<snapdata remixID="12173872"><project name="Lab 3.2_Starter" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tfQmUFdW19ld159vzSAMNyIwogwhKECQq0eiLxqcmvhh9yUt8K/mTlZeVpzGJSXzRiPF/+jQ+/zjHYBwSp6gkKs5oFFRsUZGhkblpmp7HO9+q+tc+VbvuuffWlW5ALmulai1Xt9W1a++zz3f2dPYpFP8Z1xhwL1cDRdKA4gKwSJp32QoNuAB0gVBUDbgALKr6XeYuAF0MFFUDLgCLqn6XuQtAFwNF1YALwKKq32XuAtDFQFE14AKwqOp3mbsAdDFQVA24ACyq+l3mLgBdDBRVAy4Ai6p+l7kLQBcDRdWAC8Ciqt9l7gLQxUBRNeACsKjqd5m7AHQxUFQNuAAsqvpd5i4AXQwUVQMuAIuqfpe5C0AXA0XVgAvAoqrfZe4C0MVAUTXgArCo6neZuwB0MVBUDbgALKr6XeYuAF0MFFUDLgCLqn6XuQtAFwNF1YALwKKq32XuAtDFQFE14AKwqOp3mbsAdDFQVA24ACyq+l3mLgBdDBRVAy4Ai6p+l7kLQBcDRdWAC8Ciqt9l7gLQxUBRNeACsKjqd5m7AHQxUFQNuAAsqvpd5i4AXQwUVQMuAIuqfpe5C0AXA0XVgAvAoqrfZe4C0MVAUTXgArCo6neZuwB0MVBUDbgAHIb6k69ch4qKSsyeewKM9BC03m15VP3RNDbtGhT3T1q4CIFAAOmezYCWyHv2w+39iCZ0qKqKRYtPhaIYSHduAGBkPasZwLotvTAMoGH0aEydNgNGohvaQEveOzv6kti+LyLuzz9pIUKhELSezTAc+Ddt7UMybQj+pyxZCkBHuvOjvHfqhoF3NveJ+3V19Zgx8zgYiT5oA7vynu3sT2JbawT+M64ZhkYzj7gAHIa69NdvwEfNOzHe+DGUVA+MpDnRfLV97Ec0amDZj9dg6vEn4/Gn/oLK3m/AiA8Chm4/R7+2fhREa2cMZ161Fo8+/TxOW5BCcOAOGPGBrHdGejzo3unFAy+24PaVrXhvwxaMU5ZDjW+DkYpnPdu+xY+BPgP//F/vYvbnzsGdd9+Oyr5vO/P/MIjWrhjOuHINXn1zHWZP6UGo/1bzWemK9avo3O7HE6+34sbHWvD+xmY0pv8TSprGH8se/8YABgd1nP3Tteid95NhaNQF4IiUZLzxG+xrfQOl3Vc60pGF2v1OEKdd8SZmzF2CZ+8KQdV6HJ+NdKto+diL+d9bjZffeAMLa64WFsjp2rfBjz+v2o8bHm3Bjs33oDzyO2f+OrBnXRBf+vnbOHHpBbj/V3Go2r7C/Dd6cMJ3VmNDczOm6N8qqIuWJj+eX9uFq1fswJ7tjyHce0NB/rvfDeL0K99C99yrRqRb1wIOQ1366uuxfeV5qJ/UiXc/GsT4MQE01PqRSun4xo+b8fCtx9oAnDyuGqv+OBVev4azv7kBz95/PFRVwfOv92DKhBDGlJXYAHzmpjNxxtlDwh1fd9su3PiTSUKai3+wSbyzY3NAAHD5I59g89Nnon5CPx59tgOzppdi5pQwojENy+/Yg+t/NNEG4Kyp9Xjgt+PhC6Txpcs3YOU9Jv+Vr3ThxOPLUOkNocUC4Jp7v4wTFnchFtdxxfXbcMf100QQcMYlH+LVR+aAAfiz329G8zPnoHZ8N559rQcnzy1DbZVP0P3ylp246aeT4QJwGEA62EfIBbduuh/l2t14s6kfExtDGDvKj2RKx7mXb8CqFXNsAE6bOQfP3VsNDwZx4nlNWPf0PAGAp1/swozJYYyrLLUB+MLK+3DK5D8gEkvjiuXbcdf104SIyy79EM+vmI1OBuCfd2H7umtRqT6DFU/sx7zjSzF7RikiUQ0/+b87cPt/TbUBOO/kpfj9ci+86MbJF7yPNU+cAI+q4LFnO7DwhHLUBMI2AD9Y+xSmV96MSEzHt6/agj/fPlMAcNZZ6/DxCwtsAF79h23Ytf5mlOqP4MnnO7FkQQXqa/1iAfzHtZ/g3htmuAA8WHANh05f/Wt88thSNMxMYe37/TimMYTR9SYAL/w/G7Hy3lkZCzimBKseOhbeALDowvV48/G5tgWaPjGMxooMAJ/69QJ84Z99iMYtIP1qqhDnnH/7CM/cOysDwIe3YuPji9AwVceDT7Vj7swSYQUJgL/4n5245edTMhZwYjke+N/J8IUMnHrxB1j9pzmC/xPPd+LkueWo9mcs4Jv/uxgnfsFANK7jO1c348FbjhX8Tzy3CU1/PTFjAe/bhM2PLUH9tBSeerETi+dXoK7aL+SmhXPHtdNcAA4HSAf7jAxAp3fIMeBkCYBOz8oxIAMQirNkHAMulwDoyF+KAWdJACzI33LBDMBCerFdsATAQvxdF3yw6BoGHQFw66NLMfq4lOPTumYmAZSEEACff/BY+ILOL450qWjZaCYhBMBl5/ugqA7PGoAA4Av7IQD42CI0THNOVvQ00NJkJiEEwBW3TYY/nF3SYQ6RThUtm80kRABwmQHHBWAALe+bScjPDgBA4r/nPTcJGQaUDu4RAuCG+05H3ZQkVG/+xHZu80FPqzYAf3/lCaifnl//I8qOLQHEExrmf+91PPmrkzDn+BAqRqfzBKMyyECbD0/+fR9ueHgr3vndUoyakoI3kM+/e6cP6YSKc39hAvA3/34s6qcl895pGAo6mv2IJzUBwL//djHGNnpROTaff2LQg75WL158r0MAsOmuz6NuahKqJ59/1zY/tLTiZsEHB68DU1Eh+ox5tbjlu7MKPrx+ex++9d/r4fUo+OvyhWioKmACAVx+y3qs29KHMTVB/G35yfCoTiYQiCXSOPvqt9E3lMJlXxiHKy6aUpD/qnXt+PnvN8PrVfD4NQswvj5c8NmLr38PW/YMYmxtCM/dsLDgc9GEhi/+dA36I2lcdOoY/PLS6YX5v9cugOo9zS1EHxhRI3yCAOhew9OAuxMyPD25Tx0lGnAL0UfJRByMGEZiCArVezy+DHkqhuRbv0Vp0IdQMGDfN6BgYPolMFQflEApnDOPg5Hi0GhcAB6a/opKHWz6HeYsPgvvRI4BVA+0ratw5pwGfNC0Dl+54DxceOYCBAJ+IaNhGHj+lbeQSqVx29MbkEgb8Ew7C1C9RR2DC8Ciqv/QmFdtuh/Nmz/GgiVfwI6eNP5687dQWhrGd6+6CW+tWYuvXPhlXP2DryMcMhMiyl91XUckGkPXwACuvOEhdDV+CfCYIC3G5QKwGFo/TDyrNv8Bu7ZvRTQaxZ/+9Ce8v/ZlXP7183H5FTfi/fUfYGBgAMuv+wWWLT5eWEJqr4onM+WZlr378aN710NtPOkwSTTy17gAHLnOjh6KeB/u+LfZuPTSS9HZ2YmvXPAl3HLtj2wAkqB79+7F+eedg+uv+X6e3OSW717xNF5NLCyaFXQBePTAacSSUBKyyNOEGTOmI+zVcOHZp8DjUfHIMy8jroXEHvCaNWtx2uLZOH2ps5W774Gn8GL0ZIjN6yJcLgCLoPTDxVJ76xZ8/7Jz8eWzlyLg98Pr9UAzDLy57kPcdudDuOFXPxSuV86GZd6UkOzctR/X3PY49Dn/erjEGtF7XACOSF1H18NlH96B6666HO+t34TvfONCEeM98+IbiCeSOO3UBQcUtqurHwMDEfz85oegnUCNqQW6Ig74poN/wAXgweuu6JQEwL89eDP+4+r/xm9+8QN4vF7cevfD+PrF/2SXX2QhO7t6UVNdCUVR0N3dj6GhmMiKf7n8dijHnIpkA4H2yILQBWDRYXRwAqSbn8NVF83B+V88Fe0d3VjbtAFTpk3Au00bcc6Zix0TjkceW4UJ40Zj+tSJiEQIfAY+2tgMLa2horIc965qhjHl7IMT6CCpXAAepOKKTUb70689fY+o6V1z0/1Ytngups2YiGtvvA9X/fBfMa5xVJaImqbj/fVbsGXrTiz+3Dz09w/ij4+uxOcWzMWCeccLS3j1tbdCX/zTIzo0F4BHVN2HjxkDcMOmbVi/tR1hfwJzZ8/AI0+sxpzjxuHzS+ZnMaN479EnV+GE2ccinU6C6M5atgRej0c85wLw8M3NP8SbCIB/WXEzfvzr3+Hbl50ndjvGNTYgmUwhGPSLOC8eT6Kjo1foo69/EE8+8xIu+5dz8c669QgEw5h/wnG2rlwA/kPA5vANkgD4xB9uQkcsLGK5VCqFdWtfxlcvOFMwoWMCGzftwEuvrhH/X1YaxpJF89HR0YHHV76M//z+N7OEGRwcwvU33QVjyc8On5DDeJPrgoehpKPxEQLgbTf+DG+8tQ73rHgU4XAYM4+dhltvvFJYvv37e/DbOx/Ed791sRBfVYB9+/Zh3fubcPZZn0dpSaZhlXZEOjo68T//74/AqS4Aj8b5PupkSr56PZYtPRmnLJyLrkEqnSjwGv0iodi1uw0vvbYGjWNGYcG8WdA0DW1t+7Hm3Q+xeNF8jGmozxoPWc89e1pw94q/uAA86mb6aBVIS8LXdAduvu6HqKwsQ1rT0NXZj2dfeB3tnT34lwvPhs/rxcBAP1pa2/DJ9hac42D5CHzt7e1Y/WYT3t/WCd/C7x3REbsu+Iiq+/Ay0/asxUWzvFh22kIkk2k88fQLmDRhDBoa6pCIx9E/MISmDzbjmAmNmDJ5QpblI7fb3d2NoaEhUcp5Zl0H+kafBihmVnykLheAR0rTnxEfdfcbKI3vxbcv+jxuvfMhKOFqQNdQGUijvq4Gl3713LxdEQLdJ9t2orKiVGTLO3fvw992hOApQluW4j/9GucDpJ+RwtzXfgYa0JLQ938kWqrUhtkw4n345vR9mHXsdAwODiKdTmPUqDqRnND1wYcfi3jwrDM+JwB418MvwJh5MZTS7NjwM5A075XKmKfmuQA8Epo+kjwMIHZ/G36z7N+xZ08rHn3qBVzxg2+KvV+6Nm5uxu49bZg7axqGIlH8+ZM3Uf6TCUdSQpuXMvrxuYZvzCBSbaWgn3Sl9pbD1zhg/xT39pfCWxuF1h2CpzoGxafDSHqg9QfhqYhD6w/AWxctSJ/uDMNTkYDWF4CnMgHFr0GPe6EP+aGWJsVPen9h/iXw1saQ7grDVxcBPAaMlAdaT1DIo/WE4B1lfrfPUX57TGXwjR0Ue+5GSoXWG4Kn8sDy8/jT3SF4a2JQvDr0mBd6zAc1mIYR9wo5CvJvLxF0JD+N06aP+qCGU9CjPvH3gvSt5fCNzZ4ToX9LnzQPXtILjb+1DHp3JyZHpsJbk8D2nS2YWDXV1P9AAOnAIIaiUVSXVaO1pQfxRRqg+eCp+hT+NP91UdA80k/Fo0Mb8gNpVYzFSKtCjwXl31cG3+ghpPZZOFMgdKdc/tUxxjstOuaPVfGkrxyNu/uwqFHF23s0LBzvwZttQPvoUvxTagjNnTqm1an4pEvHpvFVOL6lFxOqVOzp0zGuUsUrvhLUdEZx6ijDpn+tU8VAZRCn61Hs6dUxvkrF7l4dH4+rwtzWXjSUqdg/qIufrwZKUdsRwakNGfrVHSr6qkP4ohHBlk4dx9ar2NiuY+sxVThuTy8m16jY1qVjap2KlaFyTNjRh4XjVbyzR8NJ4zx4qw3YP7YMFxmDQqaTx3mwrkXDjsnVmGnR7+zRxThWhcowpmUAp4xVMvJ3qRioCOIsRO3xb+3UsXlCFU5s60N1WEFPVEdVSMXr4VLUtw9hSQNs+ld6vIiW+LBMjYHoSH+kxy0TqjBvXy9qS1R0RXTUlah4ubQcY1v6sUjiv7pTRV9VCOd7I/Y7396jY9ekKsxq7cX4SlP/9PPZ0gpM3N4jxv1uizn+1V0q+iuDOM8bRdNeDfPGerC+VcO2SdU4sa0XVSEFfXGgIgisLi3HmL3Z43+pz4ek34Nl/jg2teuYOUoVP5uPqcLCjj4EvUA8BQR9wN/LC9AHPDgrEBd8iX9Tq44dk6owv60Xyto7LzNS/gh8yRIMxqNQoKA0GMJQMoqyYBgDUdMq0e+RRAwVVX7096agGzpKAkFRcUcgASQCiCbj4pR/2B9EJB1BWaAE/ZEMPf29rNyHwYEUNF0XzxkwoASSMBJ+xJIJeFQPwv6AoC8NlGBAoif+lVV+9PYmxSmv0kBI0BuBOJREEJFEXMQ0dJ/kL/WHxZhYfvq9tjaEri5zpZcGwzB0HUYoDsSCefKX+kvyxl9eEcBAf9IeP+1CqKGUsIaxVBJejxchnx9RLYISXz59RYUf/YLeQEkgJPZghQWM+cT4vaoHITH+KEq8+fLX1ITQ3W3KT3NCelTCCRjRfP2XeM05lcdfXRVEb19czBvpKa3r8JakkI54EU8l4fN4EST59QiIXp7/IZr/8gD6BxJC/yR/WtfgL9GQinjy6T0lGIhl+A/Fo6iqDKKHEG/Jr6x/+OtGoATob1Mxaloa7Vu9UBTYH8xRVEKYAi1l3iut0THYqaLmGA3duzzwBQ0Ey4yse6qHTvsZYpBen/mV2mRMoZODCFXqoC9EVY3T0NviEd86CZYbGJLeSScF6RskhqbA4zegpQEtqQj+JdU6hroy/OkjPKFyA/37VYyankZ7s1c8R2OgjwbRu+jjOXyVjdIx2K6idqKGrp0e8REfpq+fkkbHNq+gIVmJjj5zlk5m+IdJ/h4VlWM19LWa8hM96YTf6fEZJt+UAl9YRzquineQXKEKA9FexaYn/dG9gXYV9VM1dHzisfgTXwX+kIFUTDEXOi2aWnP81RM09Oz2IFBi8u9rU9EwPY39zV6hO5Jf0IcNoXtxJE4BSqqy5Rf8Kw0M7FfB46djxjSGdEJBoMwAfZFYS5n6p7mO9SsoH6ULmb1+A+EqU/66KWl0bvOKe6oPQm6SLT6oiLkg/mEaf5+CyjEa+vZ5oKy7/zIjnf8dncyMSb/RpLIi+HbuBNN9ElT6NLL9Bqf7YqJJOJlPIXoH/qQsWhzZL8j73rfjeOimE31B+Z3GPwL5Ra9nTso3Ev05DWIk8jvRO/L3AEbOnAhaJ/kdxu80p4UmQFjA+EDm4zg1tLL2eLKAxtZKnhjxlSb6spcKpOKZLtqK0RoGOz1ZVofRLgtGK5OBRyuNr4oGDYNd2fRVjRp693qygE389bQiLFAymqGvJsu6N1t+tkyyEugoLFu4ZCRH/g5P1qJwGj9ZnjRZBfrCvSR/Wb0uLBxZDL6c5Cf6VALweLP1V95gWjjZatdOTKNrZ/YBchq3sFAlBhJZ8usY7CCLk+Fvj18CkOAfV4Slk+ePLGxsQIUmfVyreryJCXn+Q+U6ElEVqmpaar5MekV4LL4IU927PVkADpQaSAwpUDY/c4kRH1SFmSRGZIppYsnS0X+kIEI+WRlaLWTZ6D9SADEJlutCETSIkhod8X5FFNNJAaREciHChaZMd0pulYAnXFtcAQlC7oneQe6VFoPiIXCa9OQi6HmiJwALufSM5aIBk6mnSaCJHmj3mDJazwl3mqMk2UoTPQGY/iuv1xHpJVdjyijkDxuCd974gwY0AkCpjnRSBXkRCi9IqRR28JjF+BKW/LL+KLRIkf7Mv5P+Sut0xHpzxh8inZnuNMtLWNaYaFIRBYkouTUzPIJi0pAOhf50AoQZlggDTPNqeQ5y/8y/pMpAbBDw+kl+k4bkS8Xy9S8WQNJcAPQc/U7hSXxINbFBOmP6uBXCSPzZGIkkhHx27gALmsxDdcOfgRs7VDc8EjfoGIZYC+Zgw4iRhCGfiRt2cqMqNanmc3Mef34YRV+cc6LPfaMAIAfvtcdo6Npl7gUKyyf5fVrRdNVM1NC902MH0eKelZBwYE73/CWGsETC6hsZN8PuqGK0LhIfmZ7/JugtF83JBLs0NudVYzX0tpqy1k9Lo2Or104ChPzWCs8FV91kDZ3bPahq1NG71+RfPzWNjk+8sF0FJfbkYpOZ9zB/HiMH4UTPLk6W3/QMqhnMJ01rQBeHIzJ9/RQNHds8WfxJf6moAm/QcpFW7Mgyyrrm5KN2koauHaZORPIRVYSnES7WomcZy0eZ3kKM30q+5PGTNSOv4gtByMHzz3JzMkT0dZPT6NzuFR6UXDVd4UpKPggHEF6BcwKedwpVBjtUKJtXXmJQNmdOmmk6s9DLlt/IzigpyyVXHarQQV/zZNCSoByfCPzSnyx3LltaAjg9S1kVuX+Zfxa9g9mWecmKEBlz0nTVdmLjEDjLvLLoLdDSGW1OzETcQ5NXYPxO8lPYITLPnPHzmOk+L4ws/Vn6J7fJcZmTxckaf50uKghZ+pM8mhy3ye/KzJ+Z1cqLlsHL8tvjl/TKOuZYTuYvx6WF+ZshjrCA5to0L/mF9r2cQFcoUIrHZHpZeL7vdE98lMnIN91Oz