<snapdata remixID="14176808"><project name="ST_Calculatorporject_" app="Snap! 10.4.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="ST_Calculatorporject_"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Subtraction" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>mode</l><l>2</l></block><block s="doSetVar"><l>OP</l><block var="display"/></block><block s="doSetVar"><l>display</l><l>0</l></block></script></block-definition><block-definition s="Multiplying" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>mode</l><l>3</l></block><block s="doSetVar"><l>OP</l><block var="display"/></block><block s="doSetVar"><l>display</l><l>0</l></block></script></block-definition><block-definition s="Secret Formula" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Hello and welcome to the Basic Math Calculator where all your math problems will be solved :)</l><l>3</l></block><block s="doSayFor"><l>Since this calculator is a basic one you will only be able to use 4 operations: +,-,/,x or *.</l><l>3</l></block><block s="doSayFor"><l>To clear the formula click on the clear button, enjoy and do not be afraid to use this calculator on your math homework!!!</l><l>3</l></block><block s="doAsk"><l>Input your first number to be used in the operation.</l></block><block s="doSetVar"><l>number1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What operation would you like to use?</l></block><block s="doSetVar"><l>Operation</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your second number to be used?</l></block><block s="doSetVar"><l>number2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operation"/><l>+</l></list></block><script><block s="doAsk"><block s="reportVariadicSum"><list><block var="number1"/><block var="number2"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operation"/><l>-</l></list></block><script><block s="doAsk"><block s="reportDifference"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="Operation"/><l>x</l></list></block><block s="reportVariadicEquals"><list><block var="Operation"/><l>*</l></list></block></list></block><script><block s="doAsk"><block s="reportVariadicProduct"><list><block var="number1"/><block var="number2"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operation"/><l>/</l></list></block><script><block s="doAsk"><block s="reportQuotient"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doSayFor"><l>Remember to type in a valid operation.</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="Formula pt.2" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Input your first number to be used in the operation.</l></block><block s="doSetVar"><l>number1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What operation would you like to use?</l></block><block s="doSetVar"><l>Operation</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your second number to be used?</l></block><block s="doSetVar"><l>number2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operation"/><l>+</l></list></block><script><block s="doAsk"><block s="reportVariadicSum"><list><block var="number1"/><block 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" mediaID="Stage_cst_calc"/><costume name="calcu;ator for snap" center-x="155" center-y="81.5" 