<snapdata remixID="8724572"><project name="Rainbow brick " app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu2deZgcVdX/P9V790zP9Oz7TLbJvpAEwhIwzAsSVhEjAhJ92URBBEFAAWEIEaIEiWAgLhGiRCFixAgBgkuLgghCeAGBQEJIMllmMvu+9FK/p/re7rrTXdXP8/6eH/rTp+ufdOZ2na66deqec8/3e87RAJ3ckZuBf9EMaDkF/BfNfO5nEzOQU8CcIvxLZ2C8AtZvh9E3LC5Iw9Nmbakn8Ski/NryJo7kLFp5MmPMgZMwn/+X3njux///mIHxCljcDF0rLK7MBUQtr7hGC3NAb7IcO5atvMQZGWNOfMQY+f9jBnJX8S+dgZwC/kunP/fj2kXMTtnWJ6s2URJ5NzErdfhpoTfxWUcj0Gma4DqghVHpRJ5Dtf6E6VA6zZWyMvZJnM7fCHk+aIknJ9xJpPCS1OyfMh2ea8t8GF43jAatH9KZS+CpN63HTjoD/vDXzDFfANrEZWcc88+EPz5lPVZ2Irz3p8wxVxDa+63P8Z4JrTbyRo/3EnkhNRmmgCIXdNvd8GR4qsv6x46dAy8dyBwrDUGHscZYHGeeBU+9aD029Rh47dXMsVAFfGjxoIxvTj4T/m5zw56F0Ppapjx3nv0mJMzHaeJ3lhe4jUksZXfGmA9sDWt4IjR9aH2/W5bA2c9b3K8feoatzwl/B5q+bj22aR2cd0XmWHklHG61PufeMFxn7Ulw4Qb4+UWZ5wUnQX/mNCS+ODUM79vI86/zMHzFWKbAmV54x+YNCZ8ITRZvgSFlzWlw7TOZ8hZMhu0f2Ezgo9B0gfXYLXfAnbdljs1ZDG/ZKO01YbjP5oYXNsNrFq5d0ZycAiZnOaeAir79MxXQiZayrZqyWv9eP5mTtd+nrkrdAz+jT+Q0Tbz6qhPpQ2NEjWsrg3+YACfttX7hnvgYnPNnOaacEzJWQJu9yh9WwUk3Wct79AG44KrkmCmwvALaxlkQ84bv+b3O9Sdbm6sLHtL5xSWZY8GJ0J++qsuJavyDzvsnyXPSgl3+B90MXxnJvOEZHnhXXRnVCTwRTrIwE4aUe0+D657NnIz5k+B1dYlW5f0cTlpuPYE33Q6rbk893+SX9NnHob1l4dsYbtpXfo92/8mW8vQFt6JtX6mMyUlKXwEvbYafWKyUThfErDfBXBSGDTYr73Fb4a+Zm2AcQYjb+U7hQkabhO+ZcWxuhGU7M/9e5oN2G00NXw1N91vL2/hNWP6tzLG6Gmix8KmMbz76e7jAeqL5ynr4/mWZ8kobocPiuo1v/lcY/mgzgZVroTX1JqXkOh1zicWtHeBGwuzEWt6RrOZVbsi4vnoWsY9XLOfoHsJcbyPvG6zk29yacd4JHM1feNlSXpi7aeLG1Ni4dzOngHJecgqYUpCcAqrvUW4FTMzGf9YKuP6elHv3y0/fznDEKx55QRH0SFOowU7VCfSHYKAn8bWeUDdtPUVSTTSIml/cV9zNcJccc4VgRJwT13R26YpPpRVCVPzWWJWP+KFKU15E+eHqWjjoT4y5CKEj5OF0QmxKSlV9FBClT8irrcezX5yjYWAwZvhjuGom/kPCtyggxLCUF3O6cfaUpeQFKWRQhqR64gWEPhyU1+BEVwL0vW0BCnuGEmMhAvQg/IxY3IlzV0yR56Jfxgu6DxdR1NMt5WlESfqG0LcrREFM3GMIjR45psU9VA+ZvmI+MQak711KLSXsF/KMx+Ew529SvAyXo13I80KPvCRf3Ee9w3Rh8v0wIC9jylAtzoCQ53ahXB1MGc5j1N8h5BVCz4C4RXcEdLe5+w4EYVBMC/ndAwwUHRTX58qGBW99Cs44MzVp4z78YBt8aWnmmNsHERtf7PwwPGbj6yzYAtvPzpTnCEFcKlnaaKk7TEfEWt4sNvE252XIy6OKQQ5Z3tONCO/E6ridDdxOZhymgQnsZY/lOWF+ShP/bTm2ji9wBT/OGJtJKe8gHmj6EeY4mrDeAKyhmGvJjBEucDnYHrWINwLhOdD0lvXjXXUs3PRS5tjiyfCiXVRnLTRluqsJId+8Eb51d6a8ObNzCpialZwCmgryz1XA9fem1ug65jOKMC8dp5xA6a/+J3VVHkWBW6ceReUf/574Sy31tLMv8TmuOXCYcAe1VHAQsZvcW3gMDW//LfHZgUZcCVm3DB9LXYd45eopZB+HhTzdg6fNNDXVeDkozVo0dio1cRF6cKIRk8iM8f9STsaHCCHVa3H2ScPhIo9KeX/GWLUfDsoFYtboMnq9mxPnuB0QMeBveSweOoV9gecS/6srghZpTgKxIB6nGdmuKodD0ms5snUer1ZuTZzjccOY4nHMOFzAu+XvJMZq6mGf3HDnj7kY8JgrarACOmTY6Pi9Gi80tCTOcflgUDE0Cw53sL1CBLAD9dAjHgcluk5npWnSKYNRYYE5Kx+eLJQ36IdRJeC/eCK8KKMeWp0XXfws1flxDoYc5sSU5kGHkL/s2EE2788TY343DJvfmz1/kL/vlWN15dAiJqkoEBkfiD6VZp4lMw7jxEXMhoywkTDLbUzXr3mUT5EZbQ8SoB/5FM3bSXwK8zWa+G7aX8V/N3May8iM+Jfhpn2cd2KeHnYU0BQX/mD6sbHMwfL2TBNV54cWOwTmQmj6uaU41l8Ol/0oc6yxAXbaxECffBrOOt1a3o1r4W4Ls1Y3F1psYMhzw/C4jaczZTXsyozC4F4EEesoDK5wOdEmsSBkHCunwK27Mv++pA6el1qbPhq+GZruSv11XBgmp4BiXnIKaGrNR66ALs2ELpbqd/A77kz8uoGKJG2zsXfUMXdxiTE5+LD+HJdop1i+IJv0n3Ge9rnEmMNhmFTxtXzdz4BmroCqvG3xa1jqWGMp77H4Us53yIi/cg1lupt2zTTVqrznCHKK3BGnC91Q5uCiDrkCKq9irQ/2q5CsMvbcBXDKY1JS4u+mbf3BZTpfeiiJfpgXOKUedqkLgnKBv/6NzjmfTMoYj7Zct0bnu9dmyqudo7PvLTWKYP7Wp7bF2bxUMZNKEGHyKp1dN2XKcx2lE/m7+tvmDbueKyN6ivXGiOYpsCK5K1Em6YRa+IsZyNcUQ6s/93W0U5I7EnUk7emET4YmE4kbN7rtUlj6k0wd8XlgxAJjN74ZfhyazrVeyR/6FVzy6cyxfDPakzF4VRjW2piaEzfBnzI3wbirIGK9CSYv7GWwyYYIsKEKLrI4cVIe7BY+c8YRvgSaHrIeW3cFXLEuc2xmI7xjg5j8+ln41KnW8r6yBr5/beZY3QJo2W59zllheNJmAutXwb5MnFNzLUaPWpMRsvFCp9PMDgvXrpBsZIScApoPLqeAwirmFNDUidwKqCxs/84r4BuLTR/QMQl0Gc1O7JaT2/QEKdWZuuO6xhgtmvx/qRc6hH+oaTr6FMWXKMmDThEvqJw4zD5dIBLCwTT9lOHgEG0jATFWWgIdYteqazo7VcSkqBS6BWrQF+imdUiiLJoRNzF3sy35PYwMhIS8QCn0Ch8m5ojzQVzxjzxFMCzk9ZbGiHRI9MO4t6jp81JSA53y+vQyiMlYhhHKj05KzYszbqIzem0N2n5xjoYLpxJFiJZPw3VYOGcBShmVwWfd40Ubrk3JCyrozCAF5O0Vc+nGja7s+gfbfOT1irFySumS8iJRB+4PzXkpwE+fDGN1txdQ1C3m2YOTMSWM1b87n2BUKEIpPjoQn+NjHoq6TR+rAAd98jpCVFCqi5iRgaWNKvfbQBEexDyXOnQ6pMrpuMaHYXzNMPK/SwmB8AxoEizqjGPrqXCGBU0o6IV+O+Ll96Dpq9byHt8A51owQ4vLoEsqRfqZd4XhZhtf5zMb4ZcWlKRAHQzZhBEawrDXWl7Au56h0Uw2jJdGRrH27ZYSZptNGOtTrOXXZMZhJjGX3VjHYZ4gzDk28r7NLXxDbjLVaVrENF7hPcs5D/MlmviB5dhK5nErmUlsS8jjeSXeqp4cDgRoGlI2oGpecE4B5VTlFDClMx+9Ak69NLVR9z/xG/R3i8WPu+tgUK4CGowYpid5xGohKgBqzvHDE/IcHHh0c8mPnDUB95PClAWoI4aQp7udaJHqlLgQNQxJxKT7U0dR9GuBLhjkAbdCHuhsOoGSZ8VqW0MdHVJezO3BudckLNZSSZvEfPdOPJKGP4v8BmEIzbfvgHcBNbvELrGOEC0IExLRAriTcIfhPuChVZqhvUMfp6FLpCq40Ygopis2cjylsRcSY/Xo7EOYK41CaiSZwfh/hUenTcaxqqKfwuUSaa0eB4y5zWmeMbKEAZ8godYVQotEP/KjpYRcZmikvBgOS35lU8cneKdUIDper2EKzWN6ZzU7S0RuRl0D7JMb+8LhAL1+cwXML4VOKX7x3lJebBCImNsgKSgB+tntQ/yjTGDQ+XXQJdWlYihGW0AQDhL3XwKjneLzGX0jbK2V85KVjLAoDK/YmK7ibdCVSUbQ8KHbZIXMJ8zrNqbhLLbwJJlkhAAhhpKMF2UijY8/QLybVsdD/IxLLPKOqyjjENamOkwzTRahAkP+Bs7iIov85kkE2G2L6FTShHUCyrqgmyv6FYhM3sTMALxjDRAR/iQ0ifyujGPNuXDt45l/XzANtltbVn73W/j4J6zlXX8X3HNz5tj0xbDDJiUkGzF5RjO8a+HaBedkIyPkFDD1BHIKKKbio1FAVyBlgp040OUOJb7gGRyvnmb5iuih3+LoEq+PiH9LEZoPTTdRckE6EGPzeJa3sA6kns4veYbPJL7n0EzEJEAhI4rpSozJK7pff5avatbyfqCv5wrtUiFPQWAqKKVNEh3Sf+vp+E2c7hAoUPrxQ/00vqg9Le7XkCcvYgJ+9ijOtjGW9ECeiZdzmkOugApqY8i4P+jm6kGxAqrnTPfDDpXNZmzY5W89exacKrgNGcvG3cvgRpEZKydQfDyiEf5HpU8pCMxTj+uc8RlrBObq23W+d7scUx7ItGNgh+CTyOswb/jCp+M8cnoywjD+hhtv1nnvriQCY54TnJV2K82czwqSOJP5Oy4cRBVfTH1AYs+VvPvxj24rszmDf2Q80CAa/TZFucJVDpoOWXPYNi+EZRbppWUBaLczXbdCk5oPo1zNxu/AcovUzppaOCBd3AxlDMMXbTyTS9bDQxYpIUWN0G0DcCwIw3YbeflrYcCCjKDNdaO/mWnCE9caPgqaBFMp41i9BG6wSGxaNBlesSP6rYcmi5syhH/zFviWxUt75BJ41SaB6pYw3Gne8DgyQk4BxSPLKaCiuuGcAqZmI7cCSsv3n7QCPnC/aQvPufl+Ij6xcS+phLaUC2N4eaYNKaiAbkmUDPV00xMSe3bDxVBSQijq2Ut3SJgKTyUMSnmGpxnPN3eIWjlEJOWsJhjnQJn0KRPugomsVNXrHPLK/1d6oVWEeBxOnfhEBYEpy0uladY0jHLAiEcYh9NhwCEpha6YMUxbRKIzlaXQKuj/mjPOAb9KvCyDDhHJHwl005JEYIx81TEz/NOW10ffYIGQX1gJneIeY64YH0ZNJAlvCQyJuERrcQ/9XRK10TwQMZGGA0UR9G4pz1EBY2LSda+T2Gh96j60uBEGE+EQvaYM7YCQ58CDQ4aCEtdROglnh7iOABWMyrBT3OvDMWoiMPkUMSKRi6GaRgKS2OLBS1wJ7AxHyvFLZKSCSjrlrn8s7sTzgYkkhcinR/ry3f1BitpEzMiTCGTZVEh9/Dk415plxd3b4Mb/ZUrIaWF4xsbXmbwFPrBICdFCGnqPTQHXcD00Sepv6lHID5uOgfNUb1n+vSoIh2wSksN3QtMt6ZLE/zfcAxddnznWMAH2WueEcF8YrrG54fPXwWMWtUOKZkK3YEpnHLPC8La1PGdgDbGhTDaMlwWMYs2GOZ4wL9iEsU5iFX8gkw0zncXswDoOk42YfDM3cBerM25pDjNzCpialZwCpqbin6qA63+kbEePmJBKNjj66Ha2vJYE541ttRmir114iJdeqxIXXFcPLcI0aI44LSrYX1wDh8T67T12L7teahDnGLGHUXOn23NMC/1/M2puAXm10C22oLo7Tk9EqRblrIYhGWE/zQ3PVMhJc8KYQh44uQZ+L0yoizqISgQmz402mEz5JJEhEpFmY+Sc+fieEK6EAxcuBUwf/K8TyPuDKHFhpD32y7THWMCP80PTBBtmqFvKa21cSGVYbNk9eNAUU9jqmU7lrh1i+qhgv0R0Rh35ePdJNkiCWJDHYWla946dQEPbX8Rc4mQUE5IY6F1AWTSJ6HhpkYQDjRJqdAlBJK49TockD5TwCfz8NiHPZyBdDvM+GuPHMuIQOTpqVbOCWBUFTpMXWRqEDukxLOk7h90FIhri96BcHUzrr2VP8HUhrwpaZAJfIGIkm6omuPlTsMKi2qkrjR0iH3vinz9sgZMs7Kcx9vBv4WKLcLs/CMM2pvCyMKy3MV3Hb4YXlqm/Lj47FYZK2mi+P8zAsLW8CWxkD5lkhDzqGJRKkf5jVxLmQRvTdR3ruZfMkMUkGtltQ0b4HZv4uEUKqfG7a/kyV/FAxv3OpYo3bdJLs1U1W00VN1ict8jp5JWY8gIrv5itqtnKuXCrBSdiyUR43qYSWnpVs5wC5hSQf6kCOvGlvPz4XefAKlHTWUvw/+RbkVgBzdfCgYO4DEzHn3oUx5mfTQ2qmQXxtY/huOJ8sUjhJJaU58+HQdPUGAhMLCnvc0/h+KmaEG9uQuKLHsHxksgxEamYcsxZAhHT1Igrl3w731ZGhtUKSaa8en7CfgRiotwtAWoZkWY2MaalZoIv6E/zkKaksSk3/BX9AR7QvizkGefIn5rIFPZiZo+p6MxvYg/zSadIYE/fEa6OX8oNDpFm53BCXD6OWVTyNgrYr6AzT8VP5EzHH8XzSBO4Ml7GrUl0xgm6lHekw8mr+rgHnEJ0nm6A05NB+TR5t86BlW/LR69M0vET4IWMHBjxvadXxDl9hRlhsN0FLyPMZltTs417ydwGe/ExakNGeJJnOcsGitvCA5yNeHDqESKPHjteWSIZdGPGOcYfNrGQ88iETKpwckhJrlJPDhd5aFLIlurYhqlw0fuZPzWpAHZbZ3wSvg6a7rW8PNbdAFdkbgqZMQ3etSEPbPwjLP8va3kXr4GHLVJCqhbAIZuUkBPC8BcbT6dkFXRalL5zLHYTf9EOgcnCC21eACssLmROif0uOKeA5sPOKaCYi5wCKguASIfPrYDGlPxbr4Cn8lLKKZqaiqdDFbXkKX4QSqmKxmgtuks4BrV5sF8yOAwC6WSFtFATggPS1asaLmDML8oDJAgWCtAQGOxlKE+EQGprYL9EWTRdR9dMkLy8GlolgJLf08OARGCM4lhqFCbY20J/oUB0CmqhS/owjniMuMssUeCthCEprzQQpSOJwBipHopLVFYD7UYBbOMwozqiWtQE863QKjzobSK8VFMX44BXoh8JpqnpLJZPj3A4JsNatSHYLybJ5Y7TpZa+KC+Cw7LKV94ALUP54scSTFNz19ruG6RvRJa+qDKYFMI/jLqi7IkqDy5YCj1intsLu+ntTVYu88GIScPZHRwg3i9/K1AL/TIs5nEwNlZj3rBD8b0rSqBNIjr4IaIwV4snQpe4DrdWQ1wXoTndbZS/V8IwzQ5YYUFEse8SAuFjoMkCdDB+YOtn4IxfKsuW/Bj0Qb9dQdMN0GSR9mGc+rOfw+cvzJRXVAbdNikh3wjDt218ndM2wjMWKSG+OhixSQkJhaHHRp5zfTGxyywq2TcGYKcdXec8aNqUeVPGX9Z+Hq76WebY3KnwpoVTmpj0LFXNrlsN91rU5pi8CD6wqc2RrapZ40rYmVkhFc8SGLNmw6RXNcspYE4B4V+pgA2Xm0jI1qc1dkgT4KyFoaTpMniR1eaSH6txoh8QlvvsUJwtQWlPEwRKCfwb/P+pI2wdlrarLh9aRNjc7dSJVCvxi5rilK0+e3EXW/bJHJNEvMJEYI448jB/fKdcrAiJMrpi2XN5YuweU8D+EtNWVy/ax8uvSODeIA+MmLZVW3CQlu0yNyVYCx3yhgNRWoYU0+UymRR9pxxg+LmJ4ho0N4yYu8LYx/zofxZmSEPJmyl0Qq+ZA+OnnLgkxo6eXY93izA7DolxJJe8kRPm4vuLIEiUUMugdImiJUFcnUlzZyAcZfTJVIO2jx1LxZOCg2lEJdTGGe1FUyh7U4SDaqnioAy2j/hC+HaadRhLCdAhUyH25R1H/Q5Rl9CPi2ElKtHeO5uyPvFbtfjZLwkHw9EKgu1mNfhidLokAhOPnU51XJB7jaRM2zBMtj4Xedu8DC61SKtMYDp25IEsfS62XAhnW5ScCuVBj13piyx9Ln70M7jcohddSRV02tTmyNbnomkDhC38At8kGLFuFOIKhon2W9vqMm0d7XomGSHITPqxJiP8N6LkpdVxMWt4mMw4zCwW8LYNGeEZfsNpfNJS3iqu4CYyS4csZjIvYk1czUZMbqaBFWSWB5tDIKeAqSeQU8DUVPxTFdBtJPMnD5c7VfZq4m9j7PqEYtaUhc232cXQMmmSjSoCyRC9QLWVt0rBF55cDGcpuxV1oXz0XLhAYNDjEJjECqjmmJhVuuJPrcdx5hdTvzUOgbn3QRxfvVKaNaMqtLzWIqXio0RnkmOxy7fgXJfEtMcbhthxa3H+RXDjBQIjTKbubUAbMt9sdUzL+y30W+TNGKQA7V669esUeWIy8pnGsJIgnuBNyjs8n6d4HIkQjS+ixYX6Kh7VROTY5TA5mTP0ebyvmYnjCTqkFPjL+EbOcwgES62EZvz/1vhFrHSI6lOJ8tvynKP1ibyspSE6cmxL7HTOdsrOqGk5MDfGq7nbIXZ1qrrM1NNXwE80w28t8uccLojbNArJ1ueibiu0ZDYK0bQgum5NRsjW5+JENvMnMskI+ZQxYJNuma3NwINs5EoLLLiWavYrUJdqp9L7XKhj6zmXy8jMj2wkyE7JUEm3eWEm02Rj1tb6fFylhEeS5871wZt2UYQsRaVWnw43CPdr3LFoGrxig8Bkq2p2QzOstlCXeUvgDZuUkPSaPuNf9ZwCJh5MTgFN/cwpoPKu5lZAMRn/USvgvaxKeWO33bwMn8xxaKCCvbJchvEFBZCgniL2yQpMPV0hQt0ylyIR1TZNdc+eEkIxwVJpwMveZBUBXaNiSGWlGGUshJ9WRDUl0vwlPEin8r1YJW5ZFHxCAPbIjbjBtJmgkAwUcIGG4WpcftmXYjyph8lDhYwERLigoRb2JnNW4kY+sUm1r6qBg3Is0D3MUJHYSRsusxKFIa/vEIMFYtde0gCHpXvojMaIuUx5/kroTyIw3a10FIlzHONTQijy99GdJ+5fa4CIlOcxUlEktzcxWOlCbxXfqy6PczAZFvM5YMR0GEsmRenUZHhpQiHsEb/r9ccYrVb8/fJQCoGpmDjE/pisDBbww5D5fHvzhugdk2P1Rq0PEcaKOcf4MKaUtS8ohS6BwPQGu+nolwiMUQ3MLickW5+LbdzCUosqSz5cjNgUM8/W52IL5ZytJIwnF72QptGTrAWsrITGx2x9LjYthfO2pZ0AVBWaVezTR8NZ+lz85AG4NJOsQ91EaLEhXt4RhttsEJMz18FTFikhwZnQb5MSUhOGAzby3GvyiFxrEa5akAfb7cJYZ0KTTX/fVZ+AmwRbetyxeDa8mJnnnfhONmLyNbfCfRbJ2dOytmu1b7SSU0DxWHIKqKjn/60C/owHUzZu7iQYlGZtYetsXqsULRESy6Syos7fX8rrtYLjb3TPapGxXaeuEdPMTLVQNRyWvMlj9sHf6uVW3LAMCuZ83IEO/lortnUG9t0jAQnjJ8cqleLjVTAqf+vUfHg2CQY4x2HzfHwS/C7Z56LGg35AmKGAW2eoUolhVOZDq7jhTywa4reHpDlxO8c1CjnqmD6e3ynTI2vLYL8gCPj8UT4YURCTykpoFS5H7fyD/PV1iX64jeLZpiuhzWhl37syN6XMaD8mbljLH2XfgIkk4SuDXoH29J2wj96/SETH4YVhEwgYW+Aivj1Z1awGhmQeZbEDukwEhqiSunBWNTwpzK4DHy6lpEr06Jm4XhYECYOcG03mwFSGcLaaOToFlDCCuN+epR8jtEVULvMaZAQlK6SveBIF/xAuSLVS1SxSkBaGaf4crHhE0Wr5MVtKSLY+F/dthWss2rX6gjBikxKSrc/FnM3wlkVKiKMM4jZkhKxtBjbOheUWSQ11QWixS98c3+di3Gytb4bLLOISkyfDBzalL34ShkttbOt/r4WfWtTmKJsL7TaNQrIVlSpYDX2ZZASPtogx3ZqMkK2q2bGs5CWLdq3TWMJ7WMdh0quajScj5BRQ6FNOAVPv1UevgPnulG34zvIoq38lTVRi2RN2MhENV191ZWzjL2J8drmyg0oYbHGs3BjlpuXSRBlEAEmy845PCREJDzIr68wnomw5RzFrCmIy9eEo71wsx4zdnAyOO0p1oh0KAqOE251biomebdMA+wcz4UsiAmvUcU4lvtTkwwEbBGbLV3Gc/X15hwaYruSs3Pd1HNeILk9Gd6m43JDpEyag7TZdE2PXnkRgoms24/qKuqyb8mLn3oXzMVGoTxTXFH6FXjITrc3cragITHTeb3BtFxivuDpFnr8Z54BYocXdijG3toB43KTMq11h5rCFd2XtxsRqpXgwR+k3sV1bJeQpCMwU/Tj2aGZjxQQCIy/jntgWvuE0syhtd8Fk63OxbQUsbR5nfRL/8XlhxKb2c7Y+F3dtgZstUjsDIRiy7pZJtj4XUzfB+5mNQjRHFXrcmoyQrc/FAjaw3aJbZhGT6MaajLACUfLS6riDddxG5jZ4OlPZgTXPL8wDNFnkzRjy1/AZriWTeLmAMrbbFuScS5NNnelVWoCb9Ez+4mKfxos2ZJNsvNDm42GFKBw77phTnq1AZU4BU5OVU0AxFTkFVN+f3AqYmo1/7xXwj+emnAQXM1JEScw3mrUAACAASURBVL2mCu1AMhHC4KiYvkS0phHXAeEfhpjMgATTdU1Di5oh+nIm0SlN1JAjSGCf8KuMvGIjszh5DHT7ye8SOQSTmcIemUOr6xraHvN3J1DFHkmi7OkKEuoWO1XhH5nhmr59BRRERahkCkXsSvbhiDso7DR/tx4v+yTBMmh02NBFiS5RfNyM+NdQikfKmOKEXbIMqlHAo0H5XqKMheSn1kWrcLmEuTdSQ0YV32n6aCkRr0AGppTBLsnid8Y1XJI1YozVVMABme7s7xthuEDI8/tgWMmO9A60MpovAs51k+FDueF2RaNEXabvWVQNnTIsVtjTRm9InOMOwLBicYN6G/0yxSSvEXplYTSvS2e01pw/h9L6rLIMWmWkinyNuJn2TdEEnW6DcpO4YT/sEs/K8EPH+YD5NDNgUajbcNBViE1diLL1ufgCW/kxmXEYP0GGbdgh2fpcbOKHnIdJwUpeRxmFtCulfNXry9ZmYCOLWW5R7akONy127V/T+lyov7W+Bi4ze/SlhhqDsNMuqnM5NFm0eDVOXnslXPWg+gvi89wZ8KZNa5ZsVc2+uBp+aJES0rAI9tqkhGSrala9Eg5apIS4ljiIPm9d5Za0qmY5BcwpIP9SBfwSFSkb9xf+SADxahnlCvenihE6qFdMZrXX6DQuTquInonXJTDFdMRk1vBp9PkFmlJbYLZAdeluqjXThlSVwiFZYeCEjtN4v3RL4pzE9l2JyMxtm8TbFWI7VVNnpm96oi7GXCYoG6qEwxLsX7SviFfqBSnTiPYMK/GkhQdHea1amN38GuiWq5c/ojPsNtPitAoYkSkOp/SN8Jzsc4EbRhVT+LFi+LPMZqTGhcw+pNCl01ul2ODyABwWJv7MKSM8NSZdHY+RX2re8OIFg7zYIW1hdQkcFMtocUGUw3nKxJSVQbsINR2xoJVn35Qoi89ItzRdmMDkw+z4QObUGLmmB8QNewqH+aBXFuo0/uArgT5h+53H7ePDvyZzagzbb4anOma1M/y2rKDmroEBIS9aMUZfW7J3jMFOKIaY9DNO98LT8hq0tFZdYoEXRxj7PhfbQh6W9mT2ZU2QL+xW3ix9LrZcCWdbmJpQEHpsTFe2Phf3PQbXiJI0446iKui2SQnJ1udi4QZ4zSIlxD0JItZRGLzhQkabbOKP6ybCFRYshplF8I6oxJpxhK+Gpvutx9ZcBdeuzRybPxdet0FMHv09XHCytbz/XgU/tajN0bAY9to0CslGTC5rhnYLhMiTlYyQU8Dk08kpoJyJj0IBKzCREJfX7IS+OVLMMrcs3JzG2XqswMX5yT4XbohLM+Q16k6qzboVcOGJU+GcZAPstJD6zy7W+fwj0kS5jc6XwmwU5kOvGtdWEJhf/jTGuRdLBCZN3u0PxvjmlXIsUb5A2N3Ccp3Ow4opTHS7FGOffjzCo+cqfbIUBGbW96K88VVp8oz0hJgwn656nZF9ijwFgfFszmN0mcKbV3Ng7q6HG5PVrVyQrEw1tRDeN+lTan6M/sRlaOdskJowHoHRV16GdqsYM5qbJTtp6nNmor1pcu1VBCb24GM4LxdmwqhoYXZggdiym3BuEgiH0ZkzmkyprDkKx16zBYSoaibmL3Lsr3D/RXQdF1dnmsJowddwdQmESLT8EOfo7hnjd8EnN8Pv/5cpIdn6XBRuhV4LMgJBDfrt0jez9LnYfDYsE/7huKMsCO1228wsbQbW/xgu+0KmvMo6aLUpjZDW52Lcyaeuh2ctemoYsYxBm0YhJWHotEZMCl1r6Y1mkhHymcuADYqRrajUZ1jNL8ncBs9iEW9jvQ3OVtVsJVdzK5luwRJm8rxNeml6TZ9xu+CcAkp1yilg6r3KKaC6xORWwMRs/GetgNebOSGXXXgnkYgkRNZMg73Sf9B0PlRpECWNcFiYlM6iHvq6k8xQpSyo0QOjZIR4p2y77p4Gw1KeQyMWV/pc6FNAF/mmemURWqs4xwiAGx5D8ohVNOBsE75dIdMYlDm0usOJpsgrZTLdEp0ZrpyAvzVZsHx8p/Ehygh0CCdzCtPYI+XFdAdOpdP4BOrYKzP7e4byCB0WfprR52JMJV4eyqdgWEAA0yjjPdmHIxZ14mwx4z8N+NkrA/H9h0spHhWoiA8HIwqiUxIrxq+L8MV0NHZI38mFh3rleyoCUxGvJCCroAZcjOvlOSlSDG4hb1o5vCdRFl/cS5XDdLYTnFsZNakczGMsT4RX8vNhQHFrvUOdjAZE/GzyNNgpvQxXJErUbSIwxdXQLl3egp4e+kJip+/1ZyMjZOtzcdU2WGvRKMTpg5hNwmqWPheu/C1EBzLZMA5CxG3atWbrc/FpNvEri8LfRVTRbVPcO1ufix+xlsstO5dXs9s2f/hrNCEc7/RjHSdyBX/K+PtMArxj1/7VUUBT3Loc65oSjWs7M33qBYWw3SYSFL4QmiyqoRgXtep8uCmzZSCL58OLggifcWQjJl/eDD+y4ulmbdeaU8DUJOcUUEzFR6OA9/w89epMZS5DsjN466T5VD4v1N3YVnsUMsK+vCOof0d00a6hnAOp9E0HWou5/a4myEEJ4reMHktdm+g9Idq4mkt+b89xVEcFgbEaLwdTOLGHWt0MeFei0ypNTzGnk4dI8xfpm6aJmxY7iWHnH8T1+UDyJvDoASo0E3WvLIBWuWAf338m+4IC0UlEexSgYU7PFN4PieurLYf9kqLoj3oYdpmlKiqqoE2atXn7y3ijVtSpdrthWCksMb0two4KAdWEaqBNIjD5YzoDHnP37SmDQZlqcHxbHy80iDnT0miXCwribA+Kx+iogWEpr8QFnUpKSKzUgS47oZ85Ic5TySqhCQTBvOFFsyO80pssoBmE/eIZVBRHactXJqa4ALrEBB59ZBdPvyPRD7+Rs2KuyP4Jvby3R7piiQqk4iKCgbHxYZgv0swPLcgIBrs3ZpNuma3PxVZWcoZFzkAQL/3jmsknridxZOtzsZkJLCOzNVaZptFul745EZpsUic3HgfLTeJu6hrqQtBiw4NN73NhXjmsvwcus+joNXEKfGjqqXoK94bhOpuUkE+vhV9ZpIQUz4UuG4AjW1Uz32o3IzdYFBlf5IdXlIqm6hWGs1Q1W3kS3Cpe9HHHktnwvE36Znh8VbNxYZicAoppzCmgok4ftQKGfKZtvXzsHh7VRG8BBUBI5DeojUIMkxKRJuXn0QdY7rpcXLGhzgow8PDYdVzsuTsxZFQRGJMvX77uYUAzI/5Kugi/HDuOz3jMjCrVtf5xpJIvSJKAURsyicAYxf47HQrLQAEXflULnzZrJSKqEovjgaN0vvy6/L9HI7mxrCmAA+qCkEjTFK7F5ltiLLs7icAYZaDMh/Xd22J87a4kAmNOUv0End17VQTGnUJgvvnoGM0XyJxXgzMnSR6G1KV3RNh6mzSFTuMcMYGFM+J0vJuWAyNzauofH+ODc63luW51MLoyecEeSLo3833wujl/ifwYic7om49FW/aqvMk0BObrH0P7TtKtUhCYY6ehvWRmAar5MbHND+Jcdo1UlywFKrP1udi2BpZa9KVIkC9sNsHZ+lx8Ywt82yIlxBeCERtTmK3PReUmaM1MCUGrcqDbdGMnnKXPxYYT4aLMXSuTSmC32SBnnBkKfw+avpppnoy/PHgPXGlhqxtnwE4bot9dYbjZxlafsQa2WjyQogXQbdMopCEMe63l+TyrGBnLJCPksZhBm26Z2Xihp9DMcxauXTXZyAhZGq3kFFDqVU4BUy9YTgGVtSa3AsrJ+HdYAZ/6vOLFzDOTGqpr4hw0+lskfDvD1zFzf6unjnEwIv2MWeXwtjBDmqbTV6L4OjPq4F0RAo8FBtk/LMmVicZnpsZ0+/rpHZElH6bNgneFGdI1nT0qAlM3DfYINKUr2Etfv9zaOxQHE9hX2Ee8VyYoFM+CdtHQTHdojMVlm1njD76pMCTTIMtC0J5EdLwQUWg4ZXXQLsIPXm0WEV02SEs4yrLNrBFWYDLDEoGJVNbhbhVz5sJwtE3fZMxfh6dTyK9nNgcRO8Y4ThxKD+46JnIQsYXvG/JT0CYc0wABRpRi4QNtXvJlqY5ZTORt2ZkzGnHhOmDGfyZQzB6ZptnbWkjhsIhS5+NmQLm+4HAQvywgOpsA/5BhMTceahUExsCy9snoSDmV5MlWtQUO6FPUqkEvQtME+jGrAN5ORsL0dEJqczmsMClYKRVxaWbdV1NvxKdwlj4XW6+HM+5JP8MIAEG/Td+MbH0u7t0M11nU5giWQb9NbY5sfS7mboQ3Lfo0OOsgZs2GSe9zod7cdNazw6Jda4hGemzatd6IqLlqddzIWu62QGBmMYe3ecvynGxVzVaznBssukstoppXbBGd