<snapdata remixID="14433157"><project name="APCSP NEW Mock Create-Rectangle Calculator STARTER CODE" app="Snap! 10.7.2, https://snap.berkeley.edu" 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struct="atomic" id="8"></list></costumes><sounds><list struct="atomic" id="9"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="14"><costumes><list id="15"><item><ref mediaID="APCSP NEW Mock Create-Rectangle Calculator STARTER CODE_Sprite_cst_11002903"></ref></item></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables></variables><scripts><script x="76.7666015625" y="30"><block s="receiveGo"></block><block s="doSayFor"><l>Welcome to the Rectangle Calculator</l><l>2</l></block><block s="doSetVar"><l>lenList</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>widList</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>resultsList</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>Enter an a for area and a p for perimeter</l></block><block s="doSetVar"><l>aOrP</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="aOrP"/><l>a</l></list></block><block s="reportVariadicEquals"><list><block var="aOrP"/><l>p</l></list></block></list></block><script><custom-block s="rectCalculations %s"><block var="aOrP"/><comment w="90" collapsed="false">Build a procedure that will ask how many questions; Takes the lengh and width and adds them to thier respective lists; calucates the area or perimeter depending on user input and addis it to the list.&#xD;&#xD;Area is ((l+w)*2); Perimeter is ((2*l)+(2*w))</comment></custom-block></script><script><block s="doSayFor"><l>Sorry that is not a valid option Please Try Again </l><l>2</l></block></script></block><block s="doSayFor"><l>Get Ready for the Solutions! </l><l>2</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="resultsList"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The </l><block var="aOrP"/><l> of a rectangle with a length of </l><block s="reportListItem"><block var="index"/><block var="lenList"/></block><l> and a width of </l><block s="reportListItem"><block var="index"/><block