<snapdata remixID="13346164"><project name="ShoppingList" app="Snap! 9.0, https://snap.berkeley.edu" 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Type in its position in the list as a number.</l></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doDeleteFromList"><block s="getLastAnswer"></block><block var="shopping list"/></block></script><list><block s="reportNot"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block></block><script><block s="doSayFor"><l>Invalid answer. Try entering just a number.</l><l>1.5</l></block></script></list></block></script></scripts></sprite><watcher var="shopping list" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="shopping list"><list struct="atomic" id="110"></list></variable></variables></scene></scenes></project><media name="ShoppingList" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="239" center-y="215" 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3tTtUuQiIQJYI5Pu4HXhWlmxum61K2jERfVyYw3wuZV+lfSIBrpSUyomACHQ8ge7lnG3G1R3vqBxsPIHAbYUNPLeaiiXA1dBSWREQgY4nkO/jeuAlHe+oHGwogQA3DPbzomoqlQBXQ0tlRUAEOppAfjlrMVZ2tJNyrlkENhf6eVI1lUuAq6GlsiIgAh1JoKePMwN8BvjNjnRQTrWEQDV7gN0gCXBLukWNiIAIpJVA94W80CK+CJyYVhtlVzYISICz0U+yUgREIAUE8st5JcZXgdkpMEcmZJyABDjjHSjzRUAEWkMgv4JXEPhaa1pTKzOBgAR4JvSyfBQBEaiLQL6P55vx7RCYV1dFulkExhCQAOtxEAEREIEpCCxYzQm5EX4A1UWsJlUq+YSerSkISID1eIiACIjAFATyy7kW41U1QwoKX62ZXYffKAHu8A6WeyIgArUTyK/g/xL4u9pr0J0icGQCEmA9HSIgAiIwCYGeFTw3BG4RHBFoFgEJcLPIql4REIFME8gv578xXp5pJ2R8qglIgFPdPTJOBESgHQR6lvOHwfhyO9pWmzOHgAR45vS1PBUBEaiQQL4viXr+XxUWVzERqImABLgmbLpJBESgUwn0rOAlISQnHLX2mslblmao7xLg1v6JqTUREIGUE8gv59MYf5ZyM2VeBxCQAHdAJ8oFERCBBhF4G/Pyu9jdoNpUjQhMSUACrAdEBERABMoEepbzu8H4hoCIQCsISIBbQVltiIAIZIJAvo9LgPdmwtgxRqYh2VYabMhav0mAs9ZjslcERKBpBPJ9SfDVS5rWQLMrbkcwUzvabDbHFtUvAW4RaDUjAiKQfgL5PvYAc9NvaRUWNnJo2si6qnChU4tKgDu1Z+WXCIhA1QTyfbjE6BKBlhCQALcEsxoRARHIAgEJcBZ6qWNs3FLo5/RqvPHZfl0iIAIi0JEEJMAd2a2pdCrAlwb7Oa8a4yTA1dBSWREQgUwRkABnqrsybWyAdw7286FqnJAAV0NLZUVABDJFQAKcqe7KtLEBXjjYz/eqcUICXA0tlRUBEcgUAQlwprory8YWCzCPfoarcUICXA0tlRUBEcgUgXwf+4DZmTJaxmaRwNWFfs6p1nAJcLXEVF4ERCAzBLr7+JbB72TG4JloaAfsRbbAqoENrKu2+yTA1RJTeREQgcwQyPfxt8B7MmPwTDG0mmxb1ZRtE78cnL6jny3VNi8BrpaYyouACGSGQH45L8f478wYnFVD0zSKbbUtxjcK63lZLV0nAa6Fmu4RARHIBIHj38CCPfMYyoSxKTIyGXS2Wsja4X8AM+pKlxaMNw2u51O1mC8BroWa7hEBEcgMgfwK/o3An2TGYBmaJQJDhTkcw6VJsF/VlwS4amS6QQREIEsEevp4WYDrsmSzbM0GAYMPDfTzzlqtlQDXSk73iYAIZIZAvo+bgee1zeDJAonaEVzUjjbbBr3BDU/eh72F9WyqtSUJcK3kdJ8IiEBmCPSs5LwQ88XMGCxDU08ghs8N9de3tCEBTn03y0AREIFGEMj3cT3wkkbUlUTttPrTs9o2qy3fEDAzrJLAlRZx+cB6vlGL561+hGqxUfeIgAiIQN0E8hfyAiJ+WHdFaa9Awtv6HgrcRMS/FNbz+WoalwBXQ0tlRUAEMk0gv5z3YfxNpp2Q8WkmcEsI/OPgBr5SiZES4EooqYwIiEDHEMgv5+sYL+0IhxRUlcpuDPDv1sW7C2u4dyoDJcCp7D4ZJQIi