42jCIlZlFB4gxK0WSNUSj4Pnx6yZyelVzcYnpucUUDzUnAKmlDtbWb3/NwoY+rIZSHjhDXhXkBE0qiEiEeQEX9EkD/ipJibfmLEz6vBsFddrEBvdim0dWjqfwDaBahuFJ4fkObrbiRYxWz4Zy3ePXL4PH3cU5c8IM2skbxoFLpJHa+UMKl8W5rmGClolAhNzunHuMQOsFQRpSyIw/qOpe+9loVcJAqVpCg/1L6SqW6AV1fg5KDProvEAvlZzhS5H47A0PfHYx6mJ/y5xTiJXUDORmnL9BHya6GqeyJuRM+vWC6nUTFC2PA8Oy8udOXgGA3liAhMpIUqVk6MHjqM1XyJE5XBQigiOFeLymOl3pWXQIcfmHGjkrRoRHPYYgISCwExud/NBmQiPGASBQ/LxhkZc9PjM3AJvCfTLzf3ilhgv1okvGlC/khLC7M5W/lEqbsSpIDAVuk5blfk8okpKyBmFsFV6TkZ1FdvSHNn6XFRr2zioZ5IRnPjGPeCU5gDZ+lx8nS18R9YfUc8pIESfDRkhW5+LTXyL8/imKirxuYpCDtmmb55DE6LlfPqxgWlcpFSvT45PwsFu1ZlVTgxXOWiyCfmsmw1XWAAFM0vhHQmVpV9D+FZosqjxaHxvzTfg2m9nXve8I+ANgZhmHD8MwxdtojrnroLHLVJCqhfDQZuUkGzE5LxmGLQgIzizkRFyCmg+s5wCirn4aBTQVZcywQHcqU7juu8xnANqaplpqSu0jXTpwnlPFJGUq4BR6NCpmDgBLojzlumP86R2rvlUlc3ylfGH+bHjYiHPaCwpfyqfQkaVFUtFZx6O/ZhLnZcIeWkIzH2Rr3KNWyAwRm3IiLQGZXqQds1sJqiAC/x87GQu9IgUUkOeAkhwT6SO693CdDk9EJVWtx4H+xymqVEKdrGpVOO8Huk+KB3NDRmrZsBNSaDAaM0iRUwtgveVigIk8mPEJT1+dZxz16kt0cwJXHFVnOYfyTFlkmbO0HnrvfQcGHFN39oY4evLJcqS1ijklOujbL1Hkg5cZuHq8oVx9r+mIDBGfoyseDb90THeSiE642/YfU2M4fuSOTUeiIkJdExL75bJYlZYRLqNzXKylFf6Wp6tz8VWv58zhjNBbqOGdr9d+maWPhebl8MyixbBZYWptNgMU5OtzcD3N8BXLNIty+vgsE1KSHqfC/UHj18PL1ikhHgbYdQmJSQv7GWwyaai2NoKuErBEZM/NrcQ3rQj+l0CTQ9lzEPiD6svhhsezhxbdAS8YmOrs1U1u3Ql/MSiNMKUJbDLplFIWk2f8QUqcwqYeDg5BVR0NKeA5mTkVkA5F/9JK+AXbjdD1p9ffQ4Rr9i318+FD5OcM8Mn00weXukcaJVx0OLeDroKBbNFM6pkKqa11NNPR75w6FzzYFS2LUt0TFf7XMxyo78t2BgVxTptRtpm4iQjAG7GJcobIhw2aDDGMa8U3hDRdadTJ1anIjA18K4ogVBWO8xBXZad8BiIienLDucN0jUq0Zm5c+FNiZhoMfYqyA8NU2G3QEwG8nrpGEzmuYyPSxzK72dsQCI65XPhkJjAqDPG/pgSX/E3woCwyf2lMaIdksipBSCqBOiN3nbdomyHSzuCeEyYSd3jQhsziqeII8BkRiUCE62sxNUqQmlugsSVIlCR4km4u8QDqmMeBxEPJOb14xyWJTYSZVkmckgiMAN6PvkHZfd5ChjCTAsY7PCQNyD8ublM402ZihmJuXDvN+M/DZSwV+bH9HYVUtgn3Ic8fPZhmGx9Lj63DR75X6aEZOtz4dlSwNjZFvkOIRf02PSoC2fpc7HpYjjPwtepKoFDNuyVbG0G7nkIrpcbntRjNxrETIJWm9ocl4VhvU2c48h18KpFoxDvTBi1bhSS7w8zMGwtr5Y17Ldo11rCAjpt2rVeSZgHbRCYS1nFT8iMwyxiMa/YsGGyEZObWc4KCwRmDg05BUzpU04BU1PxT1XAFY8pqPGcGTAozGn13AO89GYSrTDSLc1cANe8fex+QyIjRnfyZEjdEWdfMs8gscZWQrfIfeg7toWel5LAvQajpikcO04j/tdklaVqGJIh+kQcxwT7iVVCVJa9Oq0KnhHmWNOcuHSTUBltmo0rLColBBTUJu734BiWlaOAAsoZlh2aev/rOAq3CrNoEChdSgpCd9V0il4VY5VU0yURnajbi+sDcwdbSQmdSQQmOJe6fwgT7MZJRMl2ax2cQWWnQHSqKUjlzYzG8vEeMOMwpbjokKSD4bGPURP5c+IcDw7GlJSGMhbglytdDToHJGrjoYQq2cfDOK/EA50ydaExehqjLhF2SksJYf7okXR5BQm1ugAOSvCoOFqG22UiMMUh6JIew7zOmbxdIhCiBC9UccXqe1zsCwlLUWW0RZF0A/9YervW5mthxRrVyIjPiRoqNqYwW5+LG7bCaovaHJ4gjNmU0sjW56JoM3RnkhEcWhlx3ZqMkK3NwFI2ss2iXWsxdXTJSqzpk5He50Idv58HuRrRp1g9Gmlgp0XHcOM7opS5BUxgFKhkKVeR2XNsLgW8qfhi6m9lq2q2Ot/FDQOZz3FREF6xq2ySparZyk/ArRYdvZbMB5nPljEX6VXN0sgIOQU0ZiyngKbehD9qBcynNGULh753Lc77firNhpdocpk3GoUo5QC9eIjIP4ze9TO8139e0XTFtF78Izw/FPkiXtyMJoW481Km3jQp4s0cnfVzvK9fmPgs3g5TXiTwIJ5escJ40FIIjEYxLllBwBgT2QnivBk8xgckq0AZnEDzUpfE7+Mlh8hPUBGYQqoZVuhJCXBBmpSV0cdY6VLkKZvv26J3cKdLYNBeD4zKxWZCvIY9DjM1z8iPSaIzj4xeyee83xP3m4aY3BY5hjvcwuw6FYri9HgeOxxmHUGDDhmTiMkvRkN81ittnANkOeuEjJvynKyS3VB1oxKa9B6OyIP/UZPlFATmsY/HOf95awTma6fE+e6f5Fiihadwg46eqfPyLmsE5pEfRbjwyiQCk4WMkK3PxcNs42Iyt8E+fIwoUNx402Df52ILV3I2mRUqQ3jpsU3ftO9zscmRz3lqlWx