var="widList"/></block><l> is </l><block s="reportListItem"><block var="index"/><block var="resultsList"/></block></list></block><l>3</l></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block></block></script></block></script></scripts></sprite><watcher var="numCalcs" style="normal" x="9.999999999999886" y="234.40000999999995" color="243,118,29" hidden="true"/><watcher var="len" style="normal" x="9.999999999999886" y="255.40001200000017" color="243,118,29" hidden="true"/><watcher var="wid" style="normal" x="9.999999999999886" y="276.40001400000006" color="243,118,29" hidden="true"/><watcher var="result" style="normal" x="9.999999999999886" y="318.40001800000067" color="243,118,29" hidden="true"/><watcher var="index" style="normal" x="9.999999999999886" y="338.999998" color="243,118,29" hidden="true"/><watcher var="aOrP" style="normal" x="9.999999999999886" y="338.999998" color="243,118,29" hidden="true"/><watcher var="widList" style="normal" x="21.052631578947853" y="21.0526315789474" color="243,118,29" hidden="true"/><watcher var="lenList" style="normal" x="14.067796610169694" y="185.0847437288135" color="243,118,29" hidden="true"/><watcher var="resultsList" style="normal" x="-0.6169070428460373" y="119.20833771975992" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="numCalcs"><l>2</l></variable><variable name="len"><l>5</l></variable><variable name="wid"><l>6</l></variable><variable name="lenList"><list struct="atomic" id="128"></list></variable><variable name="result"><l>22</l></variable><variable name="resultsList"><list struct="atomic" id="129"></list></variable><variable name="index"><l>1</l></variable><variable name="aOrP"><l></l></variable><variable name="widList"><list struct="atomic" id="130"></list></variable></variables></scene></scenes></project><media name="APCSP NEW Mock Create-Rectangle Calculator STARTER CODE" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><costume name="11002903" center-x="149" center-y="128" 