<snapdata remixID="14975509"><project name="Kaleidoscope Starter" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AexdCXxU1fX+3iQkYUlmEiBsWSa4gIIQIBCCIKJ/gbrvUqsiQrV1q9Va22pF1LbWqrWudWGp2rpUsVq1simCyA4BBUWFbCwRIRkSDJBt/ue7b95kMjPZZpJZ4M3vnffuPXd9J1/Ovffc5Vmc5s+UQBglYIH5MyUQRgmYAAyj8M2iAcvqR18y5WBKICwSKCqcBVMDhkX0ZqGGBCy5d1yj3CWfbsSqv8zD3s+/UX7zZkqgvSVQWbEahTvugaN8ico60z6zQQOmjx2G0Xdei9RTTlCBxq1y516wmSY4+TxqAGq8oPlsNwkQYEUFs1BY8HvwefhwUaO8E5NyYe//IGzJZ7r5LTbBiWmpoJYkOPkkQH/YW6ZA+fU7H6sn/e4cTccxIQGCiyAr3TPXDTYCLDNrJuxZD4DPhITMFmXRIgD95dA1NUWB8sQLJqgn/YxHDWnQmsdfUeAsXraeQT60c+UmH57JCI8EHI6lfgsuL1sIDhTcJNqNoGNkgosg691nWqvBxnTeFBAAvTMx/NSQBo267SoFzozTRhjB7qfYPd1u0xEpEnD6VCQ5ZSLYT3OTaDeCzidiEIx2BWBr6+Gsq0ffkYNbG92M18ESsFrHwums6+BS/GcfFgBqMRaQ/FfJ5IZaApoWA00o1OWyPAtvoab62jqQQl2uWZ6SgM/N6awVDVjrww8FIywAjOkUC1IoXtAso2UJaFonkFqO2f4xwgJAjpTb/1XMHIORAEe6waQPNG1YABhoZc10HSgB30FwBxbWkLUJwAZZHNsuLTyvbwIwPHI3S3VJwASgSxDmIzwSCCkAw/OKZqmtkoDZB2yVmMxIR5kETA14lP1Bo+11GgNwzRpg9ovAxg3R9h5mfSNdAgcOAEVFQHl5o5o2AJDAkxkKlBQDN98E/Ox6nbZ9pSdg+JzZ7QLO1CEn6nma94iRQLfE4cHXhSArFvyQmFtlJbBpk06bNwOHDgEWgRyByHAh8cl91SpgVK5oPwFYlUQakQP8/Xnghp8BCxeK+1lg+gzguunAMKnoihVBAfH7L76VQs0rkiRw8ODGwKtD4O3fD1itQEaGToWFwN69gN0ODB0K2GxArcw3E3w2m1sT6gD83W+A5/4OPPW0HulnP9crQ7DdcivwxRe637ifeqqAVZpqw9/Gp7O+vo0poj16FNTfGcQwmKDq3r3xS1ZUAMcdp4OSIZmZAMsYMkRvirduJRcW1d8bfIoOPrJOOgkYOJAundj0Dh6sA47um2/U+U89A7DPqPvMe7RLQAvwBdinI6iYnM0swUhKStKBRj4pMREgj27Gp1s0pwVrVusqkgEkttEkopVNLZteakQ+SU+Klty3jzGBCulY6i7zHu0SCFQB1tTob15dDRBY1HQkux3gk00zY2heCCcABbwWvNTExnQOONjUMrEnMSMOVMhLS9fVKt0mRbcEvPDR6pfp3FmPygGG7mp8Z9NMjdiYq/tKSqQJvkbfF6xzWnln35BRBwzg3aSjQQKBakA2rXx/q5X3tlF6ugAwtlPjRD166FptuIx2G4f4+qgNqSl9Q0xOtEkgEA3YlGbzfnebTed08sKa4EcfBde62nFG++47oK5ON7fQHwZa+8S/sPW1D9W2TqN4ntzAhawkcz+yIRXAe38ut00aJw8wFv2le+aguOgP9IacVIHUjhxTsJ+oGHKjXx46AD21YEwMkJ8vQU1cHAlzpoQ2nSaiBMLe+toCBTiexDDy1itx8pTJalunkRdPbjC2fBr7kcu3l8AAoxHvWHnqwJqLw4e+BbdKGvtz6fY8eYD+3n2uQ0bm3Y3A2q5yIphkRKtmOprKmOGi8dzBLrcOQDdXHBzpvjRPHB4XZ0Zou8vPBzaKwXLdOiA2FiCPJhyPqG11fvaQ/HcuWy+Am6QAx5MYWptHWt5QGGAs3fgVipauw9G84Z2arbxsAXgEhg6safAEW0ty89xMzk3nBTvubkgSSB+QI1mCj2ByOACCzOGAsvfRJNOQOyADDnBU7MkTt0UIapZDOVw3gszlVA8aqGmayc4GbroZuOpqxcYmAWSuzKDovjbdaYzesWgVxvxG/jv9bF5vU2YSufewgcg8PQcE5bqnXkXxJ+uFe3RcBEtRwX0KbMkpk8AjMIJ9s+SUicjq/wfs3/eu4EUmBgLpAyYniylODM6sTFoaYLcDNhtAQNIkA4+fw+HhEacLjDoA3/uvGJXFHih8dT38CJAvmk55vG4niaG6paG3VxJvr5bYGW9M+RX6nzXaO6hd/Dk3/xhxSV1Vk94uGYYxk6KCWdLYWKWZvQ8d8eve43xszj8bmkWAE0gBHC8wHbtu1Ih0exM1IyczDL7Y/8CxhvgtyBUQZGUBn38uXteVlwesX+/yNPG49RZgjEzJNRHcHHvU9Zfhijceay5K0GG7V8nkt+Ty5kW/RDQensTBRf6GcfIGnDZdrJ4ddRs67ENkZPwisOxTUhpjx18uDgdAbWmEcZqOSkx4FhCZXIxgWKyNSKeOBT5dbvgaPwm+J55szAuzb8Ozb+DtK37tbnqH//xy1ae89O2/YuEtDykQcgS95vFXwP5imKvrUzz7ddwaSSL4vv7qOmQPXy6abyY4gGACNsWb888M74iWFfGmU2Qq11OBeYYTVwI0TxY4GqYWFI1pUQHZw3SEGvO8ZHI+eNs2YPUq+nTiCJgUIeCr3P09Nj7/Jgg+Au6i1x9GxvgRel097hOfuAtl3xQrQI667Sqwv8jRMyLkV7pnrurXZdpngnT40HYMPPlln9qx3zYke4kCZHHhH7Cz5DEcOVziEy8sDIKQdkGSUQGC7OBBuOeAyefgJC4OsOqGax2AI+SPlpPDYOD55+BeZDB8ONRKGILuBeFzmdb0GXq8MN4N4P1Qug/Drr8UBF9z1enaqzvWiW3RMw5Hz4UfrXFrTM+wULmp0cr2fwCaUDzLpM0uLq6vJ8vHnWG/G2npt4sy2R05QOTAgsAqLIQyybCptdn0uhOMhYW622YDbDbl1gFIJ6fXuMKFppUN0v87VfqBGzbo/byfXAX89AYgO5sxw0oc3ZaLNiPweg+XAVEra5N31zSfptd+xihJ7fThC7PDLza5LCSl+9l8uIn8rP5/dPtbcnBETCBWVX0JArql+B0ebrMBdjsg02xg/9DhAJZLV44DEZpsODomSF0VaQCgiwGufCGtWAlQ23HUm5BghIb1uXNFvhrdZvhpZluqGMG6UmyO3vEyxuegQMxB3vyO9u/f/x6SxRTiXU7Bjt+p5tib35KfecXGWuEo/7ilqKEJp9mO88TUiuNkMGW3AxzsepXuC0CvCJHk5WiW/bdA6zTixiv8JrXEhF4MGsSQ76c26Rl3+eG2jkVtWF29p3WRIyRW6CUf4IuXLN+AARedEWBqPVkgmlNPGbo7NVkwpaX2uhKcMQkmj1CmjQoAUvOZB1q2GhYS0SKDk+jQhFEBwM3z3kXamPAPgOQvGxWXLXkCdu96NirqGhUAbK8+Gg9HJ/n7yyy9+2k1dVe64Ut/we3P8zv3yhUBpOCL0xCDaPhFPACPVPyAzAkj20WWmqbJPLmGyj3lmH/5nQpwnB3hMq/+k0YrQ3VSRh9sefV/WP3Yy2DZ7VKwVyblZYuUwZlsGpM3rh6HhXfMxBP9JkqdXkbtoSMMCopSuk9Gbe2BoPIIReKIB2D+C2+BJpSghMG1i1wOxGmh0lIk9knG0GkXKMARfFyZw/WGLKNLDxsG/fhHyL39asQndSUL/NYJgeqP1vz1FexY8JkA5yVFXM+oEjVzq/wiRcVd+fA8xJWfh/T+v8TER2fh1mdvQe4oO2LfegM4WAnQbtZMPs0FcUS8q+Tx5qJERFjEA7C+rj54QZWXK8PokU7xcPbqBYi/d68k+SMfVBZ75+Ejzf6tM04bAQLVH4365VXoP2mMO7w16xnTx2Vj1NVnIa97LVLj65H03g6ZfVoNnH8eavOGQC134/y8aOxgXt6JumCShyRtxAOwXfp/nHuUOcn8F+arJhjJyeg6fAjWzn4XoKGUouYcpsTBHhk9upYKkd1u9MH7wNvzgS+ljznnRSBW+mhi6C9OeBNx036ln0wBDbtK/gZ88w3A3WRBFq5FQT/Qgnb8RWxWVivUal2vCib2SxXN54SWEA/Nngl06wb06QO4tCR4xgm3G+7aBUfhf7Bpw3hpGWWa0isfw7v382/w1vm3YufT84DXXwOKi4A5s3XtdvY5wEUXA5xZuu6nQHIPSeZEfHyGPL0ubnng1KgXu81erc0pQp7g2AAgxdqvH1BWRpebBl76f9j43JsAmzoSPH6iJcFzTjp3xm68g4ReQzD0xPdRs78QxQUPwlhQqVL87wOsffQlHF62Apc8cjMSz52EzYe7ABkCap6nw3N3VET9pmkaNE3DzuJH0au3a3W5HgR8ugy4/ArDF9zTGVzyUKSOeAD2yRnUbnJIk3lfcIWGR47HnzMO71z1OwUID7ZyVhz4DPu+fwt9+92IhM79lYZMtl+CjKx7UF67CkWfzsDqEZNQFN8DI++4Bhk3XQuceCKsmX0wZOr5+Pb95dizbit8fxo+3/Qj9Ei9tHHQ5k2wpZ3XmBeEL8k6JojUoUka8QDk9BlHn+0hjl1bCiFTBI2ySkrvDWdtnYx0NzTic7FAvbMaPXpe0oivPMuWIbm4JzLHvojc9QuQmX08wBG2Cmy4Edx1NTUoWCwDjAa2jIEWS9Nfg4QEuwdXnJKHI6tCHMFfXMqfnHJW8Bl1cA4RD0C+f78xQ1G4pPEfkfy20LqnXgNHrODGezHFGGm/2/Q1Lnz1IVg6xYA76pzOGhQVzkJKytmw2U43oulPrvoV8OG004A8D+3CZUccNAiAvDUsN0nZzxip7Ir8PJnDsVS0bSxOGboIlZXr9Hx5576cCWeIffBelBQ9RE7AVL7/Q1iTxwecPpQJowKA/CMmJCepJfeBCIeDg9pDhxuScpkQ16cJp3DxKmgWC1jGwcr1+GLBgwKCmQISL9FwYMAN/ASfpPN7EYS03bnyNuIwf9oVN/zrYezd/I0CtqZZULb/fT0K8z7pZN0t97r6qmYHOxKlyWtz/pnoFNdTldFkpAgK8JJyBNXMqyo0Rl/0+sPKgEtAeQX79dIozCX7nbvbwC++uyN17Qp1+gPB4mISfH1GHY+EmjNQtc/h4roeG1zNc5MjU1c8PqxW3gGHQ3+67jXVe5E5uT+6xo9Go/pLEw3+c/AsPVdce9b9iI1NVoOU6upSF7f5B+tPzT0kewm6JY5oPnIEhUYNAA2Z0RhcfbAKK/8812D5PDmfu/X1BXAU7lJL9hP79vSJI20suFm6rqZWaZu6uh9gtZ2GE84bj60yFedOsHQpkNgNaA34jEQEITfuG8fYCb+0dC56pl6BfrmnoKbqsAKhs74aePklYIxHcy5xeSV07o+0jDtQVfUVvt/7GrhSmnx/VLjjHtTWVSrN7S88knmWSK5cU3VjGp6m/wAAEABJREFUc8kl9u4pMpm35dwtByskS6dYnHzFJBjTa03lU9fXhsSUYhR/uhJfzS5U2rXg7cXIOX8MVt