U9YSePQMpxOaypWLFnNu/csWJ6+M0DfXrgxzcH/CkrVsZoqIIVtUlpan9/nuG27ft409Pdxjze++BypVzj/Xp6wv6/HP9i/OECbaxXbx6FeOqVEH1CxfQd8MGJNSqhYlv9MIfjAENAXbsGIQ//1Ssx2wGctt3Ql6jxqAIZ8vjt3JzUSMvD2ydvA6CA9x+LEmYIDhzsUaMkBC4CEC2Qz+h7DLi0SPZSzweAhCA+wBWKsQ9tabERIZp06xW3WfAYmJAnTopyujYnj14JfAgmjQhw9uCRx2Wl0nB882bvJ4mXoN33vlxrevSJWDtWgGJYg1s9XsLNf9JQHz8Fre6mjcntG9Ptvn96y+GY8U7OKtNeJjmf/opRs6Zg6CsLBsMThYEG/eKfHwgTZ0K+uwzYxwmo/qvRvG3JyxGS3LSwdJr4HbJkpg6cSKIMXy4bBkmTZkCRmRn8xNpd55HLKJ2yLjUR7y7UGkx9CaYNIJcW/46KrTbiKvGjfVlV57sJKOai2FhSOsxEEdeX4xBgyT8/LOIAQPMKFrUGBtdbRh67Gmt6eP1mqFmB8HbZz2FUd39QToOuPT8R/BuZiUlOD3CimcBeONfMAYEBICCgyEsWwZ27Zr8/tYt2Z/Ngwfy78eP9RGcv7894CpPMplAwcFyVefOQdiwwT6UqCjQ0aPy/y1ayKIyreXq2RPbJ55B7wsnERXlDCzLlzNbyJl16xju3bOPQRo5ElS4MHDnDlh6uqxn5jhGHx9Iw4dD+OILUMGCoPHjudY3qUIFzBg3Dt23bUPfDRtwvkYNbB871t7f+HgAUCSy9u0TsKdLB9DgwW7fem7dih6XLik2358ICwHcc3g3eLCEwJVwIrBcISc7G5g2TcDjx8CyZRaCSjB+gLK4OAhjxoCaNgV16WJ/v2cPOh6dhMkdjyqe057oS/Lkz68Axp4SV0YIRz26wVM1I8aAy5eB8euqYUvw+0ClSqCuXXH2wgWc+9N9MaKP/w1gh43I4j5zDOa1/jeHMZAgQJoxA/DxAQ0dqj5go0pkev4ntAgntXCAekrDUNHBIjW/PC4n3K2SJfHl+PEgxjBo6VJ0/+UXO4GlpuiudqDwTJBj+5YBzR41CmGWuEbp1kjy3u4Y0ogP50I5ND10CNMmTLAptNuIKx4g4CWoSMWvl2sbagdv8eJIe/dTnDo1D5GREpYvZxg7lritSHjgOD9udloGpa7wrNWm0dsot68bMugszFNsqzQYvau6J1d/JYTw+usAEaRy5YCUFNt74euvwR4+lP9fvlxW+rZwqKTp0wE/P22Y15uPcuVAI0bIPy9fBtWpo5w1KMh5ev78E2zfPveMOTlYv57h5EnnfmzdytziSUojRsi6U/37A8HBEIYMwdTqGxFocoknZjKBWDpYse+QJQVg0ogMp8/FihHeHFEC38Cdw1X9/Hn0X7UKAFA3Ph5fDx+O440aYVPv3kDdupAmTQIYgxAT49y3Ll1AzZoZ3kvzGIOjnvvYsRKCgwFMAfDEcQLlP7m5wNixAnJyHAgrS4qIIIwYoa2Ddu4cw48/2suxs2fBzp4F/fUXKDbW/v7oUWSZ4vBzpoCcHAktWuQfzjCah4fbkx/98fS+5QlO00pXrgBjV1fF1gYz5FiUNuCsbvOx5piOzZZw+PBOG4HVqZOE43/9hv2H6gHNmnmk/PXFzJkoarmoFXKwvBgrCMizDJQ+/5zv0sizWEZ1l13f8UrZ1OK1OloRKr1UbNzhd0rp0pgxdizO16gheyc3AhmeQp7Du7XvvKMPWd6YTOiYy2UWKoStPXtia8+eOFm/Po5ZiSuOueOeK2+9zIWFIe2VPji9fj7ef1/CwoUi/P0l9OtHTpwspWFq/a+UX4tp51pG71LhuqfUhqm2B9QMULVEilym5kbgyQjW1otsoLXh9ZySOv7V444xJhNaDkkqVgyweAYXpkwBlSkDYc4cSGPHGqNoefZEpUrqVkKuVYaGAgp4hwYNQgyAGNcPIxTqeOstoHBheWyTJuHLiqvx6QdPndwWyOk5gMXAp8CTJ9kIXeVsMVmkCFAlJQzzNjGQo705gPJJSTaHo1UTE1EtMRErBgyQCSxAJrImTgS9/DLYzp0Qdu6UpyYtTd8E0DoOyKKXpPLlseXrr5F265bt282bwLhxzoTT3LkSfHyAvDzgs88EN8LKmnJz5WfUKFIF4atXCXXrEk6cYFi/3oHQSkgAS0hwynsEDEeOyMRvrVr2Tfr225Kq9ImIn5vDg1f0jiBPRIZqLm08vXt5okWgNR8pKQzb4suBpnfT7rgS8oTsN7bur7GIPXtWJvp5DwlLGjNzJkbOmYOQjAw3zul3jEHi8Yuhh3f1OPe8bhk4uFOqB4tKsnlyl9vQOa0cGr5ZujS+HTxYX2FHCYq1rAnV8mqVV5povd2k9U3HTcO5qCicU1P00Bu/1niVFlxtnngsM0uXxr33RuLs2dl4+20JN28CixYxDB7sTmRpIQse/ym84TN4zKeVjOyMIDA9Tx8azEn9AjxJi1gn4tvgPJua97feflQDxTfftP0vhYaCunaFVKoUqHdv2cbf6FzkV2rcGOR6qfEwCRMnYnr4fAx9P0uBuHJe9oAA4JNP3IH79OkHEDZvhtmFwDpXsya+//BDDFq6FAzA0eho2fraMdWtC6pbFxQdDRBB2LUL7MgRiBMmoPe06mjeQm5v9WoBJ04wLGvUCLtd3CH8fvUq7iUmgj19CgZAmjABFBGB1a5j/fxzPH2aA5NJ1vP64QeZKAoMJMyaJXOr0tKASZNEpKczfP21ACIJo0crb+gKFeT5uHSJ0Lixcp6dOxn++MNOfB0+zHD4sB0m6tcnNGhAmvvYG08keoSXt1GvtC6pRuvjKc9LSFrnrnJlwtB257Hgu+9AH3+sjZdcXSVYXvXsKeH0zp/w98GaMsXFa1FHhD4bNiA0w5nrSwBGCgKsvGJp4UL+eER6h5behGkdXLxSNV4iTM7vkqxWhGrWSZxeo8ETcJbHCkqvjJ7Vol57Wnn1AuTqWfnpWTRo9UfPsoGn35JEOH6cGjeWLQlPnQJ99hmj8eMZXbsGun/fM8s8I9Yu3lr7GbWw4fV47Pr9p58Y1ZjxNiEx0TvrQKPWhjzrzevVnLcvngZA5bHY+S8FUTdi8cPmziXhP/9RfGZ9V4geP/a89ZQUUI9PyxH7/XfFHN23biUJoKONGlGL/fu1azt5koROnWwWVUuW2C299u8H/fADo7rXtrpbejZv7mTdh3//la32vvjCaayiv7+bJWDBgiKtW2dvJzMTNGMGs32PiBDpP/8RaNYs5tH8nD4t97tzZ2VrRN7IE/8Ny7v8tj580RaSvPXv3s1I6NzZDmMWeGCrVrnnPnOG6k7tTtu3O6/LkCECsaVLDUdzcYy64visXcQoIEC2HkRenrG9rYfHvPHs7inulCRlK0JDJLYWJcnr2Y1I/zphMLgrN/WZ36I7Xis/3raNXNMMiBZ9fICwMJnpEBkJbNvG0K0bQZJg42SpdZGHu6qU1yh48Hp4VwI/NZU/LSaU65iPH2e4UKkJULmye4fU5ltLbmH0qqk2sWqTpFaWp+9G9Sh4ZBh60R3U+qMntuDphw4rn+3cCWH/fsXPb4zJs6qVcTGPXZtPTwd+OxQGmtdFta8MwNUKFXCgZUttoK5XD6hZE9i1y62ali2BFi0IfwCI14NL65Js2gR244Zmk76+QN++dhgKCpK9tVtcFCEtjWHVKoamTQmjRpnBm6zdq10bqF2bkJTEYJGAqubl8VNnVJSmJYHX+67WDq9Ij0fXyxM1S6NMFKc+JSdDsOgFSpIEcvUCEBWF09vr4fTpX9G5s0b9PHJSa1bYoz5Y3/Z9mzB4vCyG5sIrShtUbRJ4A9kq4VAegOH0hwU4WBHanGPxQL2afofa6aZXj17cFrUJV6tPbbK0rPl4JpjnEPAEIxDpi3XIgAd6x/wVKiCx9wTMmDEFI0cSmjcnJCcDEycKqFuXMGSILC7Ugz+1OMV6zkiVwMFIYGkeC1ze8q5ltmxh+O03+eXJ6v1A7dqpN0Q6cYPUMKKeN0MeAokXQfASH0ZPBC29Bh75sdq41BZSr38cJyCbPx/MYqk3tus/qP6+MnFQtKjy8HnuR7dvA2O+Kwtp2jTVvp5o0AB91q/H9XLltOfGkqTevYF//oGwcyfWrBFw+LAzfMRjIQT84lzIxcWGMHq07DXUYgiklnx9CUuXuiuyR0QAM2eaMWaM3SHqxYuy4+KxY/m8B7sO7403JNSo4V42Opo8sqbXMrDVAi2j0iEjHoh4k5HyRqRlaqlmTcLIl09jTr9+aFjsBob+KO+FAyn7sXTlStCAAU6VUdeu2LrtNGr9vg2vvUbOKIoD10yePBmVLDC5+PZtvA+gNgAfAFgMIAQY9JmAp09hbCJ59av09FnV8KZeW0bFiQAYuZoP3ruHlHr1UNpqTeSB1YBX5f5b6X+lH/+NcaSmInzzdxj6cDJGjSKcPw/s3s1w755siW/VsdDydMHLhNDbh7wElRE3DlpKn2pj2raNYdKF3rhQraf8vlYtoFIlz+FcSzfAcRI9IczVNrFWG3qYmmdi8wP+eBfKk7YU5oYtXAh25AhGNDmMBiVkhe8WLQjh4cY4BzzDTEwEXnqzFswJCcYr1+LknzkDYdw4CA6cLE+TefFimzI/AAjvvAP2/DkAoEABQmamWXFsFy4AtWo5CziKFiUMHixxE1k8Q+UFmxeFqj1RsczPPvGqMxlt13Wr3b0r67+VLEmwehNas4ZhwLEPIH3/vRvMClOmYLrfFJv/xKFDBXz70hLQBx9oNjp58mR8sngxwizGMSsZw3bG8N0CCcXDAXQBUAAICxPx6JHcVt7Tp4AovtiJzu86FRbsbkQEIi5ckC1fLMnEvfo8iJE4IgvzfNeDGE/L6R1EPGM18s61Hl4+MXHEVFTTAFcaS1gY7r/xMRZtATBbJrLKliX8+ivD1KkCAgMlDB7sHixWL6KRHk2hFzWJh7lihODSqp8IiIlhWL1afvlvzV648OZkwBouRk2+qNYRb53Z8dyy1DT91drQO8l4Jt3bAGpqQGS0HR6LTVfz6IULMVyai2ZvpqBRI0Lx4p4Nk9ftWMmSwDefXsdnVuvLKlVk9xV6+EEPH0RFQZoxAzRwoPdnSYcOtojOwttvY+PaXPiIEt54Q9REXaVKAZs3m5GUBIweLed98IDh228FxMfLiulqyu+8IMJb5osvBFy9CsybJ6FUqfw9bz1VTs+vPvD6w9bb/npbunhxWfR77Bjw+uuy0UFyhTaQBg0yPiAFuGXTpoGdOYPWsbE24goAXidCqW+BQu8CCAQGDhSQkSH7XuNC9EalSN6oP/DiaAPIxC3YMylVrjKIeidPYvLkyTjSpAkONWuGUbNnAwB2deiAb4cMQZfff8cHy5a5Nbqqf39s69nTaaI+mzcPbfbtw1dffIHDVn8brgeHUQzpqXIRY2gQF4eJU6faXu1r0wbzPvvMacJ7bNtm83OjlL4dPBhVExPRbu9ezB41CgdbtNAW8+gQi1t69oTfs2fo9uuv+LVbNzwJCEDvTZu0PXRa56NIEdyv2ARH/2Dw8SGEhgIdOsj6sLGxDL16ybd83nMhvxCongiQR1qk1GfXcn/+yTDmWFec7y8fWlSpkqxvxatk5ilG1nNkqyVu5yUweB2W/TdYAvmQ2u3Zg2ELFiCmUyd87xDwVXeq4+NR/5UUdOtG3OcD75IppaAg4L0ej1Ch6DYAwL/3QjG66z/ObUVHuztf5RE5REWBrJbK+bReLCYGnZeb4e+vvQ+tcQm7dSM8egRUqWLGhQvA2LEiHjyQxerHjhEACaNGkcdd4zkfU1JkbvuAARJCQv63hQ7ecp688NvJ1be4OGDoT81wsv8X8rtSpYBatTwAJHfiSvjuO0wbeg81EglwkEyPEwR8sVlC4J8AVgG7djHcveslBamlE24U9/GGG/EQ8NyCPTM9LOPQifD799E5JgbP/PyQVL48Olsc5t2xXB0jr11D55gY/NyrF1a+/z4AoP+qVZgxdiyIMfzSo4etzlpnzqBzTAx+tPq44iWmjNzIOZWO6508ie8HDcJTf39MmTQJAHC7RAm38uWTktA5Jgbr+/Sx99shXaheHb1//hmdY2Ls5tm8h6LCu447diAgJweMCJ1jYpBpdcDIqTRAdeog7rWpmDp1IiZOlFC8ODBggIRly2RFViuy1PMZ5QqX1t96OlN6elFK8M6jNuf6XYkQTE4GLuSUl0N5uHZcqQG9jvLaf2vpbmmtmVFdL7U+AmBLl4L9/rv99ciRoNatPT9BeG6DRj09W/5v+9dfmPfZZ3jp/HlEnT0LYgxLrbdsjfln8+djRJ29aNmSVKeIRy1SCe60lqtQIaBTJ1lPpUnGQ0SV2u5U3+Ercfjy1YOg1q1lp6p6MV/0dNe8ZG9cvSortosiYds2SXH/OKbgYHl8cgQwsy1Q9b17DAsXCoiNJbRpQxgxgri7wuPH0Zrnyy8F9Ogh4c03CY5RmPL7jmBElZDHZZ0WKtfKo6duyQu3rm2ePAl8sq4JTg1YJFseGJiX5csZfi/9MahjR7cGHYmrD5IIRW5bPkOmJd6SJITst5R5HZAWrIW5YBEIvXqBObKxXJyJ657zehIiPbzMi8t59FZ4OFiMh62t0NEjjRtj8uTJqHH+PABgZ4cO+Gb4cKf81yIjsbtDBwBAy9hYvPnzzyibnOzUzqzRo/HjO+/gn5de0hc18jhp0lsUjZ1VJC0NdU6fxq/dusk+Z3R2x5WKFe2+aVz6NGfkSKx7+23ncemNRwPrdbCY4jzz9UWX7dt1fXY51VW4MFLL1MPpHfZX5cvLjJzp0wXk5kr48EO70rtSMiKp1GIcGuHYGtk73P6t1NbfU2dgvH6ztG5feor1RvtgaYclJkLYsweAxYN5tWqenUK8bEUtZKZVhjGUuH0bL1lwSZmbN1E1MVG3HJs/HyMxF5/1voVixfS7w3PA89DAruVCQ4H27Z0dc9apcxctq+7EvvMJmDFXJm4Vx7B2Ldjatc6gOmSIU8gZb9huQs+e+OjdLHzwgQBJksMttmtH3GdPaCgwcCDBkci6f59hzx6G8HAJjsHL8sNDOWPA8OECNm9m+OUXCaGh6owH3jo9AW2jEnVeQspoP3jtVtTqTk1lOH0rgptjJfXrhx/WXMa+Dhtxqe1HSO47WpYbW9v76iuwv/8GO3dOJq4+IBTpBcAS29PaDafIvAcA2tgSVKIEYDJ5Bhhai+Cpg3NeNQdPLP8lSSKnR8kPlorPp9C0NKr+zz8EIip67x41j42lyomJBEmibtu20eUKFWhj795ULinJVnb6mDEkAfTpN98QiGj43LkU27w5xTZvTu127yZIEn05dizFNm9O3bdu/f/I++7wKqqt/XfPpJBGCAkJoSb0joJ0QlFRQEURFAUFFRCw0KVLk6YgRUBUitJFygW5VpoU6V2KCAECBEhCQhoJKWfW7499+pmy5yTc+/2+b55nP8nZs3ubtVd5F3317rv297UuXPBoxw/du9vfP3byJP3+9NO0Ny6OmMWiiWkRnZhoz7M3Lo6+7t+fQEQNTp+mvXFxdLZePVIASgkPpykff6yKW/TKhg0UHxtLq954gypfu6Y6XiM/+4z2xsVRh99+IygKTZ0wgfbGxVHzgwdpzvDhtDcujuqfOUNQFPqmXz+XNu2Ni6MySUkufWi1fz8xi4WYxUKt9u8Xw/xyx+ZKTaWIb2ZRu3YytWsn07RpjO7eBW3fzjGyZs9mhphRRlhTiiKOa+UtPpbZ+MWLGUnDh3uPMWU23hs8tKJgaen8lYYMIR8fH5JGjybcvfvfw6bS6F/rffvsa/5izZoueDnf9e5NHy5YQHvj4uidZcs8Ma7mz6eP5pajO3fM47X9p7CMFAWUlAQat6AssdmzXdu/bh3J7drRO1NiaN8+uISuH9UguV071YDDhzVrlHr39ki/YLEv1a8vka+vTD4+Mu3f711f0tJ422bOdGBllSvHz5I5c5jheLm/nzGD0c6dnlhYw4ZJVLo0x0l64gle/tWrjw4r6v+HUJS+pKaCZn4TQdLEieL79to1wr59hFu3aMi8ebQ3Lo46//vfxGbMoEmLouzrNDUV9NFHErULl+m00959Z9kyuhoT47KfoxMTedkHD5IcHOyJg1VUHD1RXCuzaQSCGg4WhIBGvWjU/h4tSQAAIABJREFUoMWLiQCa4/RR67t0Kd0sX54WvfeefaCXDBhgH/zX164lENGWl14iAuhqTAxNnDyZnty5k87Wq0dn6ten6pcuEYhofY8edLB5c3ro50fP//gjvblyJR194gkqlCQigCQN8LKoO3foxOOP0/VKlaj5wYPU+7vvKCsoiL7u359CMjLogy++IALoQMuW1PzgQU4wqpQzdO5cIoCmjx2rOQZf9+9PBNAbq1YRiGhjt25EAF2oVYvuh4YSAdRzzRpa3asXZQUF0RurVlHzgwep+cGDlBgdTccbNaLS9+4V/1ZNTSUcPEg4eJAiF0+m6dMZ5eeD5s9nVKGCTAsXMhciyfa/CPGjdbip5TF6r3Wo6JWh1UY7gSUKQiu61rUIJCOgWiPAXiNAWj2gP6c49sUXJJcvTz4+PsRsBIoZsFyjw6eIB1jLAwfsRJXiBka488knacGHH9LtsmWJALpZvjwdbN6c3ly5kqAoxBYsoJFzounuXfNAtUbr0WhdqqXTa4OicGDfcfPLkty6tT28OSGGDh4E3bjhWUZ8POjgQfXQsm9dl3Kcw/qtgR7p09NBpUrJVqJI9mosPD7YTkSWjdD6/HNmCjj4rbckqlVLpt27mSpx5RwaNZKpdWuZEhPNz63IpU4kjzfEjpkzzCyRaJTXOS41FTTz6wiSJk0yZqC47d2F779PCkBXqlSh56KiaP16V6K4UycOJLvPunffXr6cArOzqeGpU3S9UiX7/rYTWIpCcmioK4ElAvJZXKDJZvILlu9MYCmKwoFGichFPEiirDUjCzhrWb3WrkWbffsAAOUTE7H1pZcwbcIE3HXi5ZN7fdZn3rBh+P6115AaHo6skBC0PHQIQQ8eYP1rr+HFbdsQ8PAhXvjxR/z27LPwKSzEuXr1cKB1awTk5no0t9T9+/j9mWfgl5+P8NRUdPrlF5yrVw+5AQEIevAA9c6dQ1bJkrhQpw4I3Im03cegxhgQuE5ZB6v4BQAWDBmCtb166QKsfj1gAP5s1QqVbtzAu998g7j9+zHg66+xuVs35AYGAgDy/P3R6ORJ+BYUiCkCmJgXlC4NWPuWcu0a4k9wxffXXye0amVBVJSYRyNRqBFRnCojvYqEBKBHD9mQe/zkk4Tp0xXvZBRmRYV6YHTOg2aks6WWhsgYaMz6nq1fD+mLLzzf37wJlpzMxUQzZ0IpW9ahh2Yk4zAj4iNBP0ru+zI9HbUuXXIRK9j21pVq1XCrQgVE370LAKiQmIgKiYn4sUsXLvq8fh2x1e4iMtK8dFLUeqso0gf3ssuUAYb2vIuure7a48uWdZG8uDxVqvCg9nwXcR4ZGerv6taFqtufoo6F81O6NDBgAIHIgokTHSLDOXMk/PAD0LOngsGDxcSGV64wDBwoISyM/758GcjMZFiyxILHHiO8/baMv/9mOHuWF/Lcc7Ldz7j7c/CgBZKkX6eoD1a99eStka7oNhPwKWyY130Lli4N1IhIBfZeFstk/X/Y3Ll4ZeNGMABVr17FQgAlnY7XESMkHHp9AShtDQYdP45gAOcaNEBOUBDGzpyJqKQk+/7+uXNnFPj64sndu5ErepZ4O0BExWPw44X8mTnKL34O1subNtHN8uVp7euvU8NTp+zhq3ffpdtly1IfK0T/6JkzKSU8nAigCVOnUqm0NPps5Ei6HxpKHy5YQCEZGQQiWvbOO5QdGEg916yhgAcPXOD3K12/bq93X+vWVChJ1OTIEY/2RSQn2/NcqVLFHt/w1CkigP5s0YIaHT9Ol6tWpT9btKDY+HjN/vVYv55ulStH3/bp49K/hqdOUZmkJPro00/pVMOGdK90aZo4eTKFpabSrFGj6H5oKA2ZN8/eL//cXPqzRQsigP6uUYNONWxoDw/9/OiZX38ln/z8RyvGSUuj8EVTqVEjmWbOZKZY03o3RbUbvdGNsEkTmRo10g51O1chnD5tGMKWzaFx4yRtDpZZlwsinCURzpMad8vI5ZHoXCYnE06fJunDD1VdktiCHBtLcqNG9oC9e4u2fsy4+lHpW0hGBg2dO9fOvXLmYqWEh9OtcuU8OFtjZswgKApJw4bR4sVMSCRtVnRlDw/9iBqeIorba4pj4BH/UyeihqdImTxRPc+SAbyeFW8VqzipY0fJvn/8/BwcLDP90Avff89I6tKF2NSpLussOprX+eWXTJcjk5AAeu45dTc6+/bxNJcugU6fBtWoIeuubRuXq3lzWeicUuN4e8sBLQ4OvMi5KZJPL//mzYyknj1NzfLcoUPJw91NJRA1BI14XKLQlQsJGRkkdejAOeWrVhEePNB1lRN6/744B0v0XPFSRUFIjUOgPaqucmwcLPtfZ0pPjUIkY4Tx0mlpKJ+YiJQyZXDGSanubtmyiL57F5HJyQARyicmItyKmXGjUiWklyqFygkJKJWRgatVqiDLaiVX7coVBOXk4HL16ljVuzeqXbmC57dvx7XYWG6xaG1DvXPnICkKzro5Yg7JzMT+uDiQtQ2dfuFa3tUuX8bmbt1wrm5dvLFmDSrcuoWq8fGIr1oV16pU0VRKj7h3D+Vv3+b9e+wxDyq4fGIiHjtzxt6v+6VLo3JCAkIzMnAtNhZZJUsCAJYMGoSGZ86g59q1LuNke/6pUQOFPj7GivBF4b6EhSEuqCKmnbSg9HVg3VqGT61XwP791fGxSMBKSOtiofW7aVMZJ1acAkmSdsH+/tzDrIHi9/3YWHy5gYDxozFtmqLPdiCTeFekYTZk9J5IzJ2M+54TaSvA2SNlyoCsnGHlgw+giOAoVaoErx89NHoiIc3hrJIlsbxvX/z+zDPo/PPPmD1qlP1dRGoqVr/xBpKiojDy88+xZOBALPrgAyS7saxEbvZeXVItEvD4KeBiHUCygNrsBdvXVviC6xJ/Pww48xjYE8fV87y8BYjbD0QlCXFFRKamY0cJe/cyFBYyYc6HV/WFhYE++AAKESQrqn1KCkNKCjB1qgRJ4sYzanVXqgR89ZWCd98Fduzge//LLy1o2ZJgA7+3ea/66ScL8vJcq27XTkZ6uqPAs2cZGCO0aCHj0CGLS31mrPLMckAfhZK8mfUq6jzi6acJn6X9jFHjxkGZMUOors9GjUJUUhJ6rl/viLzBw2AoOF46BvtHjwY7epTXV60a94wO4KWtW7GjQwfEXr/O52vPHqSUKYOskBA7x1pu3JiD9YqyiY1c95EBppbZw6IIHC4fF+JKT9SkdfA7d0hElOj+Gk4iQoGOVY2PR4m8PFypVg2XatVSLc990CVFsYshCnx9cdmK2O2fl4cqV6/i+BNP4FpsLCrcugWmNbEmTx1yb4vK75jr1xGUk4OrVargQt265naVHlCq2kLU+OC98OOPWDJmDMoCoDSgUxrhnESYLUlITnaZHVMW92asWZ94QsbJladBdepqbxw9QsR9nZUsifQe72LxegL7eIwrkeXtiUYGFiVmv0xq60r0QNAbeFtUZCSXFf0nHjOHmcqTVbIkLtSti5sVK4IR4bPRowEAa3v2xIjPP0ehjw+W9u+P1PBwpEZEgM2bB3npUozpm4SePemRdYuIgcVXBf6uCWSWBHuOw9BQYjmwJ3cDVa4CC4aAXtgO1uAsMHYm8Pp610I67AAWfej4fT8M+Hw48M27wFvfAWNn8fgNPYBFHwAj5wD9lwHTxgOr33ScGbM/ArpsBz5YCOzoAEyYxom/iVOB83WBH14FGp51qfryZXXiCgBQE0AJAGe0ofNMHXlhYVAGD4by2muQVq+GNIv36949hkmTJCxYwJONGaOgd2/XOatQgWOK2Z7KldWXbrVqnnGHD1tgcfKCVK+eDCKGEycIzZvLOHzY2H9iceJ4FW29mXOFI1q/O6xIhZAMIDFRuLC7Zcti2Lx5kBQFr23Y4PKuEoCS770HlpEBlpMDy8qVLjAQ84cORXmnupb37YtCHx80OXYMObbIixeLDk5nBiOzOM5v0TzFLSLstnEjJUdE0OpevSg8JcUe//7ChZRWqhTNHjGCQu/fp/GffELpJUvS+E8+odj4eArOzKR5Q4ZQVlAQDViyhAKzswlEtLpXL8opUYK6bdxIfg8f0snHHiMCqKbVY3zNixfpWOPGFB8bS4WSRHX/+sujbaH379tZkwkVKxKIKDY+nm6WL0/na9emcrdu0eMnTlBidDT92aIFlb19W7Pfr69dSynh4bT87bdVFdDHTp9O6SVLEgE0dvp0Cs7MpM+HDaOsoCAatHixvV8got3t2hEB1OzQIQIR/dSpE8XHxlJ8bCxVuHHjP2Kb0mv1ag/RzJy+fQnx8VR62kj64gumqkhuxBoXZa03biyTdP4vfes7d1GUkZK2TcF71Srq14+LCjMyQBPnlCI2a5axeEsrTq0dWpabWsrootaGZhTdneLY9OmcTW8VoxUH67u4Wel6ITgzk2Lj4yk2Pp6fH87zuWgRydWr06gZYRQfzxW3i6J8rBtq/E0UG0+Kfy7/nRpGJBUSNT9IdL0ST+abR1T+Jlnl/UTRiaRAIWp5gCg+luibfqQEZhN98AXRmp48XWA20WvrSOn/NVHJdFJmjeLlT5pEBOK/p43j76ZO4OW8vImUMklE/+5M1HUzLyc8hajcLaLZI4hqXSAqd4uUv+q67K8qVTxFahcAumrb6wxEsSBqBNNiVtv/WVmgud+EkDRmjGOu0tMJ8fGE+HiSRoxwqT8yUqbq1WUXJekbN7go8+uvGcXHgx48MKcE7vz76lXQxYsgHx8f8vOTqVkzWcjq2azosKjrTrQcI6MgbxTss7JAc5eGcKtiE9/5iORk2vDKK0QADZk3z75Pg59+2j6/2LfPJf9fdet6iPjdRYSyn5/5M0Pv3C0OC0Gj8lXKVRURClFneuJCt9trSFYWIu7dQ2bJkki1+eQhQqn0dISlpyOtdGlkhIYiPDUVoZmZuBcRwcVxACKTkxH84AGSoqKQY2UxRt+5g4CHD3G7XDnk+/l5NNO3oACVExJQ5t49EODpVNX2r0q+ComJOB0Rgdvly6NyQgKi79zBxdq1cddJ7Oje95KZmYhITUVGaCjSnHx82eornZaG0MxMEIB7ERHIDg5GmZQUBD94gOTISOQEBXkYAtjylk9MRJVr1wAAPoWFrvNAGsBqalS7Gc1xW3Y4cd1CQ4EqVXCfhSE9Xcy/r5YU2UismJAAKJVi9G8fRlhQRmjp1ptbaZ8MsOQ0V44pkVh9Rsh+RqJBLQsBUTBREe5kcfv7MMs6NwvGqvJkh4Qg25md4fzcvw927RpKSxZN5W+vxVzuz7VYoMAP8HfySKvIwA0nkWqBH5Bo1VDPKwHcKcf3UUAuWJVrwPm7YDlBQFKUI09OEKjAFyw0A8gMBUsrzdvrtA+RGs7fRdwDqlwDQrLAUiKBbCekzdQI68LOBPzzgNvlwfL97AVp9T8GQIDzoXgNQKZ5Mavt/+BgoExANpCS4ogMDeUBANk0161PWhpDWhqQmek0jAWAonAn02rzaqZtMTGwixEVhSEhgQyZ3nr4aHp5yQtcXa02iG4pvXgjUaftfXAwEBmQ7XAGLqgmcc8q2gOA5MhI+3dbCgyEZPBt8foxcg1WVJwqkXq9sQKxPhIfT7KLBz3EdWofcQNkaqbRME1mPpGupZRzmzrs2IG/a9bE/rg43I6Oxu4nn8QHixYhPTTUUzxofTJLlkS9c+fAwPWjbkdH40Dr1vi7Zk08vXOnA/Fab7CNfMS4LVKm99GxPt03bcLRpk3x03PP4Xa5cqhz4QIIQMs//8TNihU9y9bThXMeR/e26vy/uVs3DJ03zx61gjF8IklAcjJw9y7mzpWwcKH+YqLilNIYFaYnotPZWB7FmnGP4xxvJKrUym/WIk+gr2zdOsgVKkCyehswGoMiUR1E2r9F+qyXvzjWRTF106MstaY7/6h1Ebgd7RLYD69qF9hzLdjS/kD5RO32Tp7My+qzUructT15mjfWgAJz8J96iIq/vM8+kxAXR2jRgoq9PampQOPGslB+ERWIR7W9HvVckI4XDMNzx6ljw+fORfTt29i2axfkChUgV6gAtmsXAMCyfj3QrJlL0e337MGVqlXtvxuePo3o27eRadVDBgAoCmSnNJo6naLnizeLlB6RqkFxiwj9c3MpPCWFgrKyXOIDHjyg8JQUCrBaFwRmZ1N4Sgr55+a6iAfCU1LI7+FDe1zJ9HQKT0lxsaYrlZZG4Skp9uCbl0fJERFEgEe9dvGCxeKSJzwlhUqlpdnf++TnU3hKCpVMT9ftt61/zqI+52Drl3Pf1Prl3j/noIXhVRSMDpE+lZk9m0rKMsnBwSSXKUNS//6Ec+do2oNhXrGzjawIFQUUESETsrL0xWpGFmla8bm5FPDNFzRyJBcT5uSApnwWSGz6dCELN4hgTumxlUXEnGZEom5/2bJlnMUeHExyVBQPISE8rmRJkqOiiC1ZYk705w1Qn5FIU0/EK7ie2YIF9NGkYEpJ4SIkryz5zIh2fPNsDeLiuNL3+O9ytxwiwmr/EKWVcpR1pAkp4Sk8fXgKUUgGf/XKBruIUOm7lKf94gP+e9Qs/tsqIiSbyHDMDFLCU3h5/rn83fev2kWEys8dHe1veYC/P/G4S3/S0kAVKriKCSNlmcrKskNsEwJS7hXtBFm9mpHUt6/6PD54QEhJIaSkuFi4hobKFBXFQ2CgTBs2MLJYxC3tjER+KSmgK1e4qNDXl1s0Fqd1puiZZ0a8aVZMqFanqOhwzRqVOTPxbZF69fIQP7Ndu1TTOn+vfevVc5xVztbNgYFFV1koitWhWUtyAxGhDQfLzsHyuJ2pKbK7U7nunCci5JUogdTwcDywOY6yvs8NDERqRATHeSJCTlAQUiMikFeihL2c7JAQpIaHu4gCM0NDkRoejkJfX+xu3x7poaGIvnMHqRER9vBX/foIT01F5evX8SAoyLO9RCDGHHmsyrLppUrZ0xT6+CA1PByZVta2FmWc5++P1IgILsJU6b+tX/a+AcgODub98vd3lUQ79c8eIiKgyLJr/WocPtLwVeOcR4u6d0ufV6IEUiMikPLhh8hMTYUybhzY/ftga9aAbd+O6fOCEB4u46uvmOpFR69pWsvJ48Yn4gDX6MZBbg6zS5RAbp8BWFh1HkaPlhAQAARJuWA5OcZXWdEbE2n4CVIrx0iJk9wc4Bldjt58E5bZs8EePgS9+iosly7BcvMmCu/dAw0YAJaaCumjjyCHh4M5OyU3Y4JkxJnT6ot7mSIevPXe5eYiEDmIiLAbKAll80oEE30bKPAF5EIgvRQQXxW4WgW4XA24Ew2q/xdP51MIhKXz/080AntyN1hqBFDvHM/zzbue7VH56ywiBACMnwbMHQ42bgZXsn95i3Y5Ov0JCwPcjXLTGMM9ANElZCAdwE2AhRftkv7qq4RFzddAGj7csyGBgUBEBBARAeWzz6AMGAAAePCAITWVh4ULFXTtSi5tLarP84gIjvvEly7D/fvFw5Aw2jpeuJg19VvtnZ4NkPCjcUBLkybx82PZMq/HLD0szP5NVNLTwVJTeRDdxCIDQ2SczxtrQLO+jO2v+Xsf5x/OG9fQDlVP4Gv0YTQLbmiN6/zzzzjcvDlONG4MxWk3BuTmIvbaNdyoVMnYblavT2Z2lxl5r7f5RNpmZL4qukiIuBdYf3/AShiyggJIU6cinwgFhcyu26Cls6AmwRRBIRDa+CKyeLXHzw95fQdh/tcKvgodibxBg6FMnWg8VnqQCmY2sRndKjN1EQG+vva5gr8/13uxlqVMmwbFJjq0joOwWRKReD+0JtRb8ycVWQZbuBAjsyZh3ERFuBiz1bq8zyxpPwmpZKaja3n+YCSBZZX0zGuRgQdBPJdPIcDIVffK9qzsA+QGABVu8XxqQ5UbAOT7AwG5oIxQMGfdKxP9qVdPxp076usntZBQtqaMO3csgJcGVLZp9vMD+r+VB2X5IgwJXQ4aOBCK1YrQpWB/f7gjhH71lQW9e5OHazq9bU8CfkyJgFKlgPT0Qty9C9SuLSM0VEb16sCxYxZTOlN6d61HYUmot4VENBSM2rN5M0P/XT2hLFmsve9t/+flgWVmQho8GBgxwlGIE16GZcMG0LPPOs4itckwalR+PuRy5WC5fdvc+W80WGYnWrTNomXaWFm2x+6L0MgCSi9eiz0nKt7ReeeTn0++eXkewRTYoVH7RUQmxf3XbB0iIJlaQJYGLFM2dy73XTduHEkTJxL75BNCXh75jhhKAQEyffMNMwTbEwXgs4sIi2rZZtS3wkJCXp4nqJ2737733ye2cqX3FnVmfRyKzItO2WzJEj5XI0eaB9QrSijOsnQCW7iQRozypcLC/0Rt1hCYzf+VC1zjk8q4Jq11wbGWLYzojzZcfMcsXMTYdg/RzNFEzMLLAhF12Uo0eia3SBwyj6hAdrEipFmjeNx7i3gen3yiiZOJnv2F/2YWns4qIiRyFRE6N9BmRYhbt0iOiFAB5pQpIECm8uWLR3xWWAjKywPNXeDDrQrdxUpjx9Ln830oLw/2YDSvxWEVmpgIe5/r1hXv6/8mP4a28K9/MfLr9RqhoEAohzR6tC6wK9u0iWCxiJ8X+fn8HHYKsp8fFxP6+JAcHV2859J/6JzStSIkPRJdBL5eD/jLiJNE5lyOF/r6ened0bqKaL1TE7FplSdq7aX3Xo8qF1HsFhXhEBlS4zR0KCwWC6Tx47l4dcAAICUFFoWBChjee08CYwreeYscHE8JQuYi7tOVnGxBWOkwZNzJUr8BkQDIpkiFkgTIsvE4OYtkFcWRV6ve4r7Ciq5tG/iPojj+FhbythoB7hXHDU0UcbYo7xUFkqUQvpIFsvxoqlB978QxcnlfJgVQNAqTCGizD1CYxzag0Z96bo2ZY63jaK1j0hRg0hR7HBZ9wAPUMfVcyj/Q2vV9IR+sK39bc7MY4LbBui9UH2BiBCYrQuMnyzz4ShZISiEUmyW0bYgsBfCVLHA2BhexaSnqHEdHA1euFKJmTRmXLgG+vup9feYZwrZtimobnLeV2a0qykR5lNvJNs6KAhSSBFWWoVpmSQIxBuasRiRJUFauBPXo4TlJWmeN7fHxsaeTrWeY5cED+AQEcHF5QYF3A2qSjijWQXZDBeBif6sLQncOlqqSux6HxOztVlTZtThu4mbzi1K/okq63rTTLMWtp4RnVnnZbW7Yp58S+/BDkvr187i5BMgyrWHMQY58D6JCYwV3NaXM0FCZYDN2MOuMWStdYSEhJ0c95OcLYVhJPXvyG5oRJ1eLMyqy7kUcLbuVyb7/niu2BwR4zIs0dqx2vwsKvHNtY4bDKrK/Rbi3BQXku2g+jRol6ToeNzKqKC4FYS1sJG9dnXjDMVHjEKuGWhc4HpdAtUbplMbHVOs2Gu/58xkFB8suYf58Zno8Rc4Q0fTx8aDAQGN3O+7hnXckysmBR8jP158bs06a9da3lkK/aD2FhbzN63/wIalPH3EDl/x8kgYPdiijBwQQW7tWTEqk863yz82l7MBAIoACMzMpWObzIoeH87PKyfjtkX8LzZzRJjlYIPfHWUQoYtFlJIoy8rVmVI9IeaJ1iPpO02ufSLtERJJmx0RkDozEhF6KJKUJE1z92QUF0XI/PztxZfcj96Oxjy61vx4Elh4RbyRGs7Kh/VZ/S6VKyaqhxPiRhMxMwsOHuuI5qW9fYtu2FR/xIXoYCRL2bOVKkkuV4iEoyMUixx7vFFRFn8VB2JvNrzWvTmIEvyUO608jgqmoRI3XfgofkRjJDIilavsbH+MWjIJB0fifQjLsPhiL0nYzYMRFHU+j/JcuQfNc0ApBQepE2eTJklcEojfr0KxvV+dQUADavNWX5FKlSOrd277PfPLzuaW71ln08CFJw4bZz3y5VCliq1ebv5CpnBP3Q0NdAEgfAq7fGCsgeLFdUh+FaoTb/zYCy5lpBSKHSaGiKOo6WCK6IyIEmRkCzdsgQD0bfqiNTORF2vCo+idCwInMj8hHUoPAYl99RfMHD6aHViLLmcDy5pBxIbC85Uw6c3g2baJevSR6+BCUmspDdrajbfPnMypTRqbAT8bz25JoXZmZhNRU1+Cuy2AEgVBUwkTjr01vTg4OJvbZZ8YcJW9R2R/lgWWbvxUraOBA6X+UfoxZbtd/s63ubb5/37EPPEIao1RLKUpNBd1PBSnWQKkgJd07GAIRgtgWl5XF25GXZ8ypEf3tLaq6Vlizhp8XthASwgmuMWM4Z+u/NbeiHLHff2ckPf88j8nLI6Smkl9qKr2/cCF917u3OuRQTo4LCj9bvFicG21E4CgKXY2J8SCwnPUENQksbyRWRgSZXj9E6B43Asv5kbiYksH219CKUEu+6a5vpWUmRuSZrjiDRlsZESKTkhwhORmlU1PVrZ/UylL7q9eGR9U/PfhhvfnQmkvS0UHLyQGSkoAHD0BBQaDISO7jLiAAQ+fPx/evveY6xukA8jQQPFIBJAGUBJBFQweDyBOWglT0zAoLebvS0tTl4v7+eOgfimVrAxBZvxwi65fD0I9DkZTE8VP79iUkJ1sw2X8GghfM4GXZoBtIWylEevVV+ERFuQS2fz/PbwuKoq5EQqRtx02kHtz7LWBSRcOGgUaO9FwDavuVdHQSjaw21SaQBHQc3fvorteYm4uAgiyEhOirRQqA97tUpze1evFadepBlGj56darW2fZGW4HvXYwBrRpI6N+fR6iomRERfnYQ2TVUgj/5xCionzwWKQMFm6FbQgHWBvP5WtWxUXPB3pmJtBveClE1i+HNRtLeDhyVltuIvWJILpotVEtT8+e/LxITrYgKcmCiVZr1jlzJMybxzzmhwxwMtX+JxMoKGrjoLUtCwqA9HQA+flAUhJKbFqLcvUj8W7VMlj04Yfos2oVPnNysI4HD4CkJEiTJkFasMB+7iMgQL8hWjrZGoDlVa5dw/WYGJBVb4n8/WG5fh2puuadAAAgAElEQVQUYfVQYLFwpHmRgdFboCKLkki7H1rW3iSgY87rIBeWlqIlIhTlVInqeIiy77wV87m1MyI52cMn0l9163rH0RJtiwgXy4iVKVKfKCCnWWtCq187Hx8fYrNne6T7rndvl/FUAKJf3EpJAtFNENV0SnOYxyk3QWTR4GCptS0/n3DrFvnt+Z0qVZIpqnMTQnKyetu3biVp6FDH7+++I7lSJZIrVaLBE0pRRga/3c2axahSJZlC5k7l1oxpaYTsbM6ZSkkh3LrFuVyKQlKvXryMwEBNfQ0cO8bzuIPFmuEIeSGGtFt+fvxx8bC8veWqFbFctno19esnFauoqLg4SMUBZupNW0TrFakjOFhbB6myFYBUAYh8QPR08Yi+tN716ycRW7WKc8kHDqQV6wLo1i1oBmedp/8m12j2bGYfs+nT2X9kfYroGKqFPXsYF+9FRlJwsEwDBkj04AEodYHj3F703nt2Dr00bpyrtGL27KKfJxr7PzoxkfJ8fYkAyvX35+nS0hxcrEqVCHfumDsnHxXnXeA80+RguRB3RhwQLQrO/b3e7VctnRbpL8Ip0qKoVahLcvurS4mr9clMW9TS65Upkt+dO+h+dRLph4gPOcGHVMbS5Ub3PICKAC45JWjO41hFABkaNxI1Tt21a/CJiUG9EZ2QkGDB1o+PQX71VdWrIHXpAsXJBRD16QNLQgIs169jYdBozJ0rgTFg1ChCQoIF/W5OBlu9GtK4cWAbNwI3b0Lq3Rs+MTFgO3ZwbKk1a2BJSACaNNEcD58WLeATE2O9NqqwNbQ4VETG7mTISzc8WuVr3TyNruBq8+Q+B0bYb6TvHssbfFOtZqlxVL0ZLiOjJve6iYrWFy1molq5RMbMR5H6me0bUAOg37XzG3FsjJamex5lyRL029QJMTE+muGff8TnzuwWEumnqNGy3nbT23ZGfdEzxNebE4qLg/Ldd+jQgfDVVwq2b2cYNszTeyBbuhTSZ5+JD67eZhBgC/9Towb8bFaDKh1kt29DbttWe3K03MSpTaIWi4/IuH8iB4HW98CjLL3OGJ0YIv7YjKAZjMQhWnmMfAXCQTx6mD17W663743eiSDMqQHDac2ZiNdltVMkLAxUtSqQlgZ27x4oI4Oj91nTJUVFITs4GMHZ2UBZAMEAAt2aaXQgXQWqKsAp29ojDfPbwkL43UlAbFVCxYomTnS1foeFIe1uaVy5cg/h4RzxOiKCEJqfgsyMDC5HTEgASpQABQQAd+4AV64A5coBAQGg8uUBZ99ZAHDjBpjzYXH1Kuzw0ba0RhcKPXa16DpR67PofGu1Q+R0N4u8KHhIeYOAUVRrbcYAXKkKEPM4G5lPIVDhFuh6DJhfPljlG6riL5dhzwoG7pYFK5kJRCWbmgaR/pmRjFSpAuTlEeLjPTMVArgCjl9buZI4mrqZqddNEx3Nzxv359YtMDX5oYn1okesivRNFGpBFCvYbF/0kAm0pFu5uUBiWgA/t6xPdjaQ9CAEWdXKIik9HSWSk3EvIwO4cgXM5vwZAJUuzQ9GZ2fdehNNgvAJRgMoy6CYGLDr182ddSKLUk80qPU9Ji8gbpwfFwV3NSV3I1acnmm5aB49JWARCySD8qXCQmp54ICD/e0sIhStz4wJuhmfa96Yk4qMjQlWrS2USkuj2ufPU+Tdu6pK7tLYsYQLF7gYzZrns5Ej6Xzt2nTh2xDKzFRRUn0FRLVB5K+paUQEuPik9Aj5+eS353d6/nnJpfxDh0Byu3ZifXQbD7ZkCclRUTRihEQXLoAuXAD1GlHORdGSzZlDUt++JJcqRTExMgV/v4z33zlY2y099xzJ9eqRXKKEp9jQGQjXzLyYAKcVEhF6o1BfVPa6SagSm4hQS/xRVEs0YVGX1RehwixEtc8T1T5PSvVLRJF3SdnxFH9nBRrVq0dRQMqGV3h0n2+LVcRWFMV3PViCqlVlio/3TpHdWxGhZrh2jeSGDalaNZkuX/6fAf5ZHCLCRyGqtoWcHH6erdkSSNLbb/N99fPP1LWrRJs3M5J69iQQUdfNm2lquXLqAKJTpwobvlS4cYNqnz/vUJYXNKbJCgqyq43k+vs70qSmklyrFhcTxsTwczY+3pwiu5k4UVUlg76pAo06K7gbkvFGpLbojVfUdYu3bmWcqFJJUdD88GH82bq1S9I8Pz/8U6OGMXVqBLQq2h8z12wjzoMZCl5rfpzyh92/jwq3bqHHhg0YP2MGVr35JkZ/+inuli3Lk0RFgSIiIM2eDWn2bCjjxkHp1g2oWBGjZs/GqNmzIY0YgS+k5ejdNQMhIU5V/mCtphuAy9a4vwEUuHIG6p07h3w/P/xVv77nOrl7F5Xf7YTt/yjaQ6N2dVTrb0oKcOcOqGVLUNeuWLBgGRYskEDR0VDmzAFK/QNpi9X3W926UEaMgJSWhsX9tuLf/34Xhz91LfPvTzYg96nnoPz73wAAqWNHzgEDgPPnwRQFOHfOE9gPVlZB7dpcAfXSJf15LlkSiInh/6enAzdvunbf5hMlORk4e9aFK4AyZcSv73rrR09eQSb9iWjtm1KlkBZYAYmJN+wXbxLA5fWGQSv0+OUDF+pax7YMEJUM1mEnCA6QXcotAXa5umvXQ7KA2OtgmSWBhMo88n4Y6FZ5sAqJwL1w4HY5lz2AqCQgMtnU0St6NLgfwQBAjAH16gGFhWAXL4J8fYEqVZBw6RJeeknG2bMW1ekXbRMJYEDrPvHxqDHmFQRJ57D+3xZUq2auPqO1YLSMbe/S0oBbtxzxd+4wU30XEcqIiFL19kBenuMIuXg9EL0m1wQ99hiU5cuBrCzg+nVkZgIJ6aFAxYoAgH+9/DK2pqVBHjSI1xURwc8LAIiK0mXtVbxxA6WsahCLPvgAbfbvR/9vvsH61193+CFWa6zToJyrVw9Njx4Fs/5vH7TSpWHZtQs+lSuD3boFnwYNQHXrwnL6tP5Ei9IL3rLFicxz6jWBRkXNFs1wb0Q5Ol6afqqlDcrKcuFa2bhYf9eoIcYdE1FiN6GMbIpjIUpxm1XEd8vf59tvidy4e7NGjXJJo+YywR1XSRo2jBatCqUTJ2APzvAI9r+dQeQLDwV5C2Pq43LjBlWvLnvc4uwcLCNui1U5HidO2HFdfHx8qGJFmZo04SFq9kdcYV5RCNevE06c4AqWBQUkjRhBX6x0KMY796dRI5lw/jzh3DlXXC0iktu3J7lJE5J9fV0xXvz9SW7ShKTOnXnay5c1uQlyWBhPO3y4g1v1yy+83CpVDEESpREjCElJReNgmXlfDErvRjANReGoCL+3crDIP9fJYEPFVU5OCaK1r3P3Oo2OEzU6Tkr1S6S0+JPoclWiXe2JYuN5+tL3iKZOIEqOIProU6LIu/Y8FJ1INGgx0Z2oInMwRN4/8YRMckgIj7l3j6+1ypUJV6+Sj48P1a9fPO5zisLBktu1o0OHilavGY5XRgZczq6rV0H37oEmflGG7zdbqFRJiIP1KDG9Cgpc2/qvX0rY2ye9+aYrV/j33x3nwSuvuO61pUtJLluW5CZNiM2fL7xn177+usd3lQCK27vX1HlxqFkzOvrEE57vkpNJbtjQcQ7WqME5WcXBkTcjFTNxHhq6ymFmFQH0FM6MzMCNrqEkYJesdSt2irfIMo40awbfggI0PnmSU/v+/jjTsKHxVUJEsVePsjXrAFdrLEWuRe7jpiVPVunLvYgIXI2NRey1a/yGVrYsd5ztlI4qVQKVLQt29642sT53LgYPB9hXR+xxy4aeRe1K2ahfHwi06mfhJwDPA7gH0HGA2WAbmgI4csSjXP/0ZDRs6Nr2Bw+A8zdCQLVrq7MuUlO53hQApKeD/fYbpP37AT8/UNOmQGIinut0E2+9xU2uF2zdhO/3NQN16wa2di2kLVugPPMMaMAAKHPmYOhIAFiOpjXTXdtRpR4QEAC5c2coM2eCOnXiDm2JYNm9m7uEaNcOdPCgQx+tZElYjhxxtLtECd4mtWXxxBNQFixwjevYEZaOHcGWL4c8cCAoKgqoXFl9mx46BLZ3L+iVV8yxGbz1oswYfPPz0ci61wAgJzAQfzVoUARWhrmmFdd7AoERAw434xH3wwDffFDd82CnH+dxieWBLwYDPTYAK/ry/DufAjrsBIbNA7Z3AWaNAXr8ALywHfh4GmjJQLDZo4Bhc4G5I/gwTJkETJkMVE4ARn9WpPaLjN/BgxbEdbDgyJEjYBlOlib+/qAGDZCbeQZHjgBBQZzJVZS6vH2odm2cv3ECjGUBgOsZIr4chZ6MDGDl1jAM/6a2Pa5DB0LTpoRPsruAjo519GntWkgTJoA5s7WKoe+2dp86xZnatqdJE+6qh6zeu44fBzJzfNFpgsPYhipUgHJ0g2cDMjPtrC0qVQqo7sppRZkyUEaOBDk7clbrgFtnrlSrhiPNmqHGP/+g9P37YAAu1qqFrJAQU4PR4vBhdZiFMmVg+fFH+Fh18tjVq5DffBOW48e1v5NmJUaqm94Ed0wlv4p+N+lzsMyaZxezTkZxhdD792l/q1a0v1Ur2uBGxRc5/AcdShZp7HXa/cK2bXS5alVSAJrjxC1xpu6dgefsHCwDEFlpwACS27ShVZuD6MEDlVZ0BJEEopYgSwGoTRuZ2rSWqY1sDSVk6t7dVScnOxu0bBkjuVUrTdgJtn49v/mUK0dymzbEJk3inBzbre6770hu08Ye2MaNrty+27dJGjGC2B9/ODh0I0a45JHbtCFcvszf9erFf9u4RW7jK7dp47iNlSnjvZ6esx7ZsmX8VjpkiBjX2FtOrJE+g1s7y96+7cKdPFenjnh7FMWFg2VWD0sEgFEIMNPGwWIWolb7HeHFfxFdr+TgYBGIsoJI2d+KlP2tiPa3Ipo3hL9//kderlUHS7HpYH05kLuoefV7ex7l7eU8btYo0xwQNfcqeij3trgHD9zQs6OjCQcO2PeOj48PNW0qa5ZpBibi+nXQgQOu4YXhNYn9+qvuWpMGDbLvtdWbgygnR7+v3qwFItDOnczBUdaSCjhzfmbMsHOwRBDYRVHajx0DRb3Q3OWM2bVHto/Zzj0yyW3acOBQAX1TtmePg3vVtav3HGiNvTt97FhKDQsjAujJnTuLpAPskSYhwXV9Nm6sL7kxmrtHgeyuoYNlkwz6uHOvSIusdueMaP0VoSyN8qu1wZ3K1KtHJX1GaCjiDhzQt6oj0uYeaVkg6PVd61plNJZq1LGI/ouZcXbr5/YuXcCIMHT+fMTbLHkMbgXs77+BvXt50rp1gYgIj7FQvvoKAPBWz56AZSsqlnno2sQfW4GFH0abXYWQfIA/9ljAfgPQ2XobCAXwHoDDAGvOOVfff88wcKAM1M4Es9YPABQezq+5jAGRkVDatgV17MiBN93Gl3r3hqVPH+0bS9myXCfLKd79t/OjrF6tba8PwLJ7N6RnnwWzWIDTp4FDh4CWLbU5v954jhW17BG99emVT6QLZKrpoNhI59Ld8tckF0DEl7qAwbG1DwTmlw8ciHN9keDE3c0OAtb1BBs5B2h8gsfdD1PvrnN9YMDBlmDJkY6xavcHUOmGV33XUnXRWyaSBLRqRfjzT6sebkoKfNq1c0mblQX88QdDaCjh8cfNMQMA4Pp14Pp1huV7qmDdnzGu4ztiBOiZZ3QLUb780h71VsOGaFrvLGrU0O8rqeBBmmbUCppqXrvGcPMmwZnhb2Z7Oa/DI0eAlz9rhaQVW/lZan06dO4MtnMnGBEoIACWzL2qZ5ARt4XduwecPw/UqWMs/RG0Gh4/YwYYEZofPoz7YWHGwKNmBsnfH9S0KdjRo+rpRdAM9CRKWmekiEKnWn6nc89GT9mV3IlIHMld6xQzq2Qmkl90sZu1KRZRzC+Othu1z9sxMJPHCMndOp8/vvgifuzSRXue3R5p9mxg9mwAgGXjRtBLL2mWr7z4It5acZ/zuCUHBouycSOkp97E9j+2w1dWIBUCT3UmxwcpDcCTAJUFclYB39+wElcA2MWLkF55BfTEE/x3kyZQ6tUDGAO1bw9q3159w+gRq2YIG4EvINu9G9SuHSDLUHbsALKz4VO6NOTu3WFJTPTu9PeG6lCbF+e/3papcVg6Q6Kofk1EoUMMqhZVbCZB5AqXetxIRNW74rVYsAHfAE2OAjs6ADmBwB/tQC9uA7PlsaXN9wOuVAW7yMVQ9MpGsLkj+Pv4KqD4qmDVL6tOi949UOR+p/H9wrZtFkRE+GimuXyZoUMHGa1aEfbssYClAXQCYJEANdRG6rhxA/jnH4Z1h6tg1cHqoLfeAk3p4Ujw999cxHb3rkOxWqujZAKXT+O+q0VPpKcDx44xnL5RGnj8cXHtdOvz3XcSqlcnjBpFhmtFra3OT58+Mm7/ugYID3cpgEaOhLR7F55sa8GuQ1CnINUWy/37wIkTjnVy6BDk99+HMn48KDraIfs1s/9UFuG4mTPhVef1MBmJgKgoWFatgk+tWmLfQbOHhfsC0SIy9c4pt3j3ltg5WHA/EI30q4w2gIhJj5nDW2+SRHaZkZWTURuMylI76USuyVp1GL0n0rfu0qLMtdpiQHwBANWqBaVjR7Dz58Fu3gTVrw/cuwd25w7YyZP8xAZATZoA8fFgNlc2AKRx46D07Mm5SaGhLlUrW7bghW7dgIIC+ALY9kw+nvn9d9fFehdIfwbYKjF0hMMdTVq5cjg0eDC3gHEHABUBwSQDXyju4+2+CQ1ufuzLL0Ft2jjSyDKUp54CO3tWnGvrXvbt22BnzoCdO8d/JySA/fKLa/YaNTjokdZa8BawR2DP5fn74+dOneyvEmz6YSKHm4ntoJZV66hSu8QabkerpaCukVJIFtDqAJBSBrTtRbBbFYDkSLA6F/jfk42AsneBhqfB4qsCiz4AnasH1DkPdi0W+JmPE63tBXb8CWDaBG59qPON12NUmnkUBdi5k8HXl9C6NWHPHkkz7f37wNFfgWYnAPYxgOYAWwygkWt7EhKACxcY/vUvhm+/laCM6wXllykekyYtXAhp6VJYVqwAvfmm9sfXaQCodWvsO3EVFSpkq+piiai72orOygL+/JPh4t0wfLSlJdCwIZRp04wlBUXAbyMygWFm+2Dv2IFOX74IqUMhtmxREBAOMcv79HSwFSsgjxnjUmzZKwfw+BcdkVijPU71mQs0aGBsga21CLWkU2bOEL3LZW4u2L595r6XauemVj1aesxG57/WdxYaOliazp5FnTiLurARdYasV7aR02Y9K0Ajq0Q9C0URVzMiMmGzVpJ6Y2xkJWjkysiMA2xna8H33rPrYLG5c0muWNFVN+uTT0hu0EDdlcyVK4ay98DsbA/rFK2/5wHqKknUqnFjYtu22QOOHxeTy4uuI7O6C3rlpaZyfRez1qY2/bG1a42tB3v3dhkP94Bbt7yziH1Ueoi2/DduUOU5g+nLL5mwHpKofoup8PImUrpsJaXbRk9dnqQyRF22Er23iMddqcJ/28KI2UTbnyOly1aiGWN4mj/a8HfTx3Irwu3PuebpspXrahWjxaBR3206WJGRMqWlgTp2lHTX1NOS5LL3qJujrIQE0LZtjAYNci1DmjhRU7fKx8fH04rQQE9Grl3bBaNLVAfP9jczk7dz/relSOralaQxY8TXp7Nu08aNJNepQz4+PvTpp2JYWEZzWbOmTLh2zbW/YWGUkwPavp3Rln9JJPXoIbbnDh9WncNXXuG6jX/8wajRRx0Ip0//d/WP3fPn5zvOqeXLjXWw/pOW0Ab5VHWwODHG7CJCXdJaz4LNiFwX4aIYcVRE0pnF8zIrfjRTt2h+kfab0bkRGQuRMdXi1tiSnTgBZeRIKODsZwBgBw9CnjJFrB5n1uq2bYCigF5+GRZZxqZu3QAAJR4+xPM//eRxO7D9rQNgi6LgzIkTmN61K4+sANx8tTUO0+eAVXxouu8CFqqqNzZRN0R5eWA//wzq3Fn/dqZSN1WsCMXWV7UuXLwIad06YN06UP36IBUAIYqIAMqXF1tPejdWo1ur0a3fjVvB9u5Fh78XYdBScXaMWeBoEgFn3tzdIdpzn+LIFNDWlxzpq14Ftr3kefl97ifHmm27jwfb8/xPoOd+MhQBmrWIdL/A6xleyzLQtauCkBAgLABY01XBoN+BbAA7JFduVjgR4pz2nvNevHEDmP1DLL48ahXVN4jnHFqAiwK3bOE6mjVr8gacPg1YLZaF1ohKGi1Ggtb2y80Ffv2VITEzBEN/fhaIjYWyeZbXim7UvTuUixchT52K8+cZLl8mDwM9s88zzxBu7f8VOScj+blQogTohRew7d/r0HvzS7BIvlC+X6e/YASftm0JH17bib5Lltj1ZDX3tV49RrrXevrGbvlliwUvrV+Pwrffxk+SJHZmuNclyqI2QiEgEnP5Z/yN07Ai/J9mOfd/OXjLTfGmbAEkerZ8OcnVq/Mb6Lp1rtytzp11b8G4csX1JrhlC7Hvvye5RAmSfX096iyVlkbbXniBFIAyQkLop06dyB2zyxnfTAGIuoPWr2ckvfWWOAdLlJtpZMEiYsmSmkpyUBBJ779v3mG4wHtpyhQHN3HePO3+eMOJ1Usv0laD9eeM5G4mGHEuzFqa6VmceWu1JmLV5k1+M9aGqnEPQbTEsZduA/S8xDlRZWSZekoSTbFyr+z7rTyI5nLO1QdzYol9/bVjDn/5heTGjV252jNn8vcnT5LUqZMj3sbBEsT+s3GwzFiL5uSAFn0bTFLPniSNHFn0b5iNkzx1qr0fc+cyr6w/3eMGD5aoZ0+JAlZ+Tez77wn5+fwcKyw0h0Bu5WDJ0dEk9exJcvv2VKmSTPPn83ZeuwYa9FlVYkuXeocF5a3VsUaQCgupz7ff8nPeKpXwwAR05mCZ9Ygh6gHGyGJa572mFSFTcYasq+8jinmldQMw0tkyqy+lRU3rUbYi/xu11agdagrVorpRROK3CTX9IG+tIozyEIHeeQd0+DCY8y3U9vrJJ6FYkcPZb7+5+LcCrJyqyEjQyy8DeXmQ+vcHPfssqEcP1StoelgY3v72W8wfOhR3y5bFgiFDMHPsWCA1FezXXxEJ4BkiV7l3AoADBld9ESR9M7cfo/fOY+nvD3r7bSgLF2rnE1EsUusLkdi8OseJrEvSgZQ22jd6OoJue4RiY3HlQgscOfInbNBgZox9jd7rNU9LbUOPK2ak1qjXdb16dBiYmmNhdHxqjlkWQIOs6QBEA/hUUXCYMbxHhMmK4vptAIAo4EYZYPbGWCwOGQN6913H+fDss1CIwDZsAPvrL7CzZ8HOnAHWrAFbvx7Sjh1iZ6oKO466dMG2Xbfwbs8sBAUZjzXA9ceGTC0DJX6N8bdNi0OhVnj9+qB69cDOncPJkwxrrMU3b06qqPMi62jBAj7W5cu/h+RkhsLUVCgrVgjtHXua1FRIv/3Gk9apA2XNGrBff0XjpXsxZAhP/+efDF9fagda1k8fL9Gsdb+ab1wBa3nfggJ8+/bbYABCACxSFGzX4mLpGeiQAUqAHm1hRAsY9RlO/nRhxRf9j3Ow/pucr/+NXLei+okTxS1x+1/q39/BwdLQBZPj4rQ5WYmJhNOnSQ4LI2Rlid3OnOOOHSMfHx9qJ8seHC0FoPXMysEy0qkzi9ViBnPFSKfOzE3KxPyocrCKcDMzvQ4FfZFplWPDwTLCwHoUfvqK8l6YYyT4Xq9M0bK16nPRz0rx5AafB6iRdW+pcYwJoE3M4ddOK7Bp03Q52i46WIJ7T65enW7c0O+zc3xiIkiOjS3eM9TGLf74Y48+LV3KDDHCjOaxXDmZn5MZGebbevy4Qwfuqaf4PFh9EdrqW7OGkdS3b/F+x4vAIfLPzXVZW4mAOAeruHSqjM4wg/xqHCwJ/5eeokIg/095RPXYRMbDG2sQQd0u5YUXuK6PWhHr1nHdjA4duDKI1g1BrT0qbWMa/6veetzZATocKbZzJwfzcS9Lq51qWFhGtyG19mnNs9rt0oiLTAYWlEY+A0XXEgmYvIlwf3WWlclloXs5d48XNaxUuwi7X6qF9LwMhlGtXNGp1VtKHuNYAqA3HByqTACbnHARbfpW5BQAIJYIT8bHg/3xh3bDHn8cZAPQsr1q2RJKv37c0lVrQAXWHmk4+3DuW24usG5rMOj118Xr0krj/jx4AOTkOLK1aAGlXz/sT6mNy5e115iRjp3uGinCeZ+QwLBrlyAsjZn9bzReepBIztxrkU4YcZWMOFQim07rPHOvU6PPzlJBFxEhGe1ivQaIHM56J1hxAZXqiRpFRXvFFefNIwJoKuJEV+90dW+zAQipnqK73kaljz6CwhhYQoIj2bp1YJmZkMdy1xOWDz4AW7ECkCTQgAEuGFm6It7ISCgDByLxzh0s2bIFFQE8ZxUVEoDqRBh08SIu7NmDPU8+KYZ75lYf27EDHf8Yg0snm+JqjzHcHY1ZrDejOfKmDD2n4yLid62vuNqe0xOj6M2R1r4QgD+h2rVx/lpb7N+/B3FxxrSs3hLVa5qRZMS9eUbev/SILBEtC6NytaZH7fhU85yl1kciAEFWyIWSfO/kAUiRGF6BAiQB2GhND1diqxGAfkePYs+4cVCmT+d4b26VUadOUIggTZkCduoUqGVLWD75BIiLg2QTK6pNpoBag5a+tC0uLw9YuCwQY5OGQJn2iTolpjYxWiJD5+fkSTArrp3SuzcQGAjq3h3Uti3WDByIJw9dRPXqpD/uOp+NPn04Y3/p6uXIG/Ch4xJqtN+dxVVly4K6dLG7OjtdrhO+GfMznnqbUOMYob1M2EU6IJ1633+teCPVG5W6mKJgwNdfq2Pn2eJKl4Zic/flPphGIl2j/onoG2idaxrrkxybV1BEqOX0ubgUs/83iQP/f6nbSJSjAxvgIiI0ofTIpk0jadgwkkNDPcWGhYWeYjcjhet9+8jHx4c6SZJDyd3p77J33vGqj+y336jzhN3xkR8AACAASURBVMZ0+jSoa1eJ2E8/ufZjwwZiCxZwB9F6oleRvWMmTkvEefIksQULiC1Y4GJoIL38sj1eLeDqVXH2v4hD9qK667GFgwepzcQnae9ecTGcCCSDGUVzs+WJukQRFRMaufQxEo8VpS32/485xDY3AfoXYw6xYTXQySGgTp0kklu04Gtqzx7V9SGNH8/PCyeHwlK/fvowDRrrxiYidO+De3/T0kBy2bLeibENRNs2Vzls1CgPMZ40YAB99x0rsriYCDRmjES+8+cQLBZxYxyriFBu29a1zdu20SvWc5IAOty0KXdv81/+tkmFhR7iZ3cRodywoXm1l6KKNk3m13T2bIqzokWRknmUa93HiJ9udMN5VOJAgZuVWvzz24Galxy/N3UHEmIgJjcwuuZ6M+5u/aj/F/DM755ACAdbArKFodkR4I92DCesqAf0zDNQwsJAzii71ueVH4BKNwjrXwdul3O9atK4cSDGwEqXBsvKUh835/HNzgb7+mtHmogIUJ8+QFIS2Nq1YFbx3XXGsJUxvETkcgOq/9dfGGF1cXMSwJ6mTYG4OO3bDLhyfueDEzCt2wk0aAC8+CLh7Jl/Ib5OHaByZbAffkCvv8agXMENrFxxA0n9xjrQl933B+kYO+ixIPRuk2pznJUFlpjI/69XjyPaWx9p9Wqw06ehdOjAXQk5L4PcXP1bqRH7SMT9kxFAIakYZ7RogX30CT7ewTCVdqFtW31mg9bSN7s9jNIT6TMQi3JsqKUjHV/veigvRtJgEccERACLAjDCytliwD3Gby8AwBoAj/cGpp1UUH/DESDxCE6ltcROmurwosA9SwNHj4Li4kCNGvHoHTvAzp3jILxaa09DYVrp2xdLv5+JUYMyEBwsYJVvtA5FoVXU2hgaCpQsaTifZiXvtnwzZihYVHI0Ct4b7PD4bGQ8FRUFZfhwUEyMS5lVAbxADoOgZkePYvr48ZhAhF1PPy323Siu76rT4iPGMG/oUAybPx8PASxmDFm2d6GhoL59uUN7URm73oY0QysQ6SPNC2xou4jQ/levAtJHMVU9JfQ2jKi1m5GOid7pZMRuJkG8Dq12CKR9/t8coDm+KnCpJsOrPxDqXGCYMolwoxL0DxgysHAU8cdoJMoF0OwIMOcjhuONuccPAGh5EOj4KyBbgPZ/AMM/B040thJK3buDundXXaTvfgM8vYvhUAvgdnmonuw0YYKrxarWBzwrywWNmCIjody9C5aYCGnJEnv8ZcbwsSThH0VBTQAvWfvc9NgxND12DADwJ4BJbdtitxPKuNrzXO5mTH3pOBpaXYH07k3Y/OIKXH3iVVBMDKQlS/D+rOto1gzY+cR8JL3wDtjmzdxcSeuRJNBHH2mvOVEKQWuvxcVBadNGNb00bBjY6dOgbt1AffuKfa2Nvgx6el1aPhmN9rr7vmrZEvswFZN2AFPAiSyRc1BUKqtVBhkYmam9FzFkIgPvRGY1NES+A3rfBa22uuSpCNBs/n9VAFVcEvD0jz8OPP64gjNngH+2P3TRS0J2NqQtW8AsFlimTOGXm8xMfjk6ftyTCjESRwOg0aMxI/YrDHojw25JqKsRYYTBZPSBFaGiVQaQTBjSCakqko51n3PBFSpAmTXLI28dIrzhpvPU/MgRTJswAU2OHcPRpk2x+6mn9L/3auOp9y0XIEZIkvDR7Nl4KMvImzcP061qIhQSAmXsWNDw4cabRG1MRNRk9MoyGnMdwtsmIrT7ImRqvnREd60ZcEz3+OIE2zTyvScCbKqngSjCMXPblC9sZ/jkY+BKNWDiVOBCXeBCHYbqlwFJYeizkpz8u3LthsXvM6SF85hh84DgbAdXafp4QJEIPoUMY2e6Qv6ll2JYOJinjExmGPA12fNdjwFW9zYei4MtCeNm8PfjpxE++djTJxvAOXKPn3L8/uFV4FIt4PV1QOw13