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Obopj72VEwDS7jODmsmiPVpUeK1lTXo/VZXVuRkzn5pLJ48lKDvSn2+5FU1k1PE9neDIHbz8nAu6g+/lo820I0CqcTwQRcS3jUusdEdcxAB+i3POltvOFjoARVVY0mP1KPM9zs2BryuqxtXoN5CIFOUM2lyRBEsKOmrV4bPXtKA+UIJcvDx7qIuV4cs2daOKspYjrRnmUpoTWlJZRbGfbmkpqnMWo8zemtb+LAwEjquLQ402t8HgmRGLSYL+9di00m1YdKoXf95nKPZKCLBOl2b16FzZUNOXU7aPI7q3g/5316/HAqm3QcgmRleeugBJ7bp2V4m87atuwtWYNtF5MaWCvokXAV7Qts4YxZuNBz/uJpO5u2IQNdJPcYzW0oAJ0scIkMq0/up+EsHv1TiggDVpiuYbOBx80CfDV1ntwe+06NxkQ8gcZ5A84F6+hpIqxtDbcXb/JpSsNhuDLA7lhr2VDwIhq2aDNfcEePEQ4wFeX1+ELjVvwUNMObKer1Fxai3oOdgWh72vYgq+03u0GftjHOE/uxYbnFnUvwAAAEABJREFUeSgPluI+yvwUZburfgNaGWtrKql2xHRX/UYohnUnY1kNkSpagYvPEOZBs0yEJSBgRLUE8Aohq4+Wk6yoHTVt+NLqO0lK9+Dxlp14pOk2xoHuwtfX3U8C2446zrLlk1Uii6+Vs3mKVX1z3QNO1sco95Nr7mIb7sUjDLavr1yF0mDYrKlC6IhLlNGIaokA5nt2WVWhT1y8O2mZfJUze3+88WF8d9MjeGb9g3iMA16EEKLl5eVRYzzPIwlFoImAJ1vvwrfXP4zvUO5vkVh3t9yOLdWrGb8qc3tv5ZHYJsoyIWBEtUzA5lOxHjyESFZ6Jm5b9Ro8yJjUo023Q3ErLV8o4Qwa8vDlJ1lVBEuwrryRsm6k3Nsht29dRSNJqhSaCPDyUG4TKfMI+DJfZE5KtEoXQcAjWWlgl9JVqqWbV19S6YLUYZKU53mL5M7dZbmjEW1ZEypDXaSCBFWGMP/206XNX6lzh1ex1uwr1oZZu+ZGwCNh+UhMfg50Hz/nTpV/ZyWr7xOZ1Yb8k9AkWk4EjKiWE10r2xAwBDKCgBFVRmC0QvIBAZOheBEwosqhbhPJBMaik+iZGHLHCL/HEokcSmRVJ5FENBHD8PQ4eiaHMTA5gsnYNKQrQyd3CBhR5QD7RDKJ0egEzg134o2rH+P5c/vwCx4Hu46jd3IQsWQ8B1JZlUJgOh5D+0gP9XIY/3x2P3554S3s7zyGSyPdmCBhJak7pbMjuwgYUWUXb3dn7pkYxOskqL8/9jv818O/xv84+hL+5/E/4Odn9+JI/yV3B8+yWFYdEYjTwu2lFfVGx2H8nxN/wN8fexF/e+Q31NGv8JPTe3C47zxGeIMxsiJYWX6nTFRZlqsoq9NA6JwYwO/b38ffHXmRnf81yIo6O3gVpwc78H73GQ6GCxicHiOhJYsSg3xulNzurvF+vNdzBh/0nqVOruJE/2Xs6ziKn5x5neT1Ct69dgqjsQk6iKafbOrSiCoLaCfZracSUefq/ZR35r+jBXWg6wT6J8cwnYgjzuvRZAz9U6PoHOt3cSvlyYJoVsV1CCSoCVlM0sN4PIo43TzpZiI+7XT3ywsH8N+PvoiXL3+A3olh3kwsnngdfMv61YhqWeEFKSjpXLkztJheOHcA/3T6DRztv4CJ+JS7Nlu9xy9aK+T3fPD4j3/aO8sICHe/53e7NEgL11cvd0+W7v6uo/jxqVfxypUPeVMZcIH369PZ9+VBwLc8xVqpQkCdezw6hbMMmr906V38ioHZs0MdUMBW168/tLVJSSCMyrBWXgeRl68iF8qDD9JBGfUQnGP/delzeHoC73afxi8YaN/TcQRd4wNGVlj+lxHVMmGsCMYk3Yf2sV7sZYf+w+X3cXKwHTo3V5V+nw/aAK6ppAb6ZRVfAa0an6s9hXjOT8zLgmFIDyKsuXSQYMB9cHoUh3pOQTcfkVb3xJCR1TIr3IhqmQCOcpr7Gmf31JFfu/IxTgy0YyL2eXdvtmqPrl7YH4Q2sWsqrXF7SOnc7HX7zA4CPrrd1aEyrKtY5X5mLOgLzFlxPJFA3+QILatT+Lf2D3Ck