5IVVOODSu447yph8DTX9Tr9j8vOFMuMiiseSkcthtQZ80zgxvgCYLlMUYu/d7cJ1FusjEmfChTbfMb4Th2zab6hPXwJ8sUkKCC6DfJiUkFIYeG3nOVSFiN1kk4ywOwYt2+apZeKHN58AKC6LHnDr7XXBOAXMKmPE65hRQWbHIrYDJ2fi3XgG/yOMpJ2tBED6UW+6aaCUulwh5JHwxJZA/dbSSUa8YW1gHryWLferg0cwizPMb4XUZp/UPjDGcL85JlL5QXi9fXycjBSL8MHsBvCHNhqbr6Er71wlzYbdEZ4J9nfTLcwyGypjiowZjHfRLBCZ0JHTItFaH4WPVmPEBz2wYlry88mI4nOxE6oO40mm8tE6nw4BvEjccgNeE8+Ry6URrVASmCN4VAfWK+jHaElwhIxbkgSElTBQapXtMViFbOBVeE9QYPT2MNX0q7BBjg/4+OoZlnkteEPrNcE2bb5DREYnoTFkI7wmSbcQZ5YBa5b24EdplVbPCYaK9MgfGXQgyP8Q4L2Z0OO+ThdP9C2FAyMNrVGU3c2o0pkBcVjWrqEBrE+c4MTqimz5qvLABh+ROFHMkvYgHoqcTUpsnwIrMyhcCEbMraJqlz8XWO+CM2xRNkx+DedBv08g7W5+LFZuh2SIlJL8MBmxSQrL1uZi4ET60SAlx1GnEW+xuuB6alMwh9fbWHwmXJZO4lYHGEthplz98JzTdkjlJxl/WroCrLHryzZwD71jnhJCtqNQ5q+EJi0Yh5YvgsE2jkCxVzZz+lcSGM9kwfpYwbNOuNb2q2Xg2TE4BE4qQU0DlffioFdB7tRnneHU37EgCHtUu4smUEIM8YKaEQFUADgkjeuqkEZ6NyeU6QWw0C31//Kh+ftcm7VpVMRwSZsPt0hmpUExXRSW0CaLo7DmtPJfsJp5I3zRtf2j6Qd7YIcs9GQjMQXGBDk+MPWoyRV4F9AgenWPRfva8IoF7gzGajI0AHQsPMfiaNCnuahgQ8uKBOD1DknCQ+EM5xOR29+Ne+F1F4ntGCQunEqCPLa7F+aK4Xh9VxGQtQr3Ag9ZnIjBBShmViEn/qfMIPit2li6JmSQff9+iYyh4WSAP5Uptw0heHm7Z7soYq6SU7iQCUzebuheFXyEKaJqmpj0+hbIWYTKrKeSgTNEc0Qrx7TX5hcW46ZLntQwtpq5d8PBFAU0zp2a0ezbFMfFb1WgclBELjQpqdZPHWOSM0S3VrDR2KgHns/J+s4Rhsva52DYdlu5IzpP5r88JI3Zxjix9LrbcCWdbmKFQIfTYEC+z9bm4cRPcbVGbI1gF/TaNQrL1uajeAAczYyoOxyTicWsyQiNhdtqA/cewjr9ZtGutYCZtNsW97yHM9TbyVrKGWy3ICPOZzesy5zj9YYlk0Bszn6HB2OZ0bpKl79QvLKaMF23bv06mSTJy0oU2e72sGM0k3c7RcgpozlVOAVNz8U9VQMcUBWpw50NcrGCujX7Glit7VdUn3zAJLtovL9gLcandibaQpsl04EWXy7L+i8+jfXaTNF1pncZ/dD2Oy0UXchdeYsngc4HRKsmk9Hsw0ZnId3+C+2rBfzekqZ3Lxy66B88PRfEfL94UcK/nlaJ1mWlnHpyMyaSLkSM34PurWOWEY2zulsdC38Zz+BtSnpNRuYfXtFqc0eQ8jM+PqefntCIQHdGFw5zABazkbVk30WvwMuRYCVPol51CEybUAKDkad+I/YI1zs8KeYZLpCwz18Vv4fuOb4nrMzaq0gjN0BvZockqDrJQZrKqmahcJlLpEp6O8ny/GjmW77lFMSa3F5KL1/x4Ea87TNNqIDCyYBc/G6nk8769Yv7SEJ2rXE7WykpcRnHNmFSXqXr6Cji/GV63AMYN3ynZTCV9fc3S56LEvZXOSCYZwUmQmE23zGx9Lr7MZh4gcxtcRBndNqYhW5uBjdzNcgszVEcJLQqLRL3l9D4X6th65nGZJHmqf2/EzU677ptFHpq6M9ueGeevnQxXmVXOUiLnlsCbdpvqLEWlVl8FN1h09DpqIfxdRlrSH2+2qmYXrIRHLVJCGpbAXpuUkPSqZuPJCDkFTMx/TgFNNcwpoPJK5lZAMRn/USvgTXwmZf3v/9gleGTO5iIaeEXmBSRSQpQ0xaMo4e+SyDnQUURoTOZmGFF0BeMojJWSJ6tiH42Dl5O+Exp1ik+kgAuUxssJOGTnciMtVonW1EdKwS18uKPr4GUZJnLqDmo00yuaPxlelwH1sqE8IgHxxQRDRdmk+wb7GMkTu+wFR8Fr0gxp8Ti60rl80lzYmUJg+ukvEGETtx9GlKzT/IFDDOQLWknZImiVsV1nLEpMokrGmG82DEoEptQfpaMolQhNTO00bvB5k8VOj/ajvyxMtRHGilSrCEwBvCvCLeVVEQ4bJWyNo8ALfaYfH5oYoScmx45uhJfFDt7lidETVKGuyfC+mMCIv5/WYRlKC4Wg20yd6PQOMTgaEL81cxG8JW446opwMKr03SudAm0i/NNV0MdAn0R0fPn2ZIQw9n0utvEJlpLJRBRxIpuqSFn6XGypcHB2W+Z5ITf0WNTUNm4kW5+LTVfDeRadTavK4JANYpKtz8XtG+B2C2ZL2SRot0kJOTcMj9uwTaavgx0WKSHOmRCzYcO4wuVEm2yoN2umw7UWYbEFFbDdIq84MYE3Q9NdQnnSj1VXw00WE3jMMfA3G8pQNmLyp5rh1xZ7i9qs7VpzCph8LjkFlDPxUSjgL7khZYLnzDJ5onNaSnirLskKGG8K57XEeKNOhB8Kq6BdxnYdOsQV8oCvEvpkCsexbX281CCi6MY2fVRZ8I7Lj/PXkOxzUQUjUl6CJKqmhFQ4iMsX+tSGOM8mAhwG+m3krJhL/pJ5YzyftF3V+XBQmK6AV2eoUjFd5SE4LJIajpzfzbb3DRA9yZYwTVLhlE7e3FUixqqr4KDYgrq8UT4YVfpmFJZDh3ARPPNa2PWGvHiDgTpsLuXdM9roe1egKeRVQZe44VhwjPb+ZMt1475KYVjIi3/MSfzPEk3RDF9C2TkvrILXhK3W9CqIygks8UKn/J0EklFCXO7ux06djedZwcN34sUILiWP0YVH4X1NrLZGd6khiehEigpxf2jGa4ooZgCBYLVPmEXZ8yLkY/BC4wpi0q3XUtQi9KWaMtqkvDG/f7wJbr4FVtyZuo7UB6OKvWyRmzGYrc/FF7fCDy1SQtxBiNjkIGTrcxHY7GFomUXIoswJ7XYITJY+Fxs/Dct/lXnDdaXQYlemanyfi3En3/sgXJeZE0JtI+y3qc1xTRjus7HVx6+FFywahQTmwpB1o5BsRaVKtdV06JlkhCIW0W3TrjVbVbPzWcljFn1gFrGEV2zICOlVzcaTEXIKKPQpp4Cp9+qfqoD3r4EHfmCxAjph2KaY0PWPwJ2fyzzH+MsnfwybLPpBu8anhIw7ufoR2G0jz73Wz/BVFitgsRO6FFOoSnzkBPicGdwwOwAAAHxJREFUDdXonk/C9bIilnpOgjhhwxd75AFYfp31DV9/B6y6PXOsYgLss+C5Gd+84BF42OaGZ98Gr92RKc83DXrNTujqF9zeR4gNWMur1L5Ot/6dDHlFiRZt1ivq+TzCE1jLW8ZX2YrIZ1GPIziKdzE7q6tjD3E/lyk4+P8BYtNH7MKwRboAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-149.9999999999999" y="160.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="131.70000000000093,0,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="doBroadcast"><l>FAT</l></block><block s="setColor"><color>255,249,0,1</color></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-180</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-170</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-160</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-150</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-140</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-130</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-120</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-110</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-90</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-80</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-70</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-60</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-40</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-30</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>-20</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-10</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>10</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>20</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>30</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>40</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>60</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>70</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>80</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>90</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>110</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>120</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>130</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>140</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>150</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>160</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>170</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><l>10</l></block><l>180</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script><script x="287" y="65"><block s="receiveMessage"><l>FAT</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="doForever"><script><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Rainbow brick " app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>