qa3viNcj2GcyCLCoCUMEfccWhyfj2DICYL+hz44GMr48Y64lBTIEyaotv3v6tUxrkcP1LlwAec2bQIAPAaum3UCwB7G0KZwH1rn7tfdWy++qMBZL5cxoEcPwsXD6xB/5Ah6t09A+fI8vl8/BZO3fI1XC9cjHKmaZSpgmDYtj/8ICACNGKFNHbhvZlLBERC5fZvksmoeTCK+2UQcBIroBrqvzxYtsJemYNIuVyJLxFsIkZgbTq1tbOYbovX9ET1+9L4VRoxMs35p1cYBADIzgS++UC+kUiV+0bh2DTh6lIEDijvKOXMGmPxjY/zYeDLoueccGffvB7KzYRk5EmjdGuz334EdO4ASJaAMGwZq0EB7jegQNsqHH2LB8imYODzT7jZHV3lcz5ec3pp1HvTjx8Gs8Adx+/ahvaJgNxH2u5VHnTvjxzNH0ejcKVhdo2quC717hup8iix8jbSXatbEpu7d8cqmTUB9gMUA2M6JrOZHjuDPli0BwEFkmfHpa/a77la2BcCEwEBINuIqOBjKxx+Dhg2Dqae4/LeKnHM68XYldz43biju/5ces2jnokSn9en6L6DhWWDmWE5cAcAaq+utt74Fpkxi+LUjcKsC8N6XQNkkhqgkYMI0oO9yYPJkhoUfArkBwMefAP55wMSpDFMnAsPnAtOttEdIFv8tKcDaXsDUiZy4+2ogUOkG8M4KgBGwqo/WSe4kGnR4/LaSQmT/D+DE1dSJwLVY4PRjwKs/APXOAR9/YvclDnJRh2V4fzHD5MnAmjeAtNLAyDkMoRm8nw8DoM12CAmBMnmyIy4lBRQdDXb7NqSlS1Wn6AJjmGJVCm1IhONEOA7gN0lCc0Z4CoS2bQnt25Pqeaq2BHr2JLD1K3H1KtD7bULFijx+4ECC9M1CdO9OCA/XPiAVBfCbMREAkJsbgJmzFXWOlpECu5EnebePFfvtN7AjR3iW7dvBbt4U3hrKoEFAVJTx3jCSNRXViXurVtiLKZi0i6Hdnt146inFLuUV/f6YTeutM2VviClvjhZvnTTo1ZuZCUyZwvdNmTKE995ThNt66hTD9jtNOHHlNFjs5ElQaCjnXNkyhYZC6dwZaNYMLtSRUeecFbiHD8ecivMwcqCDwNLcv2TCw7dOR9nRo3YvFW0UBZMVBW137sTENm1wwGlBUpcu2LptG7r9dRr16xM2bGC4eJGX8+abCqpW9XK9eIM67zQgl2rVwqTXXsP5LVvQ4DHCy+0J2O7I0vLgQXTYscOTi+W1OwTBw1VRIE2eDOnTT3nywEAokyeDhgzRLl9U5i7SPm8eI2MzR98UF9wGxVnJXdT/npHinQgitF4QQWfV8rtnlN7IR6CRgq9Bu1e8pRCBqMd6z3e72ymkQKFmh3jc6QZECnhczFWFbpbneUvf4+0YMZtozAyFfPJ5wzJCHO0sf5Pn+6caUa0LPN+dKIUGLSaqcEOhMTMUem2ddl/6fWPVaW3M3afNGKPQH22Idjyl0O52/N2wz3ldz/7C21HvLC/D5kLt+R/5+x1P8d8tDzjG8Gw93reql3mexGj+olQaiSm5uofbt4nNmkVs1iyS3n3X0DefXVmyXTtis2ZR3JRnaPduViT1TCNlYq341FRwX4TeKFya9CPJdu2yj5MtOKNsS2+95fHeFpCcbLxXjRRLzfrV1NtzBw4QmzWL2k9pT/v2qSuCayk9uyuB6ymkm0WFN1IW18M+MqMYr9Z2rfJF0eZtcZmZoA8/5OjZUVEyLVvGhPqpKKCTJ0HPT2pC7JdfPOfwwAEejAw+RH3DOsXJFSrQsGES5eR4jsvDh6Dh4wOJffGFdwYoav8fP05s1ixq27kz7XUypNndrh213rfP1Ujmp5/oxUmNaNw4iWp98qZ9T/WcWIPGjZPo+nXjdWSLCw6WCfn5Yn5q9caSiPD33yT17Em9e0tEK9w8YAA0c/RobsSzcydJ48YR9u0z/s6JfB+12kxE0rhxjvM5OJjPmZHfYjP0g2hbRYx5dMq0Kbk701TmRISCtwthscWjvO4V5concnUUpobVOEOOd8wtGYN2mZ+P5Cl8CtzLds2ZHMkwcjZQ4f+x995RVhRbw/evuoeZYYgDDDmPoIhIDoIooKJgwAiYuJgVEBOCqCAKKiIoYgK8ohJUvEZUlCCIAqISJUvOQxzSDDAzp/f3R588HeoMPu99n2+9vVatc7q7qrrCrl27dtytGDIc6m5VbMmET2+NKlOIBW7znE6nKg6Xt/N9e62wuK3i6u+FDj+HszHrKkWpE4p/fWTna7xKc8pQPDVSOFpWUfp4tDJ6AgrRoatKFWTQILtJO3eCUhjvv+9/8GjVChk0iIUj8lm8eA4hXVy/Q4kXBz5RRee0NBjy2HFeeOoppGxZ5Kmn/GMgio9zJJexkk6doFOnmLpk7VrbszbYyvFHjjjPV9A4IOZANmQIlCypt779TKUTXXPt2iHt2jH/17YwD15Q87n4Yr0l77aEdXSvPMKnuTbdD5y9mJFe6h86cRf9pEhO5XJy4OOPFSNHBkhPh7vvFs96o+/XrlXM3H0hctVVhee1XTv9CRKNWHJRz6xnn2XcwIEMHXqc4sVji+fnwxsT0pCDDycOZ24db94cad6cVkrRfubMMH++488/0+qPP2wuVkjHtGtXZgAz1q+3XSUEAxV+8nkm7NjBjvfe4aX7t1Kzpjeae+45gzPDXrTdNHi1Txc4zj0Xa8gQln0B/9n+CbfcJPCF/WrBJZcws2tXm/O4cCHGqFFIejrixi52Q3A66zyaMxiNZ1JTkYcfdseBOq5r/NpVlMWTAK0STVMl/Y+KBxNhL/7TV1HqT6RdZxNK5X/4OlLeJsYyDoBlwIAxsLuaLSJ8t48bxrYJtOXNhDEDYgmvq78PdxoU3PKZMPQFxarGwp8tITdNp6+2qHBfFThcHp4dYZc5VdxjJ4jfzdzy1KhhK0Oef37hafrjD4zp0+0il1yCde219v/OnZn54yLa/DSLyy6z61dfAAtBbgVaeU+3016go4YkAqmp8GTfHNL//SpHCkrzwsuCPP20N/zoaMfqIpGoy/jmG9+ZswYPjjiMjQ9f4eXrxsu509msn/btma9eYMjcITT90g6g3KOHRevWkSyTJinWrImto39/i1q1Cg+pzlDqGJrp4Hs/OtptynXaoIuyQr95efDUUwYlSsBTT1mMGmXFEFZ+0yNix22e9ndLpGfPs8PBXh11gRl54AEsw+CZEY+SYp1m1CgrxmexYVlU2rOHvfFBzb3gUAN3z+vUiZldu9J15kxmdu3KnCuu4Jdoa8iQBVzXrtClS6wV9c03gwgff1EL690nqXxmJwMGWFStGvvpoUMNTp6Ed2qOJL/fY4lbNXjlPe881t40hBe+VPx2/BOkfTvkxhtZ1rx5jKgz4f1MRxkyGvc89ZQNhJaFmCbWqFGQkuIPD26L1e+bZ7svF6F8WAcr3FY3QHTa7LysCryAWTfOn44FoBu29Gqv7mC6AZGf87GoOqbeoWi4Vrh7kmLjubCyia3s3XCtUG8TsVycsOZSRN8pYmkHrz0OyXnw6Ni4mZLYvJWyFEOGC7tqwCuDQBQ88Zrihq+Edx9yG9eI/pQTEKuob3Wap7hgLbz6pOL7q+HyudB0ZXRb7NwVDwjPjFBU2SdU3Ws/++hfii3nwItPQ5ljgmFp6B55Ld7QVauWffKJh5UPPoAQgdWkCWGWR6tWLPm+FUuXziKkciDzQb0D/AVqJGEiy4vrkIh6UTRopKXBww8LJ08ew5j0KsNeFOSZZ/T1sHQsZF0aJ716EbjoIlfQN0aPRu20LS+sZ57Beuwx2xxdJLGYoV7uKXQtCt1Oru3a8TPDWbB6NQB/fTeVl9RiWra0iauXDj/AtnoXxjRt9zujqXRqO4MGWUTvuSLw7LMGx48X7k6xYjBmjOUMllkgw4EawCBv34W6tgde+d0YPDroyAnlFhTAm28alCsnDB9uc610DcBDv3//rZi9swFy2WV6jqK9rGLFJ46sQ1m5914mZAxGHcvj5ZctkpJs7tWAp5KxrrqK/CefxKhbF2v4cOfB8TITjW7PwoWorCzk5ptZ1qIFzz3/PDO7duX31q1Z1ry5KxdJffih7cm+ceNY1wQ33cSnSsGBA2S9/hKvPbGbypXtLEOHGrxe8WVyq5SyrX6TkvwJF6/Jd3p33nmsrXo5G+ZPx3qwMdYjj6DmzcMIco9U0PLaEQj98JIbMMctEDV+PConh8DYsVCsmB3P0s26xG8Pd/IE7OU2x+290z7vBKc+9EQhK0LXS9fqoii+/3WCbCZSb1EoXd1+O73T+N68y2DQK4pRA2HUQNhWR3HVj/Dljbai+pOvwlMj4UBFW6QHwpAX4FAFxaBX4J0+NmF1JsVWVH/4TQiY0O9N+/mE+22CpkSOzRkaMtzOe7i8YsBoqLsVKu2HjfVh7KNRYkoHoA0L7aQw0EWD0rTbhQvWwF0fwFU/KrbVETbWV/R9W9hWR/H6Y7YfrEfHKpY1t0WCzz0vPDtCMeJZOF4abp9mK+sHTI+dws/W3Wth//knxqRJqI228zHr0kuxgqdHx/zTQf0c7Pp8e8NkFEgLfXrG63KjN0qVgkd6H0VNHsNzwy1kyBA9mNMNuOzQV7n8cnDyexPyM1SlCsbjj6N27cLq2dMmrpzWp85hQ9e60GtdubGGLr4YCRLMP/3SkMHfDKb+B0uYO1exbfRVSLduMdV8/k1VOHCA/a+NYOyAnVStahNWhw/DlEajyK1d2J+RKQWc6tOv0PMMgReOWKj/AOWBrdh+DAZ5E0tuaKioxlhFQZEi0KePQUEBpKYKo0dbnvSum6hy+XL496pWSO/e/mFIdOStfhbhLgS9NWYM5OXx8GP9MLHIH/cWc0rvoPjfv/DiLYshLY3DRw7yzNiKsYRWAlbiau1a1Lp1Ydc0y1q0YFmLFp6DrT78kPsOvsSy6ZmsmFAHq29fos0K5aabAPj0i4pYr/Qn/XQWAFMbjSTnrn5QvHjh/dGtvX4eyuPf/f477TZPptc7ATh/PqIegIzVqAttg5jvdipmYmB89RWyZQvSowdy6aW4BpxOxEIYMB5/HM6cITBuHPLgg3qO2XT28EQkZkX9loZuSFhMKPHxcfbvZ3fz5tTYvVtvx0j0+i+Lz/5b16U/Q92tEe7OrCttH1Fdv7cJoOjri5vgeHBP6/kJFI/yBflhbxADzALoNRmi3TScLAn/6W7nSz8C138dKbevCvzo4f6p/kZotwjWnQ+/t4ldkM2W23pWf7SCtRfYz9stUtT/2862tAVU2wNV9gmzOyv2VBO6/ACVsxS/XGITWEfLCt2+sS0HQ9cnt8LpVNFTFPHTz1i7FuP11yMAvm0b6pdfwvfWQw9hjRsXU48xbBgvpQ1n0CBBHgX1RvRoApcCo4EWzmDshZclgW4BbNwIF9zahMCKFXocIt215oZofeoxW7ZErVxJwerVEHImq8Na0XVI5dW+RPoTXd+vv6K2bLEfd+oENWo4b5YzZnDj3L6Uzd3Lf1qM5ERqBtK9u81WjG9zIICaMiW2gsOHqTdoEBsDgdjnbUEWFs1tgh+c+E1bIlMtAsnJSSQnCxMnWraFrEpsyFeuhCent+SnLq/CJZf4W495NU5XlcTnXk2ebHO1evWi3M6dGC0yOXjQnqOdO6HuFfUJbNyoP3hR31ATJqDWrcN64w3tyTR69WJc66nMnKmYPdsg8O23znpqgPrqKzhmI0e55RZcHXzpTrAfMGzZQv3PX6b9pg/o2FG4/fZYtxvPP28wYkREHSDwxhvIQw8lDoAufTArVEAdO0bByZOQnJwYHCSKFxJlGRdx3LMqVaLSunWEzclxEBF6LhI/kVuiIjk/8aNXfboONf0U5HT65bbJ+VHuUXUtuNROIDGuEWZ2dfMuaP982tOpTYqAKXxwl8M4BLlP2ekO78V9s/67vvD3uXEuG4LfXd7c1s2KptwXXQyLLo6MweoLIVqh/4euFNLx+vJGJ0BXelFQvU6yIrbj0Y8+8t+knUy+JTbOWvj5AmA70DwxfZhE9gVXk3IdZOWFPHSc8+oiIT+Hg25rQSf2oR/b36k/bnW2bx/maHkhX7nuOr5+9lnU+iwKnrkZatd2xxmGYUcOiG7Tjh0QMrDwaLIu/ncbUq+hjx/e+NiDOnBpmrgSV17ePwB27VLM31bHJq78Nliv/cILBrw41w4DJL16he+PlC9PBTzcNvjtSzpOSN3WQNT7EydsNSO/S66/3rk+rzH0IqxEvMV2deuyqdLFbH32I4oXt7j9dtEbHj/fdToqDH66muIT5N4PPvwWnu9kaNTlZlQU2o+CztuT7LwJiMN0YzH4YRu/XUrHOtHrvZfY4R+wFNBuY6Larn7fSuRexH8unIAzES+GiR7T/TgYftwbEdi5EyNaKRxQWVnewzdnDmrKFOSOO5zb3QvUOpA5cXqIY4HaQAt/fOa1PNzwQuiqWhVG9tnBoGefxXrxRf9KdIkep/xOc6vLevfy+u4Fl4ko6epwL/30NHzg0ho1yuYYZGToOSaOrrNCBfZNm8YTu3czZsAA+1km8Lz+EimKoXJRDtnRw3TvvQanT9vvTBEmnbJQtwKlgPf02xzzzguveO0dfnguXj/KabP2muOUFE68PpE77riP9HQYONDyhje3BZqIeCkO31p9+jB98lYua7yYyy4L8NHXr/D3lCm24+RogxydNee133jFjQq+a7JiBYNeeYXfW7dm7KOP2q8uvZTA1KnM3j6H22//IFz0+usTOPB4ITUd/OAEL15j7AeUZ6P64xW9QlMNQkV9Qyn1Dzoa/d8q9jsbJ3RF+c7/yasoZka6ytLxgDV6NOqPP8L31rBh0KCB3sbtdgx3yr97N8b992PMm5dY1zZvxnjxRSylbCJLYs3QpSmoV0DdD7wDzA9ytRaB2kOMmNCLJvEy9PPiNJcuDfd1z4bP32VQ9022OfULL/jPlVcDdE6ybrAadxl9+8LBg1jvvYfx2GNw8mRshpQUrClT9EQFRTksuCHcRHQ+o5viIqpxhfHoMS1RghM9ejBz/XqbwKoDMhFUJ+fp0ZV066ge6riecDsLf/ml4uRJu7LPLIsbRGA6kIx99P63+xBE17t8OYya38o2figK3klEWcwNDvzkq0lJnOl+B5+klSX11BG2P/esrSJQ1G/pDEw8QdSmDX+Nq8njFy3mmmuENqt+5sgRxbB39rK637tw7rl660GnHdHX1q22hV4oy4UXUqVZM3pOn87FCxcCMPaxx6BOHaROHf7e0oJN9bran/n6a1Y9/7HzFOoc+LyAEzAeeMAOKZabS+Cjj2wFfi9zbCdAPhs1A124TNSzsMuVlFADiqpY8H/DlYhS3P/E9X/jmOhyCTXcBqglS2JM/tX+/UiULPofuapWxXrpJdtbdJDAkgYNsEaMKNy1hQtjdLIA1JYtGCNGYAEkJ3Nb0mfcmCMQ0oV+AOQmYGYwf6j7FLau1bEi1uEwRF9lysC9N2VTP+NzNhwox+Ch2Eq5bux2L4VxP6TngLiMIUNg7dowkgYw+veHkiVRc+eiTp2CnBzU/Pmo/Pzw2FhffEGMfbyOUYuO+41E8UlRdCmcxsqLGxdVx26leLSOwdhJFqpD4a5pc4Hwl+gmGrnID/XcEP2hPOA7f9gWsUPi9PuwJb/dMQ5atdIbZx0dlkRdDziViW90cjJy442cOn2amRVrIVdc4Q83HpSsmjkTY9cu5PrrbXFk1Lu7Jk2iWxT+G9e/f9gjesmSkJ4OHTrYzIzKlX/m/rEPsPbx98L+sbTcLPjl2bUL45FHyCx/lNF3/Bx5v2cBFV+ogwDV9+xhQNDv1NgQgZyZiQTdy0ujRqxbfzPq008xNvxHD6h016gIaubMsLRBrrsugjcSqS+RcA2J4BQdq5ME+5wUye9DpUcjGC/A1MUYfnl0rBL8sEoinvt0TNCdxsDpW37uK3TdVPhhWr+6vOrTEdPpAJgDoAWGD8f49FOMxYv5p65KIrxXvDg7tm2jX05O5EX58vZCjW93dMDZ6G5v2YIxfDgYBufJRs7JB7YGCajOweKPAtuDbhsGA2308L7XUPkNXeh/mTJw3XVC++zD8OW7DB6Cu4l5or4i3BoUQn6LF8cYBgAY8+fH3s+eTeDjj2OcjcpVV/mbnTm1WxcJJhpk1g9/eFllOY2Py/OTwM+lFXJpnO6e6FWj433Gq7lO+f3UVz//PEByMkg+kYNFKVDT/L/911/w0MTmLLn7HWjRwnueveY0EeMILx1cJzcLTv9TU23LWZ1Bc+q4CNKlC/LXXxgTJ2LVr2/vl1HlGq5dy3UzZthFgK9uuAGyssKc3ujPXXQRlB+8CI4e1VPedmqvEz44cQLj229JbyZcO1EiQzbnAPx+IKxnWm3v3giRFRQXhus55xzknHNQK1bo4Q4nS0K//cUPuP32Jp290Uky4qff5gZvXuXi4Ebi8njrYPnJfL2QuZ/TOK88TnWerbd3XTm6jiz3bHTBdDbARJy66Yg4dY64fvpa8cAUBQfqpZdQQWIqMHw4cv/9BC6/HJWdzT9xZRw8yKe33067kyfJmTmTzOj2rVrFioEDGTRqlLb+jQpyZwhAjGeKt0Bqg7oa5A1Q+4DGQKWiWQnq6GC5qTKkp8N9Nx6GL8czuMvSyHcuuSTW87tTAxJZF1ENCLzyiuucGb17ow4csItPmGA7iApVFxK9uF01a2JNmOA+KG44Qcc6wM88Mx7JOpX1Q/Bu4+Ywn377ihfTxc+lgw4qdupSz54G771n8eWXFpdcIjbTwAJmBcskAx28UcGaNXDvW03588GJ0KyZN05z0sEqqhM5P7UBHd1aN3yp06ZQnho1Yh0ZO4gQoznexpgxGB9+iLRuzfBv9zBx4kpeeMGiZUs7z+jRAXq/8wjryk2BzEx9feZ4kX/o+d691HnxASbMDFC6dMRw4a+/YNAXLWg+4npGPPtsuI1Vg0SWKMUbISJLhB7Tp3P3U5f5iQAAIABJREFUpEm2NW4gwPtK8UW0c+FE3TTF5QlMm4Y6Ewx6n5qqZ1mqg1TdYFBnH/aCE7c6XeAxpIMVUrvyFhHq6M38v+u/e/1TunOJKKDGbzCrV6MOHrRvmjaFcuUgPR35h7wrpuzaRbsg8JYELheJcAyyszGXLtUaD+vGG5GHHkJ98gnGpEmFF8YGYE/wvhHQqHATQ584G19EfkMb+l+2LNx34yFaZc4Kv/t53QpeGAkyeLDjXCRkUBB/36JF5GQeVYfxr3+FTcgBjAULfPsjZctiPfYYxsSJBNx0yZSC33/HeOaZSLnLL7cJSL+26g68n5WjFwxqEqy6vq7clpDbEkyEmHIbop49DWbMUGRlmcycGcA0g+UMoHMU7LvU8fffts+sozUaseyRSdCkib8/M7e5TtQtg9NgenU2Uf2/BLn4cv31BBo2REKR3l3aoYCBV69h70qD2Q3vZtVXf2PM/Yv9+xXvvRegeXObAVhm4592hG0/pOEGKErBwYMYt95K9XK5fDrgtxip7erVcPe4Zizv/2/+rF6dxW3bcskvv/D8sGGAzck6f926mG/W3r6dznPmhB/9lAiTQ4cmuOSSMJfHuPZarK++iuhh+a3nou6LiTov9OFS6X0+DFt2UMJCwZ51Akd6Bcn0CuzqF9xXN9CjVzBnv6DSXt8rSiBQr3565fXrn844Jtpnr2CniYY8tiwxevaUpKQkUaNGCUeO+Acw1glUHPU/+fRpuWX69EKBSUO/2WXKyJjHHospoz75JBLQ+IYb7ICzW7bY715+We42DNkZOQ9GUiYi3xUtGHBR73XLLFiANOh3ubBxo9a8eL7TTMadd4pZsmR4LNW330YC+EYlNXduJGBruXKi3nhDzAsuELNkSTEvucQ9NWok5qWXRuqK75tuMNmirhc/fOa1ftevl8aNTdcAzG6BpXXhwS14sy58de9uSFqaGZ6Xdu1MOX3aP3B06H7TJqTZrQ3sefnrr6LjHj+4dMOzOrhCN6Bvovl82qImTxY1aVL4vvbWrdLu11+l3a+/SvvrrpOZHyrZuBH59cC50vHmDHvtjBkjF97dSpYvt8d45UrkvFubCZs3+7fNaS0cPiyVr20jCxciS5fGwsHatUiTXk2E1atjypc/eFCGDhsmAvJd165yzt9/x9Q56OWXw3hVQAYZdgBw9fbbibXRa28J5jHLlBGzfXshEPCuMxE84EdHFBUm/GidYLBnKxjsOZQKiQiV28nQ7Tjlp6+jyyP3ol7P1ot7UVwgu7XN678fNZ2ISFBX4dNvDHVFuTqitXHjwnH9rKeeQq69FuP551Ehi74GDWzZltPJSyeki4ulW15KCktbtIjVc4mC1bLHjtFw7Vr3k27lytCuHWr6dIw77+TOPXt43rKo7lTfFmC/tz62232i0nNdLxqh94cPKzYezoD69Z1PZn6hhfw4XQ6/1oAB0LdvJG+zZjHiwXAV0XpxubkYEyag/g56oo3SxZOGDbH69MEM1ikXXURg4sRIn5wGQBfXxA+yjiuZRGW7Go8TESXrSEJ0XDXE/3bvbvD994rPPrOoUEHo0sXk998VlqUnjty2DW4efC6rnvsMGjbU053SEe8mol6hE6Mqkf3Fi2ORAA5W06ZhDB0KlmVbJffuzfbatdlep47NmZk6lQNAl/pQTzZSHgMwMN5/n7VZWfT6w2TatACNG0Opzasi+qJ+Y6wUnD6NGVSeL1cqj5kvL6Vp08JdOHECVu8oE5m7YPnDFSrwVr9+KBFq7djB5nPOCb+/bdo0+rzzDkpnL9NZbxrmr+q338L+5rRCpnnBjB+H0+95Ip7kXd6rwjAcd4U4WImcOhLkeBSp3P9L//Pj6cahDKVdu4Rly8To3l3MunXFbNlSzIyMWO6G34lDh1vo8C759GlptnSpNFu6VHp+/HGYgxVKP3buHFMmhoP10EP2s7Fj5V//MmT3UsR6IFi2HyJL7WSF0kF3DpYbN8IrvxcXzI1L4fTNL79UYlaoYI97y5aiRozwHtNEOQY6nEUHTo/ZsqWYzZuHxzspKUnMqlVFzZhh/69XT1i2zE4bNgi//hqZm2uvTbz9Xv06G650omslyMHy4jq5zX/8PCcCO15wFErnnmvKd98pOXPGvl+5Eild2pTcJog0C6a2znXu2IFccN05wrp1RR8bXe73c8/ZsDx3bmLlE507vzyJ1JWVJUa/fjZs16gh6qOPYt9v3y51+neTli1NmT1byZYtyLJldmrb1hQ1caI06NlMVq9GWrY0I9xBP3jPz5e0ds3Dda1a5Q4jJ08i708vJcaDDzqOQblDh6TWtm2CiNwyfbosbdZMdlWrFuZevfvAA9LinnukqmnGcrD+qT0qyMFKSkoSCgrOjtbQ5az+D++xWRUrihw6FENOERINhkSFEi8i1BFh+bH0vFhtunUWhTWYCAvRi63pxZrU7YtfW/zGxW8D0emL35zpIB7LEnbvFuPmm2M21DCB5Scy8PrVRHqpubnSaNUquWPyZBGQJa1aSZ0tW2L6FU9gqU8/lTsHVZO9e4NI6fkgG7wyIo0QmaK/eelsfE4EkhNRlUidR4/aSDWUho0rL2bTpjFJvfWWHjJyQ0o66yx6TgKBWMKqfHlR8+aJWbu2cOaMsGpVROwXKhNFYJnp6YX64JfU++/rw5PX+vJDzn5jceqUFP/+C+nZ0/AlkJ3m24049xIxeokIo3/PPdeU7dtjn60phQSixOuWQqyLYuvZvRtpcFUde878CF8/EYoGfjN697Zxx+ef6+N9nf3Ha751xE8+omT10ksRGK5eXdTkybF17NwprFoltR/oInPnqvC8XXmlIWa9emKWLi3nnmtK2ozpQm6u1gEgpUUTWb3aHY/Ew8uvvyLGZZe59qfbV1/JqkaNZHfVqmGRYOjAOnTYMDGeeUaeMAxZBdLzzTf15kFHXSaUVq8Ws3hxMZs1S0zE60dk+9EbOipFOv2Mex4tIgzRU3ocrH+Sc/K/nYP1v7H9ugSMHzKNembcd18scfXmm8Lx44nrACVCeMUBePGcHGmwdq3U3L690DcKEVhvvy2PP25vhDIBkQqxelxSCZFp7pwpt81Tlzuhw8nyqzs+b3Y2sm5dbHp0RIbzadOP06Vz+nPbwNati6SNG4X8fGHTpsJ516yx9bLq1o1sTh07xpaPSsbQofb83XNP7LuDBxPTnfon+up2H0VkJcKxLGrS5XSFCKyY5yUjujXhVDryft8+pH6nmhGdoLPBezrzEEVgmbVq2bARTCxZos+d9DrUJcrB0u3rwYNiPPxwLMd26lRRw4fH9OO1MmXkWHXEaoBIA2THJ0ibNqaoadNsWD51Sqs9ZpPGsn59YnARJrAcSlz7zTeyp0qVGH2r6DR02DB5dPBgORS831epkqxt0EBu/Pzzf3ZvXL9ezORkm8j6J2DqbODzLOt34mAl5mj0f9sl/wOWjkWtT/6LVpf/hEWGiLdFlWXpx73zilnnpl8hhZWhTqWlsT5kOi16bgqUAjkE6lBc8/aDynaP8hHfFS/1D9FwzaMj7hcfVZcyZWxLw+j3Qx46SB+GAK8XUg4YMsTgs2YjkRtu0PuAGxzEz1GDBoXznnNO4cE6fRq1YQPSvDkFs4KWkWlpdpwgh85LpUr2//Llnb+hoyMhCURPTsRKKsrH0qkqddi+XXnChI4jbvmHgjm7XiuBhiBngroiqcBy+9XBg3DxzdXYMnWBHZvxbPCbaOrSROvi7NkTU53ZvTuBL76wze385r0oIVvc6hTNOITly9vRKkQwxo9HHTiAMWAA5OWhjh8PZ60WCFA6KsB9jSfg8zcD3DB1MIOGpXChCNd89x1/16/vqVekNmyMibnu1O1EYKLMsWNU3bfP8d3bffrwVr9+PDFmDOWCzyrv30/l/fspe/ToP7PPhBoZ6tSGDf/swkh0f/N6Jhq6nIWaFYyOE83OEvGxItQRnemIohK1qtM5vXix/HRk9kWxEEyUXZoAu1HbalJH98SPNZqgmM549lkxy5YV9dprwrZtwi+/iHHNNWLWqSMsWPDPcgF1RI4OfXTjYIkgko3IY0GScSAi24LpmPep8GxEhW56W+FnmzLFqrVNJJisWttEenxSZM5GoftnhsvBkttk24cPyDapJdv6fivbaolcNkcSE+8X1VLLsoTTp2142bdPS7yt3n47YpX46qt6Ynkdbl1RrKC96j99WlJ++EZuucXQEgXqJj+RYPz9ddcZUnvDj7JJMmX3OUh+NcTaF9eW7Yi1Fck0TWlYygyX3bcPMWvV8udy6oj/dLjkod+DB8W4/vpYbvjkyTacOHF3dPGvHy73w5W6uP7IETH69CmkLhFK05WSeH1RqYTsS0FOB4+tu6tWlcxNmzzHLik11VHtwA2uVqxAqnVrHVlrcX2+Y/LkcHsm33GH1Nq2LZzKHjkij772mmSXKRNjsf30iBFS8vhxz3Vv9OwpZmamrRqgsyeL2ByspCQxMzMj6aKLEvMkkKg6T1FUe3xwo5OIMClCsKnQQdeZi+B3SiiKA6+iONosqgMiXeuAovQpUQr+n+x3In1zey8Jhg44cgR18qTNWahVy+ZenTqF2rULdeoUkmjd8c9EvIOL+zmH9DxZgCoLlA0+KAvUjjqU4O0ySkQ/frG4+M1ynKL8YsiOWuEVqABqb/cdwuj6xSs27uHyVDhZmwpyGtgBB3JhBxQ/5Xxi1oZREf3TXkqKM3fEx5JYHT+Oys5GRNOHlY6zKBE9B1TxbXKqLyWFM+WrkJWlPNGin2N6HYNHr+bt3avYnleVfIpxjoDsARWI48rWsu93KEVxpPA0JzJ2uo3zWtcVKkCJErFlKlWy8UqiQZZ12DiJxsGM70d839PTbVayH8qPvtkPlUPNxPZHVSw/393SV8N6Nb7rZ85A1tFU24LaZW2E/h0vXZodtWvH5Ct79Chlo3zfKeBw+fKcLFXKE+eqrCzUjh2Ql5fQXqQAduyI9CG6vN/i8NsvnNauLny4zYVL+XhHo4b6b4mt/k9cIv//7ds/eXl421ejR2NWqxaT1OTJABiPPopZvTrqr78KIxkRbyJKx948XizpJKaM1x4IPb7+egJvvOEOGo+DZAH9I0Pgtne44XC/507xqx1BdFtt5OKF0GA9ZFWy04xrYXFbuOUz1zqc6hdxxzmFvo0whTvJohLt+SW2Uq/1JD5hO+IHRid+kO6aFdGDYafn4uMXwy2+o059Dt0Xj7AzbrSg15L0CooR862LQbYHkX2TwuLw+OvIEWja1PT/YHTjRBKbA495td5+G+vqq88Of+kQTomGb9H5DmA9/TTW/ff/s7g47jsF27dTq5bpO+yFps0FcD6/+WYeGTuWKXfcweCXX46p6LHXXuOJMWNiigx+6SUmh+IvujTA6N6dLwcuZvfuApoN7mK7//e4zHr1MKtVsw/obtf27ZjVq2NWq4bRubM3zvFbpwm4JHJfXHrwUsjRaNiSMFrJXdf5ZaJWHzpWPUVxvpmIdVRRRZg6DtV0UyIWC4lazOgokesolufmivHEEzbr/sUXhcOHC6czZ4QTJ+z/eXn64oFExYQJllOTJ9siphIl5P5HS0pOjrv1TSJiuKJYEXrm2ZQpFpZIo1WRZwvb2n8vnx15NuMakfTDkdR/rP18wn32/bCh9v3IgWKF8rz9kMigl0VSTtnVlDgh1mc3i3XLdPv+jYdFrvxBjqXnSduFCc6ZruNfXYOG+HynTol6+WVbzPv00/qwq6P8ruueQnfN5OdLsbk/SEaGKTfdZLiKbnTFhl4GEm7w26KFbfK/7rzzYo8dWYhVF5F0xDpl5081TTmSZv8/dAgxq1QRsrOLZpGZiLJwXB6jb18xMzLELF5c1NSpzjhE1/ggEafVuuoUutalOTliPPhgIRFhqfffl/TDh8Np/qWXxogMQ3N0QblyYmZkCDt2uH9nf5bUrGlqOYldsgTbgW+wrJozR4w777T/f/mlmBkZUvyBByTt5MlC4/DsCy8UEmv2ffNNzzVtdO8uX39fTPLy7DYcO4Y0viRdWL/edfxDbhoOghwG2VmiRGRPCcFiQYF9v2iRmCkpYmZkiNG1q57BVlGcj56F6NBJRGjEUFvEsTJDFHs0Ve121Hf6jWfReZ0anb7h9c4rr9fpxatup1OEX1ucyuompz7p1OF3AnfLGy/q8FI0D13Fi9sJbIXkcuUiKT3d/k1OtoP/lisX64TS7btepwJJMEyB20kjmgt35gwpgVzS0pwP1Do6/OIQccXv0q6z7lbUny1hbUMofQzpOA9a/w7HSiPfdLPrmdkF6f4ZdPgZ2V4bXnoa3n0Ieew1OJ0K2eWQ3GAHTxVHZZeD7HL2u2HD4PZgNN/RA+D6ryPrfOAopPNsStddxZwrhGNlFMeWduRC9ZczXIi4n7j9YNipvnhcEv08JYXwpDmdTP2c6TqxjMQlZIob+8gPP4R+k5LIL16a7GzFiRPuQ+D2eTf05cVU044qkglqK0g2qAygDBwIBEjPBRXytmsYtsWEDq5wa5yOmkV8npwcVHY2Kj8/BocY3brZDmqd5i5+br1Yg34D6taneE6605hE15WWhvX661h33x1T3cmSJckuVy6cus6cSeljx1jSpk0kduFiWLL9CHXLHiHsCdapD+nlyM7230ZWroQrBrcmMHNm5GF+PuqzzzB697YV8bOzOVNQQG5aWqExGTVwICMHDUIF6YHBL7/MxPvv917TJ05QKrWAYsXs2+uvN1m/5Dhm69aY5cphpqfD7t0x4xvYtYt9hkF5oBxQPSeHnY0b2zAQgkXTtO9btybw0082rOzbB5s2ecNVIvDgRyP4lY8WkUbRU0opDP7fdfbXf1MUWdRve7HVvYggkcQsN9zkWk7yDl2qxatPUf/l1lsJvP02ABMnKgYNMgrtsW6SrPghcGu2V/O9ysTsV0qg2XI4WRKZdSVqwaVQ6gTc/DkqzVaSUgVJqNPFkWL5UOoEknoayS+GOp0a1nlzapoApJ6B5Dz7QeppVLGCSIZpt6P6j4OyR0k7pSh9AkpZOfxBKxqyxhsudAlfr3nyEgFHH/zGjMEsVSomqeDcem6WfrDoN4nRffaT9bZpQ8Hx4/z0+HfccINxVl13gy8/qdafLVty7saNkRebgbQo+DgJnICwJs1eiA1pIP8cPkuwHuPWWyNz++OPEAhor/Ui40Cvd04HNi+dgNRUrLfewvrXvyJ96t0b9c034XKn0tI4Ubo0ATMiklUdoERF+GtzgJpec5CUxIntByhVyqRUKZOSmVUpvmcTF1xg17VhA5QqZdK2XwtO/LAgfDhR8+bRZeKNnMg+w7RrPsa46y569LAY3/YjjP79C30rLyWFIcOHUzw3l+K5uYweMID85GTPubW+/pprRncKt23BiwvIO3oCatVi+YKjnNh7lNxq55Bbpzi5xYuTm5ZGbsWKlM/Li4wDUPLkSef5ME246CIKsrII9OmD2bQpxjXXuLcpEbWEosCLJswlScgMNKSY5bYL+NmgO3VQV3ElkXsR/18nTKbzrqh53E7AbuV08ugobMYjAF2zdB02TPzG4vbeT0PXz/w5/iQYzypyi1nj1e5QvqSkMEct/76HGFM1E2PwE7z0kuVavU61XgwR0YxGU1i5WGzip80SZFE7aLsY5lyBuvJH1Kyr7DoIrs/Qt+LbGHwVHUYopLTv2rXkPEgqvJGlkMdKmnCBrGYj52lSipqbl99mLIJ6/32Mfv1sdw1gb7bBDdd64QXkySdtrotOW3Q31ESRavz3DAOKF8dKSiY/3xuOnFBAUWmB6PfJZ85E5nozUBfwUzcpUY7Atm3uH9IxRnF6rwkD4QNCfj6hgROwI003aWJztnQXq65+TaIR2N3wdvzzYsWwJkwAy0JNmWL3J0QoxuH28DoNnX1wCLUS3+b0dE5mn448N03WfbOB1OINkPMakJe9PML5CV2BAEZBHqmpkGwGIB8++4/B9OK9sMaPdexTQVISBcWKuROW8W1MTubUt7Mi+UzTzmMYtGqVxLp1BdStewbOAKedh/tkiRJUPHDAfZ80DJubdffdWJmZmJ07w7XXYs2YobcPu+2pXrSNrrsIl6uQiNCzATqLTgch+bEPvO51YlJ5EWY6/lESDVmvg1D88rixIHU3q0TEaHF9VVOnYpYoEUnFi5OUnIyZmopZogTqtdeQYsUwnn46Jp+aNk1vg9WhOqLzeRFT8fl141CJEOjbj1fKv8KQIYa2AZKOVNNtGt1AoNB0bMkEQ6DxKhvDtlmCWngxCoVYhuumpFCFiCkKTAiYzntCaCvLTwJRSPBJoaEL/iYRIKlRI9i61X0Q4gfIaS49uD/qhx9sWEtJiYE/86GHUIEA0rcvgbw8Avn54SSDB9vEc4jA8jK581oLOs/icUh08ghYaRlJFBQUHhI3JXivIfRrbui+WDFonmSyJrhnixkkVPaDVASKAblASKe4eNAn1sYjmHXq+I9BdL+9OuO2ph1wkfXBB/ac3nhj5LFpYt1+O+aLL2JWrAjLl+vtZmfra9DvMOk2afF5DANr0iQCeXnILbdg9uhBUnIyScnJqJ9+AhHaL1zIonbtsKLaK4ASoVheXjg5rrekJDsFiRjJPIczp/LJW74q8jxmlzcQM4n8fCiwDOTWW8k/k0/BxH8Xzhv1PSMQYPSAAYhhIIZBn3fewQgE3Ne2aUZSsF+BFSsoyKxPfr5tWBguSoSwDv2WzMkhLzkZMQwsw2BHrVqRscjPJyloaXnRkiUEOnVidiBAyg8/cGNSEl9ffz3F8vK4c8oUxDD49733Fl6b8dIXN6LRaQNw26t89t4YK0KVyClOxx7Za3N0I1TO9tJxdpcIcZJI8EovYuNsgkXr9NerPk/WCciddxLIzQ0nK2hVIoMGEcjJsVNubqFfuf12/01XB4H5nYbdxsxtTqO/k5SEJCdjTJiAceedsHs3+ZJEFGfaFQSd9g2/T7rRhm4iSPulQOopxDKQnDTITYPTqYgRgJQzdl4zgErOQwqSICcNlZcMSfmo5Dwolo8Uy0P2VIP+41AjnwoirqiPJOdBUgFsqgfXfw1f2huaCg1/fH4vOHOjGrzWjRuX0jSRtDSkZ88wXFnvvus/MTrwprsBOyFOL/0uN25KiDPRsSM/9vmGm282tNGon2qn1zCE8i1eHKBFC2hezKREUhI7o7+3nyDVBSoUl/tUUCfrFBRPFTh1Sg/HuOE3L/UBr03szJkYcaD18ssY69ahdu0iMH8+NG/ujuM1Nzrf+XaDc7dFHN9nN5yekoJEEzFnztjBnQMB2i9cyG8XXUROWho5aWmcTk2l2fLl7KlWjbyUFPJSUqi0fz/k5NhlcnIi/73aGvdfOnViZp9vScsoza3f3Ir10UfO+DOuf8OHDOGJ114LY4W3+/Wj94cfegOrE/MEuOCCJEqUSGJbFuRg0/kUB9IiXPcQPgr91ti1KzwOeSkpLG3RgrScHFJP2yywjiLkBgJ8bll0mzGDvJQUJgfFs0kFBaTl5JCWm0taTk7EDYbbInQ7IDj1U/eQBsTEIvQMlaMT+kTXqd//DeFiihoc97/RNx3Hfzrt1rHgFBH12mu25daQIYk5avUKsFuUuGZ+VpZ+VkSh/kyYEHE62ru3qP795bnnih7axM8JpG6A35gyG+qLlD4qVumjIsFkdf0uNu8314oVnefhNyLv3uxrP+v7pm1dGMrzVp9Ie/uNs8uOGiDS7Sv7/cyr7PLXfR2pe2mzcL0NG5p26BSdUEq6jm99YF1NmhSZr8ceK/p687N8TMRSNUFnweqHH6RbNyMhS9OiBHx2et+mjSnJyaasXo0EAnHvUwvxHUTKRzka9bPI+icsgqPL5OSI0b27o5NOs0wZ4Y8/9C1Zi4pLdR3mJhI+Ktoxc69eYpYrJ2ZqasSZ6qxZdkipqG83WLtW9lSpUmh+qpqmlDNNKVfOTmZ6unDs2NmFhtEIij7k+efldHJy2KIwNzVV7pg8OeHxNc8/33F+9+yx46tatvs417A9iSbL4Xds//6SEu24VicQfIKw5BgqJ8S1EvGI4+DGk/ai5L1YceLjldFPByuRE4dbP3Tlq246Q36K4Iko5RTluBqvqR1fl4ie079E9LK8dLu8qHs3/Sq3935tTiTcBUBqKlKiBConBypWhGrVyD1SnNzcnEJGai5MCa3PeU2xl3qcUiD1/4ZjZeN0IOPquu5bOFo25qgXrrPv26h+b0fqfuPRwkMxrj+M62+LIp4cHTt9X18f+1mBY8cgUKqsLYpLhDXuxPXVhSulYufr9Gk4FOfIKS0tYl3oJx7UXV9eJ1RP9qPLOkhOJi+1NMePH6V0ae/sbpcXivFqzuLFAS66yKR5c5NlywKcfz4cPWobqJUvB+oMcDg4zyETLrePJmJd6YX/Xda70bcvavZsJDkZFcdWtqZOtXWw3Lzn6uAPN66EH9x64XU/Y6A4xBDiGBm33Qbz5sGxY5hXX01g5kykaVPbYs40Wd+gAXlxyuQC7AkE7Lk6BKd3Q526x7FaZnJw0Xp7baanu4+1G2fLRQpQ/NQp0oIcsnf69KHigQP0CxqTPPb660y94w7/sXd4X7asxEgjjxyBWrVsP+d7pAAjmLVcuQhHy7LgeDakR41FATb3qww2Q/Y4kAykACeCvyUdUGj/cePIKVGCZ156yX+/1JlXFziRuGdGpKyyk1OFOua4TgvQr7wbEvPTwfJzx+Bniqljeu3WVi+zTT+3DTpj69UfLzGj+ATRcxN96Np6uxGVXiIVN7m3m4VOfHvdjAn8LLri2iy9emG99JL9LCcHuesuRic9xeuvq0KfSkTZPX5o/FRV3Ky/nZ750QFuanWJOOT3Wl6HD8PF11diw5QlUKeOu3jEqRI/OHb78KlTkJWFdOyINWSIjaDeew8zMxOzSZNwUpMmOcOFV4dEvO+dYNlvwDzWp3S6NkZUAAAgAElEQVTqxI93TOGeewxPMPeyNPXzDuPVnCVLAjRtCs2bmxw6BOedZ1KlShKnN4McBKkM1LGdkKq/C1eWVFBA5ayscCp35Ij3ovACKidADOUpUwbrgw+QKIswSU9HkpMxb7gBNXs2MRYDOrq3fsDtp6/pNcfxeMnP3U7U+Fgff0wgKwu55hqkWDHMrl1JqlIF9euvtohUKQ5mZBAwjELCegWwG1JrQlZqgI1fHaJa5cpUbtZMa/9KOXOGyllZdixBl/6m5ebyzIsvcigjI5xCxJXyAsp4BBP/vkIFvvtBsWdPgKwsO9WrB0rZvayWlESVpCTqljLZvway1sD+NbByDrQxzfBYFAA/KcWVpkkWMEMpqiQl0d0w+CT4/64SJciqXJljpUuH3UyEkmFZtg6Z297tZDLupTPusN+qaFpKKbyDPYtGgFQvIP3fdBVFQfKf1KVKtK2Jfl9H69pPUd9PZ87LCkN8XKS7cfS8iDMnhXfxDuFkTJgAZcsiFSty7HiZQhyGRNQ4nHCLjil9dF6/g7LfckuEoNK1Xtu/HzrfWZW1E+ZBZqY/zPvNuZ8RSZBLpb79FvORR+zHJUog1W3/AdZ99yFPP+0NJzrrU3zC4/hxSXXwoUd7vIbEi/HgB0tudSxZEqBWrVgl5j17bPdiNfa5fyMpP59LfvmFny6/PGxE8UfLllzz3XccrFgRrQ76NS7E3RkyBHJzI0QzYL3+OsaECcjmzRjduxNYsCAS9FlE7xDpZemo206vsjrtcMGp1mefYXTvDkuXwv79mJ07E5g9GznnHFr99hu/t21LFYdAzDVq7rarPwnpDWE3AfadOUOr3btj8uUXK0Z2ejoVDxzgTEoKx0uXpsf06XzYuzc/dOnCAxMmkJuWxpHy5WPKPfTuuzaHx+HKLluWkyWDvKHDhyN6YGCHO0pNdQXowM8/065DBxaNWUyLpgWYJqxZE+CCC0xycwW7+YrcXEWNGrEkSU2EUO/WKcW1QTZYjaRIvp8Mg5+C/7+68kq+GDuWnp9+yqiBAymJzQHLSUsj4+BBmq5Ywf5gEPljZcpwoijIP7G92seTeyKee3X0b/z0bfzyeMlKdYI06gSG1vUgrCOjL+o4+nmb1fVq7OeV2uEbMTpYiQR/9WtDInowOnOfgF5aKHBwUlKSGM88Y+tGDB0qI0cqR4/a4uPx3S94s5fOViIBfYuiI+b33MljePS7Nm1MYfly/bnR0b3zgEf19deF9DOMBx9MPPBuUfT6zkZv0E/379tv5eabDU+9Pb9Az075/OY0Ok/Nmqbs349kZJhR41vYG3h0sOd6GzfG6K+E0k8dOyYWNF5jbI3evV0DJfPLL2K2ayf8+af+3OrAn9/c+Xnv1oUjjTaaLVvG9nnbNtf6LQ99o+j/S5s1k9a//SYWyLwOHeSKWbNiPMeHAjzH48knXn3VUYdJQp7cQ17b4+ZMffedltd8s04d2bu3MNwmJ5uuMHC2qb9hiAXy0Z13ylt9+sTA9OOjR+tHVdHYU0M6WIWCPbt6cnc6Unud5rz8G8WfMLxOnH76UYlY5OmwknUtodzeeZVL5N6vX34nMb/2ik/gvERcUuhwBnR9FSRystTVW4uvp2xZJCMDdfCgrQAQp9ejMySJgK2XaNAtny4DSEfny+kg7ceA2b3bltKdrljTZnM4sUp0XHL4+XWLvj95Evbu1VtHibZBB0954Tun/ouL6xcPPUQvGNIZIj8VVr/ubNliS6AkMxO2bkWJuKskRYk6xGk/cLOqPnbM5kQGuQMJcxjdpqJmTZs74jdoIt6m927w6afmors/6PRPQ0qitm1DqlUj7BI9qmz0nMTPTfR9ypkz1Ny5EwWk5eZSffdu5339+HGbXR28sg8d4hBQIXh/qEIFzECA9OzsSJn9++1yiex7oX7XqcPWnbs4caKAzMxYDxGiFJxzju0/bMsWdC9JS4OyZVEuOOQosCk9nX1VqoStD6OtFl1hRXxCJvjMZSjYc5IWgCTqEdnrmRtfes8eWxOzenU7cPDZit+8lNO9dk4/Rer/E5fut3XkBH71xtdx+DBq/36kfHmkYkVXgqrqXih7VLGnGhwLxnmuuUMoeRJ21IKcksrf54jbpqSrrO+U3wVW5bbbsCwLY9AgjPfeg3LlkLJlOXAqnbVrj1C5MpQvrx+L2m+4vcQ9bpLVRHS/3ERKfpJWt/fbt0PPpzJZur4EgalToUEDvc6KhiMxr4Favhxj/HikenVUnKjDsX4dgslLHOm1vkR8Q2F44kUX+NSxp/Ea5kTow/iy9esLHTuaBAKKwPY/MatWhdOnPOvJS05mc2YmmVEbXU5aGttr13Yel6NHKffx26Rt+ovdA8dClSr+4x76X7Uqcv75sGsXKhRjKOqyPv5YT8vf7ZCZyNz5HTLFx8l2Ee6lbl3bdQPA5s0RcWG0KLZBA1CKteefT8N16wgYBpvq1eO8KI/90S1uuHYt03v0QIBWf/xB6z/+iOnO8dKl2VOtGuqrrzDvuy/8fDKQZBj0DwZffuP22yl9/Dh3ffAB2VlZsHYtxrBhGCHHnoDUqIGUKuW/n4kQmDuXSy6/HHXoEAv/vZZSaQEaNAi2vnFjAn/+CcePY7ZvDwUFqL//plgxoV69SFWnTsHWrDRbLxSQtm2xevbE7N/fznDsGGrPnnD+jw2Dqd26YT3+OIPff99xvNi3zz50V6sWoT10iS4HeAw5bReRwm4arHg3DbritkREXNHvdu0SVq4Uo1s3m934n//4i5l0AjVrsmi1XVDoBjDVEX/qiix1Apnq9luHtX/woBhPPWWLaAYP9hyr9+6xHzz1kkiZbPvdjGsssbDksjkJiBOLOq9FCQptWaI++kjMCy8U44EHhI8/FuPee8Vs0EAGvlxODh5MzOWCl7jQS4znVa+feNItELDXt9zElNF5rnionrB0qV4gdE0zb22RbzAYrVm3bkREeMstwsqVzikrK7HAzbpiQN0gvzqB7o8dkzIfjpMBAwzPoLxuoj4dmHArF/+/ShVbBMOiRWKmpfmKCLEsqbt5s6xo3DicJvXu7YpL1JQpcs89hkycqMTo169I4jMnVw388ot/MGk/0WFRxH06wYOLotLiF/i6WzcxixcvPA6//y5YliTl5cmKxo3l13btpNyhQyIgZ4oVk7UNGji6JrAcRIjZZcrIyIED7Xn74IMii97MunXFbNZM1Lx5+ntT1BiZl14qZrNm8sefhiS1alE4/4EDYjZqJPXrmzEw/8cfiHnxxeF6Sh07Jo1XrJDaW7faYvkffhCzTp3CKgd33SVP9+sXMyYhEaHRt69Ne3z4oZ6Y2AX3OQV7Top3LurLEnbjSLidDkJUX16eLQqIE80Yr7yC8fXX3tSv37OzdeJZFCsip3sddriO53m3b4i4syyKIio9csT20h2aiy+/xBg9GqlUyWZTe8qqbLeULz+t2F0dPrk1BD9BBqzAeRsUJcOhpez2rm4knElVXLgKkvOimbXC0hagRNF8WcjPr/0+Lxn+utDOlXpKuGBNpA0nSsHG8zTFlEohvXoR6NoVNXw4Sb16EXjkEawvvmD0K69Q+z+TefBBKdzVTSBHgfpAaX3RYUwTBGRpC9vKJKkAabLSlcvkdJh24l7piBYBZGcN1P5KUHs7KuOQI2PBeucdoLmWKbdjp8UnlpAX9wuQ5s2x7r0Xc+hQGxa/+grjq68cxzQwYgQyaFDhtum4CHFbU17WCrqig6j61OLFdPjqUV792tJCaTqMZy+DJ7duKQWNGwvz50OTRy7BbOTDLQ2+2JqZSdOVK53HLrpwdjblj2+jdm0hIwNqFj/A9p07oUYN786G3m3bZitNR4uhvPCeG+zpzLUb7nSCIy+OmNMi1VGJ8Jl46+uvMW64weaorFqFKrBjhia1a0fBwoUUmCZNJ02CZs0ofewYf7ZowYGKFbnvvff4plu3mGpLnjxJgw0bOF6qFBvPPTf8fF6nTjz1yisJOfWW6tUjot/gZb3wAtK5szsQ+zjoDvz8MwAXtW9P4LcFhXFHRgaB2bM5fW8Xli5dGa5qw4ZIvaVOnKD3hx8y7pFHmN+hA/f++99sveoqrLfewnjhhcj39+/HmDKF/ZbFsqjmHti9G5Ytg4MHC8FK5ubNpGdns6lePY7FS9Ti+yqxwZ4JcrCAWBFhoViEutfhw3bcqNBVqRLUrRsZ0D17YMUKjO++Q61YAdG+PqI2eDnnHNsRhudsa1r7JWoVWBQrwn/60o15pKtDIt7xCNWKFRjDhoWBUG3bhlSujDVoENKnj89Ga1MNO2vA+euEantsY1gJEkbnr5Mg0SXklLDLNVkJvSYrZlwnDB+iyAjCdas/wLCgWL6i7WKY31HxRysbQIvlQ41dii4/COsbCDd+qZh4v/DXhTbxFjAVt0+DdedrIOfQfYUK0KQJUq0a6vRp5OhROHOGbdsUS5YImZm2uyz5G9RhkEHAr8DroFoHq7qAqIi53tIlAFnUDtV+oR1PsNQJ1E+XIS2Wekoc/PYbP88c4TKf34z85xbU4Jfhum8LgYjnRuSka6QblsrPv4RS9sa6YQPq55/DxJVkZEDJkqhgfDypUgVq1YqUq1rVedD81oyIt+hKxyTUS94X+n/sGGWzNhC1r/miGx3Jk456kdPzmTMtKlUymTcvQKlSmihPx1rzyBEyPnuXhw8/x7ND7Hz79v2HfmOrYY0Z492w0IY0bRrGW2+hDh+OZD/vPNs3VMjCS0ekKz5xcHUIHa+J0NU/1hVJurTD+uor2z9Yt24xRKd58cU2xk1JITBnDseBVuPG2bqSVarQ6s8/Y+ppuGYN7913H8uaN+fht96KfPPIEfjtN7tJHrpOUr26ra4DWA8/jHTvfnb7pmOMMEXg11/d56FyZXZO+I42PXvGZrngAlCKln/+ybig1XHHn3/m5cGD6fHZZ0iXLgS6do18evp0jKef5qOdO/koOn7pW2+RFBqb4HhkLllCBeClp5+m488/88To0Sxu25Z155/P8TJlEtjKg2NiWVaMFWHYk7uuqO3QIckYP0I6dDClQwdTGjQwxejWzWbvbt5ssyKnTROzQwdRY8YIhw7F1Gk89FDEGuHjj6XB2rXSfsECKXfokL4HYR2LOV2LQF3PzTqiA13Wsp8FSyKerHXFlXHP1Hvv2azURx/VEqe+d48lgsgTr1oy8yqRW6fZvyER4RsPiyxoL3LeukiZ9efaldTcHmnDRYtEcoqL/NpOxMy3359Mi3yr3CFLFrS35JMeIjV2WLKgvcj7d9nv2yy28//UUcPLu0Myhg51ZH9/8IFtWSg9cbWqkXcQWYDICU3rQRUQq/0CkfYLxLpokUjFLDvfqRSRJa3EOlBBZEF7sRa0F+vP5iL7KoXvZUF7kTXnR+renxF5vqC9yKZM+/nO6vb99ppibasVW35Be5G9le32rD/X/k4oHU6Xy6w54TFrslyk/QIrmERSc+3nrX+zn5fJFmn3q/0eqwjWW9H/f/tNzA4dYpJ65RVREydG2PtBkYav9VZRxTh+z3QtFEMis7lz5eqrDW2v7V6WhF7iXa988XVnZJiyd6/7t2JEhDpWgocOSca7w+WFF1TM9955R9ne9xNQF1FPPy1m+fKxXs51rBR15sMPXnS8wScqZvQTLeta2EdbW152mbOornJle6/VTGrECG/RX+3a9hqMF5fFp/XrY+s+ckT466/YZydO+I//r7/qi/Hj8nWaOzeMjw+WLy/Dhg51za8++cTGL1FqCE5pqlKOlpkd5s3zhbVoK8JQihERxnCw/ERYQWpYjR9Pw7nPMWSIzQqfPVsxZsz3GN9/j9WvH9brryO33Ubgttsi5TZvRu3cad8Htf8biFBx7VqGjB/Ppb/8wjMjRjD+wQdjfXVo+jrSVnT0OvkmksfPY7xfubNpk/g4EHU7TUTPZ1YWauNGpGpVpF49b2+a4XJ2HfuqwMomcOFfimp7hJCr2kfeEJovU1TdK1Tdaz9Lyy3cju+vhj9aCZ1nKyyDMAcs9P5Iebj0l9D8Q9eZ0Pp36PQTnL8uLn+CbAGpWxepWTMCi8Fr/XpFVpZQuSGQASrIaYux2ukT5OGtBNXYe5jVzx3ADMAvl9qfzk5HMregFraD6ruRa79FPf4a8vX1KMuAgxnQ+0Pkx6vsmIQrm8BFv8H4B1GV9iNvPAIf3IWcvw61pxrSYD2MGoj68kbkqZHQazKqIAn5+LbQsNnXe/eh2i624xVmVYZK+2FVYxgwGu5Pp+l2IT0b3u4Lx0srTpSCNkvgwfHC5zcrvrhJqLZX8cRouOkLRZslcOUsmHuFD3x5cRVatyYwf36h9aNmzkTq1UNt2lR4HeuydLzWqM5aE5egzm5r6/hx1LJllNuxkgsvdD/k6yxtv6HzQhlO+Zs0Eb74QvHggxKOxevIxdRp6KFDVPxiPP0ODuXZZyXc3r17YWNOdRuH+HE3Qs/XrYOGDZHLL0cOHLBjh5Yr5y2+jZ/7olgRJCKx0IEhr2/qqrB4tMeaMweuvDKSNT8ftXAh6tAhkjp1IpFLKlZEGjZ0ftejB3LPPd4VrFtHo4mPUHndvEj7XnoZ9dlnqJUrws+W3D2eE9fcCiH/WfFj9MsvXDbySuY9+T3S6TLvsY8vL0J2ejo/Bfu+qF07hg0b5jqG0rMngR49UFOnoqZMQW3ZUgjvg+1raz5wgQgVgzh/RZMmZLt5y3dYmCEld2XnjbuysmRX+fKiZs1yTPz+e/gE40YNm7VqidGli6jx46XWtm3S+ccf5Zy//xY2bRI1a5YYPXoUKjNZqUI+Pq784Yf/TtzCs40TmEhMo7ONX1jU8tH+ej780OYU9O2rxxmL4mDdNlWk8l5LZl1hc69CHKyWv1uytoHI4jaW/NhZ5MfOlpwoYeepud2uo+NPIsdLipQ8HlRAD1gRDpbDiSbtpMj94y05Vkrkx84iv7WO4mDpKsHHK5Y+/XRh+G3cWAaOrSazZinJ6odIhrPSaJiTdcJd0V0EkWJnxAqy5ywLsQ6ni4UlUnW3yLZa9rjV3SzW9poiy5ra75otFWtXNZHZl9v3iMgNX4h82t3+/68P7PreedAu/9gYkZEDRbDHWM75W6Tzj2J1/lGk5nb72Xv32OUQkem32G0bOkyk849y2fJDMmpAZK4yN9nZ1p0X4jpasruq3Y65nUQu+EvkdLJIQJ2lIYNHCvkui+Fg6fiH0zVWSXQt+XFTFi2SpKQk6dzZPwahl281L1gqSrxCEWTzZqR0aVNyc53fx8QidBvnw4dFzZolFcePkOefV4XqiFFy10whn0rqzTcjHA9d3JWIsUsiMQsT4ULplk+krA6cHjsmRpcuRUpq5Mii71Vr1kjjx6+Q+fOVr7+95s1NYc0aVzxglikjp08jXa9JEjVnTpHi/yU0ptFc5kmTxMzMdOVkfRHkZC1t1kyaLlumBT+OsQgdyb2cHFTQRX4hgrJBA6xWrVArVlD57edo2VXIylIsXx4MO1K9OtaAAUjfvtTeto1nhw/nnkmT+LRHD4aZJls++8yx3pVNmtBp/36qBTlaf7RsycGMjKLrRmkoFSb0zi2vn7lvUTysF7VviZTTcTfu6dIiUj6rimLBpdB4laLSAfvZq08qGqwXWv+u+LMVlDwBy5oL9YIMicvmCl/cpFjcVihIitQZ5kgFv5tyWrh8LuSm2S4hxj9oM12u/l7oOF8xp3OwLQpvlwEuSkdy7rlYQXm9WrsWtWMH1qOP8mp2NqPf/pmnrlhK28x9tKwtZFQElhCO46YIcrIE6EU4CFYh5h+AKPjuavv/yZLBvkZFj0/Og1o74XB5FApJPY2qvgdZ38B5nnZXR767GrW6UWF/RfU2wfAhSPfgWus/DvXWw87TPWxYcLjmMLDJZaCg3ULFeRvgvA1EGSlEvnDLfyC7HIiK4x7Gw74ut0gHnnVN7v2+7Qbfbt8427WqyRTRYXi4dVXHbUjdutCli829is+TlwdzF6Yil13m/CGl4MgRKnwxkbbfPUPz5sLQoZIYfvJxW6D27YMFC+xXrVpBRkbiuMtrnvxwvpxF+AMR/9Bl8fUlwnGLX19KQenSWDNnejvS09kHdfR5Q99ds4YmU55kzNVz6dBBPId10SI4duHFEe6Vh2RnxtcFpJTuRiAnR39/Fo3YuR5jLr17Y4mgvvnGzrJ6NWrXrnCRZc2bk1ypEsOGDWNF06a0WbKE8ocPs6hdO46GuFka+CvJfi9hpSw7AGh5rG++8XSqIxkZVLu5DU/fvog9exTdH6+JtGiBdOyI9O0LIlw3Ywb3BEMg9Jg+nY2GwYhoJbOo6/XHHkMOHuSJMWOotncvLwwdyvJQnCW3AfZbUOLhFDBRVrN4BDQWH6dDXu33q981OrBm0Dy/b4v4IwDH78Vuri89Y4uMrvnOfv5re7hgDVy6AKrtEWrsUvxd3/69cpYw8ilFmeMw5U646ke7zIzrhBnXKa6cBdcHDcjSsxVv9RMm94LhQ4R5nRR1t8LNnysarRZWNFFUOARtF8HidsobKTvcS69eyJ13glIYDz+MGj/eLvrYY8ijj/LymDGoakt4puNi+t2yj4pvgrxrK7+HyY6+oC4Hqecgpvn2WrAM1HUz4P0o1nuXmfB7a5jdGeVgWuKqexx6t6keKlifuv5raLQaDlS0lehv+xh6fAbiXD78Is4h6cULFRUOCaMGwu7qdlzpskdjqxGnP4K3lasbgeO0hrzy6QQ29wt4q6uA7IVDvNaKJr3ht6fp+NP1M5CIX+6ffGIV6kp+Pkz/KoXec27H+vd77nOxbh1NPnuGr2dbhbL4zqfbs6h7Y9So8P/A998jVwTlzr/+Co0a2UrvCVi+ec5l/L2f0YIb4eM1QToxrPyIMJ3++O05XgChszdEB+Z+9136t5xNp07iu50MGGCyefxYqFnTHR+49c2NUHRrn2gGk48rL3fdhdx1FyiFGj8eY9SoMJE18vLLsfr3h8qVgYjS+6CRI5nwwAMRy8K48Q4Few6JCb09uXudBC+8kGVdnuGRR67lkkvEdvj18ceufVzfoAFrGzVC1q7l/2PvzMNtKtvH/3n2PudwzDIkcykUKvWmZI4icyTNSAMNlAypJEOFV6W8qVBSxgwRkUqDSKFUMkSZykzm4XD2un9/PHtYe581POvo+377XtdvXdc6Z6+1nvWM93Pf97pHZQuQJjVraluYChV4+a67AKj97bfsSg1WFwCheSJTr99/xztuCNsvlEJu7bFMv7aDhrLwCjcOrPqXZpC2l0+8sqwOnMpU7DkXBgzV0FRrJdRaqT0Ohz6t+LOs0ORTxeIm+p02H8YSLgtz28DNM4Updyhun5podmInxYNj9EXnd4QXeynazxa2lVf0HgkPvCE0/DLKYJm42zu539k2qFq1CmnUCCpUQB5/HFGKocOHw4xRPPzIbkp+CbKUHJGVHYnkbVORSBg1ux3Yu7OnJJTaDQ+MjW/MRD2SJJBLWpbYj0ZfIBO6oDZfgPxwJeqijciiplr6Fa0wjnts7yl7LQpYWgd2lYb6JRkyQDPECkXH6fB7JVh5FVTe5NC+sqEUv4jHqXMc1GbGCz5N3g2CN4LstdSPtmLFsNq3Z0/JPSxd+iV16/rTWhNHRRPU5mae5jT82LTNmqU4cSadLp/flcxceUh03Pq0dSt8f/ACpGbNQJki5KqrsE6eRH37bTxApFq6FLn8ctS6dYQefBCrc2fk/vsTTFZQLYMXXIhHZPe/W/uQGztbNzj2w+Mmnr9O8L1hA+qXXxybv6LI78RizRqTE1Opo9/65IYGBphr6dYNS4TQyJGo7dsJjRwJgNWjB/U3bqTkXq2aGf7EEwCaySpSJMf8Klu9/pHcDTr//feKVXvKIY9fm2NT/lqlCj/UrMkVq1czu107Zgwdipoxg9DgwagNG/QA7r1Xb57o8XKvXrx8ln3y3GT/G8d/o30Rs7gsTu/59dthB73ZTZ8kwIrh/ZKJ5oCh9n7o+99dTUKdl9RfXXd2CG6ZnqpfQz8X4c+y0HFG9EG0759fF2DdxT/0eujNNzVs9ukTDw8g/foxdDjI+6PocdluSqwHDiQzV47CEZKZL8cuIc4MUMq1AKr8dqT2N6jNF+jgY5810ZztgCHxuuy4yd4GANd8q43ul9ZFstNQI3tD4cNwcUkWN4adpbUEsdnHcCZd+KW6ouyf0GYuZJ50BJKcsOQTA8cIeZoQmbMlcG71mKqjUvtSpQrWtGn8vHgxw4YtYf58K9DWMkEZXsL3IGA/ZVqYTgtvg8xMrHFjcyUltz/+8kvFuC3XI33vce6cm6PJgw8i3bsTuvVW1OzZev+98IKWAnzwAWrTJtRXXyEdO2oG6+/ApX5aCy+4/bvoSW4YRVPj+iDhS+zHhg1UnzmYy3+d7vi4SxehUSPxHYoI3HCDsOm7j/mrYsVEdHQXDZRScMvNEaZNnQoZGUj79s4M4v8wLZfu3ZFvv0VFBUWhkSOR+vV5+qWXqLZuXfxDdfgTT7DwxhtZU6SIb51pdvWgETCkisRsNlepxHpRs2YoEW6dNo3VNWtqlUyHDsj338cZLE/kbIJZfPoXKLWHl5pCKbPN5/SuH9I3VaM4vecYWdJFHOvUlmm+LBMgNwlK65e4z4uA+dlLOFGuADlJpFYtrGPHUMuXE3rzTaRePcQWf0n69eO5EQqqvEyP23dT4nC0SkAKuazT7VPgdEZOO6nMk3D3u4n3z9uln5/zF9w9Eblok+5a6Z36GlBXfo9c861mit58ABY11fcHDEHumIxa0By5+13UZT8lD7XWCn3/ok1I/SWa1VpeG7WoKVJjDTz+IlR7iaHVtTj8mUFClV91z17oL2yrAFd+r7WdAFl5AIFJd0JadnQEbjDolj/SQ12UA07XroXVq6FmTe93TdOYeO1VLy9FE/WGUsh55/Fn1cZ88cVnjgTJCeWYSFghr+kAACAASURBVJ5S33UT4jnVHbueOlWRnQ1dvu6C9e5Yf7wh4ktMjQi+Fx4HpEEDZOXKuIomNGwYAFazZlivvqo/dPzwpNeEmtIOPxpkCkN+bZkGJ/W65/aen4o99ffGjagVK6i2/WMGVp1G+6fEk9SYwPPgwRZq4FOMniYcvO1BzWS5zLFSMHF8Fnnuv5PT6fmYGonouFteJgd+6x9kALbnUqcOViiEWrIk7mX46fXXU2PNGkrt2cOCG29kX4kSCa/ClH6lqghzpMqR1FQ5Hpb5asECCbVtG9h7LdSvXyLmyZtv/rM9Av/p3ouGMZ8819HPizA3sciCeuOcTbyb3KTK8JjPUNeuGjanTXOsJ9yggSxfjmcqGj+PL1MvMpM4Sibv+6XzaSyfBktJ8nd5DHrEm4p5EaalpUnoySe94em/4Y3r53Flu6cWLpQ2bUJGayAGaZb80jb5wV3sfoECYQmnpQWfm6+/liZNQq59nTBBSahbt7Pyng61a5czTczy5cHXy9Rzz9RDMDdehSbPTdPLnA2MGuBYNWaMpKWlSZ8+IdfYa0E9YmPnpZeGhQ0bHPsZ8yK0t/HXX+jYXibpuALgkqDzGurQQdOABQsEEfm8YUOxQK52gsfo+3YvwhhflabOQuQm5csnxeb4Rx1/hwrhn6BeNO1rUNWJn7GxmwTCxDDU7UvOq59BYhMF0asEFZUHlIj5ZUBymyYTwZ3bB5uJoMjPFtb++yNpzg5VxmytvIxVnUQqbp1ym0S7p0+1akjt2qho5GlHtaKJV2xubTScJvgscEWQWFgmHoVu77ut+TvvKM506opImrnkRsQYdTjikADSLLnhBqxSpVALFqD+/BOrVSudUsEEh5moN002o9vzoAsTJBajSRy33OAvv5iMSsH69VQ/uJR691tcc40YN2u6rTp0sPhj0fsc+rIkcscd2qsw1YPUVk+ePHB3hxO8M3kycuedzuOwd0AMYuGZqhg9ns9r1Ypfq1Rh7/LlqJ9+cn7/ZE4bijRJ0oUqm3OQgSdOtWo6E7p45GeKHv9atYprvv1WF/n+e74R4Sc/vbeJZ4CJ151T/03Ey04L6QTMfhjHVA3oZwjs1KaXV6PXnDoAkvrlF9SYMcjll0OdOma7KbcEzDSPV+qYc5vB3sMOxBNuPMZqQqP8nM7EJ+Vd0AwcQVNnzpcW9GUEG6SqzRLeJW+bKQETMZsEp0mxv1+/PtbNNxOOMVheejU3D8Mge88NjrwIlQvOkAoV2FKtBQsXzqdZM/F16PVDfyZaS6+IJEpBr14hsnaOgsxM54adGty3DzVjBqVP/k6bNpKjeA4rAxMjMDfj8nLlkOxs1FdfYbVpgzV8uI4v4TcpTmvhts4m3tp+JiOmgXTd8J0Xfkvtv+lHrB/+c9ob69dT44OhDLhoKjf3F9fpCUJeU99/6ilBPT+Qvb8r3hm/j6PpiRAH93fJSgobIqJBc/iAI7x75ZNE7rjDe785MVdeHpJ+tNaJfkaPlx97DJTiltq1abViBQBTleLAnXcm1J/Z2XFTkLgXoWuyZ1OvHkPr/qaLFjF0wIB4Bx4PhVjdqBFSo0ZwD7fcUhkv2x0/b6SzyQ2Y2/nMrdehV53btqFSkmurVav0jyNHdP63cuW0/tgwSamvUbBJFlsvIulGZUzaEY8o0D7vq4ULkSuugFhkahfplReudxueKa02PYKEwAFYsEDxa+WWjL/wBdZzSXA4dSNcJuvqlaHYy+jdyTXby67PJBaR0yT67UG/RVQKqlZlTe37efvtj7jxRnFdXz/c77YkImaozfU71XSd//iD8KOPcmEd4eEvxbGd9evhkx3VdRwtv5hkS5agVq/WZaM55RAduT/01FOotWux2rbFev55qFTJu99+tnP2CQj6ceY3sX72oKaesabhGvxCDZm8n7Jo1WcPZUDlqXToIIHImmlig1jZp54SQCgx9BkOHUoUfm6YRVqaB6yaxiMz8Rz3Wh8Tu22luGX6dEbs3EkFy0KAxZ07s2/ECB2zTQSmTUuys1VKeRi5OwHIzp3awr5cOffkj0GIQtu2ULs2/7XjbJmkIJTuv3UEbS8rC7V7t/7966+E5s9HqlXDevxx5Jpr9JoE2WVe7vJ+kkmvLweT9ENOcVP8KJifdNN2hCZPRlq1SqQPSqlPBNQ7wD7gXpCi7l00zaok4h+WxlRw6xVK5r33FNNv6YJUuiRn0C0RMyrvRCiciE9Q3aibJMxrgG6qwyCwYeJN6KVvTalbKlXi10vaMm/eB7RsKUbCZj81X24kl8ppfZ0IjhPgGtT5/feK6VtqIU+2T56LlMGoJUsIDRyIWrYMq21b5Oqrk/aaWrtWv37ffYmPGrd1cRt86qSZfgh6MdVBiLEbLHvBlBdeD/KhG4BWqB9+4Oot0+hgM2g3/TgzIZlO7+u0SuJr+290nG0kAUMBhZo9G7n4YqhYkUdGj6aCLb2O1adPgrnyCjRq1LHduwk99xxqwQKsAQO8AcGNyri14bfZvRCbiSrRBImY9N0vsp/b2Jz6ZIok3Iien8jZTTxcuTJW1ENHvf8+zJ+PXHll/F5goI222X4WUc+zpEExoQvsOk+4b5yixD5hzIM6gKUbwIezod9wAOFEPsWoxwK4y3t9WnnFhTGBpRiRmDIFop5OSgGjgJ+B3aCeAYr4L2sQgZ+XY6YfCLrRgg8/VKyrchNSpYo3lsuNWsMEhv08uHxU6Oqrr2D5cqRJE/jXv7z3r5dqWMQcYYtH0GI3eKpalV8uv5MpU+bQqpU4VmVip+fUPfGID+yFqlxxmYE9llNd69bBvC01kBYt3CWJ0XtqwQLUsmUAhObMgRRJujHeSe2/3zqafOj50R0vaakXLfTapCYqRS8a4AfHbh8q69ZRY/OHtGghnqDtRiK9hIhBHDHdnB7z5YNHOh/hlRdegCJFkG7dzGi9vQETWu6xueSmm5A1awi9847Oz1ihAu/efTfnb9kSzzbj1F48nmH0OoeKUNwAdedOQmPHItdei9xzj3GS4drffMMNn3xC/SVL4vc+U4rvvPSmQY0GTTn7oNcmiNerTG4lZqafo24hEHI7llWrUAsWJK7r1dMBN71sVqJ9uGOy4qY5MOkO4bcL9aOubykqbNOxlbq/LpTcC9M7CoeKuhuVhiPw3NMAin3FYdRjHsjIy+7Gj6B4fIlK69bIDz/o9AkzZyLVq0OUGVETJtB561bKvgXyMag90XdeBmWBDAIK+eNMPzsGP22GF/F04y9BM1cDf2rHzx0GwSWXnB0Mm9hcuSF9L1j+8UfUhx/q2999p/8vW4YaPFgT588/RzIzNWwGkSZ4UQo3SuOGf0xxjAcYemkkvRirINp4+3W/fhYD0iDbRFWbSpAclnHDBnh2Zg1m1ngWuekm37mXJk2QpUtRURsWq2VL1LZtqDVrkl+ZMkVLjc8/32wTecWxwAV/eKnYgqj3vBbGVIUXxCA/CDw73V+/nhozn+XZGjO56SYJ7GuUGxJqSqpj//Pnh8F9DlP05af5a19RXh2yD0qW1IyWFwNtav/nN/9KIbfdhrz/Puq331CTJiEXXsi4++5DlKLMjh10f/11Hhwzhv3Fi8dfy3/8uM2MVf/KIcFSTp3avZvQG2/omFf33kuQo/by5Tw7aFDSvSQGy4TwB0X8TsT37wwW90/zLMyNLNfu3LB6NaFnnoEffiC0aFH8vtW/fzIR81HZCMKkOxWLmuln138K942TaCqY5PnvOwIKHk1Eh3r2WUUkDM8+m6gr/3HoO1wxoq9Q9CD0eilRx44ywhvdDSMvmzg42DdX69bI7NmoNWsIzZypN1vlyvFynS2LMuOTNWsK4BVQjwOFg9nHyoFzUC8/lrPb529BNfgK3umsb1yyDm6f6h3a7csG8FkTpMlnqIZf8fHHim++SbzwYXo7fmo3EKpV858nP+SeWw8+p/tr1xKaHg1w+NNPhOyMPkAoRMxgw7rhBuS66+Caa8z3iInF+Nl6ETvUJ5dcEjWnmOa5Jf3C05lMuZ/TRb9+wiAF2X4MiksjqcXXrVPM+rUGMqCt0bzJ9dcjH3+MWrECq1UrrIEDCY0ahVSpglq3DrVunV7qyZPBsrAGDyYeOjwIrJqYAJgyLH4fZm4wlTqPuVUVpj4X8XYN9jo2bKD6+wMZfNnMuMOCFyib8n9+28XUucf+bsGC8MwzFgcPHqDk68+y90BJXh1jIQ8+aLYpgghgHDqlpk2LZ5wJTZ6MdO6MVKjA+Pvuo/uYMQA87JKv2X7ksMGS1E7s20fo6adRn36K9dxz2nVSfPIC2SjK1/XqsbBZM278+GME+EQpliiF1bw5Uru2mbg+SDQ+L5mmnwGEF7SYeG74eZ84veu2oUwptJ9aK7Wfv/5K6J139L0oAKk1a+JfkVK7tnaPBsROwLz0WzGgtCePUfq3iiZwtufbe2KY4snnYdSjwrECMPgZIe8pRb/hcLQg8bpECcfz60DjL/RXtJstjOytKL0TnhmsCFla5ehKkfxsLoIQUDdnEMgZRNRgmZPw+8Gi8NzTqFK7kEdH6VncWhH17t1I7eWo9zvqgjfNhtunOg5x6VL46KMQjb6pxw1LnuaTr0/xxbVf83m+FqwsWC9R/sYbNXMlPtGrneT3XpjST3XtpnfYsIHQxImwcSOhqNQq/to112C1bq1/X3011K+fXKdpSAk3abmHtMYo7IiJHqVKFazKNyEyzcgsxy7ZMtE0uUXPcOrqQAZxhnRztZJSUKYMkeefZ0v2Ft566w26dpUocwWTf66B3Hqr2cds9L+0aEGkVCmda/Cyy3Tg6fPPR23cSGjAANT69ZqoTZ2Kdd998UwKRlJHEypuOm6viRefZJFB9pEb3HipvFPL+wGWCGzcSPWpAxh6xSxatxZHmHFjtNxImxMeMnX8NyFbIjp4f//+wv79e1Djh/DKa6KZLNOIA162E05fNdF7d2bOpEYXHQz97bdDbBw/HqlYESpUoOtbb1Fy717XNGn2ep29CA8fJtS3L1K8ONK6NaGJE3XOwNS4FF5fPdH/+U6coMCxY/G6C4iQT0R/gdqTOQdRmQWy6AxYT9CyJvFX/g4V4tl4EdrLZGQgsdgyJUsSqaeJr1qxQktrrrwS6dPH3YDXVcev798/Fm74RLMd529RjOopbC+v6PNvOC9qW7+/OAwcJLzRTXEyHzw9VPH4i0K/4YoXH4fnntIM2Yl8itce0gmiHxgLv1ZWjOgHl/0IPV4V7pwEYx4ysEEzMUr22pCpx8Mg50c310hQu7z3thfxTCpfYh/0HaE37jfXwhvdUX+Uz1nv91egJt8Rv16qlvJMoUOE1rai5ZJaAORfciMlvy5G5osNkMeuoP1MuPYbgbf1Tnz3bvjpcsziyHjNT5APEycJQ548Gh5LliRSty7qhx8ITdPSHqlZE+nd28zN2mVf3P8m8aj0r/aAbRWT+/bk81DsgH4+YAicyE8S85aWDcP7KU7kgwFDDJPz5oA/krJDmTo6Mas98s21OZn3rm/BN9fC+ov1jUdGo87f6u14+/QQSpzoixqeBuk+eNQOpKVKIX36sH3HDoZMUvzaVydD/y1vNeZe/RzSsqU3/KQQMrnuOrgukdtKmjfXNi8XX4ylFPz+O6Hx4zXD9frrWOXLJzNZbv30w5FeHwBu/Tf5AAlCh4I4inj1NbV9N8nd1q2EotKWqnm28Fyt2UnMlZ/2320K3MiLX1f9nHfcpktE25J3unE3o7tPIvLQQ+Y0MIj3j62ew4cVzZsL1arB4sXCb9Ona6nqsGG8/NhjjOjbl9K7dsW2d2KskCSwcjZyP3ZMi24LF0bWrUPOOw/r8cfJzXHl999Tb+nS+PW1wL+Az/kvHf9tdd7ZxosyOc6mrvPPRx57LOdOeustmDnTlVDlAESHMQvCnnMVWyvq28OegOkdFXvPhS4TEgzW+Ptg8ADFsCf0W3my7OBJkrQr8UQouVfxSg8osc8mERODlCx+MWVMQgTYj46gYol8JwJRBkuiRu7KA1+a4AOnscePH2qinnweOVQE7piMWlqXgjMGUqTXUbYNrMtBC/gIDraow5Yb6nC4ntB+pjBwEPxSXbG8tnD3u3DxenhiGPx8mYEdkontSG5Co6TCowhMngzTpmlJavv2ud/bIjzwpqL/C1Ah6vhT9k/oPRL+KK/ffXoI9B4pvPi4drywQjn3lihha0U4lTeXe08ElLeAzJVXXNwY3ugOd0yCWiui+7QrbLoI1tSAbdGN1n4WnL/VG67GPMgjBzPo+xxkp+cCh5UuzfY7+vPinIsT69a8uRlOMoxxJzFp5aefagZrxgxN1EaMgHLlcu5zN28AA8Y7ED71woV+4kY/iZvfXHl543q1sW0bF47tR88KGqdXqAAtWzoHEjU1V84t2fFz3PRzyIjdK1MGerXfyshRo5BHH/Wmi7nxJLK9M6/EPVj56nPBm2+ycaOWZIVmzMDq2ZMpu3dDdjbFQ6GkKodYFgXjXdGaQU8vQnX4MCxejPXyy0iHDrmi54sbN2ZOmza0nTtXd1wpPvun2TD9N46/c8x/9/zZ6lNffkko9oUQA5bWrZFYxH4fm4S5bdA2WE756aKsx9Cn4NFRMGggHC2osEL2rwCxMRTJqsbTGfqjff3FiiX1Yc+5eHvNBI1h5LXLU++PANkC7EiIidXvINnJxY0dlwB2lIHuY3Rdu0vBRRvhxoXwao+oqhVUoSNI2zlQ5VfUdV8g6We4bMYt1BXhgyuEb6+Blh9pRmp0D237ds/bQo1fFK/0hLfuVVz9HdwxBcbdBz9f6qLm90JMfvF4gsQGcikr1apBgwb+oRo8CFurecLcNiou6Onzb82k/1EeBgyGXi8JhY8oLtoED/8HBj8DBY5p2BzZO5ZnUR8n8un/hQ8rXuifgNWdpRVDo07VF/yuGbjEigo/Xq44+AColVfBhC5w2U9QajeyqCmq8WJoP8vfPb7JZ9B5ov79ZUP4oF18pyR9jLzQH/4ol7ge+jQU+wv6DocT+RCEV3oqstPgoTGK9NPwSk9i0MvBovDU8x54pkwZ5OGH/fGJqWe4C4WVhx5Ctm3TTNasWVi9e0P58t5rbrLXTQLNmXoGBomXcba428StFGDXLkJDhwJQMd9eRtadlWRrZaKSM7Xzz4V/R67LxtoqUQJ6370bNWkE/x5Fgsnyk+aZBpC2459mzZivFKpcJej3B6FXXkFt2kRo5EjU0qVMP3hQ24Xajv42BivJyD3GbcWjuhcpQmTkyPhvadfOGUD9bI1EKLl3L6V37oyTzNIinOtlMGBq+2CiynEjGn72JyZ1+tXv1ZbbmIL2xy9Yklu/Y9erVhEaN05fxuyxfvkF9csvWE2bxj2D5Nxz3Ymrrf0kGywnBBolC3dOUuQ/oW2382RpYmbrWJxkhCNwyVqtQgQ4VEQbtpf9Qxg4SPF7pRTrpyDBprzsyfyMpgBmg/rO3mtgMqgXgKL+ovIcS4igMk8iV36fmMWub0GeLNSrPRMku9LvqP3FkfH3wpTbUTHuIaaHSu5R0tFpIlzzrXD1dw7icvFI1uxFaLwQWJB4Rab7zQnGHaQJD45R1FijeLWH8MkN+vHd7yqeHgqPjBbWXaI4lRfksLCmBpxJV3SZoNWFmSfhrvcgbOl5FISDRWHQQMWYB6HpIh1K5LxdisdeFpTAe3fBy49Bq3n6A+ClXpqX6v+CMJ1/Mb7AcLq+0RBVYRty3eeonaWRQQN1x2xMVtJw3eiBjbHSv4HnnoSXH0Me/g+U/VNLOQ8Whde78/ilnRgSzks+hB8vF05n6HAobz6guHWa8MhoReHDMGigELKg/zCP8CZue8kLf5nEQLM9l+bNsUIhQr16oX77jdALL2CNGgVly/qHSkiFPVNvUT+TCJNwHybhhfwccUw9H1P3zd69lBnek0FXaIlVyZLEQ4MEISlOYQndyJtXl/22shcpcysXUxW2rb2LF5/6kEjPnjk74Efzg9B+EW2zCljlyhHq1UuHF/Gav5yTKLlO9oxBotBeI0fGtqUIiAXSLxQSNWrU/53Eyv8Xkj3n5tyyRdTEiUln6K67dHLd/v39k/jarme31RdNFzr36+fq+kelTSLtZ4j8VURkakeRua1EBg0QORMWmdDJklC2yP1viFhYkpUuMusmkaeGiPQeIXKokCUTOlkyt5XI5oqWNJ8vZklOTZLApvwOdeqUSEg+d65OijpypDzxSmnZvRuR+YhMQKxyCdiWfyNyjMDJn61NlUQQsWr8lPOdT5qIhaWL3zRL5NtaYtX7SpayVDo3nCDv3K3n6sXHdJGnhujrJ4cmWnn1YX3vrS4inSYkzvJb/2ZYzGWS36Qkye+9p+GvW7ecyZ/nzpVQly6i5s/33QcftNE/bvg4ce+ba/Q8XrZal//1Iv2g7Hb9fF+xRAX3jNdzdO9YfX2gqCUl9ujfW8vrYoUO6TItPxQpvjcxr7E2W36o25veQeT2SdG6638p8nlDkRf66eu+w9wTNHcbo9e+ztcinSaI1WmCWOW3ivR8WaTGTxpmsESWXisyr4XIhE56YwliVdqkn/1ZWkrKbjlQVJfNe0LXnp6lmzhUSF+fu0s/31wxF+vslfz9LJJthxs2TCR9/vHH4DTIC0eaJAb+u5OF/537xd73vXvlvIfay5w5yiipuARILC8+CZ7/rneC1LdnD/LkK6VEjRjx96+Hx6kWLpTwRRflSEgeO3dDjmTPIf4ph6mr6f8/cnLtuZ3fChWQu+/W51136fOqq3K+Z5RiQrw/g0j8n3UznMyEW6dD63nw6fUQCWsJgxWGSVFfiowzUH8JfNgaZrXX6pzOExWt52lD+QUtXObD6YvaLUhfahmPr0z12WfcUGMX554L0hzoDMoWvZ32QP6cH75OQe/9vvTiH1tgk1YAWyuivq7Pb+o33q28nG+vIcUeTRxt2EDbRU/snDi3V/gf2INukiWvz1hTw/qffyb03nvwyy853zWqI1XaKTm+P2Pq6ffugomdhPfuir8QLxGr70hhPY/zWwr7S0TntZPwSdPEO5LaxkWboNGXkP+4+RQsqwsTO6Mmdobt5eG6z5EyO5J73uIj6DwRKXIo3tsEXMR64xOjC0P1lp+xjFN5p/X08ugTMacRppJ+p03m1E8vb3OT9oL0JzcqxdR7x45RePGcpFyRbkVNtKQmQ3FzrjQdip+/kVddJUpA08t3oz79NHhjuT1EkGbNdOMBjriKMBmN4J8U069M9Pn8li258vvvuW3qVBTwvlLMM41XlPrMRK9qqi5LrcdP3mkSCVp80k34uZYqZRaiOai40zTQo8nucPk/srdi6m3w02XO9fb5NxQ6Iuwupa+7vQF5T+kiG6rCHZMhZOnrrDxCx+maMpzOUGwvD9lpilumxwfBwaLKPxqjBMxRZYgpkqofAXI4um9KuDfvBrJJKkIvcI8+j7sG129AgVurUXxpooT9hXP+gvM3Q4uPhGYfqyQm7JHRirpLhZG9YWUtHyIYRHXtxrR6YVWXPaoWLyZ0++3J92Iu/NOmYVWrpj3YXPetvn7yeej6li5TeaNTQI2U9UBx17tCdlry3CdjR2fiX3mjYsgA4qt03q7kjwuxL5XPtCVV3X0MquGXibW/8vvk57Hh9xsGW87X13u0Wr8bb3BYFU4uLYn38p2A6bdA3lMxZlCZ4VDTeEx+dpEeONp65hlCDz2kbV+eeAJr7NiEmtBDPeyLO/3aNwn5EdRMxA0fB91zHoZPfuE/nDTsfktoMiwTHyKvIZpa8tifX3wxPN1mDUOGDUP69fPGTbnN9uLQeWvwYELduqG2bnVeQlsdIpIwclcmYQBMZjSljo1VqjBo4EBm3nwz6v332TBzJhtzE2U8aOgD00BuQdxq/d7xc5t1m9cgbbq1b1qvC8SqxYtRb7yB2rxZX8+ZQ2jjxmTg6dw5majZYOGbOsrTiHlRs+T781onP591c+I6EoYZt+SEuRm32CmKjeD5hWfwglEHLKPGjEHZMg+ERowgUras8769IWV7iDl4JHXdULqg6iyDnqNo9EFPpoysyL4SMKcNtJqnWF0TZt4MNdbATR8INVcr1l+seP5J6DgdHhwDzRcorlqpvTv/LGsYOt4Pvkx8rt2ex+59+y2hF19ExdIQbdmC2rIlXsxq2BCrRw845xzdZJUqrmvce6Si1grhuScV31+ZgJNpt8KIvvDi49BlgmP0MgBmt1NIiBTbQg14yonJUooLN8HY+4UGSxQ/Xartmf61SjOysXpVcjOptbhsXQW1ViAdZtijPuSAC/oNgzcfQD37LJTfDl/Xg2MFmUcrsnKMMdHqmXSYdqu+905nxfH8uMOBaT4fvyiSfjARa75RIyKvv074/vsJffYZ1pEjuQslboKz/T7og4bjyY0FuNceNMBlXuTHJBFKkIDyfo7YXgyd1/J7JSqx/y9RAh6+ZTfMeIUhwwTp399/bUxsRX2Ya2ncGGvsWEL33ouy5SVM2tpRe/a4F6HKZbBFU+DZWKUKG6tUIbRmDaH/lgfh/6an4v8lL8lYX7duJRT19ARQmzYhl1+O3H47avJkyJcPiaVWMYEDk0AqYpAR3cT68WyyAjjsbPXDD3FCD6C++47www/zbKffqVFDciAxA1tJbwHnebuQD1tBwaNxBi1e5vIf4cNWeuOW2o2U2cGSWi/y0toQVrce7DpPe7hV+h1+u1D4tarimcFC5ShvvPkC4bcLNaNRYZsm9hO6CN9fqdhVOgAnGIT4+M23Q71q507UgQNIvXpI0aJQuTKh118HwGrQAKlcWefOzJs3jsika1fN8Kes4dXfwXm7tEo0SY2Mlmg1/hwKHg1I8GJDJ7GIZf+AMQ8Kv1dSTLkdGizR5feVgEVNFcX3k8KQpQZ0FmOQ9XWT/7Ihcrgw6rrP4dI1SN8Rjiz7BZvhdIZi1KO6N2fStVNikYPw7t3aM/eT+w0OnQAAIABJREFUpobSdbc9GjTst5e4okEDKKr18OEePYi8+6721/fDLUHgN0joBJMI739HSB6vOB6G6ZjOhmy5MUum7eVGhuK3TKlHiRLw0M27uWrbKyzH4nl50h/+PNUIYjRAadSIyIQJhDt1Qv35p8srNi9CXXfUk9ALCP3kdk4bMXqtpk9HTdVRqK0uXZA2bYKr0M4WQP2IteFY/K4fePNN2qZ4G7zQvz9L6tc3Fxm7yXGDeEV61ZXyTJo1IzJ/vn71gw8IvfUWXHgh0qKFlhakpSXnBvPTgwXN5eUXM8lLneA3Z07vB9ztauVKrh4UoXhxo6D2nsPM8Sz/CWg1P2n54tNYYn/8WYwm72AH88v/hNUqUXD9JRAj4BurKDZWibcAwJpLYc2ldpscmzrIVG/gN5cm4nmXPSh16hC58MJ4eiJ2JaK3qo0bUZs3x5le6+67kVtuQapW9d7PTiqvJKsolaL+k3gkNvu4YncPF1bcOUkYfy8sbKZTOZX9UzHsCWFjZUWvF+HFx4XLf4S5bRQHiwrjuypafCTxROgf05RN8jCP2NbGU8NEzkwBqV6GAqhRj8Jd7yEPjoECx+g69Dxe6ClMuhNu+kDRYYYwr5UOo2WFYMrtMO4+xYwOwsJmkHEaaqwRbp5JcmvikYTby8PTD/e4MWxOezrW3JIlhO+8k8jUqVCqlHdfTEKQ+wUQ9foy8mojiLmIl5rSZM5SVIRBXveyOnFzrHTT+HuRbBPya+rwndrnEiWgZck9nJFV5mpa04nxUgPXr0/kvfcI3347yoarUr0Ic6gIlSclwF9V5Xb9+++o33/Xnahc2T3H1NlII7zqM+m36Vh8ri9ev55mtpx+AO907mxukOvUR9NxmKgHnXZC2bJI2bL6fjQnWLzsRRd5p35IvZ96zw3Zur0bJPCfU3lTNYEfYxoApJwOP5G6lwjcra4lS2DYyiY5A/+ahkn2kxqazKdXbCDTqIWp15s2ERo6FLV7N2rHDtihjbittm2heHFC48dj3X67dsioVCkn/rD1ZfAzije6wY+X51zTB8coCh2BbRWg8ztCvhOwr4R+r/0sSD+jwzfE6jqTrrj+U8WZdOF0Hq2C3XNugrU5VgC+u0Zfv32P8POlibYOFVHsKyFRFZw+dpQpR0N1CbR9Hrl4ParCNnf1SM9XoP0s1CXrck7f80/C4y/q62prkcKHUZPvQI4WRAFLrq1Bu3L5yTypJZyfN1Y0XxCL7SWsqKU4nl+4cWEM6wun8iqW1cUMl6Rei0GYeodBqhEj4KqrdM5T+1raYDgyejThO+/UTPbSpXDiRM66TIKLmuAJW7nrFuswGwtvVLzUyySYXeJZn3/DDZ8ohj4NXzUwwMteTji2dvJkwfyWiiOFhPazo/dLlcJ6+22U6uQ4Fb6ocW5r1Ogoy3/rNLj3LePlTzr6jECtrqmDq732EGysDOPvhYrbfMmWn4lZ0v+1l0DPV5I+OupQggH1YVkdHVx44Y3w0uP+a/3ga3DTB/DyYyoh7TaN0F+3LpHp0wl36IDas4fYTsI3krvfYSOs1y5bxvNPPpn0eH7Llozs08fxVeuee5COHfn/x1kef4cI2oQY+sWyMbVhMJEm+cV9MbHj8BPZ59bI32MrBDGbE5/8cl7L8vXX8NDMxqx96FWoWjV3uRaDSA2DwqCJ8btbHVWrYj31FAChhQsJxeLwlSuH9dhjWLfdpoNN+n2YKcWaS93bXFkr8Xv5tcnWTEsa5KzTCgmLm6gY6uR0HsXiJrFxkSTsOVyYxDNbvanemodpQ9VyG+hZ7lXPKVJVf4WqvzpPd80fU1oBrl6BAu5mIjs4h9/rJNf3VcOk0oBtLASwGTK1PzKwh1Tr16Pee4/If/6j1YFObV91FZEpUwh37Ijats17/b0k+AGjtZfaDU0WRzNTmOKK6LNL1imaLIZx90mw+fP4wgpHFJ9eD3WXCtlpitk3QbsPgMzMpLyxJt9TSV34sywsbqIdaf61yrWrvjZYP1yB+ryx3gj3jteJZUvs+/vJ2eHCyOLGqCt+gJd6AVDy63o88spl3DYVLt6gP6BM5r3yRmiyGKbnliWpXZvI7Nlw6hS0bZvjsXOg0dQOeYg+i+/fT32bQbACNlau7Cp+k/PP12kP/GSJXgE6TTxFTIi2n2eeE9Hw65NSSbhX3BBUkLF4lTWp12mMfnV4tWOSeMrUiy83xqCmqkATxGbwPPLcc4TmzQOWedIN0267galX15ctgwemNGL9Y2Mgtr/8pINB1tdP/eq0/mBuiOsnLSxeHOrV00xNVPUXZ7LKlk14jwXZ014L4fa+G3y57VETj96U57vkPH5TF/qiLRPnNqfrlXIVp1RmsLGZmGecbeBkh7WynnyS0COPEH7wQSJvvAF16zrCWei112DvXgDCt94KefMS+eAD7fQQ1GzAC3ZS+h1TGbf9QGcCAMXCG+FkptBuNoy9XzGxs37n0ZehwwztLFDoiE3dHP018nGh9nIVv3ffOFhXzeBrK3qELLhqpVBnmaLwYWFCF13/eTth2s3l4PxJMPlOXd26S5D7xsEVP8B/HkG+qQ29RyboUbOPkQFDUB+2hhcfjwevlUl3aoNOJfD2PfDQa8j+4poD6TsCWX8xzGtlmxvg332Qa7+J3ouO+rWHdNlJd8L5W+CW91E7yiS9pxY3RvKeQtX7GglHUK/2QLq/DkUPoj5q6e/MWuQQNFiin/11DiX2Q4n9Ofd5x+mKHq8mPHrH3g8TO+nsDR1m6Dl8YpjOyrCguS733FOKhl8mzAce/o+w+gqXPVKrlv6dnh5XEcb4qSQjdxVELWj/CnFBwur99wm9/LK+3rnTjJCaSBeCGLqYenoEJfge5V7q1YvJd9yR9Pj3SpXM+hdkLF7U3otaB1G/mSAt+70gkiwRf4mKCYEwVd6buLQ4HKEJE3jxiT3UqiVGy+BG592mysSk4+BBxa/7iyWYKxOmysTRwAv+TcVzJrBoAg+x/yVLIhdcYLaHTRmb3MKLKQ7wk7qmqFLf5xZWTN3C3X+N4qGHxBgdeU1H584h1j09ia0XVnRfP9MPHFOvPy/Vsgn+vegirNdeI9S9O+H779dZREaNgquvjpcJ3XMPauZM1MmTRKZN0xHed+4k3LQppKcT+eQTKFgwGQaCjteRcUxEoDt3j+La5fqq8kaY01axu5TORiQKih7UuT0/bqZo+CU0+iLx7rAnFI2+gMobdSaBFbV0mqoZHRTtZsOvVU1c7WBZHbBCOg3WOX8pih2AeS3hkdFwxfJMOFQz8frRgqjl1+pUGd/Vgs7vwHm7UP/uowMPvhzN/9ntDbh5JurffXVTjRfr9Fzj7oPl1yJ/lEOdSYc9pZBHR6GO54eHXoPmC/T7fUfoRLMTO8XnDEB+vhS16iqtn+4wA+a3hBkd4Nw9ukTjxVB3KWp5bVheGyUK6fwO6oE39YCaf4SyeajkXD4VF2I4g6qeiA7va8/hrxooRj+iBWuxNZvbBuos0/EYp3dUrKglDBqoaPYxXPibZrK+rgejH4Ept+usBz9d7k2b7SpC31yEZ3OoGTMI9e2r7Smih3X//UiXLvyjj7/BA2R7hQpsr1Dhf38sJuo/pVDz5hEaNAircePkRNCphNprvrwM7/0Ia2o7Xm7gpgjcz4jW0IsoMmwYasECLirxK4ULmw/FqQkvAYCfQMiVKJhE93Ozm3MiLLlRm5oyZV5lTWIp+d3z4lDcVKipcGUi/TPw5PIcI7BXSrJvT3mu2xM1rjccotuzzp1DzLhpMifKtAEyzdbFLwxDUFtIU6PE1HorVYKiRVFffKGrOXw4LgkIde0aZ64ApEYNyJNHl/vpp+gmjQRL1u6EBxzjA8RJeNLr81vqvJX3j9XhUErthpJ7FefuhR+ugHmthALHoPU8/e6Fvwm1Vuo6fq0CK68SjhaEusts8WZ9P/qEq1YpTmTGB0F6tuLyH2NX4s5sHC6M2lRZu4i+fws89ZxmkM75C0rugwo2tet5u6DsjsTI/ywHj4/UieVjZSpsg3MO6t9FD2rd85FCyd22Xwx+RrdZba2OHg1aYvXDlSBRRiktW+dOK7EPur8BP17uh5pRK2pBzR/iY/y0CXzRCJ5/KtGDLxpBm7nC3pKKnaWFGxcqyu6A83YJf5RXRMPFseV82F9CccFmqLVSz+dvFypW1oIjhYSrVygKHDPcnLYjLRnukoMden3V1V6+nLH330/Bo0eT1GBz27Th2WefhXnzkpgrAClVSidJCuKZ53ffb/P7yRlNmQE/qunVz6CeIl5zbyraDyD+l7p1iYwahZozh3DjxnD4sBkgmQZsdZpnE8QdxO07iETUzQrUqd6KFYlzVoZ0xq87XrTAd9/mRh1qojbPDey5wXzQ/R1EPekm9fTa815wlWJQHShApBNu8fO081hkP58BNzQUZ65uaAOZmWYmEiYBQP2YEb/QKyZOFkCof3/UZ5/Fi4QefJDIlCmE3ngjibmKzJwJFSpob+fTpwlffz1q/37C9epBOKzL/PBDTvGwFxz6uPDbvUxjv/eWVPxRTjtAJPKv6qdn0mHLBYq/zpEkf9VE/kixebMm6p7bWrhgs91nVP+/5lvheIFEn/KeEtbUUIQjkggM67RNbH/Vtd8ga6prbuPpoaiPmyGt5sHzT9o8UW0KTUn41KpeLyFPDNNJOgE1cBAyu11C8bm9PMmGMHbFaJSfuGQ93LgAsSUiV0cLJphCQEIW6rKfkYNFSIqEizNaAdEM2/h7UcBiGtO10CvUXWrPtqAzfty4UNF3hJ6rEvtscybJHsTJnsTwag/huaeg4taEzaKnG2b8toMXoS5nLk7Of/w41deuzbGwB4sWZWeZMt5hE882WJzp4SWud6v37ww4GqSs6dx7BfjLzW+AIkXgmmtg9WqULbioevNNwrNmAWD16oV07eq/pqbB8tzqEIPgl6Z2VEHCDxgQ+SAfyW7TE1Qo4AvfTpvda86C2Kz5SX2ChMHwIfjqk08I2aWnUSZfvfce4UWLsO67D3n00eCev0HNC9zmykvyF7RNjyCRbr/dtkMO5sqkLyZBLIPGP3PrsNcXhVKauRo7FnX0aOL2tm2EO3aEAweSmCtp1kxLry66SNeVpsmX2rAh/m74ssuIrFlz9uuSw/xFPIIBO5vKJJdPzQaQ/LznK1qbl1rLyUx9/Ut1xZk0HUQ49nbx/fBFI+GzJolMDfGptrdV4Diq+loteRIFPV9F/VEOlCDPPRXvizjFZSu1G1X8gK732Wfh1R6o/i9Am7m69of/ow3OU+YiaXw3LoDFjVGLmmoJGUCtFaijheIzY2fs4nV4gReg8h+H6msRgSPqIv6IZnCwM7J3TIKRveHD1oqRvYWHXlM88h+n9VfxDBAxNmt4P8Xn1yV6uL28mW2vnY/KdS7CZXXq0HX8+Pj1/BYtqPTbb/QbPly3edttca8gAKt7d+Thh/mvHv+XAn7mdny5jRWW+uWelgbp6XqtunQhe8MG5K67dAyijRsJPfkk4SpVcpxq3ryc9dqBLjX5Xm77m1qXV9yS1Pt2WEj9cjVRDdmruAOoBLLauWm/YTrZSHsd33wDVaqEeeD9JlijR+eszN5vL32SiZ2Mn6+025w5zXFqu277MrYeR4/GYU1t3Jhwez50SF/v25cTZv3g220O7NcmTH8q3Hi177WwKe1L5868WaQvVaqEGT1aeYJwanP33ReiSpUw77edxImmbROSq6B40YuJ9gPeIG24vbN7d5y5irz2msY7deui/vzTmbmy1R1ZulSXj9lfAWzYQLhGDTP8F+i5m6QouVzpnTCmu9ButhNz5X5sPV/xa1X4tYro/1X1taUFc1TeqHmj2P1fq+rAwmnZcMHmaP1ZeVC/VNepHXRAM30srQOVfkN6j4R73oZRPeFIYdh1no0Zix77i8OAwcjoR6JMl23K95wLh4toJin/cS2uE+XIeCbJtDZfAGcykEo6TBNn0h1nxG9LJa+GmSCk6EGtBf3rHPjrHBVPx5a6nmV2wJsPKNokYm2zo4ye5/4vKD5qoT1DjeEneuRQEXoSJ9uzk5mZ7DrvvPhkHitQgM2VKiWQUKFCSLFitpEW1ZISQ2mB4+QFyfXn0fdAz/3KmQZHPdvAqfY6vD5r3cqbeAXFjsKFoVIlJJqWBED99Rf89VfOOo4dcydIqfNmkq7Gq5ybmsNL1WcisTDUp4uA2gWyGVSW8xSaDtsvukXs/8mTis2bFdbF+ZKDK5qKwrwcCUyDH/pJ/