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/Ea/3W/ilXNiDwHZxxtjuA2wxa9euolIuYpk6WpIqxiZR0TjKegXopoDCXN+ARczD8rw16zkwXxu8XsNkCRoIqElPUQE28bNlARZd9UHIgwdHXsF++7vfui/l/s+Brd/sL+L1fgu/lAsr6R69qOhBYLNVN/geYyuXPQYHKhQ8B0s3cCwxSzWiUJiacjOt2L6iWTR0fnNUGFsQBCoaKl3gJyYmaDabqq+oBA38IM6BLWdsi0CAE/StxwewCWPL8tjQBNjmTNE0wbRgaLBCpVzCtSw8p6B8bMLYZOzSfm+lNkzuB2qy5YSNSdNkSfnomaDSW1QOaTDdbHWxc8Z21Kez3/7u91gv5R/2nLH1m/1lfL3fxplvYxxkbBcfTPdQwCaMLctjKxQdSCN0LcUxBdg8BW6WYUv/PZUSkmZdf4/pWMz4j+mGh72p1y15fh+bAJmYoK1WS7E3mVMJKhimRRBEpNJvVPJhklB1hL/2pz/hlM0bCP2W+v2DWY9t8Ws0/xX67Z9+9z/a85HnsfWbuSV+vd/CLhzYvpPlsfWCB8pzluAVbOLIJ44C5WOT4IEwNuVnk6bKiwQ2MfXmOyR/bEmPwxol3/dOKkCSpge+lPmtZZUIKo9PeovmwLakSzTfxfvt/34Dy4Gt3wwt0+v9FrY/sBU5/0JhbIcC28F0j3KlQBT6RIGv8tjEvyZfEhWNkwTTNRfF2CTSON8hKSVLevQBNmFrAm5ikspYstKqLFlXSqxM086BbUkXKGdsyzi9y3frxQNbaQ7Y7l15cDhji8QES8VIlX+Sx6aTpCmGI2brsZuii/WhLH7mxRw9uinau35vnMqvOAdsUi1kGGYObItfhGO+Qr/93+/COWPrN0PL9Hq/he3P2Eqcf8Gbs+DBEUqqSmWPKOwiwCaMTWCtVwQvjE2zTwBgm6dWVObvSHOs5lXEQchN0WXa+uq2/fZ/v7HlwNZvhpbp9X4LOz+wGeAKsM3lsd2n8iChWi0Sx4EyRUkS9FRXCbpSeSDAlppCeI6dsS2vKdq/8kDSOsQUlXns+QN7PjdliupGztiWae/nwLaME7/Ut14SYDuk8sBxTBU8SOJQ4AwDA9OwFWsTU7QdduYK4Y/tky5v8KA/sEn0swdqvT8SAsY9H5uVm6LHtvD307v67f9+t1kyxqb+1vd3cRx5fMoUWN5jucffb2GPibEdADZRs7AUY0skKppmlQdZEbwAW0KsSbrHvSOXc1pmR1ydw1csG//RGV82/iO/Lmag+MdUasrcvbS5Klc9ld/I+yQlRSfWTFUDmx3qN1ncV5MzUswkVl9GmqmVJHJNTYr8xdS2lZSTphkkWqoYakykzrOEwcYrN91juffvYp/efvu/3/WXBNgWNam9ES8juK308YuC7tFNUXnsY7yCRbs1qyoPGrU6lVKFoBuQxCJbpBFEHWzXVmaa1FOKM71enyVOUkZHx6jPNtRrvh9gmhauJ9JIUlCe0Go2KRULNGbrSg5IkmDFMZ/VZ4Yqb6xUKtLpdlQhumWZKjIpgCLfbcsliTRqjTYDY6uRVOFue5awXWeoYBH7PoXSANv3TjOy8XQC3WLv+H42rl/FxO6tVAc8Aj2BsEOp26YU+xQIVN5ZqBv4uksnLWO5Y8w2UiyvTKQn+HqXwOyqvLVCqOOm4nlMSOOA8X27uObqH7NpwxrS2MfU1ac9LvuK3h/7N01ELuHoR7/gUD/gWa7XF5XH1gtGHauHpjehi3DxLGreVvr4jwxsPT02AbaIUtlF1xJm6zO4lk3oh8xMzzA6PMZZZ53JltM2I/xl69atXHfdz6nXZhkcHMJxC3T9AMM00Q1TAaHSLUtTWq22SnAtFUt0Wg3KpaKqvRRglNKl6elpDEPAsMuqVWOcffbZbNlyCtMz0/z3f9+otNCkGsDQLXRs1qzfzD179yv25Tk6BSOmkPrEfhc/1IiMIqE3gq9Z2K5Fa3actYMm3dYElqdBe4ZKp86GgsnJYxUGBgo0koTJTsL1t47jpwOUK5tphwZdLWUqaNB2fAX2XlfDTe+roLsigG3uAVrM8yeMab7nLwe2Y4CYHNiOYdIOectCgG1yah+nn3YKd991p6oV/bVH/Rrn/v65POKsRyoGlWoR7U6TgYEBBVz/9d3v8alPfZpbb7uDQrGUpYSYlqotVc5221bfhZk5tkMah8RRqABNcsVmZ+squ/8pT3kKL3jB83n0ox9FmiaKtYVhoJidKNh+5Stf4QuXXkaz1sIrVYksl0gTH2CMq8e4SQdTGJyfYhaHqIUmfgLDwxWm993DkOtj+hPM7uvyjCeO8bv/+4mcddIYLi06/iwtLaFruOyva1z7ix18//u3MNXU2DbR4PTHPZ67ahPorkfciLDJge1oOzEHtmN4RnNgO4ZJ+xWBrVC0mZmeoFop8aLnv4Df/q3f5pSTT6Hb9mm3W6CLueooMJqdbTBQHaRYLPGZSz7HxRddzOjq1ZQrVQw9M1Etx2FgYFAVkXc7XQYqJfbu2U2pVFKgNTExzvvf/z4e9rCHUa1WmZycoFgsECeRKmsS8BscHFRm8Gxtlve845/53Bcu46QzziRCo9NpYKYhBUJ08ZtZBVp+SldzScVc1n3Kls/4XXfw6w/xeM2LnsqWIZtVHkSz+2jVd5EYAZQcYtujOnYyu/b61GsOX/rGNWydCPnl7hmsDZuZake4ZgFTE426FWiK5oztqA9QboouQj92uYF5IYxNNxL279vNn573J7zyFeexbs067r7rbuozs4yOjhDGXYKwqwBHGFvme9OZqc1y9z3buODCCzEtWwFes9mi3e2q4nE5TMPE77QYHhpUPrVbbrmFq666imq1oiSC4jhS0UfTNDAt0T2T7H9dsT0BRr/Txfwfwcu3/d3bueam24h1E7QEW08pmyndRhPT8mh3I2LDxfMskvY4A2aTIa3O7//22Tz1oWsY1VsYdCGeBScAL4WkzVSzRdfXWb3mIXS7VfbWHD73zf/mK1fvZLY8DJVVRCEYR2jmkpuiGWbkjO0YyMdyA8ODwcfWatd54Qt+h9f/xWtJwoiZqRks02JoYJgg8HE8Ez/oKLBRtZOJ1MaLZHZCs9XmPe99Lz/+yVXomqGYXMf3lSkqgCU+Nom2GrpGrTbDv/zLeznrrLPIypi0uSYqKXEiyrVSm4mSDhLfW7FYZGx4hLjTZcfOPZz3+gvYOzmDVyyQhD4VSRwOQ8IgxSuU6UYJnplgdvcRT0/w2pc+mqeevY5qfTtVNwQzgmBWaBs4CXg6WAYUqzR21bDNVeypeTS8U/nbD1/ObnMtdcr4gQQ7clM0N0UPmYGVDgwrffwLYWy1+iTv+ed38sRzfp2wK0m60qEqouiVqNdrFEoOYeQrMJL4n2O7KvppWg6uV+CGX/yCv/nb/4+dO3YxMjJKpKKehmJcuqaTRD6Chlu2bOEf/uHv1e4YGKgq03R8fL9q8SdAJpFQATPPc1WEVAAukmuEASedfCrv/reP85FPfgavWKRZr1OxjSzYESSKIUZxgpO2sNrbObna5W9e9Vw2uE0K/iT4MxC0QQvBNcEzSIxEFf6nQZeoHeNYgxhjD2N7vcIVN07z9i/8mKSyCcuUDl65KZoDWw5sB2ZguRnnQoDtkY86k/e/770qeCCi4KvHVtOYbeDanjIfE0Ic11KmozAx23IIwwg/iPAKRYqlEq/589dy8023KFO13mhQKpWzlA4lNZ6ya+d23vve93LOOedQKGTt7YSheQWPbrejwEzSO4QhCiCKeSMRVNvQsdKIIEppxjpPe/bzKA8M0mm2cEhxJHk2NRToip6cHddIJ+/iNS/6NZ716NW4re24cQ3LiFBtuAwDURUORLVECJtINekRYa2GVazSbts0yg9h3N3CH//dp5k1VhEGFoZu5z62oyBbbooukynaL8FvvoVZCGOb7/oq713kb+aJty9mfP2mVIAtsQu86eK/5itf/YbyR2maDapfZsKefbv4x3/6O57y5HMUe5GoaNErMlufxTYlYOBju4bya815VOYKyiU1NlMI0XSdr3/jSt7/vg8QRTG6yuTXKRRENUSqGWL27d3NFVdcwcjIiAK8qalJKtWK8rEJwGVHb5IOTpZKvY1CdZ/UrfCGv3wLt9+5VTG1xtQUlWKZONZJ4hjb0rGCCaK9u/jAXz2Tx62L8SduoeDFaFp2jUSzCDWXWGAxNTHTCCeoYxZNmNoH3gDTznr2uyfz9v+4lqtvqxMlA5hm6ajS4DLG+fLYJOlX1FKO9VjM/ljI/p1vXCp1uk+6R7/PdbwC34oPHiz1xlgJwHbhRX/FV792pQI26SsqwCZpGvvG9/DBD/0rZz78DIYGqypB91BTtNVq9gW2QrHIT392DX963itZtWo1hlKk9VUemy6dn8IuYdDlq1/9qoqKzlWWK9CUoMHhlQmHg5uqN4gCXK9IZHi870Mf5fOXfpFyoYghJq/AZpyVRJGGFJmh3N7Fv1z0fE7z9lNI9hGmTdCkikCuZhMiKSoFSFzsJMZLG2B0oLEXKgN07DH2Whv4+A+2ccmVt2C4mzCsgRzY+iHYCmN0ObD1iYoe78CWOkUu+Mu3HgZsqYouaoxP7uOSz36SVWPDrBobOQBsSZxQcIt0Om1MW5uXsZmWxY6du3jmM57Fli2nqrYvHYlmmpncj2Tvp0nEd7/7XWZmppX5KZFPMUGzzlACOocytrn/a5IYmqoSKE2UbLH42hXf5J3vfBcl16MsOWZhSqKMUo0w6lDRG4ylO/mXv3wJq8M7GPZmCaIZ0AJ0JSYpCcRl0rQEcQlL8u6SOuhNiMahWKCblthvbeAr/13nXy+9Ca20HqzhHNhyYDs4A/cHFVYh5WNNnV6A7MmJbooKsL3xTW9RwGY7RWWCSSd4MSFn6lOKsZ1y8ibFqjzbUdLgYRBm0kUCKkYyL7AJ87v5llt59av+jNWr16h0DzFFhZ112m1cW2dyYj/XXnstM7UZ5U+TwID42oRoZeof9zJDleWW1Zg6pkmz3QXL4xOf+gxfuuw/MFKNkuMSq4zdAn4oWsARXioVBtv54Ft/j5PNnRTjvaB30DUfI43QUun4LnNQIk0qGImGFtTA9UGbVhttyndoDzyET3znHr581W5axgZSeygHthzYcmDrzcDx4GM7ErBFqYYwrdlmjT995cv54z86lz27dyoTzzZtpUEW+nP+Lz2eF9jKlQr/8q/v49LPfwHPE5AJVVRUKg0E2DzXYPu2u/jSl77Ewx/+cFVOJQECScoV4EySQxV2pTD40L9iaSYpZFikhs3LXvYnjO/eo4IGZipKtzqpWaHRCXA8ByMYh4mt/POFT+N/n2qSTN2BoYWYaReDtorOktqQFiGpQiqCmm0oxBBNIUy1Zo7hDzycC/7562ytlZiOK+BUcmDLgS0HtuMJ2HpF8MLYXC9ztguw2Y5Du9vkjIeeqtI9pK9o0OmqWlHJP4tDkceO+jI28bH90R+/jHvu3oZtO6ryQHxsEuUUHxupT21mij/6oz/ioosuYseOHYqtZdHPg8xMzdmBnw8apxLkGBweYfvOPTz3ub+jTFD5sjUDv5sQm2XaYYotkdVwinTyZl713Ifxsv+zBa+9h6TrY6cdDGpqLFmfUfH1DZBgoVsikxuQBFN0dZewvIW7Z0d47d9/hYa1gZZmowk7DH1sU2PHtq3ceP21rF09gk6koqV58ODoqJcHD44wN/dHusSDPXhwJGALE5QKhx92SNKA81//Wp7z7GfSrM8qYCuXygsGth/88Ie8453vUrlekg4ieWbtdkeZmJ7rEvgNHNtUOWrvete7VDWD+NYkeCDniL8tCyjc198gvxH/WjcI+eSnL+Fzl3yWgUIBVzdxNEkS1vDxwC7SjiI8rUkl2sap5QZ/8fwzOXv9AGk7xUm6WNo40AQlR2STagOEmgOmRpB0iegSO4NMp+v5/Ld38MXv1wjcdQRaF9ORIEgObMdC2o5bYAunti7CwzWfElf/aVrpwCafULGWeY7FAG+/GZS4oQDb6994MV/xV88IAAAgAElEQVS7/Eq8QpUo0ghiydYvEEQ+kqD76Eedzbve+U+kUYxtWqr1nt8NslSMw0zRjFYpIRvxwWkar3zlq7jzzjtZs3ottfqsMnHDKFZJvq4jCbQdhocH1Dnnn/96zj33XFWFUKlUlGyRbVsH/GkH9XGyLSf3KVarXPfzG/jTV76agcoAnmniN9u4uqU6bnVig9LACHsnJynaIesqHfbfuo1XvWAtL/yNR1EN2hTjWSxtCmgAoZLThDKhyBYl0BVcFaC3Rrh1v8Nb3nUFTedMEm+MbjiNZUsy7yHAdsO1rF01PMfYYhVv7fkE1bgPZLBoKkl5MaqCi90fi3p41YdZxBXS/vu/3x5eqte1fsA238Srv7h9Huz5Bn5/ANtiJmYhwY+FbLxjz2LqP/r57i99RTXn8GYukscmwQOVG6aaIYdKPfcpT3oif/KyP+b0U09nfN8EfidgZHSYmfo4jmerYIDUgsohQYJbbrmVj33s4/zsmmvn/nodWK1DHmTxkcnDrSnfmpigL3zhC/jjl/0xY2NjbN++TfnQJKAg20QipVK6JfeS94m/7ratW/n7f3g7e3fvZ3hwRKXUxUFMu9mmXKyoROHK4ACNVoMoaFIqJPiN/YxUdJ79mI286jfWUU33QzgLzRmVFoIntawOBDqBViAtjtLUB7nq1nEu/c4t3LDNJyicjFYYJE67pKmPZUpfUT/rK/qzH3PK5nVzfUWFbB4uxJkpmB1U713K9Z/3j2b/7bOgM+Ybf9/9rzy2Rz/6vX9BAzyGk7SgD2PrN7Ac2JZ2W883/6IQqznSfu/NBxomHw5s0l4Oms2aSq140jlP4A9+/w94+EPPJPRjQjG/CjrTM5MqfaNaHVDlTnfffTeXXfYfXHLJZ9m4YdPctjoU2A7uNDE3RWBSDgE3EZZ89rOfzbOe9UyGh4cpV0rKLBUlEdkr5XJZ5bft27ePbTu28453vZutd93D6MiY0mdr1ps4ImEUJqpDuwJCR3Ln2kgWS7niMV2bpN1ucvpIyvMfbvPrJ5d42JaNlB0dug3iwCeKEjqxhVFZw762zU9vn+TrV93GzXu6mAMbCc0B9k3VqJQKpEmIZYogb8CeXXfPAdt6Qr+pyk0VYztAbLLk5YPAtgjGcwwP7AP9lqVOd1qqz5MD2yLy2JThtgjGupBFXSywiSKGAFsSRXTbLQpugWc87Zk8/3deyOrVY2hWim5kRe1bt97F5Zdfwfe//3067Q5jY6uUqGR2HGQoh45bPn9PrUMAToIKks92yikn87znPY8zz3w4g4MDDA4NKvYmMkbXX/9zvvGNb6jietNx0HWTsdFVNBotpe47ODCovotKr5iyMjbf72AYGq5ILIVdlYMnum1O2ODhm8Z49OnreOjGIU4aLTBU8VR51Wyo8ZObtnH1LTu5dus+GomHWRym7acK+EpekTSI0eI4B7ajbMYc2BbylN7rnBPFFD2Gj77gtywW2MbH97Bly0mqQ9VsbUZVHjTqTcXY1q5dw8jqIRrNOvv378fv+gfrQKP4gJTRQR/SfdlpD9SEnQnrEyYmjExATorgJe1D/G2uKzWooQIkUftQbfHQGBwaodFsqXItiaQ6lpjFWSqJ1KYKUPZSRiSCKvWtummo62m6zUwzJPXbWN1xBvQWa8opZU+n5Qfsq6fMagZ6dQ2zqYufWhQKJYknkHTbOJJqEhsgPQ9yxnbEPZkD24If1YMn5sDWf9IWC2yVSoGdO+/BtW0GqxW67a4y9YpeWTGrbtRRjEpAR+S6pQZUmJUUwkt6h/Q6yMywI5uizWaTDRs2IN9FHnx4eEgBnCjpmpZJs9lQrCsLIszVJkp9rTA9kU1LNXUvOXqAKKKXQegzODREvV5XVRSesKsUxSClfaCMrSstBN0qaRpi+zPY4QxFrYNjim9RV4GHPfWQ8thGlasWhgmGdIDvNrHiLtVSiU4ouJbmwJYztsNnYDGmWA5sSw9sokg7MjJAt91WpmipUFLJud12oBRuDVsnikNqtZoy+cQHJg1dhImphNxucK+o3+EAJ2xMcteEmUnAQMBSKg/k9wJmUhQl+XLiu1NqIlKGJe4s6caepEpZQ2SS5DxNF9UPiziNSFJRz5UIbKSAzzAsNEyiSN4jIKnRDkIC08QwwdVDzKSLHrXRkigr4tcsitVRJmeaCHYODwzhalAb34+ZBIzKeDshUZoD29F2Ys7Y+j+j9zkjB7b+k7ZYxibAJrldlVIJxzKV70rqRC3DUc7+KI2wHUuxLDH7xK/VbEg+mKbAKQgkfeLebG3u51RTKR0SXRXGJ0X1GePTFNOSoEG5XMo8dAdcdFm1gVLsNR0FVHGUqL4LEsU1LB3dFKUO6XfQpVKpqsionCclUwKE8iWqGoYWEUczJEmXWFIPTAvDEp+doRRB0ihSCbyeZWGmItnWVa0HhwaGVDrL/ukZ9FKZMM1N0RzY7u0nW4TzPAe2pQc2XU9UZFSCB0kkNaKSjCr6/pkmmmEbih0JoxJTT4ku6lJHKkXlveDI4ekNmU2ZrZ4wdjFhdSNTzM2aEWet9sS0lNeliUsmES7sKqtRFSAMg5iCK9USiWJpKjAQ+/hhF9uTgvbsPFOVgWWMTfqhBt2INNEpuRp6MKFkiyLTJbEKhLpNGMvnDdCjgJGiTdSsUxZz2LSo1Vt0gxS7UEWzXHxRA07z4MGDDtj6P3rHfsZKALZj/3RL/07VQNguzJvu4Tgi1NhQwQPbNIjDWOWwFdwSQ0NDTNWmMjNQ0xTT6QGWgJuYpAIs8l2Ym3wXwBMmNzkxpaoNBKxECFJ8YmLa9gIEkvYhzjkJCAjIySH/l3v15IwCP8JzJB1EBC9j1VpPGKQf+Yq16dLUE00FFpz/0Z3rtCSJ1qXwP595tt5gsFjAipoKmH3dITAcQtMhFsESpHmyT9lOaNfGsYjRDQPN8ghSg9QqEfjSZFkEKSUXL1Z9RMf37eCan/6ITRtWk8ZdTF0pvT1o0z3m28XL/fzOO7Z+eWxL+Xgu98QsJEF3KT//Yq+9EGCr16cYHR1UeWwdMRXdgpIFFx+bdI3qhl0KRe9As2PF0ubARJz4ktsmgNdjcKKOK31H5ZCWfOJPGxisKhN07949CuwOttmbVH1F5T4iD+560pBFknMzRihBgNZsFv3ULSMzRR2LMA5pddtqXHKugFjB8ZQZaekWfsfH0k2C5izDno5UbflyrTCiHWXd4cWkNY2E8b07OO3UkxXISt+EmbZPeWgV9U6MgYnpR5LKmwPbMWzG5X5+c2A7ygw8GIBNRQxtnVi6RoWBqhVtzrbwnCKbNm1i08kbFdsaHx9n165dyqwUv5YAlMgTtVvSxV1qPg0VWNi3b78CQZEHFz/a6OgoExMTqiZUWJ9EWCcnJxU7U9JFOpx00ibWr19PozGrOllJsEGuIUm5SRirCKfpWNRm69iFAsVyicmZaWUqCyBJb4SC60ESE3d91ZRm9egYzel9lPQmcbc+V+Kls2rVKIPDg3SCgPGZOt1YY6rZpRXpTDdDNj/kTPbsn1aBBc/2MKMEkaTLGduvjmw5sB1lzpZ7Yh4MwFYsOkxO7sMyDExdo1qu8rznPp/nPOt3VATSKdrK6S/AJWD0ne98h0suuYR77tmmEnQFdCRZV8xF6Qcq6R8CfgJ8mV8uVWxN2J1iYRrq96tXr+IV571CJeiKKSoBBTFb5Wvnzp1cdtll/Md//AdF11NRz6HREeqNFp0gZGBwiFankym2JTGOaagKgNjvQBQwWC4SdjsYwTTBZIMnPsrhSY9/NKdt3sBgyVWfsxPGipVtn2hy3S3bufLHN2KUVzHVguroeqZrbUqlilI8MXNT9FdHtUNDSsdh8UXfyoNj+sQLfFMObAucqKOcthBTdHp6nFWrhomCgMc/9jG8/nWvZ/XYGrbfs1OxK7tgqoikgFq1UmV4eIRt27bxkY98lI997GNKNddxMvFIASBhWgJswqYE0ATM7rrrLk499VR1DWFvr3jFn/Da176W6ekpZZZm5yXqGgJyxZIohLTZt3cv737nO/j59TdQrgxSqg4yOV0nlbYzujEnjQSadJv3mxRdg4IFAyWXG6+/iTNP0nnl887kYesd1o9U0fwWfn1SNVq2nQKaVYbCKrZPRextu3z6Sz/gl9tqNJIim057BFu378FwsrrVnLH96ntxuZ/f3BR9EJuiksP2y1/ewIt/93e58I1vUJUHEjwYG1lNvT7DVH2CzSdvVHll27ZtVwxtzZo1qqnyN7/5LT7xiU+qVnrlcoWZmZoSmJRDGJqSB09TBXK7d+9Wpug73vEOnvzkJ6lEXfmdAJmSB9ckATeLlMrPEmSQvDYRwPzgBz/Ej6+6hoGhMSyrSLsTokl0VtMUWwv9FonfYLjqkPiz6EmHbrPOeS96Ev/rtJARY4qiqeEZUl86J+7R7hLOtjELI2jl9cwyxM27Q/7pE5ezt1ugpQ/RTkXWSCoYRFsuDx78qtCWA1tuiv6qe2ZB5y+EsYkZ+uxnP503nn8+mzdt5JabbsFzCqweW8vOndtZu3GMyalxlY4hQQHJL5MKAulrICB38UVv5uqrr1aKH3JIZFQc+sK45D0CiBINlcqDl770pZx33ivU/6XyQJia62XdsISxyfvkfAE0uY/nOarJzHe+813+4R/fxT3b97Bq1SbVxDhJdQXClp6iJwGETSoFaNf3kvhtnvec3+IlT30kQ7VrGLNm1bX9TpOgVcNOhSWaUHAkFEtS66KPbqFurOZne+ADX7qKmyY0tNJaIl9XQYkc2Ba05Q47KQe2eeZsabUx+i/Wcege6D/ouTMOAtvFB9U9dEea2h2QLZqY3MfHP/ZhHv2oR7Dzf0zMdWvWqQdZpItGx0aoN6UBi6MCBb2myQJIEqkUX9lNv7yZ8877U8W2hoaGFTBJlDQTkRRzUVdJusLk/vM//zOLfs7JEgUqf03KpbIiewE3eU3qPIXxNZo1fL/F6aefwdvf8T4+97n/xHWrBEGMYZo4UoUQhZhaStxtUrZCCmlNdat6+1v+jEq8h8Hu3RSTuoqSmipdBYilTkoaOXfATsDUSWa7pAMns1vbyGd/cA+f+t49dJ21aJqbA9uCd9x9T1zu5/doQ19WH1tvUMs1OSsZ1GTuMtmiAq+/4CK+9rVv4hUqRLFOECV4RelP4POYxzySv3rrxUqTTZzqlmHRaXVUvagAklOUZIfeTNy3HlRSMt7ylrdy0003K5YlJqQAm/jbxDclBeoCXn/2Z3/G0572NAWGlUqZtnTAMg8WsB+pr6h0bo/TFmGk0w3KPPX/voBqZRjPFXuyoxSAvXKVTjtAj3XcoMZIvIuX/ObJvPCJo5TZJ4VVWEmEGaYQWyCt9zQP33CJjYiC04ZgEqQnQmAxkWxgn/YQ/uJfvsf2Thm9WEITcznqYpuwY9sd3HjDNaxdLUKTWd/UPI9tfuRbruf3uPWxLeIPRf7WOWDD8XjDhW/mq1/7Bo5TJkkNIjHhHJtmu8HL/+SP+MM/eCndThMtSTCkybKkOMx1fJfSpQx0jlTkruHYDh/+8Ef44hcvU7WjAlxyCMPLcttiJSApgQZJ6ZDggih4SIWBsLSsYfLhDVwO/CzAljTQDBfNWMvrXvdWbrv1TuUn8/0JnIKp0jU8r0q7ETGs+7DrJv7t4qfyuFV7sdmHpPxK6z0rDCESxlYCvUzLrBIYKY7VRO/uw/V8aIbE5mZ2xafwD1+4nZ/uiOiYBbCdHNhOsCfquGBsJ9icPmAfRxhbYjlZX9GvXollF0gxSaX9nqEzOT3Bv77vPTzh1x9LuzV7ANhMKSJPNJWJLwm6B49D//aKPDiKnf3sZz/jTW/6SxUxlQReATcJGGTsTepCa/zgB99XZmrG6gKVvybR06zq4MjAJqVQpE3VMtAubOIjH/08l3z63ykWLJqNPZSrHu0oxbKkcF9jUPcJ77mFKz/8clZ1r6VgTtKSHDRCvLCRmaBSdqUXaJtVIk26XfkY/gxO1YB6B9yN7E7W88mfjPPFH+2ga6whtSo5sD1gu/aBuVEObA/MPC/JXQTYYsPmTW/+a77ylW9gmJIQa0s1OCLcs2ffbj7/+Us49dTNhH4HU5fe6poyQ0WPTXxkQRzMkbX7gpq8IOC1Z89eXvzil7B27VoFdFnybUEFEMTcnJqa5Ac/+MEBf5tUG8w2ZlWQIGvmIse9eosq1hdgaR26foRpr+XfP385H/jAv7FqbJAomCYhxClVmZxqUC6O4AZ1vNodfO6fXs5w4xqGim3qqi+VT1kaJycd4bGgOfhGlVizsdIEI2ihi68thEAbYcrZzGd/tp+PfO1mtNIppOZADmxLskOX76I5sC3f3C/6zhmwOYcAm3svYNvDpz71MR720NNJ4gBDsCsB23QIugI6BrECgkOHkjG13i8FyERZ9w//8A9Vwq5EH4WJSRWCBBskIVeA7dvf/rZKCxH2JtUIkvR7sN3efUFN7qATYCJ9FnRSY5R/fs9H+OKll7FqbIiCGzFTm6RQHWJqpkm5NIzl1/Fm7+LDf3Mu66JbGfJ8GqmhGFs1moJEriV9Uk1ivUysWap0XhPw7s5CYZBWUKZRPZ0Pf+cOLvn2LegVAbacsS16Mx5nF8iB7ThbkF9lOMoUNT0uuEhM0W9g2cXDTdGpCS66+EKe+YynomspaRypInjxs+mqk5OUiguwHRI8uJeopJROSYXAe97zXhXRFN+aRDQFxMTklOCBlFZ94QtfYN26tcpMVbLdrvT2TNW/Qzs8HWqWCiBJE5ZKZZCm7/CGN76V639+A0XXYqAiYpUzBAk4RSmu1ynpAZ0dd/DBv34RZw7MUNJnVQcqK/WpRDWIO1nTZPlsRkE1tZHPTRJCexbKq5hNhpmyN/OPl/6Mq+9q0jUGwCrkjO1X2Xgr4Nwc2FbAIh1tiFm6R5E3XPiWLHjglg4PHrQa/NpjHsmbL76QSlm6o8cK2NI4VeoeYmYeBLbDmdqhPQ7Ev3bbbbcpIDTmIqLiS1NikKb0OJjhggveyDOe8XTFAiWPzXGkznPOBFWMsAdwB81SiTimYYtyucqtW/fx56+7UOnFye9dI0LTU2bbHapDYzS7EQWRJxq/nfOe+1heeM4mivEEOm3cpEMhlHKrSMkaZcAmJrk4CUUBWBopx/hpiXbhNG7cX+BvP/5DZvQx2lL0b0laSR4VXcGPwn2GngPbCl5NYSTSfu/1b7yIr13eS/fgYLpH4NP1myqPbe2aMSVbJAQtCmIqpaqS2U7l4T8QuLyvoOTevft40YtepJJ3pbLAMrOgwYHk3IEKExPjPO5xj+Vtb3ub+n2WsNtQgYVMYXnuHoeBW9b9SZmJmsm3vv8z3vimN7Nx/UZMLSFs1SmXCoqxJbpJbFikfoMBrc6WgZi/Ou85Ko+txDiFZBZXJHIjYWfCRA3lZ8RIVBf4IO5il0rsnolh5FFc+fMaf/uR71FceyahlmJYRg5sK/g5ONLQc2BbwQsqwCaM7fwLLuaKr38bw8x8bCpBVxEwkd8OOPush6lctoFyma4UfeuWkgeXpFun4Co5bzE5JdI5OTmlft8reJeggeSsBb6YnQejm/J/BWIDZVUTKsGE3/3d31XVBwJo0tRlZGRYJewKi5PoqCHAKmodUZQl7CYpmzZs4L++/yNe88aLcAtlxvfvY2SgSsEQWaSASFrdmTY+GrYe40YzFPz9PPWRJ/HaFz8Jp3k95XgCUzVQkAp80VMSpmaQGhqhEdMIfOzKIG1rhGvvjvjgZddwV2MErbgR34+zptdpiGNp3HPXrfzyxuvYsG5M6bHleWwr8wHJgW1lrpsa9UFgezNXfP1bGJIPJpUHkmOmRG4TorhL4Lf5g3NfyrkveYnqtl6bqalseymPElNUIpeSqjE721C+sbVr13HPPffw5S9/WfUWlfNMw8qK0qWz04Hu56kKElSqZfbu3at6Hvz5n7+Gpz/96arKQKKnCl4T6WGa1YbqhjRisVRaiK6ZXH/9jXz1iiv5ypXfxiuX8VwHW9fozszgiNS3I4m2Jq1IgDjBS9uktV2cNuTw9Mes5TmPLVOO9mLHAVaSZNUHli2CbHRTjel2l4G1GwjMItfevp8v//B2vn19h05hELu0niTQEI9jDmwr+EE4wtBzYFvB65kBW+kgY+sBW4+xaQmWramGwM1GnWc9/emc+9Jz2bxpM2EQqehmlCYKeARoJNIpwHXbbbcrQPviF7/IwMCgSuZVQKRqPTPJ8ExhV1cmpyjxCgPbtWsnq9esVuoeUoWQlVOhgKwHnj2zVBooz862+ad/fA/XXH8jZrnEbLvFyPAgqe/TmZpm1cio6N4i8FgLRH48pWylxPVxvE6NzUWfN77kHE4ZgbEBG5MuQbdBFMdEhkOgebjVtTRjj5/98m5+9Iu7uWbrfma1MkFhhJZvYKcuptSl5oxtBT8J9x16DmwreDkPAluPsWV5bAdMUS3BK1iEQYf9+/ZQKRZZPbaal7749/m/T32aqu+UZ1pMTzEPxXz83ve+p2o+d+3arZhbtyOwkrXNE8FJ6U8g/++xNzExxdwUdiaRUjF/RWjy7LPP4rzzzuMRjzhbMTU5RD1X7nXHHbdz6Rcu5StfvhzPG6TW7LD+1M1s27VDdWb3DBOt41P2ioRxSqDBTNgl1hMGCja2SIfXZyj7NbSpDk9+lMNvPOlsHnLaOgartqp6aHYiZpopd+1scNu2af7r6puZCUzqWFiDo7SklV8npGgWMXPGtoKfgiMPPQe2Fbyk/YEtpdmqqcBBs1EjCUNs06bd7LB/7ziPe/zj2XDSBmZnZ7n11ltV02SRAs9EJKVGUlemqbAx+bnX3EXYmrj+xdzMCtwjxdokYVekikRkcmBwgNtvv41qtcJDHnK6kkISld5bb71FdccSdd1KZQhiGynzjCxodBuUCi4F08KJsq5SEgSILYOmlhCkIa5lUJaGyX6E1e3iSGu+WJRGZjCIGBnWGB0ZVAGJejNm974OQVpmqqUxsHojMx2fdhKRmKgOWrEfYIjhnjO2Ffwk5IzthFq8w4Dtil7wYE7dQ/zhWsKaNaNs334Xhp5ScBwlDa4K4BsdVddZb9ZZs3aNil4KwGVmpqHSwXpdpw41P4Vx9SoShOWVSgUFbD2FDwk6SI+D6ZkplfLRa8kn18o6umdsT444THGMEqmuM9GepjxYAmnmMttkyC6ixRDGCYlt4rsGvvQbjSOcVKcU6+iRRF2lw3xAENQhbVHyNDxHV31Ua/U2lj2AUxwl1gt4lSFavk836KpepILP0qJP5brlwHZCPRs5Y1vBy5kBW5nzL3jznGzRXPBA2NQcsDUaM2zatE7VitampigXy6r9nvQVVbloWqL6d/bUcYWhify39PqUSKfqBC/Z+3Pd2zOmJiwt882pJNxUmiu7ypyVZF0xcQeHpLu8vDczYzPwyXTZsiiphY5J0knRLYuuESg13zgKaE5NM+YN4FkO3SCkQ0xUsEgdEz8I0YOEYix5dAYdyyaWtn7CupIQPQmx9QTbiBWYS81slGg0OwFxolHwSkoEwNJ0atMzFEuVPCq6gp+Bow09B7YVvKj3ZWz39bFJX1HL0piZmqRclA5VRWWGnrRxs6oBdYsuppV1fu81bRHQkQ5UElyQLu09UBM2J+dJVLSnhivnSGBA/GjyOwFG+V2n21aMT94rYCbf5TxJBRGgU9dJNdIoJYoTjKLNbLNOtVJEjyK8VKPbamN7HrVOh8i1sUolYumEJ7JMCsp0GnFCoBmkujR9tlQ9hS7lY2ELPcmCCZb0FC0UiFMN2/KoT9cYLFSIg5hYM7Ncu5yxreAnITdFT6jF61UeKMYmeWzGHLDJg67SPcTskwYrsWqWLL1FpQze1E3VVV2ALCsgPVS26EhT1E9x6+jKdgIaAmLC7jTpLSCF+HPt96RyQWr2gzAkTSw1LhGVTCPJWpM6VEmwNQllrFoB0y2pNDURqJSC9+FKGTOAIIZZTceXhGVNIp0J1SSmKNePfNWFyx6ooLsukzOzqk52wCli2y6tIJIWVTmwnVBPBuSMbQUv6EKkwQXUDu0EL0KTru0RBYnyi5mq9GnpJDezvLcM0HpmqTA29X+pDHAk0ppC6GBKxFIwJu0Spw3iNMB0XFLNpRuIWSqNEwzcgoludUi7bah1pSaKoFhAK3hKeVeXsqyZOlqzRclxMBybjmlQ831i3WR4cJgCBvWZuoSEpQY/B7YV/Bwc8U/xcjZMPsHm8gH/OAsBtm63SaFg49q2KoLvSqQxEQd7UfnCmp32kgKbFMz3WJowt14plvjZNEsjNiQVRAIBLnoi8t5g6BEJLaIkINFFW05UcSt0fYiTCFfKEowmrdkaa4bWK/O0hQQF2qShj5vCoGbi6TauW2H3dJ3pJMUbHkGzbGoTUzhhzLqxURrNOloePHjA9+5S3zBnbEs9w0t4/YUAm4Da7Ow0gfQC9VxcW7TYIqXHJszJcnvF6kszUAlAZKboQVCTOynfm5HSTcRHZ2MmBZAop5jLmpiHHRItUr4zP9Rx3FFM06PdahCGDRzXxzRS/E5WOaHZIn0eUNAinDhGa4f4rZh2bOOOrqPjlWmJGopmEna6GNIR3nFUFFYXkzf3sS3NBlimq+bAtkwTf3/cdiHAJqaoBBCSKCKSqGScYhm2iorK0ZYmxAdki+6PUR1+DWFswtIEyKQWVYILSgcujumGPtg6puHg6hWM1FQKJEnsk2oCbAmmW6DVlny5EpbhkkQd0rhJsRBQ9KQzlU8UNIjCSTw9YXUJhj0bOinTtZBp3yQqjzGh2bQMh0JlED0xiOstjDjFNPU83eP+X/Zlv2IObMu+BMc+gIUAW6cjJU8V5Uaqz0zjWA6nbTmdkzaerECmMlhZUmATpQ+JkkplgqSDSM2opIRIsu7kzDTb9+4kDFKM2KVoF7ENgyQNiaQmVE8JU90c5DgAABVDSURBVAk2FPA7hoqgllwdixZhdw96XCfudDnztBEe+6jNPHzLKjYNFaiKDFEbZhoxd+5v8qOb7+FHd2yjllpYpWGCwEDzdYpOmW4YKrHMnLEd+z48Ht+ZA9vxuCoLHNNCgK1c9mg2a6oT/Pq1a3jUIx7FGac/FNfOpL1jpTi7dMEDAbReCVbWes9VP8u9m50W1/339ezYvpupPXXF2AqOCFSGhGmHVGpRuyHl8gh+WxM9JoaKOlF7H1F7F2urMS/6P4/mjE0VTlpXwqWF1prBjhNco0SseYT2APsC+Mmd27jiqhu4bZePWxEJpzEmZ3ywpKwsrxVd4JZbMaflwLZiluq+A10IsCWJOO8Tzjj9dH7jyU9StaKT41O0m5m8d5RKl/alAzaVBDznY5MgguS69VJAwiSkPFTmpz+9hut/+kvatTaWMlMDfAVsEgUVMKzSqYdYScyQm9Ce3MpYJeDZTz6dF5xzCoNGDS2pEbWnsZIQz3ZVqVbcTehgYAyO0C2UufqOXfz7N2/gv+8G3RvDKKylLr5G1Y80ly1awY/CfYaeA9sKXk0BNrNQ4XVv+EvVV9S0Cui6Q6qbKuk1TmOk8uCccx7Hbzz5yTiWSbvZViVVojQrvq4oDZcU2OabXvGhdeIWlXKVfdsn+ffPfF6J3lpSYZB2sjSNKMV1yrRnOgwXHAaNDnvuvIXzXvo4nvX4TWxMdyo9NjTpthVJrojkkUAiPUZ1iHzFSuNSgaYzwk0TFhe/+yra7hCRu56OvCVnbCv4KTjy0HNgW8FLem9gky5VoskmFQlxkhIlkUr1eOITH8/