7wKGpscZ07KY1ZyAZeCkEVUGQLyxiFgyzsD4iOvAe68ewcfsyIMLzOTpzl0V1ABpQnNZrYuR3Fim/b38CEgPFcFS6AcjtB97SSDEW4g3Z8UxToJ00u1759pJvNl5HBeGu+a9Ec1ZQMGezI3gRlQZxj3JELniUucZlzrQdRzvc6q7e3xwXtdAw0DWlLZb2VHTilUl1UZUGdZJOsU5XZTVYXNVi9tMMECXfK78cu2n5NqP9uKd7lPU81kXr5qOx+dKbueWiIAR1RIBvDF7lB21hzGLD3vP41D3GVxhR57i9PaN6Wb/du5GuBzbSVI65Hp4njd72T6zjICf7p/bk722DesqV7nguke7ai4xdFMajU3i9NBVvNV1AscHLtMFHDUXcC6wlnjOiGqJAF6fXYFWPRpzhjN77/ecdWtvRmITSNDKuj7d7HePXyL+ENrKG6HdNzUwwoHgPMOCie297Aj4eJOoCJVia3Wr+2EJtyf7PFaVhInTBeybHMbh/gvOsro40g09GyiLS9ftyAwCRlSZwdFRkRZvdo73MyZ1Hsf7L7s4VZyB1/mq8HEA1ETKsbN2LY91qAtXwM87+nzp7Xx2EAgziN5aXg/tgLqxqnkRqwqY4sSJLGfdnI72X5zRO2cHsyPtyqjFiCpDek6yY45w5ufsUCc+7r2AK2M9mNJDrI7Cbq7E8zyU+MPut/TubdyEDXQztJOlZ/bUzWBl+Yxzxzn7t4NW1W01bagJlcNHfc0nhizpkegkzlH3H1H37XL3F9D9fOXY+fkRMKKaH5u0rkTpAnRPDEJ31NOMWQxNjTNWMb8DEPD5oR/R1B7gu2o3oDZSiYDnT6tOS7x8CIT8Aaef1vIG99uInuctWJlmevVA86nBdpwZvMpY1RgSyfn1v2BhdvEmBIyoboIk/RMKqup5sEuj3TjGgGrHWD+mElHaUvN31CBdPK2Z0g9stlY0QLNN6ddsOZYPAQ8+n0f71kMqryRJSdvAXB7pwfGBdnSOD8w707tIeXZ5DgSMqOYAJd1TunMO0+07N9SF8zT/h92aqYUX/6lj+3mXLguG6QKGFnQt0pXH0i8dgThd+f7JEejJAulWOl6s1Hgyjp7JIfcEwsWRaxibZ4HvYuXY9ZsRMKK6GZO0z8To9vVNDLtFf1qNPp2I0ZpauJgoB8IACU3uwiStr0UzLFycXc0wAtKhSOrU4BVIT7qxLFaFyEw7tmrmT7HKwalRuv8L37AWK9OuzyBgRDWDwy3/nyTDTMajuDreh4sjXRiOjqcUm0iQqHrHh3CCruLV0T5M8258y0JYxowiIJ2OTk8wON5FnXZ/bsW5R2fQR0vYm6fGGPUqgtLDyiO0suMLzPrOU4SdngOBlUZUc0CwtFMMTbh1M+qYiksoTqGOfmOpnufB7/PB7/nZ1eHITI/V6PGaYwMXMcpOncpdG/ZadgRiJJfO8X7nwvXRlZMbqEoD1F91uMwF2SOcsfW8m+lKup+ihTxEa3mUM4GzeWGvJSFgRLUk+EB7KonJ+DQUxxBJJcRc15XpeR4CnOGrYQffWNmM1WV10IySkkzTRZSbcKj7NC4zEB/l3zpvR+4QENEMk2SO9V/C0b4LTq+gTj3PQ2WwHA+t2oFvrn0QO+vWoSIQuTm2yPmTaDwGWVXqE7KoeCp3DSqSmo2olqhIdcI46SpG1y1Os18dXUXqXutj5474Qmgra8SXV9+DH255ErtbdqI2XMkO7qNVlXCLA7Xu6kjfJU5pT/CcSlQJduQCgRlragB6BOrCSDem6NZLI37Ph5ayGjyxeiee27IbP9j0OO5btRX1kSoEeSPynJ0MvpKQ+6dZYB1x9gvdznjB3ktAwIhqCeApqwAM+wK825aiIliCEL9rPVQkEEZ9uAq31bbh6+vvw59tfQLPbHgQX2y5AxurWhD2z2whMs2770XOEB3qPsN4yDUOjBhpTyXbsVwIzFeuXO8RxhhPDFzBUVpUAwyGy0IWCWkzPT2ovLNuvbOmvrH+fvzZlieoz51YW96A8lDE6T7o90O7LlSFylDO/uAnieFTEoO9bhEBjbNbzGrZhIDneeyQEayvWIUdNW3us62igd9bsZt33+9sfATfXv8Q7mvc4p7p21m/FnfWr0dduILxqhmrSgPio75z7kcFrk30I85ZRNgrqwjIappibEmPwnzQcwbnhjucSy8LWdZUQ6Qau0hSeh6zLBjBmrJ6Wld34HubHsPX1z2A+6nfLbwBrS1fhS1Vq53+tU5ONy4vqy0pzsp8xdms7LXK492yhNbTlurVeKr1Lnxz/QP4Fo8/YQd+dvNufHPd/bijbgMUowr7g66D31O/GRsYrwr7Q07QSboXWoP1ZucxKDYyxLt6gm6ku2j/ZQUBxZL6J0dxuO8i3b5z7scbdE6VlwTD2Fjdgtvr1vEGU8kbjOfijo2l1XiwaQfJ6lE8t/kJfHfjo3iGN6U/Wv8gHm2+HS2ltS6dyrBjaQgYUS0NP5c7SPO+iZ3y4ebbXGd9dtNufIt32YeatkO7RZaHSlxMykfrqzJU6tzBXbw715dUuI4sUhqY1iC5gHeunZr5sUsG6HU3dxXYf8uKQILB8rHYJPSs3rvdp3CW1tTsj2/IjV8VqcadvNnIUiplAN3jzUkC6Vp9pAJ6uuDLa+6CrGdZWN9Yex9vTutRHS4nqdkQE1ZLPTKO4lIFKsT86riRQAhNpTXYVtNKIlrrCKqW7p2sKO+6RgUZw9Imefc2bHKbs7n90dnxNePXwSnxQ3Q79Pt+Wu4QNRfwOuSW56tuBlO8KVwZ7cGhntP4qPc8tHg3lkhQK0BpMIJN1S24q34jmstkIfk+J4iPQfZSWtSrSquhWV3tKSb3UCSlG9jnEtsft4zA51G/5WIso0cI/Oy0CqxH6OKpk/poQfH05946V0WrSm7EPfVbnHsg8lIgdyw6iVMM5Gpn0KOcBRygKxIzsvocfpn+Q/j2TAzjYxLU29dO4vxwF8Y/efQlQEtZ+9jfWb8B22vWuFik9DeXDCKsICdIdGOSPudLN1deO7c4AkZUi2OU8RQhXxCt5fW4f9UWWl9tkDvo4/3bDZrJIRcjEVlpF4aR6AQSFq/KuA5UoJaTDE2P48RAOw50ncARxqc0sRGnKyh9aNZuKwPjd5OoZE2JgJTPjuwj4Mt+lVaj7raVwVLepdvwBc4WrS1vhO7EckMUWNd+RtqHW9vbXhrphtbj6FrBIFcAggrPccal9KMMb3efgPa212r0ac786VqI1lFrWT31sxnbqlvd0hMfbyYF0LSiFNFXlK0qgEbJTWgurcG9jZtxV8NG1JdUfRpYV2D3zFAH9nMWUISlZwGnODOoAVQATct7EbUUYTIWhZYi6OfM3qLLd2HkmnP5ErSm/HThaxgI31W/nkS1FS1ldQh6/rxvVzELaESVI+16vDuXcdp7M12LRzhbeHvt2hkXkHEtuYCKTx3tv4g3rh52Qd5r7pds7BdOMqGu6XgMsp5EUvpx2JN0/eQCxuliSy8lnBjR8pH7G7dia/VqxqZK4HleJqq2Mm4RASOqWwQuE9l8vEvXcXr7Hs4A7m7Z6RYKlnAGyfM8t+la98SQc0levfKhWwzaw6CvzQQuDXndBHomBnGo+wxevfKRiwcKV51XyUEG0GVB3b9qK6QXrZUK+GyYCJv0jsymNg1kFs+0StM9OsQZQi1XeKT5djxKy0ornuVmyM2borunO/9bXSfx+8vvcXCdRi/Ja3ZQpVWZJYaeu+ubGiE5nccr7R/inWun0THe/+lurD66fFWhMuyqXYeHm3ZgQ1UzIv4QPP4z+HKLgBFVbvGHj4NA63A2V7Vgd8su6FEbF6+itSWyUixFG7gpXvXSpXdxqOcMeieHYWSVnuJidOtkOR0iOf3u8iEcvHaCJNWHKUvsmqYAABAASURBVMaqtDREZFRGa3YzXT0t3N1Ztw76jUXFq9KryVIvBwK+5SjUykwPAQ2GqlApdnFwPNV6N7QYtDZS7lY1i6w0mK6M9WJf51H8+uJbOMipdO0kGnVP5qdX10pLLfxE6t109w52HccL5w/g9asfu211Jq/7pZgQZ/naOPsqF/whWlOa6AjQDVxpeOVre42o8kQzGhQNkSo8sGobvtZ2L0lrg9uRwcd4VRJJd+dvH+3BHgbXXzj/JvZ1HEHnWB+mGRjW9TxpRl6JIVymEzFcFcl3HMW/nD+IPcRNOF5PUopLNZXU4MGmbRBRbapspssXpq3r5VV7VrIwRlR5pP0A7+rNpbV4pOk2fHn1ndhaswZ6xMbjkNGgm1LMiuS0t/MYnj+7Dy9ffh/nhjs5rT5pi0Jv0KOWGYxHp9yPbbzc/gF+cXY/9tMiVcxPOApPZdHzerpBiKR0g5DLV+GezfR02Y48QcCIKk8UITE0NMKBINoqG/HEmjvw1bZ7sL2mFRWhCGRZKc10Io7u8QHn/v3szD78y7kD+Kj3Aganx1zcanYAKu1KPLRGKsp41ACD5kf7LuI3F97GT868gTe7juLaxICbTZ3FRZaUZl21jk0PFWuWT89n+hlUn01jn/mBgBFVfujhUyl8tJ5K/WFsYVD3aySqp9fei201bTMroz8ZQFrvMzA1hvd6z+D5c3sh6+pA53FcobU1wbiLrmvAflroCvgigo4nk5BL1zHSS2I6jp8Rm38+tx8f9pyDtnCJJxKfIiFXuzZcibsaNuErrfc4l7uhpAp+n+/TNHn+ZUWJZ1rJQ3X7GJfSdiJbqtZwEN2Lr7Xei9tq17pZKLkqEjmBBPQQs7Ym+d2l9/FPZ/bgd5wV1MO1vRPDjF1FodkspS32QyQld65vYgjH+i9Cs3o/Of06fnvpEE4OXsHEJw8Zz+IgkqoJl2MnMX1qzV14rPl2tJY3IOwL8jYhu3Y2pX3mCwJGVPmiiRvkEFmVB0uwtVpkdTeebvsC7qrfiIaSSrfl7exwmmaw+MpYN4PEh/FTktXPzu7Fns4jODvUQXdw1BGW4jXFaGGpXdOM2/WRmE/0X8a/XfmAhL0X/3R2D/YyeH5ltBt6dvL6tod8AdRHKqEdEZ5qI0m13A5ty1ISCMPzZlG9QRn2Z84RMKLKuQrmF0BkVRGMQEH1L7feRbK6F/c0bMaq0hqE3ULEmbxard47OeKe/n/58gd4nrGrXzM2c7DrBM4y2N7PeM1UfBpxxm6SnEGcyVWY/0t+tUMEpDjU+ZEuHLx2Er+88BZJag9evPQODvddgK5pT6nZVoqCHEnRvbu7YSO+Snfv8ZZd2FDZxAmL8KcxwNn09plfCBhRza2PvDmr1dKVtKy2VLVg9+pdeHrtF/DQqm1YU1YHWQE+zKgwQRIap4tzeawHB7uO41cXDuJnJKx/vfCO+/vMYAd6aHmMR6cRS8ZJV9fbGXnT3HkFEUFp3Zhm8vomh3GOFuPbJKgXL74LxaFEUHp27/JoL13iKc6CftY+kZR2p9CM6r0k+qccSe2EMK0gtsJ43ortQl4gMNPL80IUE2I+BDSQ5AZqB8ndzTvx9XX34bGWndhU1YzKcAkDwH5oMGowO1eIFtQpxmb2dh7Gry8edFPz/3rxHTc9f2LgMjrG+jE0NY4puk0iOOWbr+5cnpdcCQbIp+MxaF+uTk4WHKX8+zuP0nJ6F/9y/gB+TUtqH928s0Od0I9+RukKK9+s3H5OQGiXTsWgHm7ejn9HoldMSpaUMBW2s2ntM38RMKLKX918TjINKP36ydrKRjzcdBv0AxJa96O4VVNJNV3BzwLBCVpXE5z96x4fwvGBduzjwP4NB7QsD1lar7R/gEM9p3FuuAs9tE5kpWiAK9/1g/xzAmTpD9WfIDlJHk0W9DBAfn6kE9qe+ZX2j/DCuQP42dn9tBjfcotfj/ZfcssO1F7lmxVTxB30+VHNoPm26lZ8cfUd+Oa6B6AFnRvp7pklNYtUYXwaURWGnpyUPgZ7Z10YPRP4jXX349sbHsLjDAhvrGx2Sxg0K6hBqgEvF08kdG18kLNf7W7K/reM4fz83D63pOG3dAv3dhzBx4zpXBy+hm6SgiwXBehjiTjdp8Syu4iSM0FiVX2anVP9cu0kzwc9Z/F6x8eOlH5+dh9+QblfuvwODnQeg4LnWrw5Gp1ElLKqHAcS/xNOkUAI+hWY+xo3O1L/Y+L0YNN26AFwLaIV8TPpgm+7mD8I+PJHFJMkFQQ8OnnadE8LFW+rWYunWu/Gdzc+QnfwfmjhYlNZDSKcwZodiBrAjrAYv+qdHOJsYCetk7Nui5MXLrzJAPQbjrQUjH65/UO83XUS2p9JO1+K4AanRhnzmXSzZyKEOEklQYtHSx9UdsoH8ySYVw8HR+meTdHtHKdMg1Nj6CKRXhzpxsf9F6C4k7Zf+eX5g/jJmdfx09NvuBjUy7QC3+s+A8nVRytQmwtGbyAojwCKqKtCZZAV9WWHzaO0pO6HYlNNJZqEoOVJwmdSexcQAkZUBaSsWVE1IP2e31lQreWNeGDVdjyz/kF8b+OjeHL1ndhOV0dT8CF/EJ7nuWwKLccTCReXGp4edxvHnaBbeKDzBF66fMiRwU9Pv47/d+o1BuH34gUSxe8vv0f36ggOdZ/GMbpY2nVU2yR3Twyin7OMQySZkekJjEbnP1TXAMmul+SiX9a5TEJSPOk4Y02ymPYxvqR65JL+9PQe/Pjkq/jH06/h+XP78XvOYIq4Tg1cRcd4P1TWFONVIku1xzWM/6mFIihZSqvL63Ff41bi8RD+hHg8QZdvc2ULRF4BuoIePOawd6EhYERVaBq7Tl7P89yaqrpIJfQrzV9puwff2/Q43cGH3d5WG+gOaquSkC8IH9POZpUVFKM1IldrcHoUekhXVtS7jFvJmhFpPH9uryOtH596Ff+X5PUTktjzZ/fSDTvoFlS+cuVDkthhHOAM49vXTtESuvnQPlpv0k17/crHeLn9ffyWAf0Xzr+Jn7MckZJIUcc/suyfn9mLlziD99qVj6CtgU8NttPSGnABcllfccqboCM62wZ9ep7ntm9W7G41Z0FlUT7ddi++Twz0w69ayqGZPj2WdH37ldeOwkLAlytxrd7MIeB3M1thrC6rxxcYk/kGZwW/v+kxWhUPMvC+AxsZPK4OlbuA+6xLqNpllSTokom0JuPTGKV11Dc1jIsj13Bq8Co+6D3LuNYxt5DyNxff/sTqeoME9jpEYP9AEvuHk69g5niVnzcc7rrOvcL0r9FSep2u5h7GmvZztu4gft/+ngv0y7I6SWK6ylk9rfmSlSZyStBVTFC+5A0E5aNVFPQF3BbBWqZxd/0maGLhWRKU2v2lNXdgU3ULKkOljsg8poe9ChoBX0FLb8J/ioAGY5CujVycjVXN0D7s39nwMJ7bshvPbHgQj7bcxrjNGjSUVEEb9clVUp7ZAkRaIgQRg2I/IgrFkIboJnYzyH51rNf95p3cRRGLrChZS290HMarVz+a83iN5/fwuiwkuY8K2osAFWeSFXeNsakBWnSqZ5Ixq1gyzgC+pNAxK9nMp8cPkWzEH4Ief1lb0ehI+em19+HZzY/j+5sfw1dpTWnF+SrOgkbo9vpocTGbvYsAASOqIlDi9U3Q4AxzMMsd1Ir2x1t2Olfwuc1fxHcYdP8SYza76tZjTXmDi9toFtFPi8zzvJvsDkdetGgStGxijG+JwCZpeY3HJqG4lEhsYHLUxav6GYO6+RiBguWKLWmpgVxNEaDKUVA9znJng/LXt0HfPf7neZ5zWUXAItem0hroRzAeX70Lf7z+Ifwp2/QsLUetMr+zfiMtyjrIDbRYFIruZURVdCqFIxyRj6yP+kgVtjK4/mjz7fjWugfw3Obd+NMtX8QfrX/AWV3bqtdABKDV7yIt36ekJarAnC9HYHTHZPe4g2TmCGeuz+vT3VjadX+rNo+Se55HcvI5N7UyWIrm0lpsqmrBPQ2bIEKS9fTDrV9iLO4xaGuWO+o2oKWsjm5gxNw8FO/LiKp4dcthD7edcSQQgpYzaMBrLdHX6S79gIT1w61P0G3ajW+sux+Pk8h21a53xCD3sSQQRphBeBGej+ThudIyB5bKEyn6SYyKN6k+xZQaODGwmsSzq3aDW5z5rXUPwsm67cv4MxKsFm0+0kw3tqbVPfNYGgwbQWVOLXlbki9vJTPBMoaAx5JECLKYRAbNJIIdtW14fPVOF3D/cxLWj7Z/BX+x7Um6iQ+5JQ73NW6B0igW1FxSC20oVxEsdc8XqpwQg9lBxsQCixwioRAJT3kidEnlwkmGehKSFmSq/G01a6CAuNxUkaZcVMnylztmZPqe3DvOaN7dsNltx1LFIHmEMSi1ycswgRIqe+chAkZUeaiU5RRJAztAK6aEpFEbqsC6ilXYRffpMcayvkXXcJYg/lLEtfVJPMuZND2uo4Wlj9KS0cLJnbXrGJhvxcaKZqwtXwX9KMKNx9ryRmyoaGK6NYwrtUHWmnYt0O/liZC0e+kzGx7Cs86yexKqT8ePtpGcWK9kUX2KSUnGxki1iz8FSYxqA+xVJAik1gwjqtRwKspUnuc5t0mkVREqQSOD1dur2/DQqu2cQbsbeuzkuS1P4Id0u3607Sn8R5LXX25/Cv+Bf/8540Q/2PJFiMie3fgYvn/jQYL7AYPdSvfvmf5HzPefdnwVf73jafzVjq85YvoLEtJzm3ZDs5NfW3uv28Dujvr1bnfTxtJqxp1KIEtMlpOPsnpFqQVrVCoI+FJJZGmKHwGPLpTIIOQPOMulOlzOIHutW4OlnTDvW7UFzhJqvQeKE317w8PQkgAF5p8jmf3pDcdzJCkFvkVCf7ThQRcH01qnJ1vvdItR76Ebt6OmDVpK0VJWj7pIBcpJlnIPQ3QrJYtHmWAvQ4AIGFERBHvfjIBIQmShGJSsGk37K7akZQ/auG91eb1zG9dXrcLG6qY5j3WVjVC6Jsa4tLapLlyJqmCZs5RKGOAPkRRVvt9ZS6rxZjnsjCEgBIyohELRHpltmOeRTHiIwEQufsa6Ap4fCx1K42Mez/PgeTNHZqWy0lYCAkZUK0HL1kZDoMARMKIqcAWa+IbASkDAiGolaNnauJIRKIq2G1EVhRqtEYZAcSNgRFXc+rXWGQJFgYARVVGo0RphCBQ3AkZUS9Ov5TYEDIEsIGBElQWQrQpDwBBYGgJGVEvDz3IbAoZAFhAwosoCyFZFcSNgrVt+BIyolh9jq8EQMASWiIAR1RIBtOyGgCGw/AgYUS0/xlaDIWAILBGBvCeqJbbPshsChkARIGBEVQRKtCYYAsWOgBFVsWvY2mcIFAECRlRFoMSib4I1cMUjYES14ruAAWAI5D8CRlT5ryOT0BBY8QgYUa34LmAAGAL5j4AP+S+jSWgIGAIrHAGzqFZ4B7DmGwKFgIARVSFoyWQ0BFY4AkZUK7wDzDTf/jcq4C+CAAAClklEQVQE8hsBI6r81o9JZwgYAkTAiIog2NsQMATyGwEjqvzWj0lnCGQLgbyux4gqr9VjwhkChoAQMKISCnYYAoZAXiNgRJXX6jHhDAFDQAgYUQmF5T+sBkPAEFgCAkZUSwDPshoChkB2EDCiyg7OVoshYAgsAQEjqiWAZ1kNgXQQsLS3joAR1a1jZzkNAUMgSwgYUWUJaKvGEDAEbh0BI6pbx85yGgKGQJYQKBqiyhJeVo0hYAjkAAEjqhyAblUaAoZAeggYUaWHl6U2BAyBHCBgRJUD0K3KZULAii1aBIyoila11jBDoHgQMKIqHl1aSwyBokXAiKpoVWsNMwSKB4HUiap42mwtMQQMgQJDwIiqwBRm4hoCKxEBI6qVqHVrsyFQYAgYURWYwnIrrtVuCOQGASOq3OButRoChkAaCBhRpQGWJTUEDIHcIGBElRvcrVZDoFARyIncRlQ5gd0qNQQMgXQQMKJKBy1LawgYAjlBwIgqJ7BbpYaAIZAOAkZU6aC1/GmtBkPAEJgDASOqOUCxU4aAIZBfCBhR5Zc+TBpDwBCYAwEjqjlAsVOGQC4RsLpvRsCI6mZM7IwhYAjkGQJGVHmmEBPHEDAEbkbAiOpmTOyMIWAI5BkCK46o8gx/E8cQMARSQMCIKgWQLIkhYAjkFgEjqtzib7UbAoZACggYUaUAkiUpMgSsOQWHwAxReV6ckk8hiXE7DAPrA9YH8qIPAFOY4Sb4MNWYgJfsB7wPkUzuAfC6HYaB9QHrAzntA46LyEniJnKUDy0vxuGfvAyf7wUk/X9L0vpvdiQNA88wsHGQwz4gLhIniZvIUT7vb/4mgYZnBtAwfBRTkQPoHV/aYfkNP+sD1geW2gfEReIkcpM46v8DAAD//8rF/CQAAAAGSURBVAMA92xRaAzX8ksAAAAASUVORK5CYII=" 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