tzaVoYIKYitl50x8rIr8vK6NbUP9FN7e7n6majkihThUOgcjm5WHDwYS69hppndvRs2b1ZkFy2dYDxS18YNTrz6bQIjJgGb3Z57rd2558IFFyCZmcmynzJlICMj53jKl9f/QyHsZFO2bDFLi+JnKuIQlDZVKqVs6iVBSMtWlNqtKHQ0ZUocgrdKkGC/qWqzuITNJmMTBVkZcKyA5g5i+UtP5IPNF6B2l4ICx5Fz90CKj2O8lew0zWQdLJrIf5oU9Db63pl0JCsDrBCpM6ZIVbYl7svpDNSZDG3UnsJmidjn1RtklStasSs7SRpdOAJp2ZKUEzRWW1q2tqXTdlY2KZhA6Z2KSpu1ejae+NPFLCDVizCUvC9UcqBRt6/i6P3Pr7uOzhMmJE+G33up1Mj0TN3cTu/7te/2TipicmvfDdG4te/Vt9ycbojQbz7c2vYhfvLII2Rv3x4/rXvvTXoeeeklJBr7I3TffYTLlUN9+WVyvV72N6lSBBPCbBJOwyTchlvkZq/jdpBl0e3aEigNstYsGoKT4A3gzz+hXLkw5cqFuf76UNIULF8Ot41poOf+7bedGVGnefaS5JnGAQvibZZ6eqVUcWHKpHlzsrdvJxL1OrZuvz0Z9vr1M4vK6oYfvBg6p3f82vGqL+hcpxxDhijKlQszaZJynOquXUMs7vIe2du3a9W+W/9NVL8muNoLVzrNtdM6OcxDqHdvVNQEIfL660jTpjpMx6RJyLXX6vsffACXXurp9BL55Reyt29HohJ4srIIX3yxGf731McmS2eSmCRlN35XDBoIb9+jePg/2pD9k+sTVPy+cVB6B3zeCKbdKuwoA7VWKFrOV/x8KYZfZbb2lM0mCNheDuosBbW9POrGj1Gv9ES9/FhcAqUafIV67y5Y1BRK70B1fx3Vfhbq5cd0M53fQXaURg0Ygnr/Fu01ePuURP7T2DQNewJ16zRUj1fhmm91W00+g1rfwe1TYGndHPOlAL6uhyq/Ha5aqb0Umy2EiZ1QeU+hKm7VqQVIqDbtkjNHdGNno3KAb/KavX2PYuCzwoNjtN28EsXU2xRPPg8PvKl4ZrDinU7Q8xXFL9UV1dYqSu+Aj5rDhC6KHWUU9ZcIN8+AFbWUry5fRfmoWOgrJPXYvVv+KFNGEPE+LUsQkYxTp6T43r1S8PDhHGXUq69KWlqahB59VDh2LOm9/3/+A07LEjVzpoRLldJn4cKSlpYm4YIFJVyqlKhhw+LrpQYPlnCBApKWliZpaWmiRo0STp6UUPfu+t18+URNnixkZeWAEUQk3LChsGmTJyzFf8euU3+bvOvy3j3jx8ve4sXjZ9/Y2BzeCXXtqsc4bpxw6pSEbrpJPvpIiXV9DiWlyI+IZSV6ZFnJ117nzp1IiSsqCnv3Cnv3Stqyr6RUqXD8PKdlPeHQIe8xu117lYk9d5rTIPvTrQ7T+hzWVr33nobBAgXicBkaNCjX8B24Lx59yzXu8nrv+HFh714pMKhffN3zjxwi7N0rhXrckwQPsTPPjEnJ+8ypv0H77Tc3Z/Pcof5Qnz4Szp8/gU9mzkwuf+iQhOvUkXCxYsLq1f5jsixh3z5h924NP2lpCbx22WX+/XR4luekSPG9IgWOiOQ9YUnxvfo6/1H9PN8xfZ15XL+f/6i+zndMpNAh/TvjVKKvsXuxM+20OQzpd5L7qCL6ftEDIqFskWv3bhDZW1zkQFGRk3n074OFdemsdJG9xcXaW1zfP1wwZyvHM/WzIwXEOlJAlz+emYTbJHo/fh7PFDlYWCx73afTRP4qon+fCev3DxRNfi8rXWRfscT1vmK6/ojS7e4/J0f/YnjVOp2WNDbLQmZL2xxrFnsz83hi/goc0c/i6yaJ63zH9JwiIgUPJ69Vepb/Gu0uWVJk/34REbEsSyR634zB+vFHCRcrJqHmzY03bZzB6t//7JHU/z+DI0aTd7OyhIMHhYMHRb30UhzhpaWlSTh/fgkXK6ZPGzJMS0sT9dZbEnroIQlnZibuzZuXQKCtWiXeLVZMwhkZwvr17sQ/CPFzeseLEbMseWj0aBEQK8oYncyTRw4WLiyPvvRSjjriDNa0aYJlxRkssTFYlo3BsjNWXsxWKuP1559I+IILEneys+NrwcGDwtGj/gyTCeOZW1gxIZwGTJMxU2xjsFLhUA0eHJxJCjJmLwbFlAE7m3ZPnkys+6lTCebLDg+x8/Rp94+Ks2WmcrumAd4L9e0r4Xz5knBJDoYx+lGWlpYmrFzpDJdu6x1lsuLwU65ccLgJ8rHyPzF3fmN16MPFsjYHjjH94IuVGTVKSbFi4UDnokXKEb+ZtJfbsvZ7C6Wp5JNjwT8Ogz73ecfOYMUOYtxW7IwzWPaFXbNGrqxbQI4eRT79PCyhFi3ciaQNoNSrr2rpVWzzmCIvN4QX5HSTaJh89bvVZXIv6GYLOi6vNr36Z0I0T5/WRP3oUVFDh2rm+OmnJdSvX06ily+fhPPmzcmQFS6sz4yMpGesWCFEIgnkWaWKhAsX1gTDDWHt3y/hypVzJ21IuX5o9OgEU2RjkrLS0+Vo/vzy4H/+o5mpHj3i41LTpknorrtk+qw0OXOGJAZLUhisIGcMOUQiyLr1SsKXX+5O4M+WuJkyOUHnNMi+cIPZ6LWaPz8BN1FGPnTvvXFY5OhRZ8mo2343Kec1fpM6z2bPeZU3vTYdv9dHSG7a9iL8Bu2FnngiCW+oceOEM2ec2zxxQsK1ayczWG5tpDCrcZxUqpRmVP3WLQgdMIF7v7XKzR70qe9iK8Fg2T/47EyW04fguHFKChcOS+HCYcn7ZO/kfWdw5jlzVAredIMULhyWpUud2/b6AHX7KPXqe+z89FMl+W5pbQ7HpngqCG6zMVjW/v1x6ZVlWZIUyd1VT3/JJax+8TPOPbcO1jXXYn38ga8dgho3jlCfPsgjjyQMFINE0A5qB+FlG3G2rt1B7gXtz9l6OophYlWne6m2Eunp2ptQqbhHoWRkIAMHQiRCaNSoRDWnT+esOisLsrIcuxlu0IDI6tVQpQrhqlV18m8neyGA48cJx+Kl2R0lxCMptPhbBud0o4aMM2fIOHOG9DNndPnTp1HZ2YlCWVnkTYvEwuz4LoMYpFiM/Q+FIF+mwMmTwSKji2EsI7fyTrYspnvHL7yD6b1YdYsWEbr55vicW7fdRmTcOB3XKDbppuE6nGBbDBwoTKJ7uz0ziZ93NrjGdE+LmM9PbvGFF3z54TsRQk8/jXrpJZRlEXn1VeSeezS+sW8ue72ZmUS+/FKXycVcSpEiRLZtS9AfL1jxck7wmjtTePRbtyA00NW2zmYV5hNZKNbs228rHvq5G6f3RDOuhMPx8BemRxaQNX0+WBYN0yG98XV8/e9vuPJKM3LoN2Ui7n4okYhOA+ibEcRp3oLYKuIzsXYaY8+MY6witCwtgcjOFvX555LWvJm+tixpP2OGRJSSiFLydufOEh47VsLp6RLq2TNJamHyZT3tFq2GPRPWqtzTaSLZIZE6X4tg5U4VVvhgoq7fz4/1Q6TGT7ru2LPTaSKLrs9dG4MG5Ox3rO93TRSZ2lE/bzXXrL7fLtDlz931P6widPmqU8OH6y/MwYMT9yORHGfozjv1l2J6ulYR2p6F69ZNlnClp+vT4R7Hjkk4b95EmYwMCZcu7Qw/JtI7pzFFItJn+PC49MoC6f/cc6KicBx65JF432J9SM9Ikw8/VPor6npySsF+DCYCd/oq27gRCdeoYS7FOtv//xQVdUzSPWeOhNPTE7YzMRhIT5dwnjwSeuKJ/x3zgn/ifOWmntyoet3MPj79VEINGwobNwbqS+jpp5P2lho37n9GXZ2VlYCl4sW12v1/SmX6TzERiZ4Xy1rJlpBkWyHJzs6Jd+bMDUl63oykM9y9W04cmxv4sqt269eX775Tkp2NZGebqwODqg0XL1aS1uJG5/7/HXsm4Fo4qQhDCY7QHvuVnDGHolxZaOkSmo5owqLHF5G3XStaz5rFzA4dUCKEROjyzju88cADKPFxlxbneDFKICTQdo6QcVrIOANL68LSejrRZUYW5DkFeU5J/NSBdHU9+lniOejk3gWPCgWPChevF5QFNdYIP10m/FJdyH8c8mTp5y3nR6ULEbG1oetMO+MyN7Z+PzFM9zl2vnu3MLGTcOt0UCKo6HDTT5NUt7ISdWdkCeGILp8nS2xjE9v48I+14/RMPGJIxdYrEgG7FCd2PxRK/I+d6elInjxYM2ciLVokymRnJ0e3zcjQX5IZGZAnT8LbWAQlQlqRIqjsbA03mZlEDh8m8vvvcPq0/kQ5dUpLx0w8bsTZs1JCIbLT0jiVJw9Z0fNMejoS67Mk3IOtt99Gbr6ZqVMitGwpydXb/qvTgOXuqGef9tQuJW0JywoW7V58sgiIQSR3J9hwgyXJpeeieMQuEwHLQpo2xXr33fgXYBx3ZGQgPXpgvfCC87viEWPNq4zX6TYWk/JeYxbx3qdu/XRaH6cybnPghHNN19vhudSqhbRrR6hPHzhzxhmu7O9lZ+u9e+aM9v5KS8MaPRqJeSR7temEm7zm6dQpwgUKaPhBx1ALly2bkKpbVgKP+MG413oHKRMEPkxh1QXHrecS0iSbtB9XUfe6vHG0eeoUzPsoTLvJN3PmZJY+T5zizMksIq+NSQpz4QkXXmO0/Y58+SXX9q63COvCAAAgAElEQVRLnsL5yVM4P7+sVb7g7ySx8ttCAJYoZ/gz2cte9yD4Wtl4qdgZSgwuJRqtkyvrypXUfeZ6Fi60aNRI+PCBheTv2NFfDmiSpsRJ2JbyLPOkYkUtOFAM9pVQ7CuhOJFPceFvunz+Y7C/uLC/uH5+uLC+V/gwnMpUnMyETRcpKmyD5bW1O2f1X+DT64VrvlWcytSZ0sPZ0G42HCugou3AoSLwVlfN4HiHcHCK55scsyTvSfi4mQ58tq8EHM+vk06GIvqN765WlN+uy6+tpih6UI/jr3MU+4vHw5SQ/7jLvHqJ7P3csgE1ejThgQO123NGhieEW2+/TeToUaR166S6ws2awc8/I/nzI/nzE1m5ksixY/rcs0fHdHJb+RMnSCtYMOkMFypEuE6d5L66cS5O3E203Mu9epF56hSZJ0+SeeoUI3v3xu9wir8S/10LZL175g0R8yjuOcbm1IHUPeO1nm7Yy437C5rbzyTit5OrfiQCx4/D8eOouXP1+t51l341LU3DTPfuRI4dwxo+3Fm07xQawq+M232nMuIRTsZtzdzKi5iZPHitq9cY/ODHbW1N8zPa937BglClCmrxYkK33prMrNjHevo0HDtGaMgQ0goWJPTii0hGBtZLLyEPPOA/ZvEJFJs6FyKEixWDfPmQ/PkTxfbvJ3zRRZq5WrtWw9rVV3ur1f1C//iFC/JTK/qN1Q2fucFo6rzUrMm3I5dQoFTh+HnTu+2wpk1z358i7vs6F3k8I0uWxPF9zS5X8su6EJblXKUJGvckbSaw7YbHUu+JuMOC372kZqICKU9k77LwIkA2XH9UmBKdtVj1WcCJPHmQIkUSqRsC1g864FeRg/pMy4YjBWFOW6H8dvjXKih0VJ9/lBM2VYbi++GPclDguE4hUPiwTuS9oSqkRtLdej5c8YO+t6aGouFXyZPTeLHOiTmvVaKdzu9ANH2T5xgyTyb6XeQgZJyG4/ngdHqizMROUHM1NF0EhY4IK6+Cr+tD9V/0QtX8EbZFc0Vf+BscPEfHjct3UufnLHpQyDwFO0tjFh/Lbe598r5I795Iv37uiEXcU81IwYJEPvuMyKFDRA4dgksu0WUPHyZcvTpq926kcGGkSBH3054DsGJFIqtWOfc9VXIjYr7hYseJE3FiIfnyJdltJDFJJP+nIKiw+1534m/sXbQsOHIsDIUKuUsc/NbSaT3c3ndDRn7SMq//qW161ZWdjfrkE9KKFiWtaFGdEgWQ9HS95vfcQ+TQISybvZ9nAm8nmDedLy985JeI3M8Gyasur/4HCWct4k30fHIAOq6l1zzGJMGNGmG9+SahDz8kdNddmlm2f02cOoX6979JK1qU0PPP66ry5sUaPhzp3j0nZRXxxk1OhM2pb0WKEPnrLyJ79iTjjxhzdcUVWlpdqJA3AyEGuXHt/RGPQKtO820Sv9BpPkTMbO0ArrqKyMGDcfxrvf++uyTb6MsP7ywOHrAZWbmSmp2vYN2GZCbLFD07kbbsbDh6Kg0KFHCHby87Oi+VgwkO8ZDe2+NgpcV+iJgnYFUK+BKkY4KxOgUcAaYrxWOdOmG9/rp7lHPxiwqteKMbnI7TOKHxYsWqf2nmIi0bSuxNRGcVW7TW2G8JRRN+i1D4cM6osbaB5ng3iSGL9nV6R2F6RxwEVPZsVUK/4fDIaJLq6fwOtJ+l6Dhd19/xfSh8SDNfJfZB+hlbu0ndTL2nKLFPp0yI911wR7JextBBo5mLmEVlj96z5s51RJzhZs0gKwspUYLIzz9D8eLuiO3AAcLVqqEOHHBv0yvhtBhESLYZ4IYmTNB9f+UV5JZbUHNteRMOATG7/iKgYgzzFyBVcMxkn4oT9+3LOV1/7gpT68FaRL75xpvY+UmKxCd3o58a1XUv4j6nTvW4tRH7vWoVofbtkRIl9HVWFurIEaRVq5xf2E7z4eVB4EYMxSdjsojZtcke8ZsHEybRC2+69d2pD6nMivhkn/Cau1h9p0+jZs0i3KkTAKE5c6BrV6yxY+MfCWrsWMLPPpuoIl8+rCFDdKo0E8cNp774ObYAkT//1PczMojs3as/5qpWRe3Zk2CuatUi8tVX3nPhhCvdvFfcEkv77VE/jxin/ej34SQGGQfcpL0iwWDR752U9yMrVnD5VVfx47urKVnconhxrZn0a8INPJYvh3ajGmJ9Mt2fUTIdi5eDgxuzltKm2NZFREhTdot3O2vhtBAZGZwuVIz9+/dSzMZrnATeVYqHw2EkM1OnWvGSrBh4Xdw5CT5qaWc0oPg+xReNoORenQYJ4Nw9KkVt41ynPZmlvU7n5JspEe3dCFwqfkTx7LPwYm9y1N1+VqLWcw7A7HY6GXhWHs00xcurnLXa7628SjNYO0prFWYiOzvO8+01Br8N7oRE3AiO0wZ2AMzIN98YpIWIHuecQ2T1atLKl9efLPv2QYkSzuWzshKpfPLm1amZnProxkC4EUtA/QVyC6ivokvxNkgLUBmJVfbj4f74A86vUy5nO2XLElm2zHkuxSPBcG5TEJnsSTdGNoh9mNu7GRlI8+ZYM3WuNLVgAeE2bbzbcmJEnH6beDCafFh4JSx22hN+xM2tz15UxUQiaCp18GFMjL27s7JQH3xA+O67kTx5IJpKSy1eTKhbN6yRI3W5I0e0mq6QTuZrPf649iY3acskxY/pHi5ShMiaNaSVLo2Ew1qq8/XX/t63kssUSEG9U73UVX4EPaiHq9dce8GtVzmv9XHAFZFVq7i8XDnU7t3s25cdz5znhvLccOnp03DgaJ5kD/Pc0ECvfedXjwuuUill0hzIufsE1qzJt0/M5ta29fm0W0LW95VSDIwaykmHDljDhnH2h6T2ho9aQPW1UH0NbKysDcs3XQTl/9DSICXJr5ffrpmRI4ViY1Oe9Xsd+Y9BsQPCsQKKv4qd3cjeuwsaLIFGn0cN+OvC1Sucy6afgXLbiSeprLgVzqSr6NjEn8h6EcEgKVPcNpHbhnbb5H6E3IUoqT/+INywIZF163Iik6ws1MyZhLt00Qi9nc3ewG+3ukkTDhygeL7j5MsH3APqcxvUtAOWA9f44pT4/wsq5yFycrtZHr0gBDS1nN+8myIh03AqJn2yH1dcgTVjhv87pipHL6ms29x4EQQ3ZjMIgTPdk34SSq+18JOWmMytm2TT6frUKdTcuQlbuRtuwJo9W0us5swh1K0baRUqxF+zHnsMa8QI5/kwgX8/1Y4bg5KqTotJtUqXJrJkSbCwHV6SqaDw5bdGfmEhvNbOTYosYqbW85Js/b/23js8q2JrG79nP6mEBBIggdBbIKGGKkVApIh6BAVRLIiCiqLoEVQsR5Dj8ahYELFgLxwL0hQQQVAQUUASIEDAYGgJgSTUkE6y1/fHPHVnT9kP+H7v7/udua5cefbes2dPWbNmzZq17hXMOiJrY5MmoLAw5Bw7jJgYM8C+XoWm4ElpacCNr/SFuf5z8ZzQNX7VyavDJwTJ8Ld4lzIwf/HyN4Dd7nbeAzCcCPOsh6siDwiRJsT/VYi8Acj9jJCUBXTcTQi9wO8l7yMYJrzPDRM43IKQmeILrEkaUc09rSJv6/i3b1hKONwC+NdTqFm3gHorjDMtbWx1EKhV6v/twP5I3kfI6AzULvbdC6kiHGkB7OkI8RZA1xNFZlcju69i0KIjHDtmITqOVtGkuwz2229e4aoGo3HKoDwTY/p0zBvyLUaMoECvQf//JOartl2n8tpyekSrWkhFi4CqT1VzWOWpqqq7aF6I+IXKZshq4Caqk66QKZtDqvtOvBZFPFanHDujPt2gmKo5bEeb27fDddtt9kN+/fXcGUEnWcdV1k47uhDRih2dnTuHkF69avIE63iL1jm790TzTCeP7KTAzs5VxbNF46vj7Wg3xrI13+n8FPCA6t9+Q3V2NlIHxqK0VM9cUsh2ZJp+u/VNZ/1TraOib9ut8f5HhMLk3r3gxAmgRQsgMhLUrBno8OFAfVB0NKhpU6BRI/2FQmSB7w1qGViPI82BzhlcKCEGhFcwnGjI7ZiaHQVymwDt9zO0+4NwIRQgxpCVZCnT2xli78WSKF5W9Hmg/T5+LzGPwz2caCheyBj0gMlymgKltbgWKrIMOB3Hg6C3PMRQGQZkt2bIbg00yQWa5jAcawycaMiQlAW0+4O3y2RAVhJTa6J0pHh/4jhzBqygQMyAdcdWdrSoo+LOyuK/T570Pa+sBPbvr/ndo0fFdTl7ltNubCyQkCCnQ086fhw4d8533QSgKICVuLM3AxAhBxK11bCLjoZ0QAh1gEJ1dmKyeS4TRmQ0o+NgIWsLAJw/z/vdjn/o7qpVdmqq9sgACnX6ROfbOsevOnXTba8Du0nbexUVwOHDYO45RrVqAU2bAo0bB+arUweUkACWnw+KjQXFx8u/46S9ulpM670DB3zXVVVAdjbQunUgbyorA44cAWrVApo1c+jyC+d5VXSs0siKvqmCbZHZT9m5PVuFYJG2UDQ/NTdaTsmRSPcB5FonGa/U1aTLQG5JJ9izaRLKyihy1RJKGtWR8OefBCLqsW0bHWzRwisPno2JoZemT78kAF5zphFldCQasMH++aIx/Lnn7/KNRBsv5797bCPa1sP3bHs3/k70Od89D5Bo80P8etEYft1lB79+byK/HrDBpIyOZsC3Zj0jrveUN3ie8R/bP3/xUf580I/8esHdvnKvW060/DrfdbPDPM8PV/LrXlt4ME//tm3rcYlA72zCG3lAQI1//EM//tbFBv71f15aSq6uXQP/UlJ84KS1a5OrXbsa4Xu89b7qKkJGBiEjg9g//8nvPfig/TePHydkZJAxfnyNcr780g0wehhEl3NaNwEyf5aD5Pn/3rMHlJEBcnXv7jyMiihsy8XGFHRazsXG25MBV65a5Ru3W291Fs8t2PiBunHlVO0ONj5hMCHDdELFBAOiKPpmWRmfP199VXNuiQBj333XN9f84yX+3wDfPH+e84rwcHJ16MB/t2hB+OMPL49BRgaxzz4jV0wMGffcozdWF0NzuiHbLsV4q8K5XWyMxYuc/67LL6etvxtUXQ3bMDlkAzxaWsp56WdLo8i4666LB9O9mNiaNn1lG4vQEzfHEzsnIBahW7gaN86gzExQ8o1dvATa+7ffKC01ldJSUwOFq4sZJBUx6MbG0okPqAgOrB1bTCeWkU48JFX/qWJmBTOZiQinThHS071//nEHjbvv9j07cUJLQBO2WxbbTCfeU24uuXr0IFfHjuRKTia2cCG5YmL4vR49pAKXTMAynnxS+M6XX7qDmF4XqGC2Clh2AVZ37QKlp4Oi+nYjV48e6qCtOvTqRBi4mOtgYuepGLvob9MmcrVtW1PAchK3zWnfqHiTTEAKhhdcqr9g2u+0r9yx/NjixYFRGOrUIVePHmQ88ICQh7KlS8nVtSsZEyYQVq/mfCMvL7h4lcHk969XSQmv79ChhIICcnXuzNvRujUhPZ3YF1942+UVrpzEbb0UCPC6sQYvVf/prBWq9UfG2x3yA9fll9OWbYaXf1ZVcZ4p+vvim1p8TD3ClZP1xumaLJrzknc8ApZ/LMIAAauGBisrizp2dHlJYssWkGvAAGfaiL8izMCl0Jb8bw2zcQnDWujUhX3/vXeBkwooU6dybY/O5FEttLraBLvrPXs4Y4yJ4QKgh7mvWaMnYFnqoRKwTBNE11lC5PwcGOrGKmilp4PihvTkgWrLypzthGTMS7evg9FY6DzXKd/pZoaI2PLlPu1IdrbzzdCl4EfBaPN06Fl3gb7U7wcrQLr5vlewiokhV58+ZEyerK6XaRJOnyb21FO+eTdpEiE317mGL5ixlrX5yBHbOe66/HLfu2fOELZuDQwDdIlo/KLqriPoBFvf/8m1ziafa8AA2rKF0datoA2bXOTq00f4Z4wfL+/PS9lmJ30q0WCF+INiBdi6/PorIk/mIjWVn20WFwO7D8WAOnXSOxe+FPYKTs+vneb5K1Ow3/8r+k1y3k/Dh8N8/XUY//534LNjx8COHuV2dU2agO3YAfbzz6CxY+Vn/DpI1yLbCZ3gqLVqgfr0AbVvz7F3ioqAnBwOLNinT813CgrAsrO5Hdavv9Z8fuwYr0qLFtz+BwCys9E2Jj8AoosJmmRtBhHwt7+5cHrXau5GTAqwT6f2OCocGx2EcNJ0TbbeE9kv2NljkKatEREoLg6UlARj3Tpg9myYH32k7/Wm6yqusqNQedQR6dnFyPqTSB8GQ/S+qM5ObIfs7FEuXADcQL4sJ4fD7XTtCmrXDuZ77+kBpzLGbR27dPHORfbHH2A//ACaMME5LpuKDmV0bu3rsDBep7IysJ07OYxE586gjh15nnPnwD76CK7HHoM5ciSHEbGWcfw4cOgQL79xY8DjNUnOApzb5nOK3ySDltABVpatI0QXZ8+ouw4RoXrjRvQbNIiHzIqMhPnrGr36qHgXkZ49GGk4wMjGxcpTvdkkNlgF4aDBg110++3cyfD8edC7X0STMWWK/tny/ybNks6xoWpH8L+pXRdrg+H5y88nbNhg+2dMnsx3oHfdRThyRK8fdY6/nByD6exUdu0iY9o0oWqaffcduZKTlRo69vrrPq3WxIn02WfMZxdgOSL0aLBEWqzGjV2Ekyed0ZauWlpHpe9kl6yz69M5MruYsk3TeyRl3HGHMxsl1dG+Dk+4FJoJnfec2sHoHFcGcxRl/V1ZSWzpUp9WJzqajDvvDF6Tpmue4OQo7VJ8v7SU2Gef8Tb26BHwjK1b59O6jR5d8xvHjpHx8MNeWy72/vsXf1KhS4dOTFZ01gmnR59/hYbsr9D0XeypULDrqkCDZZomhXikLS6IcYmsQX1g3bpqlJUB69YxHDoE3PdqY9Abo8DWrcN/01+fqF8/HmqIJCjQKq2QCtBw374AzRXLzQX744+A4oxPP+XhMW6+GZSUxD2IRJAKTOHVSPrI6ioYBW/q3BnmnDnC3St16QK66iowt0cRNWsGatuWfyo7G+zw4Rr9RSkp2Hu6EU6cyEPDhtAC99DeveloSqxjp+O9otIeizQGuojMFCT6uGgHKWrPiRPAvn1AcrKYnu36SbYz19hJS9uvKo8kqPd2eUgj8LMOVpNoXGTaMf/81dVgP/0EnD8P19ixoPBwUP/+QOPGMN9/v2ZdSBPiQUZzTpDBSeHRSZrQJUQcx2vxYrjuuqvm87NngR07fM0qLAR27wY6duQ38vJgvPwy2PLlMK+8EjRmDGjiRH36FvUXkT3EiCoiAUmAnmVzUkZ7uqcMsm/ozD3VWiWb46RAISVFxAQdelTxBQ0eQH6/Q2ocD4KjMmxYw5B3thbuXjgI7Px51CnYgz7+8cH+m/6ytGnTJhTt3Am0bKkOtKliriKGCwADBsAcONAX5HnBArjciMvUsiUXqADgxAmwuXOBSZNAzZrJCVUFHiibnDIwKRVmll1d8vJgvPoqjDfe4IJVcjLohhtAbiZrzJwJ5o6VFlDE3/+OF18l4OtX8dCNebCGpSao+ZgjJiODOVCFdBBNfp1FTyUA25WtcxRC5OyYzK8dxvr1wGuv8WMpXWani+6tI4Sq+lMXGoEc4JSJktPjSJ2y/Pu+ogKuESN8eerXh/n999rRNpTXurRPJN+gyWAASDMKQWFhoHBVVAT2/ff89549MObMAXXvDpaWBvbrr3BNnYrquXOB+vVhvPIKjPnzYV57rS9QdVYWkJSkfwxoNw52fN0hALPt2JICqV40Xiq0c9G8DgYGRdXWigqwDRt8r9euDfTvr9ePdn2qmhNO5p4CHiMgFqEdDtbJU9yOhNo0hblvJZCRgdaTJmHlypV+5QZqvXSTnUD3V7xrzavzriyP6v1gvidKycnJKNJlvE7OxUk/FhWNGQPTI3yQXhwm5aKnwnuyKzPYc3/GwLKygIMHOWMcMQJ0zz3qgMDu79G0aXjp1nT0SPwCo/10WKQYknXrGMoHDAVCQ+3bTIqgpKodnApzRicWo4qxBiME6Gje7GhX93s6qOM6jFHHvk3UPh38Ns+1Tr2Cmbuyuab7LgC2YoUvuHloKGj4cF/oEdU81a2304VdNn4yLZ4Ob4yMhHnttb5s587B9be/8WxxcaDJk1G/b1/0vfpqnGAM23/5Ba6//x3UtSuMN94AABgrVwLuNdAcPRp0662g9u0Bt0ZcSXeqcXcSIkrFz2VzU6cMJ/Vywid07PAqKxH5zSIM/9IHHl0U2xw/mh8DAwbo0dulrLuMHkVYnu5r2yNCREbCvOYan9FvQLlUoxCRMEFkFyi65jue39b8VgN8qwDjn8f6nv99z7WsbqJ6Wd8nDXWwSlCz6xOpQEakP3mt94JgctSmDahDh5rMQHfXpRNYWsY0ZUxBJ/6XR0i64grQFVfofVc0IbcCdNyC4A6xEm7SJAOntnzkjcNWY/xUDFFnIXcyLrL3ZNpAVdBmGT3JVPM6xswAcOgQ2M6d4jnWsSPQpo2zIxDRfJG1V7eNus/txodIrxyZtlemvbNps+uGG3wX0dE87I1o3smOOlXaVCcOB7K+UPWHXV/4v9Ogga+NRUVgH3wA16ZNXuHKnDULqWvWYJlpYiuAv7tc+H3TJrBNm0DNm4NSU8EOHgTLyAAAGEuWAEuWoHrGDNBTTwHh4fb99vvv3CA+MVEc5UJEh6p2yY6j7TTfukdydnSqM29U/I40I0AUFaH+o3dh6RHTW8SePYfQdcIjqP79d/niqzpeVc1N1Xy1oT+2di1QWurbsPgfEfrKcC/yABAXJ44X5pdXpaWRCVOi92RClV3Zunl0nunUUSYMibRY1v9O6xpUzLqL2MnTtdeCbr1VnpccxrmSLWY6WhYduxRV+5wcp2zdij6Nj6LJlwSW474t6GLGgNWrGc6fB0qvvJYHm1a1V8QMdI8KnMYJs2u/bmgPp2jgOkzOk/LywH75BWybXzDOQ4dgvPgijA8+CHw9OZkLVgAQGuq1pbOtB0li9TmhVSfH8Xa0qdtfqrkvE1A0NY9s2TKOaO6uJ7lcoBtuAGrXlr+vCkCsQ09OvCZ1tDhOhHZr/xQVgW3fDvPGG4GkJJizZgH5+WA//wwA6A3g740b4+Z+/XjxgwaB7rkHbM0asE8+8ZVbVgacPAn26adA3bo1yal3b7AtW0CXXeZDvnfKj4jUWlSRwB7McZnqvtPoATq0bq1veDhKh/wNX3/9jTdLTlEd0NChwR2b66yXsrkqeZ999x3+tvQuRJUWIqLCIxBagj0LhRk71bLfdWFhIba7XXsvReratSsSExPBGMP27dtR4BeypU+fPoiNjfVeHzlyBJWVlTh8+DAuXLgAAIiNjUWvXr3gcrlARDh16hS2bduGM2fO1PhWWFgY2rRpg1atWqFOnToBzy5cuICcnBzs2bMHxcXFAc/Cw8MRFxeH1q1bo7lfcFNP3xQWFuLAgQM4e/YsSktLUeGWaj2pUaNG6NatG+raTEjtpGv/pFuGlUlZiVV0BOLEaJAUwUx1F2WVUb/uJFHsYoy338aDIzajdxMAcwC4Y8ZiCMDiA19ftYrh3lUjcaI0BuZrr3FmqzLCtNZZh+mSRpw9UoQoCmbRulj4Fcl32M6dMB5/HDRgAMxbbglYvMxbbgHbvx8sPR2UkgJz5kwuEKjoVVRPp/AF1jqryneyiFzsfHVIP2zJEhh33glWXu7PBGF+/rne/L3YvrXSJmmGKtEpw6lTRdOmge0GuKC0bRsIQE7Tpvh5+nSYDz4YUDcaPpwfpXrSmTNgS5fCmDcPzBOE3i9Vf/IJaOpUvXiQqnFXCUuqeas7T2W806lwJssno9mYGJx65UOMe/hh373GjWH+28ZkRYdudDepTgKlA2ArV2Lkqnvw7r/z0aABgISar4b4vudWd0nHIPDILDMzEw888AAuVXrttdcwcuRIAMA777yDH3/80fvs66+/Rrdu3bwC3pYtW3Du3Dm89dZbKCriFkudO3fGl19+CZfLhaysLHz++ef45JNPcMyNdeSfIiMjMWDAAIwYMQK33nqrV+ApKSnB9u3bsXDhQqxcuRIn/WPhAYiKikLz5s3Rv39/3HzzzejWrRuioqIAcKFv6dKlWLp0KY4dO4bTp0+jpKQk4P2UlBSMHTsWd955JxrZHMEGNQFEk87J+yKiEnn0OTF0t9ZP9/hER5vl5NjSko9SU2GOH8+vPV5r1sk/1X0k6HEyegxAO1+wZ8aAJ580kLfkJW6LIfKyUR0D6hqFq4x7ZXYaMlpQHReKnouM8kV1tnyPmjSBOW0aaMoU23fZvHlwpadzrer119dsu7U+P/8M5sEqAkBDhvDjGRX96TgQqIzXZTHe7Ppe5VUnGxvNec6+/hooLYUxdapXuCIANH48EBYm92DU8f6U1V0klIocWOzGU8SLRIu/zClGpo1PSUHOa6/h41dfRXq3bpjvEa7s6M1TTt26oLvuglmnDtjq1fyzW7eC/fEHqF8/UMuW0uDkbNUqrt2Ki7MfUx2vQlGfqea/yt7Qjq5lDjiycnRo11pObCzMTz6Rb0x04yuK8umY1gj6lq1Yget/mIK3Zh3nwhX8TEhER4TCjrLJwyMqlCEnJweXKpWWlnp/FxYWBpRdWVlpW8e8vDyvhqpOnTowTa6m27BhA5638RDzpLKyMqxZswYHDx7E4MGDvQLW2bNnsWzZMnz88ce275WUlCAzMxOZmZkoKSlBq1atvAJWWloaPv30U+zZs0f43czMTMyaNQu9evVCYmKifuc4lK6V7wfjHSUTFEQLn663l1NvQx1BT8ZMANCoUaCRI6WqdSKATbXwZ03epmTwugFtRdowJwKoyh1Zlw6c7LZV3l0A0KkTqHNncRmy8m3abbz7LoyvvvLeql61CtS4sdpbVbQwyOYZOQQi1dnByxY+lXBo02/G9OlgeXk1XjEtx69a/EInKLkuz9L1SNXlhaL+l9krWZ7t6dQJd0WKwl8AACAASURBVH30kT3vktjy0ZgxoDFjeH8/8ADYH3/AvPNOwA742K8c41//QvX8+T5AYpm9oK5GWke7IwMOFvESu3ecQHToOKfoaJVk8021OdKpi+Z8NmbNwnP/yUWCn9aKBVSTXxkeW6r/2ykpKQnx7gjsOvU5ffo0CgoKvAKVfyosLMQvv/yi9d3y8nIccu94PUeOMgHJP+Xk5HjfLSkpwZEjR3Dq1CmtdzMyMmyPLh2nYMfOinG0bx/Ypk3yyRKMu6sMq0f3PF0GW2D9jn9dRN8QGW0KHRPs57nn76abTMR+9wVHlbcz8Jft+lQLgM5xlYgOVExZx6BZtTuW4WXZCbl2ZerQ8I4d3GDYrg4bN4K98w7YggVgf/4pp3ed+3aaFh2hy679/oQia7