<snapdata remixID="8815617"><project name="AbstractDataTypesMusicStarter" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAfd0lEQVR4nO2daXQTV5r3/akniadnWh0lIUM89JkXetIT5mQIcef022TSb9I9SUMEWNAYsjSDTQhhSQiLgAY6gN0WJizGm2xjg9kRmN3Bu4zBi2TLC5YXSpZteZN3G1vgDez/+0Gp6yqVFtuSJZnWc87/lKpUurfq3p9uVd16nns94Da3OdE8nH0Abvv7NjeAbnOquQGcolZZWQmlUomqqiqHS6lUorKy0i7n4QZwClppaSlqa2tRW1uLn/zkJ5g9ezZZd6RUKpXN52ISwLKyMhQWFqKurs4tOykrK8vmyqItPT0dNTU1qKmpQXFxMX72s59h5cqVaGpqwrFjx9DW1gaRSIS8vDy0tLSQfe2t1NRUm8+FA2BJSQkpNA8PDyxatAjh4eGor69nFWh4eDhKSkrI9rS0NDQ0NDi9ol1ZWq3W5goDgOrqaqIvvvgCb7zxBtRqNaZPn47Q0FBUV1ejqakJS5YsQXNzM2t/e0qj0dh8LhwA79y5wwKQx+MhMjIS9fX14PF4KCgowLx58xAeHo6IiAjExsZi3bp1SEtLQ3Nzs9Mr2dWlVCptrrSx3Kep1Wp0dHRM+v2grcYBUKvVEnl4eECr1SIsLAxnz57F0qVLodVqsW7dOoSFhSEiIgJ37tzBiy++iLq6OrS1tbF+7xZXN2/etLnS1Go1UWtrK+qqq/CgrGTSpcy9y8pbrVbbfC4WATSnvr4+p1fkVJU9AHzw4AHRaZ9p6Ng8Hbl75iPryolJaeV+iPwO3Vtfw8Otr2FkZISVv63GAZD5lNPZ0YH6Go1D/l3PqsqKlawyvXHjhs2VVllZSXTR50Xk/XU+K4+nT54g+t2Xcfy/X5mQTr33Mrq6ulBSUoK8vDzk5eWhqkoNvciLk7+tZhHAeMHP0b31NSi/+wgFP5x3+v3TVFFZoRyxh/ZBL/KCXuRldwArKiqIpEI+Mq+ehkQiQWNjI6qrqxH+1vMYHhrAQG0ZKAFvbFr0ImsdAMLDw6FQKCCTyRATE4Ob+/7Myd9WswigVMiHYu8CVuGODA8jYu7zkHh7OkUn3/FEV1cX7t+/D5VKhbS0NKcDZ07xkUcnBcCysjIiqZBPLpXt7e2oqqqCxNsTms/+HU97O9H9QyyqfGfgUVEGnna3o/noV6B8XoZaOA1Pu9sM64tfQpXvDFA+L6P7VjQBMCwsDPn5+ZDJZIiKisKBAwc4+dtqHACZ/TxSIR+ya+cQERGBlpYWaLVaRMx9HgBACXjoK73H+te0Rm3DUGPV2P91P6o5ZD2aAj8d8/50IWg0GkRHRzv9vs6S9CIvVpnaA0CVSkUkFfJBURQoikJbWxsoioLE2xPdNyXory4FteRVDDXXoMr3FxjQlhuAE/DQuM8XPZmXyHqV7wwMtdSBWvwyC0ChUIiGhgZERkYiKCiIk7+tZhVAuiC7urqg1Woh8fYEALRKtqKv9B6axCtHQTq2AcN9vRgZ7DckNjw8mjDj88jQAPlM/7Yn8xI0n80CJeDh4e04qJdOR1vcblACHpoCP8FQcy0HwGPHjv1dAlhaWkokFfJZ92SVlZU4+Y7nuBsBU39yZgsYERGBwMBATv622oQBxMgI+krvAcNPyUE/6dSh6W+fob9Cbtjn6ZPRhBmfe7Muo2H3YgAg9x8jg/2gBDw87W4j29ridmP4cQ+aAj/ByGCfuwX80UpKSoikQj7rnqyiogLt7e0251FRUYHw8HACYHh4OAICAjj522ocAJk93VIhn/P+zx7/Lnv8O5kAOuM96FilF3mxyvT69es2V1pxcTGRVMhHWVkZoqKicOvWLZSVlSH1b18j4bf/iIR5tmn7r56DQqFAVlYWtv/qOZP72GrjBrCnp8fmTG01rVbrdLCcCWBhYSGRVMhHaWkpUlNT8cYbb6C0tBQhc54H5fMygNFbnMEGCgCgC/ZDq2Qrhh/1QL3MC/0VclACHnTBq0AJeGg/E0CuNlHzXkJKbAjuyGSI9PbE8KMetMbsACXgoX7HfLSEbrT5XDgAajQaIqmQz3kBnRb0Dfl3xWxYjiNHjky6wndvhvSDV5Aw7x9x9/f/NGkv1ydDepEXq0yvXbtmc6UplUoiqZCPkpIS/OEPf0BDQwNKSkog8fbE095OAOYBpAQ86OW3yfe6g/6G+++UU+i4cJAAGDXvJUR6eyLS23DlYwL4SDkJzgjWAAyZ8zwoAY91n9PV2Ym66ipUlpbYVfn37rDyObV3MygBz+lQORvAgoICIqmQj6KiIlRXV6OhoQFFRUWQeNvnNokGjwmgqdshW2zcAEq8PXE+JAi1tbXkUnhkzgt4sOLfRh8gJqjWmB2G/igL93tuAAGFQkEkFfJZLaJSqUTGmv83dQFkvgOUCvkcFxyJtycp3M7OTgLlyGA/tF+/a+jUXG6AqP3UPnTfjIL263fRdS0czSHr0XzkS+iC/dB1LRxtx3eidsNvoV7yKprEKwmAdZs/sAjgZLkXTYb0Ii9WmdoDQLlcTiQV8pGfn89SQ329Xa5IEaEhLJnax1abEID0546ODrJtsP4BWsK+gebzXwLDwwSg6pX/gTrRR6RbRff9aui+/wKdCUfRErllFMDAT0cB3PJ7DoB9fX1uAH+03NxcIqmQD4VCgY8//hibNm2CQqHAkTkvsPY31WpZ62UAgOw//DNp/dobtJwWzyEtIPPyodFoDK95TGxjnsCjgpRJ63KhBDxO/q6syQAwJyeHSCrkIy8vD4WFhViyZAkOHjyItTP/gYBz48YN3LhxA1dOxeLa+TNkG/O7y5GHceVEFOL+9GuyvSYrcTTDH18i2PPSSxsHQKavlzkAjd11Giru2w04Y3V2duLq1asQi8XYtWvXlASQWaZXr161udKys7OJpEI+cnJyIJfLOZdiiUQCiUTC2S6XyxErfIsAmHA8DBf2bybQnt64DLHCtwAAI3161wPQ2CnR2Q4KE1HWtj9Bo9FArVZDpVLh6tWrUwbAu3fvEkmFfNy7dw9yuRwymYyloqIiFBUVcbbL5XLOA4Ypif/rBXh4eMDDwwM+r/3EMQ8h9IttiqJYnha0JN6eoCgKGzduxPTp00FRFHFQqN+5YPTgjNx7jB0VOPszNPy4x3LLuOhFtIRuZPVjMdPtK8sFJeBBvXQ6dMF+ZtOpqqqCTqeDRqOBWCyeFGdOvciLVaZXrlyxudKysrKIpEI++RwUFISgoCDEhBweE2CWJP/wn0EJeBD/1wtm4XMagA8ePIBYLEZjYyMePHhA3g/X71zA8q5gvr+lHRUa9y/H064Wkh/tmEDv15N2Fl3XI0k69PLx/SwMPzKA2XH+ADl52vGB6eDQ/yCf7K8L9iOfHybHQy2cxgEwNDR0SgF4584dIqmQj8zMTOzcuRPl5eUQi8UYHn46pivSyXc8UVtbC6VSSVzb3n//fWRmZprUhg0bOPnbalYBNL7cSrw9UVlZif379+PQoUOorKwcdVAAWABSAh7qNr8PSjDqqDDYqAZGRtBXlguA65hA9yUaA6he8i8YbFQTeJ72dmL4cQ9xfGCm0/8gn+yvC/Yb/e0iPp60N5I01Go1qwU0Pld7aDIAZF5OpUI+ZDIZqqqqEBAQgMTERETMNbws6CvPQ8e5IDwuziRLeru5h7yDBw9yLtnp6emQyWRYv349J39bjQMg09/fHIDG3heu4KAwETkKQGaZ2gPAjIwMIqmQj2sXz6CoqAhr1qxBcnIy6ZXoK89DzZq3MNRSR5bmAKRd26ZNm4b09HSitLQ0pKenIyUlBfvXf8LJ31abEIDl5eUsdXZ22nwgjrbBwcFJAc4RAKalpRFJhXxs/+p/4efnB41GAz8/PxaAVctnoE+VTZbWWsDU1FSipKQk1rJu6y85+dtqVgFkXj5ob9uysjIcPnwYMpnMru4/tG7O/1e7pWUxn/d+iqGhIXIveOLECc752qrJAPDMmTMEEqmQD73ICzs2rUNycjKSk5PHdUUC2ADSaRgrZP1iEpRE53369Gmbz4UDINOz1hyAKpUKBQUF2LRpE1QqFcv9p/noVxh+3EOWTJcf2u0eGH146M26jLptHxoyf/qE7K8L9hv97aIXyb2bwZXoIXTBftB8NgtP2hvRp8qB9pv3ULV8BoZaDD32ndLDhkJe+HPyMDT8qAdVvjPIw4ypCpgMAJllmpCQYHOl5eXlISUlBSkpKVDu+R8S/ERrMO3ImNMy/q01PX78mOStUChsPherADL/vfQTb2lpKUJCQvDqq6+itLSU5f5j/PDA7Cpp+ttnowA+GTQUQF4i2db/IJ/srwv2I58fpp6G2ucVAiD9fVvcbvRmXQYl4I16VD9sByXgoTFgBSgBDw17fIh7Ud2W35t1dvDw8EB0dDTnfG3VZAAIAJmZmYiJiUFSUhKSkpKwatUq7Nq1y3C5/Ns3dr0i0bq/eT6SkpKg0+mg0+nsch4cAI1D/kwBeP/+fZSWlqKxsRH3798ft/uP5s+vT/jBgQbQWA27Fk4oPYDdAk4GgMwyvXz5sl0q7lmxCQHIjAkoKSmxm/uPMzQ4OIj09HTExMRgx44dbgAdbFYBNI64knh7smISiouLoWtqGpP7T6kyn/Pb8YoS8DjH5MpyA2jZOAAyu1doAGNiYnD79m0CIP2OMTMzE0VFRTgy5wVU+Ewjnb0DVQZQqnxnQP2n11iP/UVFRay+NzqtsYoGsL29HTqdjnSGu6r0Ii9WmboBZJtVACsqKpCeno7Zs2ejoqICEm9PFBYWwtfXF6WlpSgsLCT3gD1pZ6HPvYXGvX+Cesm/oK88Dw9vx6FHdpEAWFhYyAKQGWAzFlECHioqKlhpGHeMu5LcAFo2DoDGwz5UVFTgww8/hE6nIwAqlUrU1NSgvLwcSqUSEm9PNAasQJ3oIzQf+RKPlGmgBD++Cjp/gHTDUAIelEoleYISi8Ucd3JrYgL43HPPTQkAmWV66dIlh1eyK9uYAKyvr0dzczMBkBkUU1BQMK6n4IKCAlbrZZyWNU3FFtANoHmzCqDxazeJtyfHwVFbfn9s3S/fvo/8/HwcOnQIYrEY0dHRnLSsiRLwUF5ejpMnTyImJga7du3iHKMryQ2gZeMAaDzwjSkAmVFZCoVizO4/lpS66rdQKBTEQfTy5cucfBQKBQFwqkgv8mKXqVTqjHp2WbMKIPPfW1ZWBom3J+RyOT744ANotVrI5XJEzH0eQy116Ew4atEBVPPpTM425v5yuZx1aWVGf9GiBDzOMbmy3ABatgkBmJubi8TEREybNg25ubkGf8AnQyyghnu70BT4CbquHCNLXbAfyyl0uLeLBWBubi7LQZQZ/UXLDeCzZRwAjYf+MgVgTk4OgoODIZfLkZOTY4gVXvMWnrQ3QBfsh4Y9PuiRXUTNl2/j6cN2stQF+xGnUHofJoA5OTmsFpAZ/UVrKgLIKlM3gCyzCiDz36tSqSDx9mRFZWVnZ9vNITU7O5sFoHE+2dkGfzbjY3JluQG0bBwA79+/T2QOwHv37rFUV1dn84EMDAxw0jWlqQggs0wvXrxoc1k9S2YVQOa/l3a9YoYFOlqUgMc5JleWG0DLNiEAmWGBjpYbwGfLTM4Vxxz+1RSAzLA8R2sqAsgs0wsXLjijnl3WrALI/PfSzqeZmZmIj4/Ho0ePxqVDhw4hMDBwzDp16hQnNpUS8DjH5MpyA2jZJgQgPbyDKSUmJiIxMdHs9+MBMDAwkBOj6gbw2TIOgMYDYBt7P0u8PZGRkYHs7Gxs2rRpXMrOzkZAQMC4JBKJyPgkGRkZoAQ8zjG5svQiL1aZnj9/3hn17LI2IQCZgcuO0LZt28hnN4DPlnEAZHofmwMwLS2NFQjNDFSmVVNTY3L7iRMnsG/fPta2y5cvo7+/3+T+zADotLS0KQkgs0ydBWBnZyfmzJmD7u5up+RvzqwCaByTIfH2RGpqKnQ6HXbs2MGJpqe1atUqvPvuu9i7dy/S0tIgEAhw/PhxxMXFkW30vpGRkZDL5SbToaeFpz9TAp7NcSWOlKsASNvixYuxePFiCIVCLFu2zKnHAkwQwBOHg0BRFHbv3o1bt26RQGWmNBoNfvGLX+C7775DSkoKEhMTsXDhQly9epVso3XlyhXMnj3bZDoAWEs3gLZZRkYGgZCpBQsW4PDhww4/Hg6AxpOgGAcFSbw9cW3Zm9i+fTsOHDiAwMBAs8M5GKu1tXXM+yYnJwMAa7l745cksGmqSC/yYpXpuXPnHFvDRpaenm4SwPnz5+PIkbGPqGAvmxCAlICHi8vmImL/X0hk/mTqXFwM1vqvYkXWTRW5GoDMS7Cvr69TjwUYA4DGUWna0kKnBpLXHfAbdySdM+UqAHZ2dmLu3Lno7e11Sv7mjAOg8TRQxgXqyPGgT77jiYaGBqdDZCuAzDI9e/asM+rZZW3cANKjb8aGhUzqNKfndq0DJTCM3eJsiNwATp5xADSeh8w4Llfi7YmIoO9Y01Gli78d02hMN9/7KQYHB1nj8THTUSgU5JVdYWEhipbOAIBxxw67kvQiL1aZugFk24QAVOZk4cCBA+jo6IBGoyETGOqC/dASvskwDjTAmTKUbtHKykZHo2JOaRAVFUUmSI6KikLUns0A3AA+y2YVQFNB6PTws+3t7WTYXhpAPBkyzKQOcKYMZQJIj8fHGv73x0lVZDIZJBIJxGIx55immtwAWjYOgMwgcHMA0qN/1tXVkVFTx/oUC5gfkTQyMhIeHoZDioyMRFBQEICpDyCzTM+cOePA6nV9mxCAxiNAZax4c8wADgwMsMbjY6YTERFBWsCIiAgEBgYCcAP4LJtVADnzj5kYJb+1pcVu04MSAENNTw9qTSX53DnTnCk3gJaNA6DxZMimAFSpVFi4cCGWLl0KlUpFpgdlDv7NlHbjPAAAtfDnFlvHyB9HXZDL5bgSFwnNJ/+Hdelui93F2t/ccL35+fms8E5nA8gsU3uMLP8smVUAjcdmoceIrqioQEBAAPGSpq09fh96711Fc8h6dF2PYAP4IyAtEd+SCazpZdXyGawpRk+vXcyaN7hh1yLycEPn0SrZipE+PTqlh9B9K5rsq1AoWACaGmPGUXIDaNk4ABrPxq1QKBAUFITExEQCYHFxMd5++22IRCLiIQMALeGboM+9hQFNCdrj95GpErQb56FO9BHaT+1DS+hGtER8SyawppcYHiYAxgrfQqS3J5qCPkfVsn9l9RsCIHm0SrbiSVsD2uJ2o+taOAdAAC4BILNM3QCybUwA5uTkYMOGDQRAcw4KtuhRQQpnxkb6O9ZT8xjScrUW0A2gebMKoFwux8GDBzFt2jTI5XIyQipT9nJQsAQg3W9oLQ2teBXkcjkZgzAqKspsgJQj5AbQsnEAzMvLI6IBVCgUqKmpIQAa32jbOj7gyXc80dTUhKNHjyI0NJTMxLl9+3YA7H5DZ8I0UQCZZXrq1CmHV7Irm1UAmet5eXlkfMCAgADMmzdvdHzAxiqMDA2QlqivPO/H2Y5+IMuxdFBHRUVh3bp1kMvl2LZtGwCw+g2Nj8fV5QbQsk0IwNzcXMTFxY05ID3hWBDifH+D02sXI9LbE/H+f0SktyeuXTiL4wt+RZ58y8pGpw3Nzc3Fli1bOMc01eQG0LJxAGQOBmkOwOzs7HEHpSccD8PptYtxTXphFMDLF1ldL8xLbXZ2Nr799lsAUx9AZpnGx8c7vJJd2awCaDxCKT061ngC03My0zkPGMaiAaSD0O/evYtvvvmGc0xTTW4ALRsHQOZopOYANB6xSqvV2nwgpkbC+vrrrwFMfQCZZeoGkG1WATQeIpcenIgZmD7W6UFvvvdT6PV6Vsdyf38/ZwCizMxMrF69Ghs2bOAc01STG0DLNiEAMzIyWIHpIXOeR8fF76ELXoWHyfFoPrYBDX9dgr7yPLREfIvWmB1m3bH4fD4yMjJY8vf3h0wmw7p16zjHNNXkBtCycQBkjsdsDsCTR8SswHT6TUjj3mV4mHoazUfWkq6Yx8WZqBN9ZNYhNTo6mjUEx+rVq5Geng5/f3+Efm6YSd3ZENkKIGs87ZMnHVrBrm5WATQeJFzi7YkLy3/NCky3xSGVOQqCv78/UlNTyZLe39Rg5VNFbgAt24QApAQ8nPf1Rqx4D5KSkpDm+59jBrC3t5fVsWwqED3km1UsYJ0NkRvAyTMOgMwR6aVCPmeU+pqSAg5UbRcP2cUhtbK0BKrM26y06+vrxzR6vqtKL/JirdMePW4z2LgBdHRgenp6utMhcmUAfz3XG0kpaejq7naI2js6cPbCRaz5Yo1djp8DIHNKBFMAOiMw3dkQ2Qogs0ztCWB1Ta3d0pqIvffuezanYRVA43k6bAlMtxawnpubazIw3ZnzktiqyQJw7py37JKOrdbX12fT7ycEoKnA9JHBfmg3zgO16EU8aW+EepkX+ivkaD76FYYf90Dz2Sw8aW9E89Gv0COTosp3Bp52t7IeNsLCwkwGpjsbIlcEsLzigV3SsdV8FvvY9HsOgMxXYVIhn/N6zFxgemu0CA27FuFh6mmofV6BXm54mGg++pXhQSVuN3qzLpP1Kt8ZoAQ8PEyONwkgMzDdmRPj2Cq9yIu1HhcXZ1OFAcDQ0JDZ716fOQsAUFM79tejd7Nzye8AoKuzi/X9/PkfW81vojYhAG0JTLfUPxgWFmYyMN3ZEE0VAJkw0ACuWPEp7mbnsvZbs3Yd57fG+zAhdCiAzFmJzAFoS2C6OQ0MDGD//v0mA9OdDZGtADLLNDY21qYKI/V0N9vkdhqI12fOwuszZ2HL1u14feYsdHV24fWZszB//sd4feYsFoR0C8gUvT/9/YoVn5rM779/+65N52EVQOOpslw9ML1YkefUqcSMNVkAvvnmm3ZJx1Z7UFlp0+8nBKCpwPTyBT9Db1YCKAEPQy2G6VspgWHAInMB5MOPHrLWo+a9RJ6C6aAk2pGh995VPLwdZ7YFrVo+g3y+c+cOKyruWQQQAOobGu2W1kTsj39cYHMaHACZLlFSIZ/jJmUuML1xny+GmmsJBIMNFAAQAJvEK1kB5B3ngsi+dZs/IABGzXsJxxf8CpLf8NAkXjnqSbPw56hZ/SaBmU6r7cQedCaEoHb9b0h6mZmZLABNuXs5SnqRF2vdngACwNtvzYWqrMJhHdFd3d0ICY1AUECQXY5/zACmpKQQAM0FptfvXGAWwMaAFawAcrXPK2gSr0Rb7F/ICAgcAAM/RWvMDpb/YPPhNeg4f4Ck1XnpCNpO7EHt2l9zAATwzAM41W1MAO7duxcVFRUEwMkITKcEluOCxxOYTgP499ACTnXjAMicmVIq5EMmk+H7779HQECAoX/OxQPTa4P+FzKZjASmSyQSzoybjpRe5MVaP378uDPq2WVtTADKZDKUl5cTAI0D0+3loLB25j+wRG9ntoDW0pBtFkImk0GtVkOlUuHSpUtuAF3YOAAyXeOlQq67vLnA9PqdC1C/0/BUZKqT2VKr1Xbir+T+kW79Rvr0oAQ81O9cwPIfHEtLSocM0Jdg43NwpPQiL9Z6TEyMY2vYxW1CAI43MP3WrVuI9PbElZMxuHIyCtevJOD6lQRIfmMA7vRGXxz/+D8AACODfRiovg+AO7Y0AIwMDQAAhnQ1GGrSAAA0n/87Hpfc4QAYGhrqBtDFzSqAxnP3TjQw/caNGzgr8sfZ7atxbtdanP7KhxUTfOPGDQDASJ8ejxRJGBnsNwlgb9ZlNOxejM7LR9GZEALAAGr3D7Fk3/T0dFYL6Oj5jZlyA2jZOAAyC88cgJMRmE4/dNCB6bY8zLgagMx1N4BsmxCAxu87Gxud2yPPtMePHzsVODeA4zOrABrPXO6MwHRLM6m7utwAWjYOgMzCMwegqcB0OhBdL78N3aEvyJLezryXG29gurMhshVA5np0dLRja9jFzSqAqampLFkKTO8rz4Pa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