0CwCR6/m1OERbjM4tlltqF4RAGKDVQP99B+JhgRYz4kIiMCMIbBoJS+Oi7wL41Uzxmk52m4ClxX6efNkRkiA2901al8ERKDpBHou5EkhSg5m+NOmN6YGRGAiAePKwnr+6PB/FioREAER6GAC+RX8bwIfBqIOdlOupZyAwacG+nnTWDM1Ak55p8k8ERCB2ggs/HOOzc1mfQj8fm016C4RaDiBiwv9fHy0Vglww/mqQhEQgXYTyPfxfOCzwJnttkXti8BYAoX+QylcJMB6NkRABDqKQM9yfjcY1wKzO8oxOdMRBCTAHdGNckIERGAige7l/KYZNwA50RGBNBKQAKexV2STCIhAXQQWruS4KE5OPTq9rop0swg0kYAEuIlwVbUIiEB7COSX80WM89rTuloVgcoISIAr46RSIiACGSHQ3cdrjMry72bEJZnZoQQkwB3asXJLBGYqgfwKvkfgt2aq//I7OwQkwNnpK1kqAiJQAYF8X3JCry4RSD0BCXDqu0gGioAIVENAAlwNLZVtI4G3F/r5yGj72gfcxp5Q0yIgAo0hIAFuDEfV0kQCxmcL68fnIpcAN5G3qhYBEWgNAQlwazirldoIGHx1oP/wlKgS4Np46i4REIEUEZAAp6gzZMo4AsHYMLievsmwSID1sIiACGSegAQ4813YmQ4Ybyms59IjOScB7sxul1ciMKMISIBnVHdnwdlr44h3D63jrqmMlQBnoStlowiIwJQEJMB6QNJAwODOEHh/YQNfqMQeCXAllFRGBEQg1QTyfdwEyRGEukSgHQTuCIFLBzfwyWoalwBXQ0tlRUAEUkmgZwWvDYEvpdK4dhnln+5KT9Jc+sZ/hphPDm7gqloakgDXQk33iIAIpI5ATx//HuAPUmeYDOo0Aj8z+Dwxnxu4nAfqcU4CXA893SsCIpAaAvNWcvKs0nGEJ6XGKBnSKQRuB66xmP8cuJzbGuWUBLhRJFWPCIhA2wksXM6LIuM7bTck7Qb41LQ+/afqpccwvm2BbzHCNwY+yf3N6FJ1QTOoqk4REIG2Eciv4FUErm2bAWo4iwTuAW4mcFMU8f2d6/lJK5yQALeCstoQARFoKYHuC3mhRXwWOLWlDXdoYxYYsUBXHGXewSHgboyfBbgzgp+EEW4vfIIn2uGZBLgd1NWmCIhA0wkka8JF+jFe1fTGOrcBDzL68Iu/wzEB3rtvDuyeD3vnlV575oD/2965MDwbQvsVJQ6wzeAhAg+ZsRm4n8B9FrNp5yd4ME1d1X5caaIhW0RABDqOQM8K/jIEPtBxjjXXoR8E4/LB9XzKmzmnl0tcgKdrcv/skhAn77NguAtGuqDo7zko5iD2/7dEwB/cM5dHMLqAXIBkfG0QA0V81G3sD7AXYw+BXQGGIqMQAgVgB8Z2g8ct5rHhWTy6aw2PTmdjmn4vAU5Tb8gWERCBphBYeCFPM+NvzXhtUxrogEoDPGzGlwl8vtDPj8a6dHYvyw36G+mmwfuu2sgljawza3VJgLPWY7JXBESgZgL55bwc413AS2qupJNuDNwW4PoAXxvawHeP5Nq5T2fh3pFkOndxte4flg+k/A8SYAWiV/ssqbwIiEAHEOjp42XAqgCv6QB3KnPBeJTALRi3B+MWcvxw8DK2V3YznN3L+w3+T6XlpysnAZYAT/eM6PciIAIdTKA8Nf1GjD8xOKXDXN3ho1uK/Otggev5Envq8a/SdeCJbRxpy7EEWAJcz/Ooe0VABDqIQH4FrwiB3zdYBpyYUdceCXC1GV8prOe/G+lDrQJ8JBskwBLgRj6fqksERKBDCHSv5Lcs5qUGvxPgrDS7ZXBDgG+HiG8MruP7zbJVAtx4sgrCajxT1SgCItBJBC5mzqJh/lco8vzY+HWDZwK9bXJxY4CfRIHbLMePds7ih1zKvlbYUosAT5XxUiNgjYBb8dyqDREQgQ4jcPwbWLB3Pk8LsISYMw3OCBGnWOCkAMcDx1De11qF677/9XGDXwRjm8VsDbCZiPsMNs3dzd2/+Fd2VVFfQ4vWIsBTGSABlgA39AFVZSIgAiIwSmDR+Syy2eSHYxZ0dTE3jpkdAjn/vRnFKGL/yAh7Z0XsCvsp7LyCnWmmJwFufO9oCrrxTFWjCIiACHQUgUsgur2X98bwN41yTCNgjYAb9SypHhEQARHoSALnPp3Ze0e4ETi5/GqInxJgCXBDHiRVIgIiIAKdSmDZUi4gcHmj/ZMAS4Ab/UypPhEQARHoKALLepMUlQ3fiiUBlgB31B+KnBEBERCBRhJ41dM5ITfCI42sc7QuCbAEuBnPleoUAREQgY4gcM4Sfi8Y1zTDGQmwBLgZz5XqFAEREIGOIHDOUt4TAn/bDGckwBLgZjxXqlMEREAEOoLAsl6+Cry60c6U97/qPOBGg1V9IiACIiACnUFgWS9bgFOb4Y1GwBoBN+O5Up0iIAIikHkC5z6dhXtHGGyWIyHm3Gvu5cvNqj8L9SoTVhZ6STaKgAiIQIsJnHMmTwk5NjWr2QDPumYjP2lW/VmoVwKchV6SjSIgAiLQYgJn9/LbRpIBqymXGW+46h7+rSmVZ6RSCXBGOkpmioAIiEArCZy9lNda4EvNatOMf77qHv6iWfVnoV4JcBZ6STaKgAiIQIsJnNPLmwNc2shmx54PHALXXbOJVzSy/qzVJQHOWo/JXhEQARFoAYFlS/l7An/dxKa2Xb0xOeBhxl4S4Bnb9XJcBERABI5MYFlvcgDDBc1kdPVGZrQGzWjnm/lgqW4REAERyDKBZUu5jcBzmumDBLiZdFW3CIiACIhAJgmc08u2ACc203gJcDPpqm4REAEREIFMEljWSwHobqbxEuBm0lXdIiACIiACmSSwrJeYJmdLlABn8tGQ0SIgAiIgAs0icM5S/ncIfLRZ9Y/WKwFuNmHVLwIiIAIikBkC5RzQm4HFzTZaAtxswqpfBERABEQgMwTO7uXdBv/YCoMlwK2grDZEQAREQARST6CVo1+HIQFO/SMhA0VABERABFpBYFkvq4HLWtGWBLjJEW6t6kS1IwIiIAIiUD+Bc3q5JMB766+psho0Aq6Mk0qJgAiIgAh0OAEJcGs7WKkoW8tbrYmACIhAaglIgFvbNRLg1vJWayIgAiKQWgKVCPC4IwXrzNShKejUPgoyTAREQAREoJUEKhHgRtojAW4kTdUlAiIgAiKQWQIS4NZ2naagW8tbrYmACIhAaglIgFvbNRLg1vJWayIgAiKQWgIVC/DYheA6vNEUdB3wdKsIiIAIiEDnEKhYgBvksgS4QSBVjQiIgAiIQLYJSIBb23+agm4tb7UmAiIgAqklIAFubddIgFvLW62JgAiIQGoJtFqAA7z5mo2tyz2dNvAS4LT1iOwRAREQgTYRaLUAA48zxOlXb2N3m1xua7MS4LbiV+MiIAIikB4CZ/ey3KC/lRaFwF9cs4l/bmWbaWlLApyWnpAdIiACItBmAq0+D7js7owdBUuA2/zAq3kREAERSBOBs3t5t8E/ttKmmToKlgC38ilTWyIgAiKQcgKVjIIblIdjLIkZOQqWAKf8j0HmiYAIiECrCZzdy/sN/k8L2t0OLPZ2zFh91T2sbUGbqWlCApyarpAhIiACIpAOAsuWch6BLzbdGuNTBP48aSfwnas38TtNbzNFDUiAU9QZMkUEREAE0kJgWS8+03zEa6pp6EqnqA2GA3SVjxUOxS5O+q+f82haGDTbDglwswmrfhEQARHIIIHpBLhhLlmyB3h+We4vvXojb2lY3SmvSAKc8g6SeSIgAiLQDgLTCbCLx5GGyFP9bjpfZlJ2LAnwdE+Dfi8CIiACM5DAdALcRCQzJiJaAtzEp0hVi4AIiEBWCbRBgPcDsxNegRVXb2ptRq529JMEuB3U1aYIiIAIpJxAGwQ4mdJ2UTJ431UbuSTliOo2TwJcN0JVIAIiIAKdR8AFeLK13HrWdyulJAGulJTKiYAIiIAIdByBZb38GHh2mxybEevAGgG36elSsyIgAiKQZgLLlrLO12LbZuMMWAeWALft6VLDIiACIpBeAsuWcgGBy9tl4UyYhpYAt+vpUrsiIAIikGICr34qvxrH/LRdJkqA20Ve7YqACIiACLSdwLJetgInN9SQ0WHfFIku/VfRDIiE1gi4oU+WKhMBERCBziFwdi8fNHhHOzzSCLgd1NWmCIiACIhAKggs6+V5wM0VDFqbYm8wzr3mHr7clMpTUKlGwCnoBJkgAiIgAmklsKyXrwMvbYd9nT4KlgC346lSmyIgAiKQEQLnLOUEc0hBAAAgAElEQVQVIfC1dpgrAW4HdbUpAiIgAiKQGgLLevkC8EetNkgC3Griak8EREAERCBVBM5+MqdZF3cAR7XSMAlwK2mrLREQAREQgVQSOPspLLOIq1ppnAS4lbTVlgiIgAiIQGoJLFvCH2N8rlUGSoBbRVrtiIAIiIAIpJrAsqWcFwJfnC56d/RYwXqdkQDXS1D3i4AIiIAIZJ7AJRDdtoQHME5zZ5JjCccqbQAzkjN9k2sqFa5QoSXAmX9s5IAIiIAIiEC9BJYt4S0YH6u3nmrulwBXQ0tlRUAEREAEOpLAOb3cE6C3lc5JgFtJW22JgAiIgAikjsCyp/ACIn7YasMkwK0mrvZEQAREQARSRWDZEv4a4+9bbZQEuNXE1Z4IiIAIiECqCCxbwrcxXtxqoyTArSau9kRABERABFJFYFnvoeDmVhomAW4lbbUlAiIgAiKQOgIS4OZ0yXT7qZvTqmoVAREQARHIDIFaBLgB24B9r/H7rtrIJZkBVaWhEuAqgam4CIiACMw0ArUIcCMYSYAbQVF1iIAIiIAIZJZATQKcpMo6gstT/W7MLRLgzD4yMlwEREAERKARBGoR4Gr1d7LyBt+/aiO/3Qgf0liHpqDT2CuySQREQARSRKAWAa7G/GnWiz98zUbeUU19WSkrAc5KT8lOEZgpBAYvPpa4eAZROIPAGViYP871mJvoWXfdTMGRBj+bKcCVnMsQB1567SauTwOLRtogAW4kTdUlAiIwPYGJAhvCGVh0Bvg7LrrjBXfyGn+f/NqvTt+YSjSCwNlL2WyB0xtR18E6KlHeQw1ee/VGzm5o+ymoTAKcgk6QCSLQUQQaI7BTIwn2RnrWfKajuKXYmWVL+Tah9ZmwxiK5emNyAmJHXR3nUEf1jpwRgTQS2PXmkygOn47lTiMEf9Uygq3Vs7uAT5Ff++FaK9B91RM4ZymfCIE3jb0zGcBWN4qtvuExd0iA68Knm0VABFJPIJw7m8FjnkQcn0bkAsvpWPAD2H360d9PBWbV5Yexm8BmsM2EeDNmmzE2EyfvLzqwd8UTLywY08YTWPgocfgCPes31dW2bq6JwDm9XBLgvTXd3KCbJMANAqlqREAE2kSg0HcMce50Ih+5Wllc7XSw0yC4yB5bt2VTCWyU20z3pY8d1sbQRS8hjvuBJ4/5XZHAOorFv+bo/oG67VIFNROQANeMbsobNQXdHK6qVQTaQ2DHyjPostOJw2lE0WmE+HTMTifYaclItrIAp+lsdzF8ENhC4EHMX+FBYjYTsZnudb+croKDv99x0enk4kuBZRPu+T4WraD7sp9VXJcKNo2ABLg5aCXAzeGqWkWg8QQefecCFu59MsXiaUQuqqEsqj6C9WliOwmI6mw4hrANbEsiqqH8HtsWcrktDM29nxM+uKvONmBb33wW5v4akv2dcw7VF7Zi0TvpXvPFuttQBQ0jIAFuGMpxFc0MAd755icRFU8hcCpmp2DxvMNwam9hc54w1VodgcGVzyCwBKIzS8FNB9defXq4p7rKJimdTA8norqFEB7EbAsurlG8hWLXgyz6+AN1tzFdBYMrX0fgn8FOGVN0H/Ahhor/wEn9u6erQr9vLYGaBXiyIK0aA7e0BtzaPp++tdA3i4HZp4wT10RkwynlP+5TIRznwXrTV5aU0N7CCkGpWI0EwsVzGBpeQrCngAttWAL+c/J+chXP6pEM+GUyeiX4a/wINio+SL7/8Rotr/+2wYt+hRCvB35rQmVXU4wu5qjLfFpbVwoJ1CzADfRFAtxAmFNWNXTh8YTcYkK0GAu5pGxs88BeNUFcj2+oSRb+mO51X2honaps5hFonsgOAw8la6++BpuMZHmQuLiFqOtBun+5GfvS/tQBf6Kvh1zuHzBWAqW/59J1P1HUx8LLvpk6m2XQOALLlnIegbYtC1jguqs28YpO65ZKR4a1+z248jiIFhPCMeAvW1x6j46BeDHYMcBRgI9UR3+uvb3q79yJhU8T7C6Gip/T9Ff1AGfsHcl0sY9e/RX3jhnJjp1arRJP2Aq2CcK9EN2LxVsI0Ra64geZv+7hKitrf/HBlSsI9n7g6DHG7ML4AN1r/779BsqCSgk0Mx3ldDbEEa+49n/ouPSj9Qvw4KpzCfb8MWLqIrq4dWJqvyiNCjx4g4cIPEwIW4lyD1GM/d/+HeNZh3dwuPPAF4NL6d79r9gVe6d7APT7GUigOSPZA9spw8OHRNbFlk1YuJeFszZhl/paaPavnauejPFljGePccZX/z6LhXdUFSmdfRod4UEbBfjSqzfylo6AOMGJ+gR4cOUfEuzLTQCzA/C1qu2l9/A4RNshPDZOXBetvX/Stj1adMGuvydw8YQpryLYVVj8L3Sv+04T7FaVWSMgkW18jxVWXQh8dEIyjZ8QohX0XPajxjeoGltBYNlSbiXw61W1VeG5v16nGYQJ5wcb/OiqjbygqjYzVLg+AS6sPv/A5v1PTePvEcQ0fhzMxXV78m5x6b2aPYSTNVxYvQziNRMiLAcJfIxZ1s/8Nb6GpmsmEhi46PlY0c8WXdr46eLytHHUdS8LP35nqvGGt81j956nUuSMJNra4rFZp6Y2PY4eOGIO5sJFiyH2z4Pxe3rN/i/da/4h1Uxk3LQEzlnC7wXjmmkL1lEgGOeGIm8147dckA/8976rNuKZ0Tryqk+A/Q95aO8bD4jbUSURZTshPNYwMa0G+e6LT2FkxDf0v2b8bfYVciMXsaD/kWqqU9mMEwjn5igc91wsfjEkSeRdeBdW6VV2p4u3X5yna/ipRNGTgKcQ4vJaNWcCJ1bJYULx8Afk131l3D+WMll9rhzLMforDxQ7l541t9TXnu5OC4FlvcmRgC+pxJ4ADxt4ZP9kl89w+nLlwcsCnw2+bAEHny0JcCWk211mYOWbMfvAuCmvkESLrqJn7bXtNk/tt4BA7YKbXZH1AMcQubiemYzoIxfaJJXjknIcRnPAGyvoXutpI8FzRw8d+8+E4Ms9Y77QhyvYG13McWuGmmOEam0XgWVLkrga30p2xF0oBudftZFPL1vC64n4A0I5Dse4g5j/6Iq5fqSLrxF4TuKH8eOuEV45EvESDP8iV7oCr796E59vl6/Nbre+EXCzrauk/sFVHyHw1jFFixD+hd0L39OQjD2V2KAy7SGQTCkHT97/OxWOcF0Mvneg/HeBe8jCdLHP7BSHn0KIzoTwZAi9BDsTw/cRd7cQ/KNgPwS+Rn7NhqTdoTf/KnHRt6Y8bYwdO8H+jPyaq1tom5qqlcDulSezP3d8sjMl4iQIx2Nh7sHqYu6lZ91nJ6t+2RLOdiG2wKnB+FXg10qaySXXbOR905l0CUQ/Xsr5Xu4593DFJRAvO4n5LOBPzTgphq02xOeu3kbHJmbJtgBPFN/AHeTsz1m45o7pOl+/zyiBwVV9BH6/QsEddbIkvMFuIYqLTfc8RLuw+AEi7mfvrPtYfGnhiG36yH3gGD8M4Snk4jPLCTpcXH2q2F+HPgybbvjBBny/8R2YC278Q0a4iaPWbT7424AxuPLtYL6uOzaN5A1E0R+xcM2jrTNVLU1J4FDcw8kYJxDMR62jr3FTwEesx+xcutdMG2z7e0tKB2lcu4nJg2Or6SpPVdo9ZwEj8Xy6wnyKYT65aAFxmE/E/NJ7WEAclf6fuKvi6i33vbTsPc+uAE8UXwsfo3vd2JFwxf2hghkhMLD6z5I929m7/Di9h4ltJ7APS/I1dxM4FvNAqJqvEYwnCOzGggvh4gN7bmfXUNu9BG