/7JPDkE0BaGlB1CJh5bwM9cD9AwzWJ+2VI997TEM64PHX2P28D776DovkXIH1Rd+xf8QiopWpT52Pfrg9xZE4+qi9u3uTCfmjP1CnQtFhwYKGo8AHJR6hgFjivbO//IBivqfeMZH5UAtAQaEZCHXJt1T6UGldnRGn2aUE8enUuwMmdB7vz6NF5C4qc8zDAugaLHVuwo24uNtXehjfK/ummN8tfQlH9PEWrHXEgvbH/3+5wxp1fGo+VDmBl1auIqZ6h4tTVjEWmdi0yLddKmUNgqTsVnBBBK37dtAEqHdNmWqaKm3QtkjXXZrJW5BGJUSyRWKkW68ROO3fvjRql71uhsZc0fYbuF7MK3n8P4Bk2zWRWvPMhpFblAdwReOllKm3i5F8gc3kWbHe8jP/7/XOo3z4ZfRNexOVPbnfTpY99i8ysmYrYJSBd/vQ2dzjjTpxzNU6YmoK8Ka8hbcp5yL18AlJPHw1w6k/motG7F0644UqsfUG0ZDN1VDM4338PsdvoaZmeBnIS3TSYFxZCxWsunwgNiz4Asrnr0gW4/oamRTpIjNfnnAvVfL72KhrNWrhScQSanvFbSG8f4BRcjMzNcvT60RLg3PNcsYDjzx6HIxUHQRONm9mCg6aW2tpyNLIh9u4NEEj5+UDnBGDAQEDTkHPzFPg1MR2WUfvOnRK3M9BT+rAcuaOJn90OsP7sEjQRJVLZlkitmE+9tmwBeCLDdNFy/OP5RPDD4B99yo8BRznwwvPuCD/88DksMV1hscS5eQqE/KaFRYBIrdIQAvY56W0NCAk+xrXZJvDRQDyccdknwJEjOvhcITFxnRDbJQH7vypwceRBIHEJWZr0P7mQQlgtXvwnokakrZKLKlpM0D4Rgs0lOgDIJpcHoj8hA4NA3piA9dhaWlmxFjaby8jMc7C5F5plcLQ7fjzUIgQPEw2LJAhjOsVi+4ef0euX9u37DyxaXEPeRizmP2c2cOFFUF8goKZl/rQbShzmXZq/TVyuS+yS6h/C5W3TgycU0LTDMtqUMDyRowOAtMN5zjwEIqurrwHmzpFW8E307nNdQw4DTwJu+wVAjUNTi6YB7F+xn+b1R+wj89LHTR6jQOjZbLI5J/h69LgQPvOvBPaqlQD7qGwmrVaAgOS3V6i1XDUZNGWyzB0v08HPTd0ufkAPanCHI6CkoU4U+QDkZyTY7LaDZDjPGhcnfTHPvLj+jza7kTKg8eSnpIB9NHjY8uD6EYT9BmagZPnNWJ8zEdavu4Dgg/dv6ccAT58d43WKGAFCoLOf55GmS88U7NwqAwoPXsBONsf8Jwo4g9AktISmmCBKYZ8miOSeSevWfASrdawnCyBIHn0MapTZOARISoIgC2qRqoDlYOVGHCh6H86iHSiLWYj0cU9hxLqF+HpnLepffBG7n5kL9Rmy3buA+W8Bp08A2CR650v/4MHwBnffUYNRXbKboe1DXit/2ifT9s0l8gHYTu+7q+RxdO9+fuPcPvwQ4CCF/TGSR2h52ULQaFxVtQ27al+H47sF6LK9Btbu46Fl9kev3lPdsU+67CxYZsxA3zPzkPK3P2PX2wuxcb+G8u0lahFC8Sceiw6YimWROMjg99TIc1H/iXnIf3G+y3f0P44JAHJkak12DTo8/6bfyTyrNIXVR0plluE+me5aq/bTlu6Zp85tybTPRJcuA9Av/TbYMi+AJVuaaY9+m2dWyi2DnZgXXkC/m6Zh2E8vRvJx6ci9/WpkjM8BpwY3/+O/+G7TNgXKqn2uPppoVpXW49YvbyhaM+L2SBK1zsgHYH0TsxptEHn1kT0yqMwGrpiimlpqt5KNd+HgxUMEeLPgRC0ys+5DYtJI9O33cxmkXNuG3FsXlVODQ6aeh15DByhQ1tfUgtOGew8cwfrHX2k4Jq5fP/QcdByq9pa1LuMojxX5AKRdLighO5HS/UcoKf4z9h9egtI9s5V2S6/4EbppJ8qU1rWI3+tEszMJ/CgjDeDPPA3MvFenvzwMkEeb3T9f0XkMY1zymhsArF2Lbv97B7lJh8BpwxFXTRYtOQJb/vUBdixZg/VPv47M00dKt1TqFdS7R37iyAcgtRaN0AHLUkNsrA3paXei+w/Z6L19ALB6NfDvN6A2Di1eBGRm6jvRWAaBw8Whc8RuZxh0jSm/G28CZt2v052/hjq+jml/cpXOYxjjkpeczNygzDvc3MRFsLTPkXvCCXraiZOBBJnpIGAfvB+Dnn4A/XduxYgZFyLe2k0G4WISYvxAqLISEG0aSNJQpol8ALLPRTtasFKhcZf2vbFjAX5a4qlndBBMn6Frss9W6M/dMgrlVBztdiw72HJp4mG5nJVhf49g4+YoPglUEk+ovedewDiTMT4+2FKhNmCx7OBz6tAcIh+AfP126AcyG1EpUAQ/v9t+qQNy0CA/ge3E4nwuAeex+LSdco7abKIDgBdfCvDY4KgVc4gr7nAAffqEuNDAiosOAHLOlNNXgb3j0Zaqde/T2kUMrcutw2JFBwD5+jkjgUUL6QqcOEINPHVoUnIQFExJNGzbbMHkENK00QNAioWacNtXdAVGr7zsP10kaVeuAfRfy5a5HLVHieYzXsYHgJ/9cTY++9NsPNHvLGUoLV3/pdpEYyQI63P4CLHXVcD9HZO2VIbAvUnMKN5pqBWb22rpHb+9/Pxn8qfteJI8gdTWcpgXzTw2W1tTdkj8+voqVFauBaczl32sgaf/F2z/rU9ZbgBy6uetS38FWDR1HO6tuxaBG8KLlq4Fv0TEXWiFq/J9Mgg5w7CzcaVzW+yDT4sRWabKGtWXR6CR4c0nr6PJMPEQOJ5lkV/gsTjVM8yfm/Y+as3OYk80bI/+4oWI53CsQuGO36OiYg3K9n0Aq208TpvgRFb/PyLruD9i08YJ4NSoUR0FwJIV+ShZvlF4Tv3zqa7vcOz6bJM6HJJ7HvLumobvVmxWWlEihvfq1UtfRMBTDgjEf8xrvj5cUjV1auM43DMyejRAQDcOCZ0vWYzVJC7V9yyV6wGrqz05vm6CjsSV1lzU4LHg1jdyaDhFhbNwwLEA9v4PqEW5SdbR4v/Eo3ANQ7IXw1G+ROgjxVcA5JclD+134JI3H1VM3ri3tufg4+F5PC6BSOJHARkn7GQAcarM3f5DQMgl+2xSvSt2/yyZFUjTDc2c4WBzzD0j3vHC5e/ZE2CzyxkTGqi7dAH4nT7v+lBbcnkagUfQkSIAeKzm5vwzkWmfqYh+UnLKJJmDH6b2XdNP0rQYdOlyEg4cWE4vLKXrt4Ig65qaohjGrejjterkT8PPp0E8oSBiQGhUiiDkkn1DoxGQnKu98WfA7+4GOBPBWY/rpjfak2EkD/uTTS9nTGio5kBigEwZ8sN+BCQBxwpSW3J9IYFHf4QQwTcke4nf2nTvcT540JNn4KFD38j8/DnSR1wHS9HSddi/rRB9cga54xQuXq36f26GHwdBWLB4lZ+QVrD++U/glptbETGIKGxemfyZv+vgozuaiCDkd9VYZ5uN944jbsYyQN7GUrgdoSnwGVnZbBPAjzIa/qSkMUhMzBHe+1BNMA/lznD1+xjpv9PuBTfK0O1N1Jg1Bw8pdqeu0vFVrjbeDkv6vz0BfKqr4Tambjn63DnAARktU+O1HDuyY1AjcnQbIEBafDnOSxPodYEte+PuQpZRV3dQNNpaOn3IajsNWz4/3813HxvnlDEvuVyXxqdB/XhQtuGRJ0fHPCyco+AVf5qDdc+8LlzpVuWeAjbVytPWGxcHjB0HPPesmFVWtzW1b3