<snapdata remixID="14501577"><project name="L03 Pinwheel" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="L03 Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportDifference"><l>0</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk: branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition></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="false" sublistIDs="false" id="30"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4Aey9C5RkVX3v//vtGhLJA4EVr1PVKOqKcv9evMo/KojI9KNqcID4CA9FgyAEuOhMVQ9XIioqJr4Fp6sGVBQQMijKawSVgenq6R55CEqC3ph1o95LJNrV43KtqFk31xi6z77ffaqr5pxTz+6u6nqcb61TfXadx97799kw3/r9fmfvMsIXCZAACZAACZDAuhOgAK87cjZIAiRAAiRAAiLxFmD+F0ACJEACJEACPSJAAe4ReDZLAiRAAiQQbwIU4PiOPy0nARIgARLoIQEKcA/hs2kSIAESIIH4EqAAx3fs4205rScBEiCBHhOgAPd4ANg8CZAACZBAPAlQgOM57rQ63gRoPQmQQB8QoAD3wSCwCyRAAiRAAvEjQAGO35jTYhKINwFaTwJ9QoAC3CcDwW6QAAmQAAnEiwAFOF7jTWtJgATiTYDW9xEBCnAfDQa7QgIkQAIkEB8CFOD4jDUtJQESIIF4E+gz6ynAfTYg7A4JkAAJkEA8CFCA4zHOtJIESIAESKDPCKyzAPeZ9ewOCZAACZAACfSIAAW4R+DZLAmQAAmQQLwJUIDXcfzZFAmQAAmQAAlUCFCAKyS4JwESIAESIIF1JEABXkfY8W6K1pMACZAACQQJUICDNFgmARIgARIggXUiQAFeJ9BsJt4EaD0JkAAJRAlQgKNE+JkESIAESIAE1oEABXgdILMJEog3AVpPAiRQjwAFuB4VHiMBEiABEiCBLhOgAHcZMKsnARKINwFaTwKNCFCAG5HhcRIgARIgARLoIgEKcBfhsmoSIAESiDcBWt+MAAW4GR2eIwESIAESIIEuEaAAdwksqyUBEiABEog3gVbWU4BbEeJ5EiABEiABEugCAQpwF6CyShIgARIgARJoRWC4BbiV9TxPAiRAAiRAAj0iQAHuEXg2SwIkQAIkEG8CFODhHX9aRgIkQAIk0McEKMB9PDjsGgmQAAmQwPASoAAP79jG2zJaTwIkQAJ9ToAC3OcDxO6RAAmQAAkMJwEK8HCOK62KNwFaTwIkMAAEKMADMEjsIgmQAAmQwPARoAAP35jSIhKINwFaTwIDQoACPCADxW6SAAmQAAkMFwEK8HCNJ60hARKINwFaP0AEKMADNFjsKgmQAAmQwPAQoAAPz1jSEhIgARKIN4EBs54CPGADxu6SAAmQAAkMBwEK8HCMI60gARIgARIYMAIdFuABs57dJQESIAESIIEeEaAA9wg8myUBEiABEog3AQpwB8efVZEACZAACZBAuwQowO2S4nUkQAIkQAIk0EECFOAOwox3VbSeBEiABEhgJQQowCuhxWtJgARIgARIoEMEKMAdAslq4k2A1pMACZDASglQgFdKjNeTAAmQAAmQQAcIUIA7AJFVkEC8CdB6EiCB1RCgAK+GGu8hARIgARIggTUSoACvESBvJwESiDcBWk8CqyVAAV4tOd5HAiRAAiRAAmsgQAFeAzzeSgIkQALxJkDr10KAArwWeryXBEiABEiABFZJgAK8SnC8jQRIgARIIN4E1mo9BXitBHk/CZAACZAACayCAAV4FdB4CwmQAAmQAAmslcBgC/Baref9JEACJEACJNAjAhTgHoFnsyRAAiRAAvEmQAEe3PFnz0mABEiABAaYAAV4gAePXScBEiABEhhcAhTgwR27ePec1pMACZDAgBOgAA/4ALL7JEACJEACg0mAAjyY48Zex5sArScBEhgCAhTgIRhEmkACJEACJDB4BCjAgzdm7DEJxJsArSeBISFAAR6SgaQZJEACJEACg0WAAjxY48XekgAJxJsArR8iAhTgIRpMmkICJEACJDA4BCjAgzNW7CkJkAAJxJvAkFlPAR6yAaU5JEACJEACg0GAAjwY48RekgAJkAAJDBmBFQrwkFlPc0iABEiABEigRwQowD0Cz2ZJgARIgATiTYACvILx56UkQAIkQAIk0CkCFOBOkWQ9JEACJEACJLACAhTgFcCK96W0ngRIgARIoJMEKMCdpMm6SIAESIAESKBNAhTgNkHxsngToPUkQAIk0GkCFOBOE2V9JEACJEACJNAGAQpwG5B4CQnEmwCtJwES6AYBCnA3qLJOEiABEiABEmhBgALcAhBPkwAJxJsArSeBbhGgAHeLLOslARIgARIggSYEKMBN4PAUCZAACcSbAK3vJgEKcDfpsm4SIAESIAESaECAAtwADA+TAAmQAAnEm0C3racAd5sw6ycBEiABEiCBOgQowHWg8BAJkAAJkAAJdJtAfwtwt61n/SRAAiRAAiTQIwIU4B6BZ7MkQAIkQALxJkAB7t/xZ89IgARIgASGmAAFeIgHl6aRAAmQAAn0LwEKcP+OTbx7RutJgARIYMgJUICHfIBpHgmQAAmQQH8SoAD357iwV/EmQOtJgARiQIACHINBpokkQAIkQAL9R4AC3H9jwh6RQLwJ0HoSiAkBCnBMBppmkgAJkAAJ9BcBCnB/jQd7QwIkEG8CtD5GBCjAMRpsmjoYBAobM5sKqcwHBqO37CUJkMBqCVCAV0uO95FAFwhcmxw/2kvYe6zYDxVSEzPucxeaYZUk0J8EYtYrCnDMBpzm9jcBT/Um48kTCes9z6oevaTmyank+Mn93Wv2jgRIYDUEKMCrocZ7SKALBArJzOes6KioXLZ1Yd9TufniH6OZm1XN/nwqfSPK3EiABIaIQESAh8gymkICA0TA5X2t2kvU0/FsqfhEpeu5UvFCUX0bPp9fYEgaGLiRwPAQoAAPz1jSkgEl4PK8nrF7VeSO7IHp/VEzcvPTuxCSfgFD0lEy/EwCg02AAhwYPxZJoBcEFsXcLFYeged7dqP2GZJuRIbHSWBwCZjB7Tp7TgKDT8DlfUXlRIO8b9CaHRvTo/WmIjEkHaTEMgkMNgEK8GCPXwd7z6rWm4ATWZf3NZ5uhvdbzfu6kLQaeaDRVCSGpNd7pNgeCXSHAAW4O1xZKwk0JVARWVWZiuZ9KyFp5H0bTkViSLopXp4kgYEgQAEeiGFiJ7tNYL3r9yp53/ni9mDbwZB0OyLLkHSQHsskMFgEKMCDNV7s7RAQcCLrGTlug3jnB81pFJJuJbIMSQcpskwCg0OAAjw4Y8WeDgGB/MjEeX7ed0lf7zzcikn5Z28+1hjZJ4LMr7FX7nxOJlU55/atRNbVtfqFO1wLfJMACaw3AQrwehNne7El4PK+YvWmenlfNd5OtbLfJMyIFRnxluxTU8n0SUFY7YhsK285WB/LJEACvSVAAe4tf7YeIwJLamZV7Fw2kvfNJzN3WCOvtp7Ztu2n06XJUvHFwPIFVXlwKpX+PMqhrZXItvKWQ5XxgxABCfSKAAW4V+TZbqwI5FPpG63KkcbaC4KGw8t9i6g901uSzbmf7/1B5Zyndpcrq8hFU6mJHxRG0ie4z5V3K5GNessu71y5l3sSIIH+IEAB7o9xYC+GmEAeeV+Yd4F43uucMKLsby7vCy/3SyL6le0HinMSeCU8/ShC0nOeKMLQ+jxr5dtTI+NnBS4RV1ervK/zltHG+5F3vqjAtaSD+Fj2CfBPLwlQgHtJn20PPYFCKn1cJe87ubDvWyGDE94chHUuV5o+J3gcXvH98JZPXjL2vdtL0w8jJP0HOF9Ua25HSPp+lEObE1lp8oMNCHl/OGG9F1jR5y+q+RF/3jCEjx9IoGcEKMA9Q8+G40DAityldfK+ENk7ReUwRd43yMFNRYLHeornycT2+ZlvV88lzHax4iEkfQruLe1MZV5dPYdCOyFpiPAY7r9V1exnSBrQuMWeQK8BUIB7PQJsf2gJ5FMTd8OTPTJbmpkIGgkvditE9oxo3nfHyMSrjJFZXHtPNCSti95OUdlvrbcJ9x7miX0on5y4GNdWt2hIupDMfK56EgX/fPnnDT/AkDSAcCOBHhOgAPd4ANj8cBIo5331jS7vG7TQea7wQnfi/YUakbX6tXJIuviG4D2FkfQtcH2PlYTJujA2Qs4ISdtZUb0+n0pPB691ZZz3f0O4kcjCW/5rtP9y60LSxnyfIWlHjW8SWH8CvRXg9beXLZJA1wkUDuZ9tzvBDDYIz/Uea2UuWyqGvFd4xfdDFP9IxbxLAi8Xksb1bxNrzsj99OBT0rnSzDguuxzvdNOQtBPZOnlftP+EH5K2dp+6kPRIegfq4kYCJLCOBMw6tsWmSCAWBOzBvO9U0OB8amKvIO87uVAcCx6Hh3spxNfP++YW9v5t5dzUUZuPL4ekrTXqXVPYuOVZlXNunysVr3YhaZSfBWGvG5L2RVakbt63HJKe+TMV/SBEPltITcygLm4kQALrRIACvE6g6zTDQ0NIACLbMO8rohmX95XAy4V/IX6fwaGavK9Z8j6Oc3NizDE4/ytrnv5RIbX5T1Gubs7DhqAfImLLIelkOCRdFtmiC0l/oFFIOlua/isV8UPS+VT6SdenagMskAAJdI0ABbhraFlx3Ajk/fm+jfO+8H6vjOZ9Rc0dFiFpeLORvO/EfVbl+A3GXpL72fSPETLOiOhdVrx78iOb3yORV86FpK1ciTYahaSb5n1Rvx+ShpB/TxGSLtsSaYQfSYAEOkqAAtxRnKysbQJDdmEhVZ3vu915pUHzEB728765+eJHgsenEPKF5/lHiQ361uDxct5Xt6inW7bOz/yoci5Xmv4LiPXJYr0PoL3v1oSkF4ofaRaSroisNsj7lr3lckharN7k+ldpm3sSIIHOEzCdr5I1kkD8CKwu76vjbr6vW/+5QqyS94Uw35Q9ML2/cryyR7j5ITH6X+EdPwMh6ScKqdqQdEL0VfBkm4SkyyILMa+b962EpFX0+QxJV8hzTwKdJ0AB7jxT1hgzAvkm832lft73ZIjfZ6zV66Mh6UreF97qhdLg5ULS8KZfIqL31wtJb1uYftwPSYvcIyouJD27M7JwR0VkbQORRfvLIWl5UtXMMiQtfJFAxwlQgDuOlBXGiUBZmLThfF9