7Dwi0Q/Yj8mu8dsY6h1ScQx18EO2tMGd869Vd0r/0I5gMgXW0jkAhuXXEPh5sewp/Rs+5fK/Jpx1sXwXAPufiZEJ4O0RJCfAyR+fO+EEu+sPlxlrMg+LM6i2Cl/7fyv4c6j7usyFDeRH7tdAHEldVUR6lsCvBh4stH6V77tjo46NYsEEhyCFvHrge1qAvKYpsI7m3sn3XrYSP0wRVPJ+R89P208XnT7WkQXk2wsaPyuzH7Q7rX3N0i+9XMWALVL8NUy+9mjM8Qkjzk+fL7Iiz5/2MI4VjMejAWEKjly1+19jSofLiA/LpPNqiymqs5JMA7V/06OV5JSL6he2KKfaWfbS8hlH729yjaSxz2Ja/5/jP7KMb7GI73cdScvU1PJJAk/uDKgx6bxHfa3veI2HnFHuJoEXHcQwj+x9NDZIuSny35JnroCraZ/Nr0jTSTaancnxInp/40/zKbT4h9nXVh8u09x0Ji5hFCPvlGX/r3eRizMbrwqdn0XD4Sva80sp1EbP3YQot6sbj3wAfsk8HFld4J5/FO5821dD/+B6lMfzmd5Vn8vSc3yUWnEDzrGn9Y5TJMFj1uls0/gugfSxkZY5+FGrOMMqbJFhzQU/rA2LHyxeTs2w301qekDom4i3k0VtTZmwj6QZGf5HfGEBY9QDz8IF1sObiNaHDlewk2ui/sUSysa6Dd6asqNp+uXJyIJdydrMkRLSLEiwhRD4RFRKGH4L8Pi8B6CIx+Q/V7PM1n9dfEdZ9dfSdCdALDHqwRuQCeMC5Yo9oWQrSV/JpPVHtb3eV969zA3hOJ7IRkTYxwIrF54IlvzTmxtE6WbNNpjcjX7dC4CkYS0TW7jv259zB7eC4h6i2nyfRUmb1JEFej1paDvZ2eNR9prAszvLZC31Nh1tLS4Rwe1R484M7XVpP11Qxd/izuxmwAwg4CQ8nLbBcBjzEYxhgmjkvv/v/BhonYn7xPvAJzsHAS2Ing75yE1fjZVh3Eph7Q0ywBrs7FSkonnRceINicA2Hq/iGiq6kEPFWnxWAuUo099GLU7sCf0LP20JaDevwZvPhYbORERsrC6oLqYhqXRdW/MJT2v+braSYl98YEKxDF2wj2AGa+5W4bxH4c8FJCIrL+qv/4wkkdNt/rfynd6/4uJTyyZcbu1acSWy+h2FuObn96ub982j9L1/7SiVvci/HzA8GRP4HcRvbv+TnHfnKwakf8y/Hg3tOw6HiKYS5ReGaSect4bvlLY9VV1n1Dkw/oGT8FbbyGwNxkSO4v/9mjHEd/Lg3V5xDCXMxKP+Mh6+N+ztA6QN3dowrqITB2P+lk9aR2tGojhFAo/5341PPkU1j1sDn4JSXswKL7INxBiL+CRZ7X/EmlkayPaJMvFq26foaFv6V73aEloFa1nLV2SidAPa3cR0/BwlOTDGy+fSx41G5N1xMHtnjdT+B+DH+fJG+4RwObH3xxdOk9HJOMFENYjCXLJtVfxhZiNiZb9wil95h7xkXGT1erB++NhJOJOBkLJyfLSH5srNlJBPzwEk/Y0aQvjNMZl+xD3k1gM9hmQrwZosewsLXZB/Q0fs0qWQc7fw47mcusrjnkojkM+7eZOSUhL8ZziZJR7Bz2+7+XBT4ui3oi9v5zcqbv6FYMP4z88Cvmu5hVn9PZYl+3O5WQrCV6x/trXgXdpCI1E5hwaIb/Ee/d9xlmz3t6kh7S7JQOHa1WQ8y3+njWqFuIoh+zL7qFrv3HE5kHn50HPKOayuor61l5PRmgX35CE68jv+779dXZgXf7iVgurCFJfuIpTkdnHyrb4nM4kkdLImf+2pQIbdHupxjdezBYLpw/l6G5LuRLkihjkixnfra0v9d6prRvlbsneVlZZC3cw4J990x5WE0yat1/KlY8idjFNfLtTicTQulzNfi/JTNPlW8TasZjMlFgzTZjbCa2zUS5zXRf+lgzmp2uzsYL8GiL/g1wDvMZxvdvzSNmzP6t3PzS/8fzKtvHFSKIjjqQYONoYns1NppSMP4qZuP3/Jp5oEweC90Ey0Poxvzdt31Y+d/bsrdyur7I4u8rOzQDdjC7awHF/Xms69cpxr+Jhedi9ozyLEsWfa/X5iNHIw+sWNIC0fVzg/0bv08f3ksc+yj73tJo2zxAxfda+3Uz+bXPr9fZzN7vA4qBN5+BjZRnHKyXyAU3meY/1ef8a/BtEAt+CtY9xNHGRHBDvJG93XcfTB7UHJH1ddkHSkJrZbG1kuBO3Lvtfu9affz4UWsipiWRHRXYdo5aJwNvFAl2HxY/CLaTEDwxjB85u6uGfmrMLVMEc00uwIXVF2Bx6UxT31dozC9Pm/jUiY8U/X3ia/Tfm7TGVsWxGo3B1um17AIbguBJKvx9IAmGKE1rDUM0TIiHiaK4HDRRxIgJvs7olxkWfOvBfIItwGwBBH8mPLG/v/zn9k0ppav3PBr51iQaeXRkO5qcwyO7F+ZOLQeEndXgka5/6LiglsU13Ifl7mW4eN8Rpw8HVr4cs/8u4yti4Vl0r7srXTibYI3HEITi0kkC1jwpSi1LDB5I5AkpyqPZ8sgyKm48LC/9+ENCRkey9Z4pvZlA+YjWsAWLHiQXb2Uk6kqCJy3kDlKMbR6RvWLCqNW/XKThGj0V7zECx2U4/mfSYK7DBbh5RwxW15m+iaJ54/PqbElFaRfLJBDNxXJXEoRTYpQjBF/3yRGZEYdfYNFDWDCCzxxYLtngHpKtRnMO5MyeSwi+vu9793xNyF/+pakdGZfaS7bxz1hpyjBO1ugeBB4l4mFin43xkUN5ycNHD6M/1x8U5rMQPpq+L3k3F1vuJTdyX9UHkCTTiXtcMEY//D9Mfu072ttJDWzd/du1b2l5G89SwsHpYh/N+o6Bai9/grYlI8owKrQ+fRtvJP/E/diXjpx1rbaMbtXal7by2w6efpecghdtJ8R+iM+OQyfj+b93+TG028lf5u+HroHVf4yFxgRttppMsNfTs+awHAaTCPCEfbaNN3RPEp5O2APmC98+zJ6N77l0QfB9lfVcxj5idhF5uHvSxl4ILjD1ZByqxyLd2ykEAj6V5Sf8bEumtCwa3R/v07n+Zci3Rvi6l8cW1Hni0Dhontrx3tIWI58uLotsCPeyaK0LcGOuwsoPg5UT2oStdM/rxT7if6/ZuUqpPZ+F2a9g9lQoLkkOqDA7beLpOxU7ZWEvWEkUkvPJ/ejU5Hxy///Dt8xMV3GwXwHOna5Yh/y+nH+d7xD4Lj1rb6rZr1bnAajZ0Ak3ThHMNfkYc3DleQTzdZ9jk5eF44jNNyz7/9c/Uprs5OVGOat6skmg8aPR6jn4FDthhNhGE9D4FO5OomRdybdcHFfeH1zfl8QjW+ZBhT8hhK3JSNaK97Fg/saWiKAHE4UknqI0NRnCK+hZd131EBtwh0+DR+VD2JNth6G8zDFmySPiKGIWEdFNbAuIwmxak8KwAQ52fBUuut/FwtUU4+sh90RDvij6uvjORXOZvXsew7PnkvOA3nguxWgeFs/FA3kj83ijuVjk0+xzCTavlK9gzJR7M/DXmF+6+knex97Uzaw5LsbHYXZskkkEjgP/eYJgRxzX1C0azQCpOkWgtQTuwvgSgS+SX+uBMa2/POBmaNUtyZ7L0vUf5Nd6pqXWX4WLXg3xV5vecBq+8DXdydQ1UErOBP5ldh9YKWFTYD8+c4mF8hbXeaXtrclgz1+1LA800fkjPTzhiiSyeqprQkBW9QI8sXIPXoiGTyGOegn48XC/SoxHcZ6QrDVOd43GVo2NsdIfx3TU9Pv2EvBpWV/PehjjYUK0jcDDyaksIfhh5X484lTXXVi4kmBXtk10x1o38ZAL/xtuVuDVwAVHE+b10OUpUX13QvFQFLGn+wzRW7GEoS4RSB+BxmjTwYCsqQXYzyIdHjmFKNmj6RuoTyRwOoTTMU8GkGQdSg6ArOmq596aGtRN4wnYLiwMEGwHBI82HCBmhJyniLMRLAl59gQCz5tB5B7BKAlqSVS3EcI24mgrXdEjFPc8TM8nnhjHY3DlCoK9eZp9uj/F+Hfi+PP0rPctKOm5CqveeCBG4oqDBgUeIpf7PRZ+/M5D/3ZujsGjfNq3B2b1kPP0p+Wc4oE8EZ4C1VOj9iQpUpP0qEkU/OjL4zAWNtjpxnwcNtgoVddJBKZ5xGrRMAuX0L0uOS+5JMB+wAG8kODRj0lOXA9YaFwuXK35dtITmVVfPNHAw4mYmj1c+plHiMyPCXyYWWEb89d4SsfKrmTaduW5BPsbwINqJrtKI904fKGtoutrZ7u6eojnlERzVDxdIH0UWhLL88A8JWLpSvZThkch6ioHMTZr3bsy3lOXejfYz8GzTXngVfCAy0OHaJTyBtSWE33ydj3y+WGwrUm2pNjGfyFrhEcH+yGcQvAAsuD53T3Xeznn+2RH9tmXCfxs0uYt+JF/fTUHojXSpyPVFfhCeX9yK1obfdBzWOzncZ9OiM8oB+tV2H4izjcCNxI4qny0qG+/9CQkvn1t8ivwBnrW/lvpz6wUcPXFClucvlhik76YTg9KJeomYOwp7Vv25O3BI5H3EWwfUdhNSPY1P0GItmPxI8TscMlMXrENJu+5MMRIGKIrDLF7ZKii/LWl9dLXEnjvEYS3saL76DsX0L23JznFKvYRZ+gpjTb9II44T4i68YCk0dGojzgtOZxjdORZa0amursngxV4RLOL69bSHlrbmgTE+VayEG+lK7eVeY9tm3J7Ub1OHzrP90UYL6oqbWXgbfSs/eikJhRWn39g5rLt599OYptv17uZwFcblhd+qj4IqxdSCC/Cgp9nfU7pC1uF13hZ88xZnpazJLyVpRf1/fSfIr/2wwe/XzG4+jpCeFmFJowvNmpQJXpbSZmajNBNItAwAv6U7h6foARPKu97r/dgdjwxz8Em2QkQwk0YN5CzByhaEeIisc2mC9933YNF3aX9wNaNhYXl/dijudZL70n0ZpJXvZSPvRRDUUumpYYBOVSRH8zBnnLwzIhn6CmnF3Tb0zw6HnXB1+09paa/fAbkofJsyFbisrhOzAbVBIqHVdmI83x9ySCy9XSv+Ycjmlz7HtqBcu5pz6B1P0QfIMQvAHse5ktTwZenPAB3+itQwOx7BE+3WrwZRm46bDln+lqqK1G4aDEUz8LsLLCzCOE51VVQt3BN+YXcKKyqbAW3GrGtzkOVFgERaD4B/8ZeKK/5DyTr/f7y6NPSJ8Csg9s2fPkphGdj5tOW6b/8/PJggxD7B7wnqPHlBve1AFagGH+LReu/nBpHSmL4Z3Wd51vKbfxlougzLLzsm9P6VukeWq/Xwk5i24vFPlO0A6KjCfEfJ6KLxwDVeB0hGUWNtU1+mx+bGnedBXFZcCvInz4aCVWZEk7e7mG5pqMHCcWvTLf0NJkAP5FAj3H4A0RxAXIPUAx+7JmfNToAxd8t5Vs2f/A9tPzQVUpP+CyMXyttT9JVBYFfEvM9Im4m8tNvJjvtBEhSx/HKJLuSB8V58ofWnopThUsq2iQCI6XtG0mSiFJyG2MXcfAR+wDm+W+T0bsHSXomtIVYlIck+tj3z/q09TFgjTm9zBIZD4S0jNgnUo9eQ/6y/2xSX0xf7Y63LiK39wKwlVOuD05f040H1rivYG90Jcet8f22lV9uQ9eek7CuEykWT8KiE7H4pPKhNKNnYPt7o2Y0Skk4SmlYH2zKyUJ7LjqdYtFTuJ5F4EWQHIox9RXCrUTRDwjxPEJuV5KGt9or+aISbyZmMxGb6V73y2qr8PIuwO/Ckmmz8Sdu1FLbxHsGVv7Ggam2D5SjaCuJgPwB2A+Tg5uruTyIJOYZRPhWKA8ga/TlKeV8jbFRD2aj7VN9IiACUxEwex3daxoX61Ip7aHVzyKOVx/Ix/2GOpIYfetAkOw3ifkCi9Z6funxVyKs+09M0pu2RliP5P2hrFc262aG995H1+z5hJE8uVw3w8U8kccsJKlZ8xVtUz2spXA0RL7mejrmu3GSWIfpLj9h7KfJudlxcScW+XbBI2+RjfkOR62r/pS96ayY5Pf17wOeTHThBZj5XsjXTGPTIwe+ffVjXE9+zfcqtn9g5Z+U6y+dsQkKNKkYXqYL+kjP/8jL67JJUNVg6QtbGCREpSArC6XgLM9eFYX9ybv/fxTvh2g/Id5PHPaRM99u5UdTeral2YToZRAuOJyQR7pGXycXfHvScRCOLZ2tap59x79Yel5tP4O1kg+DidX/MtnuBL8k8lSHNkiI/cPB6/IEN6P1+gEXvt7q08IpWRdu5LPkxx8yUh7N13Ogi6fsvJ3A3eVoUH9r+rmu40iEi+dQGD4Ps4uAak+Scg4/Bb5B0X7ILF93tcUU45LA+og19pFr8F0qoylP2zMwSDLH4TOgfoiLhyf6c+l55qfP/1DpozM6LVyVUnna0ODJPTw72uJKmxpXLua5LFp7W033VnFTVW5NWq8ftBwHnw59GcbvViCG3lFfB+tn4WP/WXFE4eDK44jxMPFXHxiN/lUVPqpo+wh45HFZIBkihFL0cSIy5Yjk0d+PjU72tadiGCLyCOVokL3xEEf3Vz9NVI3fg6s+QuCtR7jFBb+2w8zHV3joCEI/FSkq/g/77QRy4UyC+baFsa9G5pKuhkQ2yvoHc+RLNOEJ4ugRLL6fyDYRPMNShVew28mvvarC0tMX2736VIrh7QeClnx91784VXr5evXW5ICV0tZQH1C4uLZHWCu1Oo3latmXe9CPMYvAgU/Ts+78ZrtYvQD7Yv4CezEWebaaVwJPq8JIH8F8DgvT77eMPdVldEayp6/yMO8qTFHRCQRGR5V+VulQKajFRbM8yjwokH4IQXkrT8QQRYaIioNEs4YYHhkkFw/RvX9oykO8W4nevyCOhJOJolOSIzZLByX4MoWvm/upP/5q5Afd+D2iwdeKEpY7krStJaF98oG/Az+BJ6szN77u/DgkcSE/Jo7vJYqGkyhuwjHl40vnlCO5nwTR84iSE7j8UPZDx+C18jk4UluBTeRsLQHPg704OXM8+DSnR6tXcAxrwKdUFxKs/hz5aeCRdhtcsXzcXb1yHe7ZdIHFLRgFV+7G4OrVhPDaCtLspb0La7XPP0T927V/wPp0oH/DbeTm/lrtquS+8sjLfkxkt2HFJxiJBskxxG6Gqg7m2L3yZOKuowkjPiWSEcQAAAvMSURBVL2zOJki8w8tn8pt51U6m9iD0kaFtfaIzcr88FG5p6P00YvvHX04OWc1cCYRTyEkI9papqUra731pXxqbxtYlOxHJll/a8TMwFhPAoTHDgQrPZpE4xL5KNcSYWzkgTCtZ5fuFkv5G3y5xr9ge4T1Xkr77H3Q5NPMvg1vD2E06G/0pLl4Nxb5M++n2c0rv/vnwpMJ8SnJKXd+HRS7kBwlfugfpsFS9y6gCfUnTSc2FAnTfRkMv01+3feb2XGVCfDAqosPrHH9yxSG/BQL3yaYC5JPv+hqD4H7k0j1kBwEfi+R3c6+6BZGD3+faFOh7xjIlQR09Nu/v3tWFx+dWbJ+UnoFjiZK3kt/ULrSTmB7EhUd8BOdfN3c371fn5kawz1yOvBAsi/UuI0Q/Yy54QGGi7MJOf+CO3ZE6s/p0YkQ+xp8aX289Jxm7Wq0qEz4+nLE0eGhjIQFjJsIfAvbfy3dn/AEEaVr56qjmGuL2ecR8iwmV/5siP3/w6Ev3Ic+F/xgnvGR9GOngUcFryFD1kk62vD4Ds9E5vET5SMjwxOloyKTIyNLPwd7FthvEAVPblL5jFeTR8GVCXBh9QUQLh/j/uMErsf4JpFdw9gN7AOrXonxsYrCwSf/w/k5xh3Efv5pklLLv7IYhp/OcqSUf1n7E2yEvf7QeVKBB5OsPZ5SkdiDIA4F6MSRh0X4h5SPUP2Pp/yhlohqyk4YaQSSmVaH/Q/Bozu5hRA/guWGsKLP1Pgk3ZGuiwjmM1ntuywJ2vF1zz2EZBuUfyA2eiTdPv+a0XIi2j4R4KO3MQ1UtubpOzjuxsImYp+lSbaOlr94x2O+gCefC/Xt/S6NLuslcDckpwptx8L2cqrP7URhO5bbzkj8BCFsZ2T/9imz1+1c8VJyuXOIw6sxTq3JqFxYxoJ119R0bwU3VU6qsHp5ko805ltTRoeVIpSTPJdVXD6t5WswP8Xi8fuKXUQsmfpOq/h64MQThCTVoU/J+fqeLhEQgU4m4Pus/ezoEPK176Uui1VcfvdIfZ/+TTKOJdO+/v8+wvPXUoxD0eEHo4MnO06uieAPjt4P2lxZY2NH/aUAOv+a+BBmd0J8F8HuJLa7WPTYnRUH5k7W8kDf84miVxCbi+6zKzPuCKVCeB896y6pq47BFU+nGJ1FxNHk175/Yl2VC3ClVgyuXEWwNZUWVzkREAERSDmBR8CnycOtxNEtmB9aE2+oyeYQdhNFtxAHXzOdT8xCorAgCfryLTzNuGqd8j44ZT1dtNK0RntGsjsI8V1EdueBGZi7GBm5s2E7G0ZFN5gHBVe77Wui8cUDObi/TRy+X5P4jgpujheWU196PErpCryZnrWXjW2w8QK8/eI8s0feQGxPxcIp4A+rD//D8dN2kwqIgAiIQHsJeCbAW4nDLVjuFrqKtzIS7yOe3U0XC4njbkJ4OYafgtWB1+jItkrVLhX3Ufu9EN0C4ecE7mJWfCfz1/k+98ZelYvudzDWELhyCgPuAvvGgW2034P4e1VltZpKcCc2GMIl9JSOIRy9Gi/AU2HeuerJRJ4+MZyWfIsMVvlieNXdl6wb+9T1oSPWqq5DN2SYgH8YeAaz0dfIJD/vO5iQP4lmTvZi+pGFnqTDj+PzdI+vh+ic8pF8Y+vwev33/o259HOpLT+d6VYInljG093FmB2HcQIxnkzB9/eeQggnJ4kVStuh6kk8keEuqsB0s5jYI3CTdIE7Sq9kv6z3nUdI+ye/nxB1FIFjCPgZ5ZVk3fPG/RStJ0r1ee7jpL9nY3imJq+jmr28FTiTkiITA6OqXbdN1vCDxwE9cCA2505CdA9xuA/jYbr8dzZMcWQ/McPMYZjirP0MR8Mc3TWMfcSn12u7KhfdmwjhOoJdnSyXDqy8BDM/vWz08jPQr8Pi65gdbmRuFedzVyO4pdY8OOwGQrhhspOqWivAtWGv767CqtdgPIPYdhGFXcRJsvFdxNEuInaTi3dRzO2iK9rN/pFdLFrrf+SVX35c3PzCPEaYT1duHpHNI2Z+8l4Mz8CCn8E5H/zLRvAI4pkQbLLrCCcKeTTuUCljlWeuMg8O8cu3tXhe4sVYEn1ZisAsiVOjL9+7+gMIPyQKP2DButuP2MDUyTkm3uZRxpuTD6FS1PholqJG29/q+gaSLGOePKWUgcz3xwZi87+jUlIVi4coRqVc1J48xfeG52yQyPKMJFtRPGPdM8rRy9PZ7+c030hkNx7INXAjCz9+Z3LDE32n0dXle7lnlw4HCK8rp7j1s391VUSgynXbcXVWOSKuyJ7keRpOjhMNSeYqPw6ydLRoIvL+756lzmNrkr3ZU23p8+2h9wH3QBJZP5jsv09yFsT+LD6POJxEzDfIxTeS73+8IhNrFdwo3IBFN7Dgsh9P1U7nC3BFlJtYaHBVHzGnYj4Fbz4NfwLg7/5Kw+b9ysTSzL+8lFM9+kPtmaqiwVIijuQDd4i9NsTRi4cYevQYiDzy2rculIQ1eY+OgSTqcqzI+s8ekd2MZ9EF3v8AfoCFHyQHZ1eaNL0UdNjfxCejWVX7CKMklsmHkP/smceSLGT+74UkyUqSsjMeLJ2NnIjoIMXkvUAuN8jQ/EFO+KB/qaj8KuV+94T4ftbqb1W4T/4eCHcmX1zi6EGIh5ND0YP/zTD6Xn0EqyfW8KnkUozShZU7McNLjgZI1XMyUEsRVhYGPoVJvptkTBIi/6KZDAL80BJPOzvdbEpphFuh4E60oxkfei3Fn5rGBlYswaLXQDgxmW4MidiOvpq5V9G/yf0ieVn4BYFHsWj74WLpWz48D7IN01UsTQ95PuSIWUQ2h5HcbCIPAilOn2e4GHnZlx1BTFuZnMRnK9x/P4lkB4THS3v/eBTCj8ivvXHc8+HpTH0JpEhp+jf23Loep5CMVn207a/acsdW9yD69PhotOsk70mSAz+XeA/E5fdkT+8YsYwGkwxkLp4juUGivYNNP1t1Mh/9C2bg92s8Wu/xMdmmqiM4rrT9D4Rb8FNuLLqV/Br/slW6Kj2Gr47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mediaID="Stage_cst_Untitled"/><costume name="Clear List" center-x="53" center-y="15" 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mediaID="Clear List_cst_Clear List"/><costume name="Add Item" center-x="53" center-y="15" 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mediaID="Add Item_cst_Add Item"/><costume name="Delete Item" center-x="53" center-y="15" 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mediaID="Delete Item_cst_Delete Item"/></media></snapdata>