<snapdata remixID="12702302"><project name="Lab 3.2_Starter" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tfXeYZFWZ/nvrVuqcJg9MYGBIkiTnIEkkSZIwIOJKEBREdhFRVHTdXVEffopLUAwILoi6JAEJMyBhCDMDAygwM909OfZ0qO7q6gr33n3ec+5361R1NXRh7/bveebef7q7+nz3nPOd93z5nLLin7jJQ/iEHBgnDlghAMeJ82G3igMhAEMgjCsHQgCOK/vDzkMAhhgYVw6EABxX9oedhwAMMTCuHAgBOK7sDzsPARhiYFw5EAJwXNkfdh4CMMTAuHIgBOC4sj/sPARgiIFx5UAIwHFlf9h5CMAQA+PKgRCA48r+sPMQgCEGxpUDIQDHlf1h5yEAQwyMKwdCAI4r+8POQwCGGBhXDoQAHFf2h52HAAwxMK4cCAE4ruwPOw8BGGJgXDkQAnBc2R92HgIwxMC4ciAE4LiyP+w8BGAZBrx0F7zBLuyQ7Mb0eCr4r+d5ePn1pSg0z0F011OBaCL4n9u1DFayCVb95BBRVXIgBKDPMG/Le0D70zj3lCNxzilHoa62BrU1yYCd819YhLl7H4H/uudOvPn+aqyJ7QJM2QvWmlfwxB034LjPfg323BOrZH/YPAQggEhvJ06fvQXnn30SmuvqYFkWYrat0EHJ98bby9A1lMSZZ56JW757Ay6/+Ez8+PZ78VhnPX569ck48cQTMeOgT4cA/Aj7KQSgW8CUVQ/gJ9//cgn7ogSg5+H5FxfjlLMuwQEHHID29nYFwM+cfjzebO/B8SeehN133x0r2tux16cugz3nmI+wBNs2yTYPQHfDUtx51b5oa20ahoR0ehD3/H4B7r//ASSTSXR0dCgAXnDWiXhucSe+fM11aGxsxKyddkXP3HmAFdm20fQRZr/NAzCycQnu+NJBaG5uGMY+x3Hwq98+jGwhCisSgR2xcN5pR2Du7O2xZt1GPPjEQqQzWTw1/yVYB10FRKIfYQm2bZJtG4CFLPZO/wUXnXsytttuYkUkOK4Lp+CgvXMNXlv0Ng49cB8csu8eiFgWcvkClr7zPp57aTEeeisNe6fjt200fYTZb9MA9LL92Df7LM4762Q0NdWhubn+A1mYy+Xx2JPP45gjDsDOs2Ygnc7gD48+g1OOPwKnXn9v6ISEABw9B7z+jditsBg1dh7nnvkpRdja2ojGxlr0pdLo60thxvZTh73wjaXvorsnhbNP/oRyUOrqktht7g741HX3hAAcPfuDltusBDy4MB+nHHcIXl/yNnbbZQ7q62oRjUYRiVj41X0P4QufPQNTp04YxtJ8Po/v/sdd+OHNX8G1N/4Qt//g67DtCH71wJP4zcpZJQHqj7Ae2xzJNgvAo/EsPnncEWrBf/27h9DUUI9jjz5YAfH2u+/HdV++GBMmNCtAypPN5fD0gsX4y9N/xV233ogrv/p9nHTCMTj3tKPxp8fm47a/TwOixeD1NoemjzDhEIA+04ayOfz2vx7CWacdj7zjoKNzLT596jGIxXRAOhKJwHFcPDX/VTyz4GX84LvX4Ovf+SmOOewAnHbC4XjquVdCAIYAHD0HTAlIKmY8HnvyOew4ezpmzZyBl199A4cdvC/i8ZhSsVOmtKrf2c51PaxavR7rNmxGaqCAx/78FM4744QQgKNnf2gD7t//CM447XjYfsqNHOnpTeHZBS/hkAP3QiJZiyefeQGDmSHUJJP43LzTlU1IlZzqT2Pl+iyOPOoYtLW14dxzzsCxh++H/3xvu1AFVwnCbVYF79P7J3zyuMPR3NwcsMzzgGUrOvH+8nYcuO8eaGltVfE+Au6Z515W4ZqJE5swmMlgIN+