+YG2jZ/K9Y7kPwySPhZGVgHkt+JP4GJXExuti8sjgW+T9NfIXoZvEzvJH+hTNNJf0705CEIALlVDRn8n4YJWuwiV8hx08Omtxa7svO1rxn7t5j+lsAXLKMV5bFNLk1UWV2m5sOxIicHJdVmDYguUdOjupEV1PNKD1eZq1SeHHIxOlXQqQbY9Sn0HrP2RTzYQjMvqrNVNmbMPr2T+NOHwNll0KqvoJqTZeVZqfQuUiBluOw2SD7SAWXFnFnTQqHaJ9e8ePzEi5IQSjxs+f2GcN0U/FMmyFYlXG3WHmUPQEARiRfVVTvM8ZNOOTvlzJaARu6SambyRYkChQhcD6S/kUwCwCS/tQhketkCEn9OfEg21inRk0WK9WWsakmNWSeU9U84SUZV4QGpLiro/QZ8YfoSIRCV6Gn++tuys2heKMIC0gT176MCqDkpbGHIjeW6ANuNSK6NCpmxvmzXx240l54nQb5PxUqaMHlVF6J3Wvm0QCj7c5I/a9YK/E9JrS5ASwVcLl8U4u80frYwsruxFZxT07RjUkl/FG/RhA1n/E5DsMc/DPmdXDplwuSGZfnZ6ufWRG0Z5ZJOmYHE4PDoc/kLAHJgLrtf/m4hm1j+yTUx2dQ73SNrQkuJg3eOyahOSKtBtoYcGMvvpL9zKYFLKqR8p2c5+M6VX8QYOVk3B9pkLbj+x0mE7Gq5/MK8efxUpyNrILsaDr5l+WkHgSwk0cmu2omek7hc/uTKCQByoZ4sft9ecweHrbTT/LF+cxcsJwGy/Jx8yvwpiaL3m0lgxtVS2Ye8mRynO8lPoE4MmTkAlXQ4CeLkg/kr2166xOjeZdb+7IIxxTdUCRd1QLFbK+IFuY7HLyKBoj2qeJ7vie2juCJ4+qj2Z5h1ImJKgKRnOfin2h8lMVn05B5o+8ky61wTJBdg6CY986JsuL/dkt/aHpMz39wJYCvH2Rxlk+Reafzy4qAaJcktZE5L46ffdQjXSVuKsvz8TrKIIvMjt0h1UMqCSX+S/ExPeqDCNY2R+Qv3aG2/yRNteibTSrPVowVJ25AinLAqAyQzuXexFWoVrImWwASyyFpGfjF/xF8aP4EvMagKeg4JSOdy3EpZLm2pidrfoDl/DG5yy3SPFh/RUzggKiJUohRnkM0tVXLdeUnIcFyW+4yrgcOlAWX7S18zaAOeL6qJ0baPvBXEdR4uc3DATCuEN+KZntwRmWgOguk+B8qy2TeDdbNexUGscLHjNGFZ5O21ukkaOnd4soJgtqa0dcf1QKInWbt3Z8vfMCMNTrRYTq7Wk9WnrTtb/gm0laiK2hdfdZPS6NzhNRsjrB0JsnJUqiG3L8tP7+OdJaavnZRGF9FbZRa6T/T0z/5S/MxlFA4x6H3y+LlOK086Z8ty7ZHMC21FUlIjb69xnVAORziJoARJ5k8hQioKsR1nj9+qncoFf0osE0Oq2AmK9maeJS9A4+LSHL2D66xyPEnJZ3xAgfL2PZcZtceYhUR2AUTEwbYc2NN9TiJYmaJDpcYcBGWEIntSTNcjCqFSTYvu+wKme5aTEdHh0m1mVCQ4KYpiGKLPdUF2rdJyRcSf3Ch11nB8lSW/Q5Wf3REtIKKncVOWTNkuySHzzy0r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