tI0NN9btMOtnAhYNGgm5MmgSZPds47dPGm/Ouli48kyqtj0K6Yu8JJ69ReTNczVJdP2/EeO34ma6tsztvRiLVsO0gHu/JENHixx+Q676jmiN1zJ9AZsvbZvMOWLgV75x3cOPgk/CyWLM3wOdiF2HnhiSpr50F4Malhw4bo2LEj4uLicOWVV6Jz587aHniVlZWoqKiwrXtaWhq+8tvFhoaGYvTo0ahfvz4uXLiAnTt3YuvWrQCAU6dOYenSpbj66qtx+vRprFixAhs3bgTA7bQ6dOiAfm5jxzNnzuD3339HVlYWACA9PR3r1q1D165dceDAAfz00084fvy497u1a9fGwIED0bJlS+zduxfbt2/H+fPnAQDLli3DsGHDULduXbmHoq5dhI561EpQfpORbd4MY9Ei+8kVjHuv0yNLXQBSUflO3Pc9z7duBUJCgB49AvKxdeswrOk+tG1LWvbdTz5JYP+ehTkfmDg7aRoQHW3/ggqGwQn2kFV40bXREDEX1a7W7j0dTaLTBUi0Y/zhB57NH7fJ8+zrr8F++817bV51FfcwBHy4bXZlO/HKk923wyGS9YMu0KautycR2NdfgwYNAuK5gSD77DOuvTp3jvfJ3XcD4eEwX3qJQ4jIhBfRAq5DDyL6FH1Ldwx0IQdE9KlazFX4aTL+5nm+aRPY7t0wr7gCZDU5sORnS5YA+fl6fFoHpNaJt54MJsbJPNX1hFW1QTQ+Ojahsrqr5plKaLfOsSVLcNP2x9Cw4ggefdQM0F55X/crg4h8Ru62go3iiDA6Ohpt27ZFfn6+1w5KN7Vt2xZXX301kpKSEBoaipKSEpw6dQoNPAeatn3u+35oaCjCwsJs8+Xm5ga8061bN7z44otITExERUUFVq5ciZtvvhkAP5b0aKxOnToVoPlKSEjAhAkTcP/99wMACgoK8Pbbb2Pu3LkoLi5GcXExcnNzUVRUhMzMTK/g5UnNmjXDlClTMHToUKxZswZPPvkkMtxuvgcOHMD58+fV3pC6x0e66lE7ZqWzIxVpZmTHQLpgjqq2yo6edCanYOIbq1eDatUC+QlYbN06XLXpafxz1DZ06ybnyf73uZA1Gy8sIBTd9xgQFSXuGx3UYhEzlDF4HQbidGxU9dIVCoO975eMH34A3IKWJ5lXXMHtWIqKwPbu5dWbMAE0erScAQcTTUB1HKFanFXjLdqVaxwDG3PnorptWyA+HuyTT2DMmAHmpyE3n3vOZ+sj29zY8RTR/HJCyzp0pcsjFAuhFl3p2Ic5OX7fuBGumTNBEREwZ88Geva051+e8XrjDVDfvlwg1gXK1bmvC7Sr492qeqZrniKiGdl8tCtf5R2pu0Fx4insfs4WL4bx5JN4eOEh9O4d+PiDDxjOnQPuLSVEWcoR22BpMLymTZti0qRJyM7Oxr59+3D27FmcOXMmQMCxpoSEBHTt2hWDBw9GrVq1sH79ehw9ehSHDh1CvXr10L59e+ikqqoqr/eglCkbBpo1a+a1dwoPD0ePHj28x5EAEOdmPMXFxTjgDqkCAC1atMDQoUO91/Hx8ejVqxeSkpIC2lhcXIyioiKvdsqTYmNjUatWLQBAz549kZycjBMnTviNm4MQCyKCvBi1tR3URLdugdhRTnZEwQJU6oJIir4rm9A6hsd+5bElSzC29zZ0767XDP9PzJhBWNDyXyi67T7APe5adkh2/aHTv07gKIKBC1AZX+t0jpM+IAIyM8FWrfJVyR2gm3r3BtmADJrXXQdcdhlY794wZs8Gy8wE++Ybbtfl1mJJ+zIYraFskXfiEaczlxwcyxuffAL64QcYc+eCuU0VzPvu4zAMHugQEX3pAOIGi8smogsRnThJJAhyHKwtoe5G1v+VjRt5VIjNm0HXXVcTpsXyPvviCyA3l4f4soFvYG+9BbrjDr5J04FpkHl8i3iMakxU9KkS1lR5naDCBzOWOhta3fWFMbAFC3Br34Owmk2/9x7DE0fuwxmzDm41X+cCFnwQTSH+F14cLEGnWwFJi4uLkZ2djfLycoSFhSE0NBRRUVGIjo6uIWwAQJs2bXDNNdcgKSkJeXl5WL58OQ4cOADTNNGtWze0atUq4Dv27eZ1NQwDLpdLSROmaSI9PR0ZGRno1KkTAKBu3bp4+umnvXkaNGiAyspKHD9+HKdPn/bej42NRZs2bQLanZycjIceegjn3Kr3Ro0aedvsMXb3pJycHOzYsQPJycmIi4vD7bff7j1uBLgAZ+1/KeNRGZmLvDdyc8E2bgTddps9ke/aBfbdd/xR376gq68WL0IiexQrvTgREuza40S4Cua4UkMoccI3GAPefJPh3B0P+rRXqqMXXXwb2ZGTakeqiqnnBFdIx/NNpQUTCS6eObZjB1xPPeWrZs+eMJ98EnT55dwjUEAPdMMNoBUrwDIzYXzxBWj0aB9Olg69yAbWzs5M19lD1LcyQ2/V2Npo18wJE2DMng3Dc+wEwJwyhWtTPKC3Km9Gu/uyxVllayj6jkzbpXJakQkSOhEnZL9VPMM6nzw0u2YN2ObNAADj22/5eMycCXTuXKMc9vnnXBg7elTIJ40XX0T16NGcj4j6XGUSogNnoxOvUHVUJ5AVpJ7Lqo2vbFMvK1PUR06P36307M4bEQEYhu+VBQsYnj4+BaemzQZiY4EPPvAeEXrWczEOlgIDCwDy8/OxdetWDBgwwCsslJaW4tixYzh+/Dj+/PNPnD59Go0aNUKPHj0waNAgVFVVYf369di0aRPi4+MxYcIENG3aFHFxcWjsluZ1AUJFgpg//AER4ciRI5g9ezaGDBmCyMhIXHXVVbjvvvsC3ikuLq4ByWD3vRYtWnjb6p/at2+Ptm3beo3eAeDo0aP48MMPUVlZiWHDhmHAgAEY7o+jYvkG09EwOD2eYQw4ehTGrFmg7Gz7Tt21C8aKFWqBReR+r9rt6y7iunheOp6NIqauOjLyn6OLAbj9HehWAJKIGG+8wTDr7N9xdtpMboPlBFFcNI46MBQqBusEQFDFBHW8EnXBH+3qQwTq3BnVzzzju9+7tw9gUKF9oeuvB+3aBWZ1UtHBcwoGy0dnh2ynYQnG6040Bp7b99wDvPcekJ8P8/77QfXrgx58MDCigK5gIRpLFWSI7JhN1D6VVjaYDZfoqNOJU4hqrD0a7x9/BPvlF5hDh4L69IHx3Xc+XtqlC8zRo31BowGwTz/1Bpg33n8fcMM7BCR/5YQOTcno2vosMxPG11+DOnf2wZ745//lFxjr18McNAgYOFBdrpP5ouIXwWp+deayzimJYj5++KEBIp/S8S3jAZycOpMLV/4wV37reYhWhQUpKSkJM2bMQFhYGLa5kZjPnTuHsrIydOjQAe3bt0dVVRUSExPRoEEDnDp1CqtWrcKBAwfQpUsXjB8/HhERESgoKMCGDRvQsGFDNGnSRKs/Zd6P3bt3x9/+9jd8++23APhx4rfffovffvsNERERSEtLw3XXXYchoh2xsEvEfdKuXTsMHDgQu3btQr7fLnL37t2YP38+Nm/ejLFjx2LYsGEBgKnaRCMjFFVq3hzmpElg2dkwBPAT3uJ/+w3s++99xsS6oVtkRK6DlaNaTGRqcbtFRyRYqRiXJ30NYBaAfe7r/QCeA9CmZhHz5jHMLn4Epx982mfgLuuPiwHms1ukdbQiOhoUlaG8qn46x5wqW5/OnQNhG3TpDQCNHAn6+utAASuYEC2iDYKoT53W9VIDkVrymffdB7RvX1NL4USwdDrfreMp0izp9KUuj3NKn8HOSQENsR9/5BvX6GiuserVC2avXjBmzuRC1ooVQEZGAMYe89vkGh99pDe+OmHDdOpOBLZ/P4znnoN5yy0+AcsvL/v1VxjPPQcyDNDAgXKDcl1bKp2IEE6FuGCOJVVzUoM3fBB2Hyicyyg0aZIYw8ydQnARKSQkBPn5+ViyZAn27t2L1q1bo0GDBmjevDliYmIQHx+Ps2fP4tChQ1i7di0OHjyI+vXrY+LEiejYsSNOnDiBb7/9FgcOHABjDFdddZX2t2VHhA0bNsQ//vEPHDt2DGlpae4+Ii8y/AcffID09HSkp6fjjjvuQIKdO4Al7du3D8uXL8fZs2cD7icmJmLo0KFISUnBqFGjkJ+fj6+++ipAyMrJyUFOTg4OHz6MjIwMXH/99ejYsSMi7M7qg2CoytSkCWjGDNCRI1wF7Z7Y1LkzR8vevh3G4sW86LQ0sB9/5AKWzhm6SvUqYmQ62jGVul+0IFrzq/rO7x26/np8vTkdnZdsQ+o+vyyLAJgA/RsBQhYAvP++gVNL7q0ZLkPH60y1WOjgD1mvdY/xnNqF6QorOmNl5yjhdBGVPGOffQZq144LGqK6yehFxxjY/1lODtjKlSCLZlwl9LING7wglTR8OLd/DFaok/EJJ4a9uthssm/oLF46tkQqfqdj32M31y6G3wqEK88YmowBu3fzderzz8HcG30AMCdOhKkIDm08/zyM554DatWC+eyz8tBbujRiaTPbsQPG44/XbKp/yCrRmOrg6AXD8y92DQwGt07Rj+yjj3g0CbdgbN5+O9C7t3ZZNQQsHdLzaI7+/PNPvPLKKzBNExMnTsTgwYNRVVWF/fv3Y/PmzdixYwdiYmJQt25dDB06FHXq1EG9evUQFRWFTZs2YenSpQgNDUWzZs2QmpqKpKSkgPJF3wXkRu5EhC5dumD27NlYvXo1Fi9eHGBcXllZia1bt2Lfvn04efIkpk2bVsN+yr8sxhiys7Px7rvv1jDg79+/P7p27QoiQlJSEiZPnoy6deti7969SE9PDzgyzMjIwOHDh5Geno5HH30Uffv2Rbg7SKjQBos5RHqWnb1XVAB+OF3Urh1o2jRQZib3xALAPF6UOnZNssmmY4Mi+29lzqrvBoutYr09bBi+X7QI41J/R7cwAnb4PVwMMALwEoBWvIhXX2U4Pv4xoH59fVgJmVZBZLQr6xvVEaldX+pgUaloSmXHZP2v0mpa62EnhInQ4S3lGN98A7rrLpBHk+ME1kPXo9CTJzcXxhNPgB09iurJk50Zef/+O4xXXwUAVNepAwwerGdgbtePnra/+CI3oK5XT+1t6hSSQna0ros8LrJXE9l46noGqjxoZZsLEa8VfWvrVrDffuMCkFu48uchGDaM22KlpMB46ikwt8BFY8b4bAlF5c+bB+Odd/iC/tRTXMCSmVdoClX+edi+fWD79qnpVAUlIrpvc4899xzooYcCtfxO+JDqnm7SgWnwQDMsXQrj++/5WEyZAjRvLrX7s7XBCqi3Rv08L1+4cAGtWrXC7bffjrCwMKSlpSEvLw+bNm3CwYMHUV1djcaNGyM5ORmMMZw8eRIZGRk4dOgQcnNz0apVK4wYMQItWrTA2bNnvRopnYDIYWFhCA8Phywg89ChQ9GpUyf06NEDy5YtwzfffBOQr6ioCB9++CFCQ0PxxBNPKL9pl6qqqlBVVeXN17ZtW0yaNAmnT59GVlYWli9fjrVr13rtu4qKirBu3Tq0atUKSUlJAUeiLBhbEdWi4T+pjh7lRpjW91NSQCkp/PKKK7gNQDCefbJJKlq4ZUKHE68VHeZgmUDmNddwHCy7CTYcwG0ADgB4F6DdfG5QIsAiuGB1+DDDly1n4OQd07j2StdQX2VH4cTYX8WMVAKsSnhXuUo79XDUMabXETIFQj+NHw/avx9s1y6wBQtArVr5tFg62g2VBtYuT3g4N8zYuBHGQw/xR8nJXJslOqrwMOQhQ1AdFQW2ejWMVatg9upV05hfZPdGBPbGGz5wVffmz1i4kC/M9evLx9aubF1PQbtrJ/NTF2LFCZK5jpZMRecqIcsT4mnYMFTXqQPq1UtuG5if7wV7Ne+9l2tVFX1kzp4N4+GHwYqLYTz+OMx58zh2majtsrGz5KcuXWDecQfY3r1cG2Pt/nXrfDZkTo6UNSA5jI8+QvWkSdwuUNcO0Ok9naSjEScCe/99b4xJ84EHYD72GNCwoT3f9Nhd+ZVfw4vQaUpOTsbDDz+MwsJCLFiwAPv27UNFRUVA/L3s7GwcPXoUMTExaNeuHTp37oy+ffuicePGaNKkCXJzc5GZmYlt27YhMTER7TwEqEjl5eUoKyuzRXL3NA7gBu8333wzUlJS0L59e5SUlARotM6dO4f169fjkUceCTjWs6ZWrVrh3nvvxYEDB7Bp0yavZio0NBShHuJ3p0aNGqFRo0bo0KEDUlJS0KtXL2//eNJ3332HO+64Q9vmTItYgoFMsL7fqZPaKFRHEyMqX7SwqvBudI+J7AxbRZ5f/jtPu+8M53/0A8B2A5gKsMcAJAJLlxrYupWhavtYbuQo8ri0O+4pKYExezbMF1+070/Rwq9rFB8stIaoPJ1jYF0aFLXJLo/OAmpd+IYOBX3wAdiuXTC++w40ZQrXYonekfUtEVBVBeOxx3gQb1GfNGgAc9o0GIzBeOUVnq1JE5iADzVd0B5WWAi2Zw9YQQFYejqMmTNhMgYaPNje3s7DvOfP55AUK1eC+YEbm089Bfb++7ycefO4FsvaRp2wPjqeeCrttUq7qWMfKZrbIi84XeHO6YbNWp/u3UH+WC4Cumdr14IdPMizXHstoMHv6Y47gCefBIqLuSF8dXXNjeDFpJwcUFISyI3v6N8G6tuXh5xatQpmz54gkdmOk/7TFbaDOMJzPH6adMHeew/Giy96vT1p5EifcOWgfSFCiADrQoiaR3fnz5/HmjVr8OOPP9YA2fRPFy5cQElJCQoLC1FQUADGGKqrq7Fjxw5s377daxtVWVlp+x27VKtWLURFRcEwjBrP/vWvf+Gw21MjNDQUM2bMQJcuXdC0aVOUlJQgJiamRpzCqqqqGvZV/qlVq1aYNGkStm3bhqysLK+AdeHCBVRWVmL58uVY5YffAwC33347Lr/8ciQmJqJu3bp44YUXsH//fgAcDNUTe9EKfyHqf20GYadCzsoCcy8S1KULV3e2bCkmFNmxgq4GSlV3Wb1lzFpl46MzgT0agGXLwFavBt10E+jKK+3XC8/1HwArAtBYMellfVBejujp9+GfqUvwyKMmP8qx1lPn+FfnmFG2cOqOoyogqu5Rks5ibNcG2ZGn9Z5HyJo8GXTwINjOnXLasWPW1rpUV4O98w4M04Q5d674SLOkBPDbQLHcXBhz5sAk4guZzXxlP/wA45lnwNx2ooDbBiYjA/DQok2/sDffhPHyy2B+QezNJ54AtWwJGjkSrsWLYSxaBPP552sa4brLe38iUBkG3P82tJHC2+8Dpr8M7O7E8PrD0As3ooKQsfnu318DOuwFXnyc4UBbwtPPAS0OA8/MBvIaW8pW0Fn0eYbX/k7wm8UAgKPNGGY/Q2idDTzxb4Z9ycAr0+RHYYPXE275nJez6hpg2fUkt+Fz/zYnT+b4gn7ehNoQN3BgDO8gmbfcYn8c36ULqEcPGLNmATt3AjZe71J+rYCmMR59FIiMhPn660BkZM3vqzSWOjAROuuWqFzPurBunVe4Mh9+2F7zqJBTiIiHyrFd3G0G2gpZUFBQgO+//94rzMhSeXm5F73cY1Sem5vrjd2XkJDg1QTpaNM8IWbsBKyVK1di+/btAICIiAjcc889aNasGerXr4+YmBh010WR9EsRERGIiIhA7dq1A+6XlpaitLQUO3bsqBEgunfv3hgwYACio6PRp08fNGrUyCtgifpVKSzYPRMd1/gRDTtxAsbatfx206agCRPsGbgdUYq+LxNwdBHZdaEfVBNZx3PNRhvA0tJgfPwxqjt1AoYMCSi3RvXXAHQcYMnQGy+79l24gIgln2Pcs9WY1nMR8NJL9gxFdHSjc+Qhw6vSOU6wGytRPwejuVR59MjGX3WERwS64gpQs2Y+ActKNw6hA1hVFfD558Drr4v79+RJGG4sOe97OTlgP/1UU1PgKX/v3gDhSkjrlnfZunUBwhUAmNdey9HDdcaVCBM/BEpquQUsHRs7IjQ6zjDxQ2DV1eAClojmRHxF0xV/+Bpg+FrgkzuAA0kM131L6Lmd4dVH/AQsGY353Y8oJ0z80P87/PeOrsDsmQwJ+cBdHxLWX8nwynSBQOi+l5LJ2w8AJxoSlt2gR080eDBo1ChnXo3/E0kXNkNFkw5gYTyB2M05c3xgzLKyRX0UjIez6khbsPbQ8OGAB/rJgbZUDtOgkcrKylBYWOj4vdjYWNStWxcpKSleT7pu3bohNTVV+E5eXh4qKiq8RuG5ubkoLCxEVVWVN8+AAQNqeBYSEQ4fPoyuXbsCAFwuF1q2bIlGjRoFxA0MDw/3or17UmlpKfLz8wO8DKOjo1HPo3YHF/REsAsnT57E+fPnER0djfj4eC+q+yVNOl5gus+cLD4q7x2nMAwqgUo0YXQIXmOCGgsXwkxOrmn/MhegNN/+l/0LQKIGUxIJQhERKHplAe6fMZ0f4YgYrigskaxsXeZ5KdT5wTDyYOz5nNL2pbTVAIDQUFS/9x6M+++Hcf/9MN98U18YBMB+/x3sjTc4JpXn3vr13Dvpjz8ct53NnQu2Y4fzPnH398d3AGGVDARCeAXD+xMJkz7QxX/y0wQ5tYOUHUnalEV+33r6OYa400BuE39NlLiNgeXx/yfrAQ++wd9vmgM88W/g83FA/ZMAgwNHEt8D+/z+9jjvvAO2ZQvoxhv1NxQ236r+8EOfDVZlJYwHHoD57rtBkzTbsgXwhFGy6/tRo2Du3Alj0SKQFVPuYpKfg5WQx18MXwj2qNL/SPftt8E2bwZzB5Y3p0/3aR6DwOoK8dVN7UViPU70HP05SWfPnsX+/fvRsWNHrx1WTEwMCgoKUFBQgMTERDDGEB8fj4iICJSXlwMA1q9fj759+6Jhw4bIzc3FypUrA47ZAKBly5Y1NFqmaWLnzp0YNWqUtw1nzpxBcXFxYEeEhKBBgwZISEjw2mJ5jNTvueceb76KigqUlZV5r8vLy711tKbt27fj0KFD6Ny5Mw4dOiQ8ghQG0ZapPUWMxS7/H3/AmD2bF9m1K8xHH7UnSh0NkowhyOwlFAb4wgmiA6wnWxg0JxvbsQP4809g6FCYkydj/qJstNy8Af1+AZi/suBHAIVQLxQiW6zQUFTcdDuWxiaArrnGWT/q9InT2HoyLyGn7tUqOxsZHeuUpaJ7m/zG88+jOjER6NChJj3qHJdWV4OtWAF24QLw6acwiGC+9RZ/fuwYjEce4WX4xf0D+DE8DRsGY84cGK+8AhMAOncGe+stMP/jSw+fGj0adOONHOn7s89AW7aAJk7kHmlE3Obql1/AtmwBy8vzLb7PPAOkpASEBTJffRXGXXfxhfiTT3w2gkQYuwiIKAfGLmIIqyS8dT/DpA+AOmcJ790NnIkFPpgITH+Z4Uhz4NGXeZnt9xFmPst/d0sHHnsJeOkxQr/NwEOv+4SONcMJH0xi+NsKhts/4/27aCxD6AXC9cuAjycAjY4zDF/jEZYIrz/EsLk/8OhLhJ6/A1128XGc/Qxw7wLCFT8xtM4GfukPFMUQ5j/AEF/gG+MJHwOlUSLbQy6qlUQxfHkzv+64h+Glx4Gbv/Tz/AJ/t3saw+Mv+t7dOBB48wGGoWu5povXmuGGpYRdXYCvxzLcupAw0s9/asG9wPohAHXvDnPOHG4IL1hThTzVvwVjxvDjNDc9mnXq8JA81nlgN1cEmy/23Xdib7qUFKBjR7Dly73ej39Zknkey+a8HU/R9XIUaK7YO+/AmDMHLCfHV70BA4CEBD1wZwQGew4QsDyLO4ka47f4s4vYEZaXl+PEiROoqKhAVlYWIiMjER4ejpMnT6J9+/ZITU0FEaFNmzaIiYnxCi/ffvstysvLERsbi/379yMtLS1A0AGAwYMHw+VyYciQIUhLSwMRoaqqCl9++aU3dE9lZSXS0tK812FhYUhMTERERAS6dOmCgQMHYtGiRQC41uzdd99FVlYWoqOjERkZiW3btmGH3w4yMjISkZGRaNWqFZo3b44jR454n23atAn//Oc/0axZM2RmZnqDSgNAampqgOZLaAcnIw67hcmOCE6dAvv5Z7gbxQ1x3ca4APccpClT7AlfFWRYNbFVXkgaDEY6+S7GXVc04bt3x+/zmyM3l3kZtDfNBpAiqJtKkPC0PzSUG7zKGM6lxIyRMSvZczs6cxI+xU7DqBLm7OjE+tyax2r07M+zNm8GKywESezwpPaLpun1vGUVFcDChVzIevtt4Px5GEuX1hzCTp1Q/cYbXhtHj5CFBg0CBCvz2mu9R/XUrh3Qrh0oORnG00/DWLoU1VdcwXfU69ZxfDp/m6unngKlpoL69fN5C3qY/LBhMD/+GMb48UBZGbfDIsLnt3DtFUBYfCNQqwT4eALh09uBR+cwjFlMKI8AGh8D9nYg3LsAYMQw/RWgIB5YNwQY+DNwrDFhwyCgz2/A3IeB4toMcx8mDFtLeNJt2lr3LGHMYp9A46oG2h4A2u8HokqANcOBNcMJD73Oy3jodS7MZCUxtPkTSMgH1g4jFDZguHI9ocd2YNYs4M0pwB2f8PdO1gc+Hc+waCzhQijhxq8ZqkKtsfykHAAAG5hJREFUNOnRvPnzRN+cZmDuK0LqDob5D/A6vzADGPAzFyQBYNU1hO09gNSdPP+ejkBGZ+CW/3DbsM39gG9GAvcuYJjzKGH6y8CPg3sGClc681A1L10un3ClKtdOgNHw9vNP5u23cwPvS5CMyZPBrNFSgtmQ6dpX6eCj+Vdl+/YA4cp8/HFQt272jlICBYLHi1Adi9CmswPyXSSTP3PmDM5Ydn0eXCvGGG666SakpaVh9erVKC8v9wKaulwulJSU1PAenDBhAtq0aQPGGO6++2689NJLXrT37OxsfOQB1yQK0F55MLpCQkLQtm1bjB07Fhs3bkR+fj6qqqqQmZmJQ4cOISwsDC6XC0VFRQEaK48NVs+ePdG1a9cAAev06dP4/vvvERoairKysoDjzKuvvhqJiYleocq2T1U2RbpAj8nJqPZAVKSlweXWZnmLTksDrV0LGjGiJlCijIh11P/+9VG59qu+qcJkki3QgsXZHD8e1K8f2Pvv29fpCYDlAtjqPiDpB6CeBjOTtU90DCgTKJzaKOnAM+hCKKjGxm5xsJYli9dnZV52fSOrm80z88knwY4d4zZ2Tz8NqlcP5ksvwXj3XZgPPhjo4CHyvqyuhjFmDM8SFQXz88+B06dh3HcfjLw8MD8+Qm3bwnyZq3uoXj2vh6o5dapXyIK/gHTNNdwIvX37wHYnJwOtW/N33nkHOHcOzA97z5wxA9SnD6hnT6BBg5qCpfuahgyB+Z//cC9C9/NrVwIuEyD42hlSBYxYzfDoHC5snKtDeGUaQ0kU4bE5DAM3EkDA6XoMm91hVPMTGLb1BhoeJ8x8luFYY2BXFyC+gOG+twkd9wC5TRg8okzyfuCT8Qx/f41w93sMo74BdnZl+GYk4XALLtAdbMVwoiEXdO57m4GB4Zf+wJlYj86IpyvXE6JKGdYOA3KaAaOXkFtoBKpddrRNYOAar5XX8uvo8wwHWxGmzmNI3kd4+VGeN7cJ4Z//AE40BNK7M0SVEB55jaHrTsKbU4CMzr5xykpi+KMd4baFXHBccC9vz7C1wIjvGZrmaNigOglyrQvUqmHADYAD3M6bx3GpJAIepaTU1JbJeIAkmdHRMG6+GezMGRjjxsFctoxDnIj4uZVvyARRGS6ehhMGe/NNsPXrA4Qr88EHgfh4tWG9CgfLVjMl6TihtuUSJSJC8+bN8eyzzyI+Ph6LFi3CmTNnAo4DPalZs2a49957MXr0aERERIAxhmbNmuG1117D3Llzvd5+1uDToaGhSE5OxujRo3HDDTcA4IbsgwYNwosvvoh58+YhPT0dVVVVtoGrPSkqKgpRUVFo1aoVHnzwQYSGhmLt2rUoKioCUPMIMSEhAePGjcO4ceMQGxsb0JekA+onemY3cT2/4+K8AZyZjVMAO3YM7Ngx0O7d3EXc37Vcd0G3m+RO3Wh1QhroMBgZ3ID1ebt2oKQkjv/y1lswW7QAjRgBc/p0vPBBDho3/hH9EvwsPx4H6CPg1Verce4cw/2vTMGf//wPB6ATfU+lJbGru47gKhp7JwaeusxZxBc81xUVMG67DebixfoxFGVBlHUWHrtdpOd39+6g+HgwcM88BvDd8/79wB13wJg8meMA9erls29xJ+OGG7jwwxiMNWtAEREwly3jGHF5eWDl5V70dQCg1q1R/dFHHOHZ2pcJCYFClie1aOETrkR8du/ewAVqxgyYDzzAmb4GPAFdcYWlbJ8N0/dXMbiqA58RgLJI4KfBQMpeFqi7JctxGoATjbgg9uLjDABDk1x/Ucj3rU9vB56dCRxqCQz9wU9/xBh2dSHs6uKhC9S09bKU5aspv71uqN6msyiGYd5U37FkUQzDlssIZ/2CLxTGM5yqR3j+STfEz3HmswVjvi8zr1bM3Qww3PMuMGwtQ0qm5xuKY3rZPca4MO/2qkdYmP2irrno15g2AwfCfP99UGKi/ZwCYN52G2BFBhAJNDIAVL/fNHiwV6Ay1q2DWVUVKGDJgGLtBCqZcKcDkuoRrt56q4ZXLnXrxueZjA/ajEcgZViOCAM0WAoGxxhDhw4dMH/+fFyq1LNnz4Dr5ORkPP744xg3bhyys7Pxxx9/ICsrC71790a0Gw22Y8eOSElJQZ06dbz2V0SE2267DT169MCOHTtgmib+dIPxhYaGomXLlt4jwcTERMTHx3s1SHXq1MGoUaPQsWNHHD16FFlZWcjLy0NRURHKysqQkJCAunXrIj4+HnFxcUhKSkLLli0RHh6Oyy67DE2aNMHYsWNRUFCA/Px8nDt3jk/WRo0QHR2N1q1bo0OHDmjQoEENYFV/LZZr/HiQX4gEc/nymtHVVVqsAwdgzJvHjalt8pgDB4KeeiqQ5po0UQf6VTE0leu+Q9WttmAmulYJB4zBvO8+GIcPw5g+nQuZV12FnZPmYco7D+Dt3zagr6fo7QA7A/S6nI/X53U346YZ43BoziJfFFARUwqmLdZ+CwZaQdOWz5g2jUMEWOnkk0/EXjQAjGHDwKqrgV9/hTF0KBAXB/PLL+UwCyptlJ0LvgwJ3OZI03zuOY4v5fbUY7//jur584HWrWEOHgzj2WdhfvQR4F5ojDFjgKIisJ9/hpGXBxgGqt98k+NoXX45L7dePVQvXAjXbbfxz7RogeqFC4EePcQboIQEmA89BBo6lAOKejC1BMK3ee+9wOHDMJYvh/n3v3vjglKHDlxrJXNXF9xbPpIQWQZctRqoDPMJLK8/BCy9gbB4jE9c8AWuDYQ2CLwHDNhIeHMKQ14i4d9PMFy7kpCS6ctJbu3Rn20Ih/wUhl4BRcLHCBKDdlFbJXRfHgGsHeZui5dWAjKj5zbg3XuAc3WAmc8SrlzP0Gm3OyPZLJ9+9f1xMPD1jb5H+5Ilc092/O4RZAcMkAsIsjmvsjlKSAAlJMg3UK1aBWp5Zfa5wUK52D0vKYFx/fWch3z1lRjD0Mkxv0JYY/v2gR07xg3ahw3jRXTsKF6n7LTGnjXcX5by9yL0Hv9JGL2/IADwOHy33HLLJROwPB6F/pq0pk2bomnTpkhNTUVxcTHOnz+PuLg4hLiB16KiomrUC+Defj179kSyO9Cm51jQMAzUqlXL+99OexcVFYUuXbqgQ4cO6N+/P8rLy1FVVYXq6mqEh4cjNDQU4eHhCAsLQ5h7d8EYQ3h4OFq3bo0mTZqgsrISFRUV3mPPiIgIhISEIDIyEi6XqwbkhfV40Jw6FcbUqd4za3bVVYDLhep16wCPp6RocnnunT8PtnAhDADmG2/UJLT4eNCgQXraKR2Ued13RGXIcFB0BSi77+jUoW1boHFjsBUrAE9YpZQUZNz/Fgp33gMU/gJ/FusppWdPoPbebdzWRVYPCc6NtO5B4JGxTz5RBvX2pOrnnwf6cvHRnDABcG8IApLHVpAIxg03gLmP9qvXrsVPQ4ci5OefUc4YRrhcYBs2cOYtEoxEDEp3cRAxPLs+7dwZFBcXsEwb770HfPEFUFoKZGZ6tQTG6NFgq1dzSAYA5gsvgEJDga5d+cbGU354OGjkSJ+QVVAAY8ECmN27y0E1ExJA8fGg5GQ+Rl99Bda2Lbd9tI5x69YwX3gBME2wFSu4m//w4WowXskifvkmhpBqYONAbmflETRizgEhVdxYvYbcUiNwGheaahczjP2KMGsWkLwfSO/GkNad0P+XQKHMZ9/kByYHPw0PA556jjB8DfDMbIYNgwLtpprmED66E2i/nwUIXF4BjTGsuJZQx02yg39kqAoVLPpCXuD7ZtxpQqfdwPJRwPYeDN3Sydce5msTANQ7xTB9DmH8p7yEP9sw/HQF4ZFXgVHLucC5eoSEhkXCgt2cEfEvHUcWET3qYNyJ+JATgUlkK2xXrhvGxtiwAdSokfybOrFrRUKeP6+cPx/MbT5D7dv71kMRj9LB5ILfKR8RkWmavr8TJyincWOCafI/IsKuXdSzZ8+AfJ7kf+3/3/rn/1yWR/RM9GdXB/+y/JNdPUXvq65FSdRWJ+1q37494eBBQloa4bffvH+uqChy9e1Lrn79yNWvHxlDh/Lx8YyTZ8w818XFxD74gFx163rfcXXoQCEhIRQSEkLGuHHkNVRT/XnKdPLces+/nqL7qu9cTB1V9Th4kPd1fn5A3qT9+2lznz5EAN0/fz71vS2V9uzxvblzJ6jFyG6EY8fsyxd9T6dO27b5xs4z7s8+SzBNYt9+G3CfvfUWfycnJ4BupH+nT9vXxY6mTJOwfbv33Q39+5MJkAlQFUDrGKOQkBByRUbyeo4ZIx5v2TdkNG1HK+7/bPZsYj/8EPCOMWKEl97t/lzdu/P+i4z03mM//USorravl+d7ZWXEvvqKlxETQ8akSfI+9P9/4gQZ06eTq0kTYm++WbNsz/XBg2SMGkXs44/FNCPqR0veU7H8R0RpYF1izvL7JodEpYMt+P2UPfz69+6+/DFniabONelctElLRxHdsJjo6dkmFdTn+RbeQvTpbSblNSQ63IyXacKkfzzr+17zQyZ9PZoouyXRr5eZVFCfP4876WtT+0yi37sT/dmK6Il/ER1sweuYsoeoyw6TchNNSks16dfLTKoMMWnIWqLLfiVi1TX7vUE+r8PhZqYtn+j7C//xw5VEdc6YNG2OSadiTdrWw6SvbjTp3Ukm5TcgevRFkxKO8++8MYXfW3A30TUrTPr0NqLDzUz69TKi4wkmPT+DqEG+DV1rjpWSfkQ8QzV37OhGNAdNk3D0KOdpOm2QPff77WrSxDvPcP48v9e/P7kGDeJ5Tp/mc6ppU+V8t52Xorlhc5+98Qa5Gjf2zfuPP9YfL5vrE/HxZJ48GbDeM9M0KUA7lZ+PY927o6nHmp4xICMDPd0o5jUFULXBuyiPCEX+Yg3o/bVZVu2W3XGc9VqWV/WeSjNlVz9rP6SkpGD/d99xOw1/aXnnTsA04brsMr6HMwy+wwZADRrAXLGipuS+bRtC+vWzrYN54438rF+0q5DtNHR2EKrdiuy5prZGupN3WndJPdr8+SfqnDuHrKQknD9+HCkzb0LtQ3uwcGE12rQB9u4Frn6sC3I+WlPTRsZut2rX9ooKYMMGuGbOBHXuDPO994CiIuDAgcC8cXGcNk6dAvycKpCQ4AvFodtG0bio7EQAlEVEIKKiwqtbOAegvl9ID2rRAtXWumvEiJR6BUmgIIwJE0BXXQW66SZ+5PnII2AffwwmsaG0pqp164D+/bmWWEVf5eVg334L1623gnr0QPVvv+nTeEEBkJPDx6xxY2E7jXvvBVu/Hub8+YFaLB2tn1/qspMQUsW1TcR83zBMINUPVqsinGFPR0JEOUdTL63FsC/ZV3ZMEUPbA4Tz0cDhFtwjsNVBrgk6E8tQEQ40PBGoicpLBI4n+urYNAeIL/CqhXCwFeFMbGA/J2VxFPbDLYCEfH68ubcDUB7J0HE3IbzCp1Xb2ZV8Bu4W+gmp4rAPlWGE3Z1r9lNUMdB+P6EohoOa1jlLaOMO7XiuDlASBSTmMRQ2IBxtzuuXcILQJBcobMCPRxPyGRqe8GnnjjQHTtbXcCLRBHjVOp6TaU9VGisV/IAIkFOnrtZv7t4NXLgA15AhqM7JAWrXhis8HAgJQXVJCXDmDELi40GNGqH66FHxMXIwfMTyjvHYYzDmzuVr4RNPcFtJf49cmZ2jze8TCQlIyMwEuaMnMP6ORevir8HySH1uDZZKC2Wn4dHJo6PdCUa7JNOc6WiygtV2OWmX3fteDZZI+t61y/f3889c4o+IIFdqasCfccsthK1bydW9e8A7bN48/k69emQ89ZSeNigYzdKlKMOJJkj3vma9jBkzyJWayjUa1nwHDhB27aL2I9tTaqqLUlNdFL7uO0JFhbN2myZ/54cfyNW1KxlXXEFYvpyXH0zdnex6dX5L3i0LD/dqsDxarF0ArfdosmrVImPUqOB2m6r8lnzGrFnkql+fXK1a+eZAbGyAtop99lng3Nm1i1zNmvFn69fze1VV4l2sXf+UlvL3srIc7XZ1/xv33MPr99JLhLNn9fpHlkemfRCNi84YyTQGunSpogFVm5xob2R06FBz6kjD5OTbOvmcaLBU5Yh+yzRVOhomO01WvXrk6tKFUFFBrrAwctWqRW5cJcKGDVyDpavZ1tU4+d1nr79OroYN+UnO008TTp4U05Zm2zwaLP+1nLnlAJ82xaPB8nMNRkYGavfrh5bW2HX/TX9Jys7ORumePT4NljX5S86mCdggQrMDB2DcdhsPUJmfDxozBuaHH/J3iov57hkA6tQJNM52AHHgSDslK4s0Q2zo4GoFYzQvei83F8bdd4Pt3w9ER6P6nXe89kredPAg4PESbdMm0ONHlS5cADZvhuvBB0ExMTBnzOAgf02aBJbjxB5N1ScqWwXZ7tqyI22/fz9c1dXY3amTr6oAqgD8zBiGu1ygsDCOy7RsmV65Mk2iZHds3HOP0O6s+r33OB5RixYcsNG/H/78E65Bg4CYGFRv3gzUrSve3Yv6S6RJsNvFOzFMJgKOHwf27oXx7rugO+/0GrwL3xFpMXTwlnQgUYLVFuvMbZVmRUdboVOu6h3VeDrNr4v3pqqbbB3QwSfU1WLJ+kpldyVqh/X9rCy4evZEdWEhXDExPg0WEXDyJFzNmoEGDID5/ffqSBUK8M8aRu1vvgnjuefA3Mjy1LAhzNdeA40e7UzTZ7l3omFDxGdm+uJ/wh3smee3HNX5d1i7dihOT8dfjOn6/7lkfPghjJdfhnnffRwzw3P/+edhLFzImftzz4HcMBCOkueoRwXMaRgcO8cqM7Rujer0dLCMDLhuvhnkOUpiDKhd2/eOjjeXCgBU5zhRNRlVwoLIuNHuPR1UYxV0ARHQpAnMDz+EMWECjB9/hGvcOFQvWhTojt+ypR4+k/91dTWwZQtcEycCUVGofuEFLlglJnK3ZZ1+tvNikfWlk4VB5DhhKWt/cjKYBY8OAFwA2nr4SmUlkJ2tFzzajs5VRxSWtlXPmcMR8sGBDen220FjxwYGlvV/v3VrIDQU7MABuHr3RnVaGp8fOse7Mgww0UJvZywrmzONGgENGsBMSQFiYgK/JaMTOwgMO1pQHZmLaFoCMSBsu117RYumCERWxav866ELc0MaoVpkxtY681QmoOhskuySDu+144ciQ3gRj7SOhyi/XV/Z8W4ASEoCDAOuLl24ksDSTlZVxU0jROuHyjlAIuTRuHGgvXu92IfsxAkYDz0E0+UCXX+9s+gWVvMmdx6vF6FHsPIKWnYEGR7Ovax0JFPZAqdKTu1AyAEYou5OUtQGu4HyxCSsVy8gVIV3Fwxwl2wPiCUA8+23QVdeGVDmktGjMfPZZ7HHP9q6aCLJcJP86xkWBrRpA7KAuSq9U0QTyu4du3xOAgE7iE2m1FSJFmWR54mo7dZyGzWC+emnMEtL4brzTrhGj0b18uXcLd8JGKinzOJiuLp2BcLDUT13LhesGjYUa6xU/axi4CI8KhkGFZF4Ibe0iRhDq4MHEVlWhswOHbw8pBGAH6uqMDgkRN7XKiamoIlnn3kGWf/5D748fRrVL70EmjQJbz72GJaPGoX1UVFcaPVorWzK2jhwIG7+6isUjBwJdugQdnXsiMv27UOZNW6oriZLh15FC6hImxcSwtuh0paIeKj1WyQBYNTV2skWPR3vLxENiGhB1XadzZxOX4nWLRnfFNVXZ8MoEmrs+LDOHBfxPdlzu3aqvPHs+lO15tvQEcvO5q+J3tGBdZHNTzv6i4vzeUa707+mTsX2IUOwmEjOM+3WKb/7tkCjAe/YMTkd7YaqQ2XMUzS4oueiPKKJrAMpYFdf2VEAaYSGAbga0j/IZWlpjcFPzMtDmAdUTjU5iOx3irKFSJZk2h8nATVVRwo67+qOk4yxyPKpdoIi4cUNO0CRkTDy831Hgrp9YymTHTkCio3li2azZnpzSrVIX4rQMqo5JaC5wy1bopY7JqnnrgtAE51FSiVYKTB36p06hejDhzmAboMGQO3aiC8oQC0rKLFgcWqSmwtXo0Ze6JPmR4+CkQCjyY4nqoQc0YKgu2EkDcw72fsqbYysj2XHY6pQSLqba9kxmYjfqoz6dRZ91VGaqg06GFWq9hGpNUGysZXQtZQuZHARKk2b6psquIhgEylQ2VXPFKlevXqoXbu2PX3LxkHwHa/CiiwufJSfDzMxEYUNGuC/SZFKSsCKi0FRUfxYwZPOnwezQZ0HAKpbt0Z4gLjTp3E+OhoXLIjSlyRduAB2+jQoLKyG1P7f5DCdOQNWWcmFIye2VpYJyQoKeGy8uDiunfh/IDEixBcUBNyrBnAKAIWEcC3vX5BiiopQVVaGMgAUEwNERqLu2bMoi4xERVkZUKuWdKzqnzyJM7GxqD59Gsw00QBAYXy8L3bhf9N/03/TX5MKCvhmBuAnQh7kdNPk8UNdLp9X36VOxcVg7k0hAETHxOBCZCTKLqLIBoWFcBUUAPXqeY8ImWmaFGB/RVQjMjyAGpi+Vkj4mpi/eoldgndE19ZgC07el7XFrly7djDNbwfTb6Ix0SnLLgiF6L81n+41LqIMFYaz0+dO26b7PSd9ZUebDrCqg+5ju/tO6NEJjal4xMXyBKaoB7sEbdNtV7Dzzo4WneQVtUlGdzpjJqIREb2q+kJGr8H2qWj8VfxeRR/B8Dunc0pFh6L+g6QPnZatM8dkz5nDdjrtDx060u0z2fyFYD4xAd3L5kONNsXGAoz54Jf8vQi9mS3YTP4CmBXnye496z1PXrtyLiamoRVjyq7O1jqJ3rGro24dRLhZMvyvi2mzTtBtofOCZFxkGF6i60sR+Fs0bqr8qnJU+S9VW3TH42LapFuO0zrb0YpsnoresaNPEa3L5phsLorm8sW2RcQHdOdRMG1xWn8dHEFVear26LZFNhY6vEi2JujU1wkNynifztgEw3t06qviqTpjYtcWFR2o1k8Z3Yp+66yLumueak46nWs631bl162/HX0bngfWkDF2RCT6uLVx/n/WwRWV6/9d/2vrPVG5doRvV6YOsdp9264eIsKQLTL+Aylqs05/6Czmsj4ULTLW/rGbdKJFzvrcrixrX8jGzR9SRlY/p20RXVvf1f2ubGGxq5vd9+36UVQfWVt02izqcx0BVcSonWxSRN/3d7jxr4cdzdrltT6zzmdr2/37zFqeipHaLWJ231ONtWzhs46J3dyS8Rn//rNey76laosdjxHNbdF37PrZWl8ZzVjnlYheRXRuR/d25VuhxezuqdY3O7rT2bCKxkQ0LnZjYf2WqJ2iOWon5MgEUtlGQba2ynijqP529KcjhInK0lnLZbKBXZ97kdxVQocTCe5/Q9Ktt04+p1Lw/0TbnGoCnew4/5v+30/Baiz/N1z/T33rYrW7/3/qq//S1V9fNyvfdkLHdmuA6J7uGqL7XEejKKuX7nOVti3YNfpi+u3/AK+73uqqicrGAAAAAElFTkSuQmCC</file>

    <drag>
      <no>1</no>
      <text>dorsale</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>fossa</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>271</xleft>
      <ytop>156</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>169</xleft>
      <ytop>177</ytop>
    </drop>
  </question>

<!-- question: 97  -->
  <question type="cloze">
    <name>
      <text>Cosa sono le dorsali? 2 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;">Le dorsali mediooceaniche sono</span><b><span style="font-weight:normal;"><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"> </span></span></b>{1:MULTICHOICE:%100% catene montuose #~%0% piattaforme #~%0%spaccature} che si snodano . {1:MULTICHOICE:%0% sulle coste dei continenti.#~%100% sui fondali degli oceani.#~%0% sulle rive dei mari.}<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 142  -->
  <question type="cloze">
    <name>
      <text>Faglie, fosse e dorsali 2 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<a title="Di Luis María Benítez, Translated: Jörg Schwerdtfeger [GFDL (http://www.gnu.org/copyleft/fdl.html) o CC-BY-SA-3.0 (http://creativecommons.org/licenses/by-sa/3.0/)], attraverso Wikimedia Commons" href="https://commons.wikimedia.org/wiki/File%3ASubduktionszone.png"><img alt="Subduktionszone" src="https://upload.wikimedia.org/wikipedia/commons/d/dd/Subduktionszone.png" width="256"></a><br>Nell'immagine è visibile la placca oceanica {1:MULTICHOICE:%0% più leggera #~%0% più fredda #~%100% più pesante} che si incunea sotto la crosta continentale, si genera così una {1:MULTICHOICE:%0% dorsale #~%100% fossa #~%0% faglia}.<br><p></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Vulcani 2 punti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 136  -->
  <question type="cloze">
    <name>
      <text>Eruzioni descrizione 2 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La grande scorrevolezza della lava&nbsp; 
{1:MULTICHOICE:%0% acida&nbsp; #~%100% basica #~%0% viscosa } caratterizza le eruzioni vulcaniche {1:MULTICHOICE:%100% effusive #~%0% esplosive #~%0% acide }.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 139  -->
  <question type="cloze">
    <name>
      <text>Eruzioni descrizione 2 punti (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La poca scorrevolezza della lava&nbsp; 
{1:MULTICHOICE:%100% acida&nbsp; #~%0% basica #~%0% rugosa } e la presenza di gas caratterizzano le eruzioni vulcaniche {1:MULTICHOICE:%100% esplosive #~%0% effusive #~%0% d'artificio }.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Terremoti 3 punti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 161  -->
  <question type="cloze">
    <name>
      <text>Onde terremoto 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"></span>Le onde sismiche sono di tre tipi: veloci e di compressione le onde&nbsp; <b><span style="font-weight:normal;"><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"></span></span></b>{1:MULTICHOICE:%0% seconde #~%0% lunghe #~%100% prime}, anche le onde seconde nascono in profondità ma sono&nbsp; {1:MULTICHOICE:%0% lunghe #~%100% trasversali #~%0% profonde} e le onde lunghe che sono {1:MULTICHOICE:%100% superficiali #~%0% velocissime #~%0% di profondità}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 185  -->
  <question type="cloze">
    <name>
      <text>Terremoti origine 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"></span>La maggior parte dei terremoti è di origine <b><span style="font-weight:normal;"><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"></span></span></b>{1:MULTICHOICE:%0% vulcanica #~%0% carsica #~%100% tettonica}, si generano per spaccature nelle rocce e &nbsp; {1:MULTICHOICE:%0% eruzioni di magma che non risale in superficie #~%100% movimenti lungo le linee di frattura in profondità #~%0% risalita delle correnti convettive del mantello} , meno importanti sono i terremoti {1:MULTICHOICE:%100% vulcanici #~%0% superficiali #~%0% di profondità}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Terremoti 2 punti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 169  -->
  <question type="cloze">
    <name>
      <text>Punti del terremoto 2 punti (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"></span>Il punto di rottura delle rocce in profondità si chiama <b><span style="font-weight:normal;"><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"></span></span></b>{1:MULTICHOICE:%100% ipocentro #~%0% punto notevole #~%0% epicentro} del terremoto; il punto che gli corrisponde in verticale sulla superficie della terra si chiama {1:MULTICHOICE:%100% epicentro #~%0% ipocentro #~%0% superficiale}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 172  -->
  <question type="cloze">
    <name>
      <text>Regole di comportamento 2 punti (copia) (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"></span>Se per sfortuna ci si trova in una zona colpita da un sisma, durante e immediatamente dopo il terremoto è consigliato <b><span style="font-weight:normal;"><span style="font-size:14.666666666666666px;font-family:Arial;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre-wrap;"></span></span></b>{1:MULTICHOICE:%0% uscire al più presto da qualsiasi edificio #~%0% scendere velocemente in ascensore dai piani alti #~%100% mettersi al riparo sotto un muro portante}&nbsp; e&nbsp; {1:MULTICHOICE:%0% allontanarsi dalla zona in auto #~%100% usare il telefono solo per necessità #~%0% rifugiarsi al coperto}.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Tettonica a placche 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 296  -->
  <question type="multichoice">
    <name>
      <text>Cosa spiega la tettonica a placche 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La teoria della tettonica a placche spiega la struttura <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>della crosta terrestre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>del mantello<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>del nucleo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 350  -->
  <question type="multichoice">
    <name>
      <text>Dorsali oceaniche come si comportano i margini?</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In corrispondenza delle dorsali oceaniche i margini delle placche si <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>allontanano<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>avvicinano<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>eliminano<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 888  -->
  <question type="multichoice">
    <name>
      <text>Tettonica 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/3b/Tectonic_plates_%28empty%29.svg" alt="Ampie zone colorate attorno ai diversi continenti" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" width="400" height="271"><br></p><p>A cosa corrispondono le zone colorate diversamente nell'immagine?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>alle placche <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>alle acque territoriali<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>alla presenza di vulcani<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Vulcani 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 436  -->
  <question type="multichoice">
    <name>
      <text>Oceano e continenti 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/e/ef/Erdschnitt.png" alt="nucleo, mantello e crosta terrestre, con magma in risalita" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" width="400" height="397"><br></p><p>Nell'immagine viene rappresentato il funzionamento di una <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>dorsale oceanica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>catena montuosa<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>scossa di terremoto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 993  -->
  <question type="truefalse">
    <name>
      <text>Lava comportamento 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La lava basica è più fluida di quella acida.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 994  -->
  <question type="truefalse">
    <name>
      <text>Lava comportamento 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La lava basica è meno fluida di quella acida.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 995  -->
  <question type="truefalse">
    <name>
      <text>Lava comportamento 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La lava acida è meno fluida di quella basica.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 996  -->
  <question type="truefalse">
    <name>
      <text>Lava comportamento 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La lava basica spesso è eruttata insieme a&nbsp; gas.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 997  -->
  <question type="truefalse">
    <name>
      <text>Lava comportamento 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La lava acida è più fluida di quella basica.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 998  -->
  <question type="truefalse">
    <name>
      <text>Lava comportamento 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La lava acida spesso è eruttata insieme a&nbsp; gas.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Fenomeni endogeni della terra/Terremoti 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 810  -->
  <question type="multichoice">
    <name>
      <text>Scala Mercalli 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La scala Mercalli misura l'intensità del terremoto sulla base<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[dei danni arrecati alle cose e alle persone<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>dell'altezza del lancio in aria di oggetti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>dell'altezza delle onde sul sismografo di riferimento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 811  -->
  <question type="multichoice">
    <name>
      <text>Scala Richter 1 punto (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La scala Richter misura l'intensità del terremoto sulla base<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[dell'altezza delle onde sul sismografo di riferimento<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>dei danni arrecati<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>dell'altezza del lancio degli oggetti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 840  -->
  <question type="multichoice">
    <name>
      <text>Sismografo 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il sismografo viene utilizzato per fissare l'unità di misura della scala?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text>Richter</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Mercalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Richter e Mercalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 885  -->
  <question type="multichoice">
    <name>
      <text>Terremoti in Italia</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Perchè in Italia si verificano molti terremoti?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text>perché la sua posizione è simile a quella della faglia di Sant'Andrea</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>perché il suo sottosuolo e ricco di vulcani attivi che provocano poi terremoti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>perché è geologicamente giovane e quindi ancora soggetta a spostamenti, movimenti e assestamenti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1021  -->
  <question type="truefalse">
    <name>
      <text>Nome del terremoto 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Sisma è un sinonimo di terremoto<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1022  -->
  <question type="truefalse">
    <name>
      <text>Nome del terremoto 1 punto (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scisma è un sinonimo di terremoto<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

</quiz>