ESy+9DDfffDMO2nUifvOHJ/Bo794hAEMAjo4De259EIcfvA9mzJihig/Mp2PlWqxo78Qeu+2IyZMnK5X7yqKlWLtuI8445VhMmz4R859fgrUburHDzEnYbaeZuPmWnyO1+yUhAEfH/lAFO4t/hYtP3gcT2lpRX1+PhobSVNzf3l2BZcs7MHlSK3bfdSefYRG8uHAxWlqacPQRB6C1rRGu4+L+P/wFjy1Nwd75k1WyP2y+zapg5AfR3P57nH/KoQoFLCpoaWkpkYZdW3uw9J338M7fl+OkYw9BNBYFZeX6jV1IJmtwwH57Ymgoi5t++Gvk97gQVvyDMykh3IZzYNsFIAD31dtw9gn7Y/LEVvT3D6KnL4UD998HiUSx2pksoyPyx0eewtvvdqLQOBNwHew/uwZzZs/EA8+vgM0KaTse4usjcGCbBqCX6cHc7sdx3FEHIJ8v4JEn/4qLzz8dbW2tipV0OF57bSlmztweyZoEbvzRA0jPPYff8Qgvn1Y/rXjdR2B7SCIc2KYBCDePqRsfx6mH7azKrR7+83M47+yT0OjbgzU1cdz7wGMqOL28YzXc+ETYmxbAc7LDEHT//HUYzDpKlc+7+J/g5VLIrnqaEcaStukhBw8sWKc+22ff/XHwoYejsGkRCqmVw975dkcKr7/fC8uKYN7Fl6ChoRHZjkfgObmStq4LPPj8OvDdtbV1uPifLvP7f2rYOzNZF/fPX6tGdeTRx2L3PfZEoestFHqWDWu74M0udG4YVKGqS75wOWKxKLKdf67Qv4f7nl0Lp3E2ovvMq2p3bdsAJKucHOoTUOGW9OAQ6ngOxHeKGXRm+u2CXTL44pWXYHb0B0BmE+C5AZPdArDx3QQIlnNuXoQn57+A/XfehHj/fXDTm0sWI7Uhgp4NNm79YzsWLIvj4ccfx6zoj4HBDnj5wWJbj++MY2NXDqd+41VcfPm1+OfrPoemgW/DTRG8RVDnMxY2L4/hhbe6ccWtS/HY08/j4J0WIpp5dVj/PWtspLZEcMktb2B1Xw3+uvAlTHe+DW9oM7zcQMlYN/wtjrUbs/jUjQtxxdX/gq999ZOo7/8ZnIGNJfPX/cfxh+fX4VsP50IAVrX9Rtn42oNt3HThy7Dc0kUS8q0ro1jT7uGQL72Ad5e9hpmFa0Z88+pFCfzi0dV49O0kFj79FST7f1mxbW7QwqolMRz91Zdw7Y3/ims+/RIizpaKbXtWR7F40RBOv+k1vPPuG5jlXFmxHeOca5ck8IVblqK9uxZ/e/EyxAefqNiWQrbz9QQOvOp5fOM7/4prTnsaljdUsW1XexRPzO/D5b9OhQAcJaaqanbl5Efxva/XA5aLs774Dv50x8cU/Q/uXI0zTpiIFqsBa1YQgH/FonvPxG4f34gVqzJ44rlufOmz01XbU7/wDh6+62NYs1gD8OFXuvD8PYejeXI3bvhBB668cDq2m5pAd28e9z60CZefs30AwC+evTeuv7oGdqyAYy9Yimfu20u98/Z71+O8UyfB601qAH7zNbzymzPxsf02oGN1Bk+/2IPLzp+GbM7DF7+5DHd9fy7Wv5lUAFy+Lou3HjkMdS39+NEv1uLS86aioc7G+x2D6OsvYN9dGwMAXnfhx3H91QmVI7/qpuW48992Bms0Lrr2Xdz5/blIr0uEAKwKUVU2vmaP9fjWZZ2Am8HR5y/F8/fvrd7wzR934oLTJmNitNEH4At4Z+EvsUPTL9RC/ukvXbjhihmq7aFnvYEXH9wnAOAjbzh46ZGLUIdnFDiuv3wGZk5Poqs7h7vu34DrLp4VAPCaL1+Kay/oQAR92OukRVj6+H7qnT/8+Rp8/pypQF8RgG++9Bvs2HwnlnVm8Nj8Llz7+e2Rzbk47+q/48Hbdg8AuGJzFO/M/wySWIzv/L+VuOaS7dDUEMXflqfR01fAwXs2BQC84bpL8dUL3kU2m8W8r7yL39+2OyIR4OTPv40Hb9sN6fUhAKuEVHXNr2i+F9//1lTA9nD2VX/HH/9zd/WCW+5ag0+fMAEtKErA1+48DB873EM7JeDz3bjqIi0BT7/sHfz3HUUJ+NDLG/Hc3R9H6wwHX7+lA1+kBJyiJeB9D2/GZWdvFwDwilNn4vrrJiOa8HDcRUvx9D1aAt7xu/U475RJcHuKAHz5Z4diz6M8dKwewjMvdePS86Yhl3dx5U3Lccf3ihJw2doBLP3jgWiY7ODHd6/FF871JWDnIFKpAj5uSMBrz94BN1w/CXnHxZe+zffsrAD42eveU+9Mr4uHErA6SFXXWgAYiQGFgodoVHspjuOp4oTu1dFABQsAaW+5nqcOMvEROrEBTQDKe5gR1HSAM1S0AU0A5gseYtK/q98f2IDffA0CwGH9O7qt2IAmANm/betxko6Pmy/agALAiA0UHA9Rv638HtqA1eGp6tYE4Pe+MXXEWtOtnVGs6dA2IAG4+6FexROadJ6VDfjYahCAC36+L9pmFgKv2xxYtt/C6qXaCSEA/+XayYjVlIZ0NGKA7lVRLFmibcCXKAGP9FCW3tagcoC1byRw6Q+XggB888ED0TjVqcgPererlsSVE0IAfu26SRVj7QQsAfjkgtAJqRpYoyUgAK84bRaapxWGkbiOhdQGGz0DBQXAl39yBCZPsVHbMnxhM70RDPXb+OUTqxQAH/negWicUoAdLQUWFzW1IYps1lMAvPyUWbjoxO1U23JgFXIW+jdHsWLdgALgX289DNvPshGvLYaKZNDpbhu5dASX3/qmAuCCHx2KxmkFpU7Ln951MeTzngLgV86cg8+dMh31E4bPSfW/KYoX3t4aesGjBVS17RoX/Tvu/+Z+aKyJjUh61U/fwmvv9eCQ3Vpx65V7jNiuuz+HC/99MVLpAq46fTY+c9R2I7Z9dOEG/NvvlmNiSxy/vO7jaGusnO4ruB6u+slbWLK8F/vObcbtV2sbsdLTM5DDmd9+Ddm8i+9evCuO2afycVTS3vZQB+59Zg2mtiVx3437oTauq8PLH9qGF//HErRnJodhmGrBNZr2zrInVZFCadFWKSXtPXkY1B7pYSsGuPmw2Qe9tbTt/0b/Y/NOzkXN37Jh73TcaFgatAkzIVWxK2w81hwIATjWHA3fVxUHQgBWxa6w8VhzIATgWHM0fF9VHAgBWBW7wsZjzYEQgGPN0fB9VXEgBGBV7AobjzUHQgCONUfD91XFgRCAVbErbDzWHAgBONYcDd9XFQdCAFbFrrDxWHMgBOBYczR8X1UcCAFYFbvCxmPNgRCAY83R8H1VcSAEYFXsChuPNQdCAI41R8P3VcWBEIBVsStsPNYcCAE41hwN31cVB0IAVsWusPFYcyAE4FhzNHxfVRwIAVgVu8LGY82BEIBjzdHwfVVxIARgVewKG481B0IAjjVHw/dVxQFrxss7VLhwpKp3hI1DDnxkDlhT7p3rReotuH0e4js6cNIx5DsdxGbbyHc4SOxsAbaLfGcE9gQL+bUu4rNtROpyKGyJwU17sBIWvJyH+PYO3GwUuRWupl/lIL6TBSviIr8ygkiLBafLQ3RaBHZjDk53DE63B6vWAnjr1HQHXi6K3HIXsR1s5Fc6iM+xYMVc5NojsNss1T460YLdklf982+71VLjiM1w4LF/oe9wEJ9Lege59yKq38JmD/ZEC9HWPPJro/BygJp/ykN8TkHPv8Pvn/PfhVcYeMi+a6kxFVY5iE6PwG7OI9cZhRXnlVaAV/AQn1WA0xNDYYOH6PYRxcfEbrzqykL2feg5cUw7RhBJFpBbaeu+BzxYSQuxaXlNv8lDdLKl3hOf68IrRJBb4SE2y6ffKYJIooD8OhuIWXD7PdgtFqIT8nD64ihscNUcna0e4rM9eI6FfLuH6AxbjUn6V/Qcfl7zgPTuYFzxPTo1gkKXpuf81Phn2sivdvT61+bV+Ln2yHtA3EJsKvuPIb/KVWMtrHcR39EtnT/7nx1BpD6P7PtRWJecPcvb0p/D9NYEHhmMYlZXHw6d24iFy1I4dJcmPL4yg0wsiuNabSzfkMbes+qxcHk/OiY04aBcBk01EfQPOahP2nguG8W01CCO2KkOL7+fwoE7NeKpVUMYitn4RKuNlVsymDOlBm+tGsCytmbsNziEqS0RdA8UkIxF8FI+ismZHI6ancQL76VwyNxGzO9MI1WTxImtEbRvGsTsSUks25DB202NOCSbVfSrurKY0BBT/U8dzOFIRd+Hw3dpwlMdafTW1eCMCRbeXDWAXabVYvmGQSxtbMSxyCEe9dDVn8fUljgey8QwZyCDQ2bVBPSPrs4ib9s4Y3pUfXbQjg14Y80g/t7YgE/F8ujP5NUVbcmYhSedJPZMDWD37WqwpLMfB89twh/W55HMOzh5ZnFMC1YMYF1TPT6ZLGBTXxYTG2PoG3TwYqwWe6UGMHdaEu+vG8Ru29fh0S4XTZksPjGrFi8vS6k5PbtiAJsbanFU3FH9T2qKY3XXEN6ob8AefWnsMj2heDRnchLPbnVRk3fwiRlJvNbu83T5ADY31uHIuItsQfOePHijpg4792Wwz6wE3lmdxg6Ta7BgqwveSHPi9BheXZHCATs2qnGsbmvEiUkXvekcahIRdUH6wngd9hjIYJ+ZSSxc1oc9Z9bjya0u6goeTpwRV/wjtl5sH0BHayPOrnNgvfCz8714YwGF/hiGeDGwC9TGk8gig7pEEql+fSM8P8vkspg4LYbN63Nq5ySicXXPSbLRwVDKRs7JI4IIkrE4hpwh1MYTGMgU6YfyOTS12ejpyiv6mlgSrusi0ZxHpsdG3i0gatmIR2PIehnErRpkcvpeYvZP+oZmG6neAjx4qCW95yLenMNQdww5N49YJIqYHUUhmkHUqUE6O6TuX+FYhgpZ1DdE0Z8qqHHXxBJwPBe1bXlktsaRc3KI+vROIoNYoQYDQ0NKAqj5Oxk0NyfQuzWv+id93imgcYqLgU1R5Lw8bNiI21F4NUOI5jU9r02pI30hg9a2JLZuyer5RxPIOnm0TLbQtwkowFHzj/IivngOkUICg7lsQD+YG0JLSwLdPVl1rwznny1o+u6NLlzLRdyKqa+WtZJZeENxDBVysDwLNXG+awiNDYmSNc05BTS0eujr8hR90o4rflm1WTjpOLJOLljTjKzpoN9/PIlcIY+6VmCgm/fDOEhEE+rCd6shAyeVVDy3EUEiFleY4pj70/6cEklYi341z7MiAC/FnrRjAZtXRMH5k0G8Yide56l75bIDFiJRIJb0kEtbaJ3pYOtKW/0t9G38bLWtrvuSu3qS9T592lI3fLIt756buEMBWzqiSDa64BVn6p0zHHSvthGv8VDIW+AN9LwTj/fqFbIWonFegKN/b57mond9BPUTXeQHLWTTFtpm6THxnYUhC7w6LFHnqf9xTlZE35vHz+vaXKS3RlDbrMc31G+hbbaDrZ02apqL9HUtLga2RhQ958QxOHxvg4dMn6XGZ8eAoVRxThw/27Kfpiku+jaSIZqnpOf/EvWe6p+05CH7F/5H1SVYHpy8hebpDvo22ooXml7/r6bJQ//mCKJJD3ZUr8+UnQvY+H5U8Y9f3UA+NUzS8+TfXE+LfLA8JBuAdLeFZIOev1r/nQrYvDyK2hZXrVF+SNOzH46T68Cx86fwlT/5GemJie5VNpqmOMj0R9SaNk9z0Lte48QpaHOFa8Dx8D3WK3dcKJc1fbghyRmUuSxyq2cJcYV2/H+ltgSk8a0H6jWVPhuJnptCLY7xjESvVqBs/AQWF8B8Kn02EnOqGX/Fd4yWpyMMYLQ8rWb8leZfcZ1HWKuKa+Lf/lo+Duv1X87zuFPk4S7Y0h4tAYWg2ByYSDORTkLfsp2Dvg12yaI2b+egd60N25cebMtvtiJwKGF5G6g83HGUJtx98ohkJI18R0uywcVQfwR1rS7S3cUbFvk3JQ8lgjwTd3DQRYM54sHlLgRQP8HFYE8EiXoXmT5NT8bVNrlK+nIMAU92LKCrM1oyp8YpjpIs5ImMlVKivs3FYG/p+CnZFE8N8LN/9quu0vU3EPunxB3sjcDJF5eK49/SUXo3H6UU21Gimusn0rsS/0wQUXMMbIkEkkx6iyU8JVWFJ/xcrenGiHJmZA6UzL3reBGmp6QfH9JyislGT71bHuJnYKuNgvH9PiLtrdfv1iqYA27Z3gG/zIR/RyJaZNY0esj4i6EA6IvySFSrCAIRroVCHqht8TDYo9WdiGuKeKoXBboY1alVspAU4U5BqwsR63wnJ8vPS0DL+yHpVBag+qDkqmlxlRc3NFBkJplCWzY3ZCnRz7mpOdlUF1q1q4XLaRVEyUjABYtSr5FCEAvASS8LyNlw/qQn060olLqhLZjaGFE84fi4MKKC1ZWBlAKunhPnx/ETdPwfAUfwUt0TyKKCm6bqDa0eX1ry/QI6812JWg/ZwdI1qWl0kUlpMMj4uQ5cOz7kFcfB9wlPyROOh3wTgHG+6ivKnKJ5pUCX1Lwy23IexA5NFJoK/EnTgaqWn9NEE61jLbz9Qm8kkSsMK+5FKHuDADCfSiI3uM1xNCqvkhodQWRXVJlVqOFKKpMLbkocJQ39zVaisi1uzOEq21xQ4Ut19MP7H9EM4eYuMxkqrck/asZUNENEKZSvaQX+j6SG1dYy6K1X7rzQa5joIrU5gklztBNC8CjngiHAmGY4pQH/FnUqTggnqug3RSBOiJIQypHxEK/x6dNaClH10KgVJ4QDJX3fhkjghLAdJRR3lemEsH+qGKpOcUI4vsbJDnrW2oETwr5p5FNyK6mQ1h4VwSMqV5wQLl7TdG08ixMiqniwL6JUMqUS6W1bG/9KdftOCMfKeXd12sGc+BklJ9WYmhvVFyVfVEtsSltxQjgnmhhbV9mBE0J6mhjZgQiUBPSdEDX/Jg+5jP5JPrJtC8e/xg6cEH5W06T5FDghPmgp0bjZxAkhr/hVDX3r7cAJobSra/HQv0XTq37IQltLQWoQ07mrn+ggtdEOnBCuXf1ED73ruE7aCVFrSm2pTA6r6ISYNmCgYio4BoFUKNt9ouJKJGIFw16pYMMGlL5MFR3YIb7aLJWzpfSijkpsQF9FcXFNG1CpH2KI0qtMenOhAnvHp6cNE9iA/mcjOSaV5l/ps5GMeFN6BSrSsHXLeVD+t6mOhb5S/6YKNt8hQDJVfAlP/MZKEBVKpZeocLEBZU0EtCOZDWb/w7xgSii14w0xGdiBhscmtgulo+nFcvBDKW1cyyMTMhchsCfZlQFqgocTMt9ZS6nXq3ehvFcYXy7qucMZgqGtKo+Sdt0RzR9/XGR8LkOpThtI6xYClBJX0RtjqsQTbhw1Tj8sIRuU/VPimuNX9F2lV9Gr/of8dv6Y2L+yuUhv8E+ktblwqh3HX6bS1PizZfyjw9IzvH+Os1xVK1uPdrIxf2qdId9hGramhrDiZpJhmxud+BkaqMwTa8lv53lKRXlaPdKwJmPlBcqghzaoA1uJ8aiYXjhOWOgJHjLOyWoHgg//T+CQnvEpMk0Wm20bqJK5OIyx0aD31T4HzM9U7DGh++C7GJ/iIwCk+qLjpGJ0FPHQ6newW28CSt1YAqpfOlacn7ThQjdMdtG/SbelWssPQcUGaZKwf75LOWmDxTlxjErKprUqpRevgs1tOibJL7SRz7h5XFd75QJKLjKNcpoY5GmB377K/hs5Pu0sEJwqAN7iKpUljhzHTpuTYzIdN+GJ4mNSxzX5O3nO2J8Cm+8Ekaf8agj2rzQIwUlfzHe0qFL7NxV5yvYeHcV8cQ7inBCcSoP4feWzFibMLqCrQ3v9gh++W7QSTaF4vdYyygkRYJnSRFTOaGJqQme2HUmdV3QCfMfGlHBkmpKMZXGySqow8HQNCSkhmxLVRzvGXwTzvQLs8jATF7hkThQiFBB+UFm2ezRBMBQ9c3ODmO8MxjLCnJSD40tuoSuZr09Xrs5ljMM0jDNCTLWs/0pOjGCiZE00pofFUiu1FWFj8q+SY6YA2DRVhw8oDfhT6XbuHD+jwZ0rcSWVbVhla8nlx3pITyfCVDUcFNWbdCphAwlVmHYC40x0Ikx6AQUNWi6KxO+CDIahVpTzwzFNLI6JkoNfDKOcGT/OaRrnpp04YbZ2Ikx6/k61xXGYYSRKR6pTfi62j8S0Gsm/TZp/nB9DUol6INOrJSR5oiTOVp3BEIkwgXHKDjsI45Ce46cpI+YLVSLHT4nK+GesRv+fj2SAmqZpZ4KP2MaU6hy/SF/GXbkW3LTSv/Bf1pH0MhczjKPUs2Wpr/Ey7Uzp11w/CelJaE5hqraoIdVXUDCkp1SwH7SVyZo7QqeOLOU5meEKCQSbToR8ZrZT9CyIKBRjShyM2JUmEJm2o+otnbSf/nG0OhcVTEZKSpAeLB/pv2Qj+NKVUtpUwaLCzTibzEU2iTIhfIfInBOlQoSxtFxpnFTGbcZOlZE/WFR/fCclHU0DbmqRnoonvkNkBnfFVjVtSm5q8pVmhelEiK1s8o+ChP0ooe1LfwKZapxANO1L6d/kifBcpdJyRduaKpxrqgLivn3JyABND0npKVPHj03K/0zzS6l9SkC1ev5TKX4zUkyo3ABWzB1taqtCCioYXNm3TP3DqaEKYxoxTlYhAjBiuk9tY4N5por/EJ5W1X81468QP63IvxEiHf9QunKkOOEHYKJEAnKXK3G8xg6cCDPOVyLZTIfBz3SomNIkBwNddhDYVfSTdJzI3Nni1jP7wDiTgI+qg+k2M3rPHclYkunEiAqVBLjQc/cTMOJ1ctdTHZDelIDc+VTRjZMc9PqZBkpFjpFSSUwRzknRryvOyVSxjHNKpojSglKUXnSQPYpqnrLIQqQYx6RMhJRO5UmKilKNkoJSXtS7ilNO0/TykJ6hIhXnpIT1NRh5zTgncRDwLwIVS1SxOJGAfv+MDJR42L5zyc8k+8J3Uh3TnDAlIFORXFNTAlJK0lyiScSiBlkTmjPUAkHK1dJtWDiiJKAsphlTE9Vjqj31Qt8QZVpL7DIBhgkw2XXlMSkzFigMlf7NmJbQle9eaWNKELHdTHpJAZlZCqV6/BSaKdXEDDDVhCyMqHqOlbQ0R5Ttwl3te/qyCGb8rGiDleaaSaO8Sr8aRKl537Qw7VLhqcwj4D1tybJslAgGc/5CX75+lbSU9GvyVMyboqv3AAAMmElEQVQISVkqOs7fyAfL+knc1FxbsSfN/iXEZWbYFADF9jE7U/lIq9ih7F4a4Uy2m50Jfflimx6U0MtkSwoL/MCvSR94Vqbn6TtHtH3MRQhsVyOAa+aATcnDRaJNpDaQH/8TAJljIvAoiTiHIG/JOCHL0WjTGSkxAZvJP0omyUFLmk/F+XznRQXF/Vib9G/Ssx+GjDhOKWOSDBUlbMkG8OOkJRvYBzVBo+bpmwqiecz+Wb5Gh4ahIRUSou0mZWxGmo00fNQGNFR4cf2LKUXZOKp/vwCE68sYo8N5S+yTmRAOimJcvCm+XH2Fp+UhltQdSk0dAcT4Dash6Lly0kKvKiSUqtOOAxdPJbsLOg5H0EbZl1