DH/pQLENX0tuq9R5zzEkKMpeQsc0PbDGh5lNwPfzZiGuvvo7rf/5zvKJLO2oTkpCIxLe050ssqkaC2dzFpoGIP33Jb/Kw0YhV3bsx42nQJW1EmKepzieR90mCr+SItKUcgcAbZa9+Epd8dyeX/mAS391ILGVpeYLuCn4KcmA74RZPgM3wyvyFSIN/7Zuq/d69ge2MM05VjK0qWmuqCEmn0+qqqKhKlDVEtnvpTNF+wIYtpVXgagWaMw0++pGP4Hg27aRDVzq8eyW67YBBr0IhauHvvp2XP+8xvOQZZ2PV7mTI34uezKIq5kUvDvlcNnpqo0kTF1NArQNhndCo0qg+gtua63n1P1xJy1yPNIzO89hOuEcjrzxYyUvaAzYxRS+//FsK2O5tiv7mbz6Jxz/+1+i0WmhpovLYZmsNlaCrithVsypJp3jgDzFFNVskwEUXrYyR6Hzo/R+g5TcJhIG5FliuAuJBu4AX1Ij37eQdb3o2jz+9QDR+K0NisqaSshKSajqR5pKkkp/mYKYhhrC5gnSJrxHFDuPmqTQHnsDr3/1D7qm5BDIHYv/mPrYHfgMs4R1zU3QJJ3epLy3ApruleRnbc57zDM4666HMTE0pYJMi+OZsSwGbFKersibp8LIMh7AlEY9MY2FsHmmQcOXXr+D2u24nMEK8wbLysUnRuxMnlKNZBrv7ee9bXswqczfFeBonTTIAQ3xsInNpS48r4tRT/Qr0aArLE5URaa3ssqM9SrvyWD7+zQm+dtU9xI5HkvvYlmH1l/aWObAt7fwu6dV7wDYfY3vBC57L5s0bFGOT5FfP8VQRuG1mfT8TXaSHlgvYwBdzU7dwUo/YD/nFz6/j6uuuxtcDrJLHrC/ikjZau81QMssGc5J3XvB7lLu3MVZKCPwUI41x0gaaRHgxSVOHUCupT2VqTUyzBdEkeFVqwSgz+ulccV3E+y/9MQyvJVR+vDwquqSb9QG+eA5sD/CE35+3OxTYjuZje/GLX8jIyAC2aRKH0g0+a5Ys6h7LD2wavlQlSP6aUcRMDa7+yQ+59hfXktgJnTRSDZFFIFPUcqvRDGPRBO+64DmstXZQNrp0IxszjfCSGaX4oYTocECrEonah+Fj2D5RcyemNF7WVjObbubSb+3hU9+8hfbwyXTMQg5s9+fGPA6ulQPbcbAIxzqEXl/Rv5B0j8uvVO335EtCBL2o6LnnvpSC5zA0WCXsdpXIomM7REGU5ZNpiZI3Wo4j0TRiTcPvBJTsIkW7wFe/8iVu33oHVtljsjELjodrmXhJiNvejzMzznsuejoPHe0QN3arRGNTXkuakEpzZAE2EzQBt5Q4bWJUDKKZ3aoHa0dfT9M4hfd/9uf86I4WE+4YXQVs0Vz7vdv55S+uY+O6MVXapdrvpanIa2Zy6KoJ66Ffy8N2l2O9VtI9c2BbSat1r7EKsHUik7e/8z184pOfplIZRFM5bCmantVjPuMZz+CUk6UrVVcpfAhPazebDAxU1eu+9DKYZw56EkNHOiXTfJt/AqU+tKfoIWf2ZIyUqm4S0QpaFDwXT+SULIcPf+gjNFo+LZENLw8QYKoOWyNFk4pWh4mtvOJ5j+O3H7OJYrCfclzDiqXnqZRiSZqLpLLEuGaAbkllQQtmJqDq0fY96s5p7Es28dr/dylhZTN7OzHYHq5toqcx99x1B7/8xfWsGRtSgBqHXXQls9SbpTlQ631wFXhZnj8MK3jrLvnQc2Bb8ileuhskwkzsCm/5m//H5y/9Aq7rwVwOm26IKm7KQHWAl7/8ZcoUrU1PUXRdBRTCPWzpQ6B6kB4dnXo6ascKbJIE3Ks2kPKqTqejgE4Az5Kopw2WpdOamWFmcpov/+dX0Q2XbmQRpBaxbmNZBkbcpGw0sZrb2VAKuejVL+bkUpdhfztG2CRKHGLdwbBcTF06wUxCd5LUn0Er2VAeBXc9N0+V+cldEe/+7I+oa4M41UGiNMU2xUBPuOuOrdx28w2sHRvB1CRgLE1tkjnGJrPQA7a5/ypPXg5sS7fLj+3KObAd27wdF+8SYHPKo7z2/Au54uvfAE3PGJtI/xiWevJMw+TFv/d7DFTLtBsNCp6nGIihowrSddual3VJOdR8h3qk52FtUgCfyYJnAJc1g0GBWyhKHqam2GNtfD83/eJGrvrRTzDFNLRK+LFBkOjYjk0aNhhwApzOHvyJOq966eN4+qPXU526nkFPUkM8keLFD3ylGmxKtFdy28bGaG/dCaW1zOirmLJP5vx//BST2iq06joaHZ9O4Ct2Zhmw9bbbuPWmG1m3aoQk8rEMTUWTM1O0d/RMUvnouSl6XDwM9xpEDmzH46oscEyiLWZ6Q7z6tefzne/+lwI23bRUL05dNw8wsYeecQZPfMIT2Lh+HTu2baPbabN+zRpanZZS0JiPb6h+AEc7+imGg2oII9JFouzRa+IiYCnMrdHpUB4eVvffufVOrvvp1ezZvgtdt7DcConhKlnwdqeDZcRUnAi9tZeq0aJiBJz72w/nt042GDbqYMRKcddxDSi4gtqEjS7NFgyedDbtsMIdk/CZb17Pt2/Yjl9cDYUhImnILD1RCw6OqXPbLb/k1l/eyNqxYaKgg2XqhwDbwZlK5+ZlmdyTC9whD97TcmBbwWsvjUhCzeOCv3wrV3z9SizbUcCmGp5InUGaNUMWZvboRz6S33hKVi+qoqO6zp69uxkcGZA+U0fHrvmAbe5d8+GbgEYPHAXQekofqkuV7ZA6BW6/406uv/on3HPH7ZQdF9uUFoImkZjalqekhSQdw0y7eLSoWAF7757g10+HP/+dx7BlzGBwyMTvTtFq7kfqD1y7hG4M4JY3s2tSY0/D5TNf/TF3TUfcPdWmvO4kxmtNvGKJKIzwHEv1W7jjtpu47eYbWbtqJOt6JZUJirHNmZxzSJbNmLC5XiBhBW+kE3DoObCt4EUVYOvEJu949/v46Mc+Trk6QCq1j8rPlj14hUJRsSO/2+WUzScpcFu/bg2hH6DpKX7UnTcqOp8pqh5pqciaZw57wQdha+JX65miwuI6UcJ1N93+/7d3LT1yXFX4q3dVd0/3vO0M2ApBxMgCVhFIREFECCLENkRiwwIB4gckECAPyIIF/AdAsCESBIlFxGPFAiEhAgsESLbicfyY8cz0PPpV1fW6hc651emxFLc1bVdlsE9JrZ5pVdW99dW9n8774MrmVdx4+zIQj7HaaXMiRJzkUIaDWJloLLQxTiLkyRBnl5s42r2Gtg8YYRfxLvCFpzx86ZlP4sJjK3CNAbJ4BJXbyIs2uv0Af/jzf/HHv1xC6q7ixmGIc49fxLXdW1hcXUV/MOLZF1nKToftm++wKrq20oHnmFBZUtrYSLWdOhGYzwoiNt08Wo7ThYAQ2+l6HyeaDamiym7iZ7/8FV56+VUsrawg48ZObklwJqJwjNWVVYzHEQb9Hs6eWccHNzaw8chZXLjwOKI0nCmxzXIe0HambKRZ25pa8JGdjYiMyI0+1ERme3sbW3sHeOs/l1FQW7wiQ8d3YamMDHDIUrITehjGGSwvgON7SNIIDddEHB5hfWUBvd4hgtYComEXiG5hOQAeXQfOLAVQuYHByMBf3xrBa7cQLH8IOwdjKNuB47pQRcKquO363OM0jkZwLQPjsI9//+ufcO0CDpVpU6mW1krvJ0u31HCmlNhMIjYmNzlOEwJCbKfpbZxwLhTu4TaX8cbv3sQ3vvktrKytY5xkcHxqw+ewI4EaGw8HQ7SaTRQqRxiO0Go0YBkGev0ebI+cB3dWRWeFexChsY1+xryJyCYq6MSJQKfTb0lhIHcasGwHtkrQtE1k0RAL1CchU0izAobjY3uvi0fOnUeaZ9jZ2cJjj57D9tZ1OM0OBpxhoNAseuiYQ7SKPsxsxH1RE+oW3ziDuGhif6DQ6qzCI1LLYp2GZQLDMESjGXDneLKzEaH9/R9/Q9w/RKEooLlMOSulNcJqqrqbEGI74aKt6XQhtpqArmIY6hIaKwtu0MLSyho+cuGjGCc5BmEEm8IeHE/b27jTMXlCdcNi8unlacqeSSLBWc4DOudOBxEadVSf14CeGyYSU3tJKXvALnJYRQaLbFqUlw4K4LW5tBCdS0nuZeM+TgNLzAB9e4XtcY18hEY+5I9TjOlKZKaJManrykRquIyHR+0A0xQ2qZ5FjjilHFOF9kITh/u7+OEr38fXv/ZVDHr78D0qQFmmnAmxVbGEK7unEFtl0FZ/Y3IQUE8Ay/Xx05//At/57ktYXltHZ2mVu55TyAcH61J3plxhHEWIQrIpFWj4PtvfRmHMjoY7ktcM5wFLajkZ1uc7lEGNqYiwdL7n5GOW4RVEbBRnp0DEZr0bc6c9kgUSw0dokvPDQSNL4Ocxf2wkKIwMmamAVoAxFOgpqTybmeaw8wIt20XLd9Hr7WFxcQHd3R0cHXSxv7eN7ZvXcP78BlRKMXdU520ilhY814mljUKBycamHQhynCYEhNhO09s44Vxo41uuhzBK0Gi18flnvohLb19FZ3kFoyjBYBSyvc0ybbiuB5+aB5P+VSh2HiRJBj9ozSS2mapoaV+bd1srTsJnxZTtWERoHC78btyYjhfT5KYlNh1RZkCTG3l+LS535OWAQx24FF+B3MyQ2gqDIkZiFzB8Bw4l0+cG1DiDmRTcnLkZWAiHR7h65Qp++5vX8fRnn0IQOIjDATzXRkadtFj51A9LZDyxr9EPbGMUYjvhyq3+dCG26jGudATaxkmWI2gu4NLlK3jiU0+i1VnEmY0PQBUmfCpTNAoxGoUolILr2By0qyhANs3guMHMvKi7BehyitScT6jJ4ngYBZEa3WyaCzEhkQmZcRhLSW6UKeCqlCUwW5ncVo9tXjBYWkusArlvoJ+MEGYJLNvisuiUbG8X1HceGBzton/UxbdfeB6vvPYDHGxdRyNw4TkWonAI16WzSgWYiK0kVc4cJamYiXhOAOSyyhAQYqsM2jpuTH0xqUwP0BtQ53SK9HDxmac/h81rN7G8ugbTctk4z9IKu/N0LJlpGFpFvUvqwCyvKFMQ51HOe5AcRjYsojgthWnFVquadGjSLImunKsWkAzY1BVeRWyf4z4HsFAUti6NTgn2JjDKEiiLJFuSWl0md+pFmicUmlvAUAm+8tyz+NFPfoxb72xibXkJ42iEhk94AXlGBSz182npsZQYGc2Cszhuz0qYFwu57n4iIMR2P9Gs+V60oWgTttbXUUTUZNhGnCl0D3p4/ddv4OVXX0NrYZHj2nTUv8sSGyegpymHYNBmn3XMzDxgJXJ+YiOVk0mJ7mOY7CAgUjputdMqqiYPnYw+Pcgm55aOAlZmWVXVxEZ2OS3dmXBcpwxUjjHsHyFJxlhoNbjiyfdefBHPfflZWI6D4cE+X9HoLGDY3UOr3UZO7QOJ4lgF5dkwAdPfek6USzo/BjUvmYdmOCG2/+NXTdvMDlzsXr+OdmcJfquDcZzCdgNESYbBaIw3f/8nXL+xhc3Nqzg8PGTPaBBQbwSSbhSyjKrLzhfuQZKMQdVn59RFyaZGLfVIlSPvJ9VPy6kqSZmYz/TBdjfFjoUJwU1UPxqfbF66Em+BnL+ZbrjGm6FsWMriyrxGlsG1gNXlJi5e/DA+/eQT+PgnPgY7aHPT5YNuF61mg+1qR/v7WFrsoN/rodUkGyQ/6JTYSulSk65OkpfjdCEgxHa63seJZkMbKo0j+L4Ho7OE4c4ePL8B03FZBT3qD5nwSN1UJPVQuz7qoVnGkeV5xtkHs4jtbtU97kViI2Kzy9AOHdJx3PupoWC3AZFbSXA600ETMVEehXRkpgFlKuSGYqLTqU4WTGXDVhaQKLiGCZfLdcTI4wGSbMixdI5Luaw5At9juyNJwIHnwabKJwmVQyLS0mQ5qcc2sfFpxVkkthMt2ppOFmKrCehqhjlu35ls92kxRG2S0jariUzG+/49/5lvhveihGmJbDqZiYo3LeuoJzu1s91uqNfnk++DvqehGJPSQmTc1wb+SeoXnV3mfVKBTX7k0qZ3m9PiuH3vuCtjMpPJdWJfm2/VVH+VEFv1GMsIgoAgUDMCQmw1Ay7DCQKCQPUICLFVj7GMIAgIAjUjIMRWM+AynCAgCFSPgBBb9RjLCIKAIFAzAkJsNQMuwwkCgkD1CAixVY+xjCAICAI1IyDEVjPgMpwgIAhUj4AQW/UYywiCgCBQMwJCbDUDLsMJAoJA9QgIsVWPsYwgCAgCNSMgxFYz4DKcICAIVI+AEFv1GMsIgoAgUDMCQmw1Ay7DCQKCQPUICLFVj/EDP8KcdSal7uwDvzLevwc04u7lmSW17lYa+v2b+ukY+W41/x94/O6p58GsEpf6/T7w+N3jMn7o198d8BNik4U1NwLccoUq885ZbXLaJOXOUxBim/16hNjeGx8htrm3tb7wYV5YQmz3uHjuw+UP8/qbBd//APZS0XDutjZZAAAAAElFTkSuQmCC" mediaID="Stage_cst_calcu;ator for snap"/><costume name="clear(2)" center-x="37" center-y="21" 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mediaID="Sprite(7)_cst_clear(2)"/><costume name="enter" center-x="43" center-y="28" 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mediaID="Sprite_cst_enter"/><costume name="clear(2)" center-x="37" center-y="21" 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mediaID="Sprite(5)_cst_clear(2)"/><costume name="enter" center-x="43" center-y="28" 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