z267jKhZvRp10X3sGFb+2C47DpTZM+LDdJsR/I/mJwOQLMp7AQMPa+BJBfedkCWK2nqZQlxQ9jx/Zfg6Ngp7NOjXZVgOtGELqc6sEjRqBB14CK47oRjCNvvdLl0x+XvPkILDEW2EdnI03AmT5uGHiojyYg4mBFjxXg/YafC1hyoU4yYJ+Ny5ZamxXBxtEs09GUwlUuOdF9VEWzr261ggesS88eYN+Qo2eCstlEHoEcWRvpCGq73SOw7c6KilXQNAt4pqIt+QzYbKcLjYYmA42hwz5ulGFG5t1q8W8jpnhUE0wwiVtddTV16CuaTXn83DgKTssbCu6R9RMcOOucc/XVKBwscABhAMvIkWAj0EhGWFoaYKQz4h0rTzbNHD3T/meAik+SJyjpJ1DZhLNfaaRrDzlJE8psNK2TAO90ZNpn0uuXrNIMO50NpiXDrQAY0ynWnahLTxsssTGgYdrNDLWDI1pvYFGzTZ+hg9QII1hDUrcILsQTVAQXiZrSqDL9BCr/WQ1eiJ80PGtaLOITMt0la1qcclvqamqVw7gdcVRC0zTQCG3wmnryu2ujbr+6qWCTf5RLIDPrXnlDlxoUV1PXAQeN0Rqqq/f4RLGse/JVH2ZLDEM7frcxiIUBLRVihkeFBCor16t6Ussph79bUxgVviXnlh/7SwJqtoJFK33CqPWSs6TvJSEHivYobSlO8zomJaDhcNW36s27dBbDOQRRytdwK9v3HnRN2cAzXOwHWjLE/rd79ecGDzS3kDRNQ9ZZeWrul6tjODomzb/sTnTt3V3F75wiozLlMm/HqgRiO+lYiIvvI6aXM1Ak88Ekrn6hqSWlhwwuoclIuU6RIScn6mBLOQsWjmj3yHQcbX0MLF3/JUo3NDStuXdcgz3C45NEkwzjMT7BS7dJx64EaFTmChdKYKiYXjgSJlVUrBTN1zAqrqzcgMoK/YSI8rJF2LXzcTVyVqPgc168D3l3TgVBZekUg9WPyMS+5Mi+3rKZz6DPiJPE13Cxac694+oGRltdFlVsW1OZ8TtSAtLi+cu+NbzMrJlgU+sZNykpDzu+vV0M00sVu3DHb2CxxCpbYGwnG04e9G/FV0jgYoSSTzeCoIpP6ga6/33BL7DyoTk48cIzMOa308HmlweBE5RsmtPEFqhyCOR2/PGBpDLTdKQE+OmKAPOnAZpNLQciReoA9Vng+r/UXj9B4Y67kb/hVDjKP0Jq6pVKK3JeODllkipNAZAuNq/11bVIPi4NF8vMx2Xv/A2k3sMGMljAeQ14zklQwFM5ye3rr+VmXhElgXaY3iMQM+2/B5tgvhu/V5I9fAVIQ6R55kFPbH6NcMZxA5Ae9ukIxHYBGTM0yZSASwIKnNJUs8/oYqlHIwAqjnkzJRBCCZgADKGwzaJ8JWAC0FcmJieEEohcAIZQCGZR4ZOACcDwyd4sWSRgAlCEYF7hk4AJwPDJ3ixZJBAeAHJhqRRuXhEkAS5cDUN1wgNAfpWIFIYXNov0IwF+MoLkJ6ijWeEBYEwMQOrot4vO/ENfay5EIIW+ZIQHgDwOjRSGFzaL9CMBaj+Sn6COZoUHgFyOtXlTR7+bmX9rJcBPeh0VGpBbJg3iIUB082OD3vx+CTkAAAEASURBVIII08t6V8P0tyABbl7ntk7j0CS6SS0ka0twYBqQm8cJLmN/Lv0slaNbg66brm+hHJXLEF8aNtyXZ3LCIwHPbZyeNUhOBjg6Ng5NopvEOJ6b3AlK+slvI7UMQIKLYHv+OagvA23dAvdJU+ecq4PM3J/bRrEfBdG99yPTzzWFBKNBrQBlAwB58sALzwMEmKd8CC5qtetv0MF28iDPUNNtSqBBAjxijhrSIIKyIVQ/A5Hg9Di5waK0GiPl5AA/vR4wAUZpmNQREjAAarXquQsYGzSgzjLvpgRCKgEL2LyGtEizMFMCLglIU21qQJcszEd4JGACMDxyN0t1SeD/AQAA//9R+EIcAAAABklEQVQDANv8uzTdbFyEAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Kaleidoscope Starter"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="Sprite(2)" idx="2" x="841" y="124" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setColor"><color>145,26,68,1</color></block><block s="doForever"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMouseX"></block></list></block><block s="reportMouseY"></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(2)(2)" idx="3" x="841" y="-124" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,58,56,1" pen="tip" id="53"><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setColor"><color>255,58,56,1</color></block><block s="doForever"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><block s="reportMouseX"></block><l>-1</l></list></block><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMouseY"></block></list></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(2)(2)(2)" idx="4" x="-841" y="-124" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,194,194,1" pen="tip" id="98"><costumes><list struct="atomic" id="99"></list></costumes><sounds><list struct="atomic" id="100"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setColor"><color>255,194,194,1</color></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMouseY"></block></list></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="-841" y="124" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="193,190,0,1" pen="tip" id="138"><costumes><list struct="atomic" id="139"></list></costumes><sounds><list struct="atomic" id="140"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setColor"><color>193,190,0,1</color></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Kaleidoscope Starter" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>