H7p4oBoONWZu0YB81YohLrDiemY2acEIHROEmnD7n4fD9VjnhzHCM/UwlyP/ao5mRrr5yfm1KLC0t1LPTc0UJPlc4gOOk4JwE2F4hj5t/c2TTEpWpHaiRVPZ0R51QAqtGpMBrnfC83UpwVOb2RgP/cCMpcyFpK/THaoMBKehZqeAAdNiYMyH+uERP+UjVjFghI1Y/youk8ac2oAEZBwo3G9eJcJBpg1miaBRJmPaBoO/6UGJ9UyNCs4tiJE9EuqsBE1RP6Rxj8AP641wOasa/AxhnBQK6Uzvo/qwccyWmqYPSPGDs1HBPTnjOzHqaqrdB82EeVeFJV/5WcrkpOz0j1fKN12kaiX/TreZ6ENji7iXMK2LqytPZN3HJzsaUekOsi2Q3ScxfQODVTORInKi0j0l8Lr5LmvcU0kTJY00UjnO8UyWTS09hmst6MvbEtJRvtFHEC+Bklu5SZiToUJ4T9Sz0h50eJx11Ko1sexukY6jHnxH5ZUUypHDgMfpyP0iTIj5KnjPN16syCPOyf6S1KNRkTpayK//VbJTV+oplM9ClTiBXZvkkh/+N8qC3M/lVMbq1dkrYTyVaS9/YzTIk6XS0tD9eU9X00BcScEUyYdqsUG0ghgtDTHmQs1MSJFKNYr/78Qk/FlAZ1PSC9PepnFSfy41wqkOmnakR3qzgY1SLVWlTUmq79kvJzDpYqVqWhmFZTZfGlpUdm7ZyKefn2lXisVNtUx3wX6alGtW2kbSiqAKocgkjoOXbSEaBiS6m0nn/UgAsuYOb/qYYYHCb46T2r9B29216dqlIbRH8drqoz5MP5qxq6GMegwSQBfZoJHBdTVKwHpKmg5u/bfWZwnZ/Ju6guOQ6J01GFc6FTTIvR7vKlCMdOj1S9UxcvKXNFxdyYchQ+ZXVMlbWSCji+FCd/FE/9IwZ8B/luOo78jOvGeShb1s+Vq9y/b17p4LqOGkhbvofrEKvVRakqEM6Um62PDgTZJVHBdEJGqtSoFBOqKPJHEK+VVMj/Gf0IKrPinCodCxhJZYxS5Y7E01GrzGrGX2lM/z+uSSUTRNUDsuZrU0Sp35J6QBW2KNYDcvFa/arpknpAOgQbi/WA7MeuVA9o6RQV01VBPaCt40w8YCRGPCWA8lYzw+sBqaIo7YJ6QMbJpup6OFFV3MmUvFRRw+oBG7TBL2EWifMxJhXUA/qqkO2o0oJ6wKhfD0hpa9QDTpilS+YDtcJ6QD/OWF4PqON/ZfWAfkwsKFNXdX865TasHrCZWqKsHtCPM8qhJDPlOJp6QNZT0nmUDAZ5Qsk/mnpAHSfUVdsSk6VZwhpDHsMw6wGpbSiJS+sB757nSYXIhzkBlSLqZirpw+grVQ5Xqt1jnpShhvKnEr0ZCJX2ZuzOHJMZUpHPK9UjVvqskrPEd1Sqvas0/pEk4gcVAozGCTFDN9K+Iv/8U47lDo8Zu/0gnqjYZVk5PtubyQGhr1R+Ztrv5rysV++80DNr52pp8/jlOdIwCFQaYl3Zc/7fpnGuFs8vpSqfUElliX9uhDakinP5j0qWl9XjSVDUpBfGly8Awxxuvlg6xdeKwW6mDsW24TzMOB0ZpUJAxqEgJtSloCDgSVBPWBonVO/NlNbTmQn5YJ6+bcW/gzilH2dUuVsjHSmxV3PhKsU5+X8Zf0k9n3GuJ+jfD0+VRxHMMyrm+qkaRyP1KJvUFErKxpbzMsZBt4o1nn4O2Vr8G30qTh3wafaUU0GjWwotOVHGpWhIBrtVzre69AL9ZLerY1wMZrJIQIKNZAilJOmVQ8BiSd8hIPDVKTAWOzo6wa4P5GjPWhwPVV5Pj88PzvJzWQB62ANbdJqMzgNVPyUAA6ucE7MXKm3VR+O+aHzzMxrO+hSbPoUmZ2S5q9mehr1ycvy/lQTwbflkk4usqkrhhtHFFuSfSAmCiLFEvpPjkk0tc5dqGuEp5yT1lHwHtZI4ceSxefJP1fOR7xkd51SA9R0KHe8s8o9eMh0qxvxkA6tiBv98N1U9nTWptiGP1Ibp9vkX18cqWCepVKcfPJfgNX/m0rqtOs+dK55lZkpV8CNxVQliK1OKDpeqB/RL5cvRLMHLcrGtEGIYycLEYbVjhrcku6mSGq9UuxfszFHUA4oaMfsPRL5Jbx4qMj4P6A1nRFJIJXMaoR6wkjSqmImR95fPyc82mBJeqk1KYnpCV0YvbUrqAeWdo3BGKpk2olnK529KwUDl+ycMzbaSSRk2JiMLomBk1gNSmqgwjFEPKCpCYjhy8EjF3/zaQcn7mTE5OVpIcHFHSz2htDFLfiSCbpZmBfWAKoJeVIniPEgci+MT58Xsn2pLHQc04mTKOPczG2b8SzIAZhkWo/mZnogOp/jHUrlQlHLcudztqhKccb4dHWxZYauiAanHU/WEvbpci9JL6gG1zUrnSmsFPtK/8EGZDX49oDKJfGnE8dcyrJEuZlLYVuoh6SDSGeMj6UHl9FDD+CpdHVnI6fCK9C8HzSTeSnrJNEmJl6hWOZRUqR5QqsvZVuoBzXUK6gH9EJKuB7xnnifqLqgM9j1fFfvhfHiSierMv56BvzP9Q7Fs6nf5zKyaUakfn948ryATULEvLpBL+0VXhqi6voFimbhUIZv0krfkRLno5phU7K7Hj7358UKpB2TsUsBAtUsPjtU7Jj03AuOBygTwJUlJ1beYEL6KVUcYVL0irx3xY5/+uRAZZyCl/Ji72J6cM9WTpi96/rSD9TEDfRhftJDkY4Vecs4SE+VY5ESdPpKgA/5SDxjEcWn7FvyqHB+g4lCQJ/1bdOzRLHQwVbBoMvHWlVmUAPJZYMIOBXSv0skMmb/CCXkiYlNyweX1gKahG/4ecuB/mwMl9YBEddvsArpXRov1gBbA2i/GeYbVA/pxQilZ5+6kau3fbNQDWsV6tJJ6QH9nltQDWv7BqGyxno22Js+9MpVkuvxS/VxSD+ifG+Y8glNoFsA4HVWTWQ8oSfqSekC/Ho/zFPOCcxJ60zOWVJxZD0h1T9VP50DUtqL3S/4Dz5bzZJxQOUbFekD2S4lCKSapNP5fzh0HYGA9n1+VVFIPqOoEmfEvradU9YhMxcl5GP9qEvKo/MQd50ANEtQDcv2m6WtIzHpAMTfK6wE5R65JUA/o44cazbyChTFnXleiy7GCUviivSMqsjx+E9QDGuVElWrPRESX039QPaD5vw+tBzSMa7EdzQ0S1AMatXMqxSX1gEbCXWxHc4PIwpj1bOrYoaSQjPnTk+fJMjOmKTaY+Vmgzv3KGgGk9GH2L7+bMUkx6MtDJzLvEv756rxS/K3cEfygesBSc+pD6gGNGybELygvEVPxXWMjaAD69XimYamO/vEAiu92D6tdM+4nEXqzMy42GaacGOPsrBR9lhaPamlQXo9IiaNsHjmJ5h9s0UdEi/ebiKFcqR6uJPbI8BHPeDBfatS5BfV8xpyCc8PGYXbaw3Ee5mHe1ACgBF5LiyX8ekLesePfw8KxyLlfs55P+jf5L/au2jCk9yMKCqyqnrEYvxQpZNILgBWf/GvRuBa0yRRfjYJaqac06YO6TYPPYn9KQa6c5660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mediaID="Platform_cst_platform"/><costume name="dino" center-x="32" center-y="36" 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mediaID="Dino_cst_dino"/></media></snapdata>