Rqcn7qppvWOR9Jxem/1uQVWFkopr3DR53IempZPqi4DFXdiFpVXt2w5B0qfgG9ZZGce1JEOoHXT0oV7eDImvr5n3LIeliGp7wh1xIGt5wsXozCyRAAmsmQAFeM0JWEFcChVXmfcHr9xFKHsO+ujlxtFZr8r75ozIvNEb2qMpn0F5N3jc7P3Nns5B09sDsfheS9qzsRz2z+eTE3mqjKJRFthySdiI7laqdiuS8ZeSWXX9fABFe+1PSaJcbCZCACAWY/xWQwCoJ2BXO982PZC5TKed9g01OLc/3VZHavK9nr1fVWTH64kZ533ZC0pMLM05AEZLWDLzp2WtHJl4U7IMTWbT/cm0QknYPlrk5xbiHIWlA4EYCnSBAAe4ERdYROwL5VeR9xdprRO0HonlfXfJ2W+uvjhXK+8LbvBFgXyRLG85rJbK4TkIh6ZHMfTVPSQdC0oue/oPzut19lffBkHT9vG/ZW2ZIusJrlXveRgJVAhTgKgoWSKA9AmvJ++bmZ/46o6o2kAAAEABJREFU2EoBeV9ROXwyujrWxswmXPd2VTkze2DPL1D2t5DIptINQ9Ji5bliFmcLI+kT/BuX/1RC0iL2oXJIOv03y6f8XTsi67xlhqR9XPxDAmsiQAFeEz7eHDcChQ7mfZGPvdgu532DHPPI+1pj7xc178vOFx8NnnPlbIu8r/OWIZLHWrGPWSuPQIQvdfdV3u4p6clqSFrObRSSbiayDElXaHK/IgK8OESAAhzCwQ8k0JxAJ/O+ono9cq5X1Mz3tfZuRd43N7/3Y41640Q2N19sOBXJ3ZcrFS9UNWdDhD8Nkf3GSkPSrUS2HW/Z9YNvEiCB+gQowPW58CgJ1BDIdyXvO/2JYEN+3tfKEdn56VODx12+FiLafCpSnbxvdn6v/5S0UX2eC0nvGMm8LFjvwZC0MCQdBMMyCXSeQE2NFOAaJDxAArUE8qtY5xnepz/fN9du3ndk4ky07Od9sa9uLiSNfG3LqUiN8r7OW/ZD0tb+o/Hsdwsj6Toh6eLyU9IMSVfBs0ACXSZAAe4yYFY/+AQK65X3tbpLrF6cjeZ9l0PSraYi+SLbIO/rRiG3UDxTjTnHelLIJ9N31gtJe544IT6p3lPSDEk7inyTQOcIxEqAO4eNNcWJwLrmfRembwiyzafSN8pySNp5srk15n1dSNoz+grkmP9zvZC0myLlFu5AHxiSBgRuJNBNAhTgbtJl3QNPAAL4gFU5MluamQgaM5VKb5UG6zy3nu/bXt53aiRzlohcoCouNI1ieQtNRWqQ9/VUX9Uo77t9fvp7vrfcIiStYr8u6kLSE3UX7uBT0uXx4F8SWC0BCvBqyQ3cfezwSgnkkfdVkYxaL/RA1M5U5tU4vhPi1HCd59wa874u7K3WfgVtPG2t/cuPH5F+ZrD/2eWpSPCO6873bSWyrq5WIWl86XidC0mr6MkMSTtifJNAZwlQgDvLk7UNCYF8avxEtfpFCOBludK+R4JmNfp930J5HeWadZ6bzvdtkPethL1/83/lWVb0Px16qPxD9AlmF5L2Pdk15H3bCUkb0eNhP0PSgMCNBDpJwHSyMtZFAv1KYOX9MrdakensfHEqeG8+ld4HUT5sMrJyVX4kc5ltsM6ztJrvW5P3nbi7Eva+4pfFX//7b+Q09OELxtq/zScz16Ac2lrN920pssshac/an6CNbxcaPCXNkHQIOz+QwJoJUIDXjJAVDBsBiKyf94WwnRK0rZz3lbGlJc2EjifHT+5U3jePsLeIhn7e0ImwsfpNEUE02F42lUzPFjZOvFgCL19k15D3dVXhS8XpYnWbe0oatn4l+pR0tjTTsZC0IroAzntcu3yTQFwJUIDjOvK0uy4BJ4CKvK+xMha84NMbM5tw3M/7XnZgen/wnC7/vm807+sLTL11nhvM9y00me5k1d6NNucSak8UlRdbo3/nFufAserWOO9bvURa5X1z8MbVyGtg60k28fS+aNh7+4HinOlESFr1PPTqGDB6Mo9wP8rcSCB2BEzsLKbBJNCAgC8EVm+G2L09Wyo+EbwsYexd+Dybmy9+BPvq5rxRfKib98Xx11pjQkLuFtWwLfK+dcLeX7ciR8IjH986P/PtDWpfg7r3GyOzELBbUQ5trUTW95aXpyLVE1m0/yjaOsp68lS3QtK5+eld/s8bqngi5kH3xSdkBD+QQAwIUIBjMMg0sV0CxonZPbn5mVuCd0Dk9rnPEKVxt6+8Xd5XVUbV09DxqaM2Hy/Led/Jn+19TIKv5UU1nKcZPJxvuMzlxIW47nS04fLAKIpsnZ/5keoijtunceCt7ktATbh4fu+d3rLI1p3vu5z3bSSyqFfWJSQ9X/xjMCwg9H2zY+Da7fSb9ZFAvxKgAPfryLBf60qgUH6CWSCybwg2jFzoVnweM6Kvx766FRCSruR9oz+moEveblx4f7YUme87ktkly4tq4Hx1K3t/Gsr7upM7k5mXq+gXUL482ob1Ntwt1tyzZO3JqvpSaxZ/uJqQdCuRdV8UtEMhaW2Q94XHvR1fWN5mVcfzqfSThVT6ONjMjQSGnoAZegtpIAm0IFBIZT5gRUdV5IzgpZW8rxXZtq00/XDwnDX269bKHLzl0O/7QkD2iMrhEPItwesLLu9r7VvFaCgkXXBiY/UmVdnulnoM3oNQuJ/3RV1XB49PpSau9ttYmD7rsoWZBxPqnWDFe8IPSSfTHw5e68qtQtKtRBYC2VZIGl8u9qJf504lGyzc0STvm0NIeoPnvRT3e+D9ePlLies932sjwLv7mYDp586xbyTQbQJTyfGTrdgPidoLsnXzvjo9WSpeG+yHC/ni80rzvreL1Yvd3F3cW90gNnep2DmIXHS6UzXvW70YhalU5nXwJHOe6tn46G9bEZKeLK/U9RkI2Ptc/5qFpFeT93UNtfaWi6c0W7gjB5Ftlvf1f94wFJJO3+ja5ZsEhpUABXhYR5Z2tSRwbXL8aFVzs4jdDU82lPd1IuYqyJWmN7t95b0jOfEeeKuj1nohT7ZV3ldUv+Q8zUo9bg9v+Wu27jKXtXlf//qjMi+EWH8VnvFvjLVvuup5o89wxytveMrvXPKWRrVVSLrBw1WuntYiO31Dy5C06smoq/HCHU5kRT+ELyQ355H7xrWhDV9GlkPSckYhmZ514xS6gB9IoE0C/X6Z6fcOsn8k0C0CnupNru5caebP3L7yzifT16vKqKmT9zWqH/WsfW80XNwq7wvv79xK/W6/HGJ9PbzvUKh6Z5O8L3LOd6vq7CFPL70IdbzsyN9u2HPds0Y3olzdLjswu98PSVvv+41C0msVWQhk85A0wvVoY0ysNA1J40tJw7wveO1yIWlr5DlLap6M5rerBrNAAgNMwAxw39l1Elg1gcJIeoetk/f1/6FXudjWz/s+AA903/aFmY8FG0ZOdkZ0xXnfmxV53+3zM98O1gXvtm7eF95y9VeR3vmLuQO5UnHLksr+xUMS384nJ14brGOrC0kvzDgPfTkkPTEbDUk7b7yZJ9tKZF17ENnTRc1fWSvXuf7VtlE8BdddrlJeS9p/cA0HKlsOIWknsmBXN+8bDEn7XybcL0NVbuaeBIaAQHcFeAgA0YThIzDl8r5WJpGvnAjmffPP3nws/qG/U8ROT9bP+0q2FP5VpEIq824IzLitP9+3Yd4XVPdC5EJ5X4S9vwHh9+f74nx18x/gEnm7Rn4VaXupeJXn6dtx4Rd3pNJX1QtJe56MqZq6T0mj/aaeLOptORUpN7/3Y6pyIq49xeWW8wiTo1zd8EXhakQNThaV31pj5xBd+JvqSRSCIitWEZKuzfuin35IGpefX0hNzDAkDRLchoIABXgohpFGtEvA/8fbmHshsrvdqk7B+6zxdrrPudJMKO/rRAMi4/K+oeOF5MRrEEL+OAT4inrzfaVe3jeZ/qZVf1EN5x265vw3vOgL0cZpyC2HfnnJCZq1ugvidDGE6FH/4sAfZ8OGxaXj8D/y8fVC0u78eoSk1TvkOHD4qXj2fyC6cGmgi7LNhaRLxT8QK9WQdPC8K8M2X2TBpm7eNwdvOWG9F1jVo5cQknZfotx9fJPAIBPA/7eD3P2+7js714cEXN7XePIERDac901lboMAjppI3nc5JH0uxPS/Ty7s+5YEXhCDB/CxZr7vVCq9G2JzBETjXJyvbnm3zrPKqbJkQ2tJ7yznfW/AhZdH25AGC3fg2urWfkhabxCV900lOx+Szh7Y84vs/PSpom2EpJFfh7f/dGHj2KaqESiAV9O8b8VbxqUI35v9eYakgYLbIBMwg9x59p0EVkKgsJz3hQhdFrzPF1mxb3bhWuetVc65HzwwRu6Hl7sP4vDpynG3h4DMun0OuVi3r7zzycxfqJXTo/N9pzZOvEIQYlXkfScPzHy3cr3bu7yv30apeLX7XHnnGyzcgbZP+nQqE/LG3T2tQ9LTFzkbVfUVts7CHfBC2wtJNxPZdkLSYk7CGCAknZiDLVe4vlfeFZFVlQLYu6U2a6YigfmFovo23MOQNCBwG1wCFODBHbv+7nmf9W6qWd43IXsRkp524dpgt+EtX4fP/zFZL+8LLy6a9/V/uEDt50X00uh8XzX6VbFyH0RuSgKvfGpir8v71rTRYOGOHc8bPVzV7kqIdz08wNDDYK5aZ0MlJH3Ebzfsjj4l7c4n1P7/CHWv/inpFiILGx9tLyRtixDaj8GOadf34Bt1+CFpHKsrsvhC5NaSZkgagLgNLgEK8OCOHXveJoFWeV/15OFcNO+7HJKGUJ0ebMY9yQtv9eMIDV8SzfsaK1+3Vna5J4yD90Bgyj9vuFA8LXjc5X1FFOFoL+TNLud96z7AZX674Ta1+jXvd5aOUysnoO49OzaOPk8Cr0pIWlS+t3jIhtmyh3/wgq3Vp6TXFpJuJrLBkDS+eFyHyEDt7xgvzMB2uRxfftL5ZLq0M5V59cFeiuRa5H0r3jLuYUgaELgNHgEK8OCNGXu8QgLwZG9qlvdV1SuDVZYFy74ZYvrWaE7WGrsHHuie3MIMPN2DdxVGMve5T5MLRfcze67ov+HhvlNFMhBnNy3IP+b+5FPjJ6roDShfnivtewT7gxvyvlLnAa4dyfSkqByeXShu3/6TuV/9y+8ubsFNjxmTqBFZHHfrWr8HXxS2G7W3uVBv7VPSawtJB0UWrOpPRYK3jD6fKGrflB9J/33NVCWE3U05JH2YJ/ahMnvX+/K7HZHNlYoMSZdx8e+AEaAAD9iAsbsrI1BYXd53Bl7uPojpl4OtQcRm4c39Kjs/c2rweB55X2vtmBgJ/SqSE1kRvRZ1bctGlrlUMV+B5zcN8aib94X3F3qAq/Ds9AlG5YOet3iOLL+u+sncv+P+q9CnS5Ev/Sy84auWT1V3+KJwv2eXXoXzp6wpJL2GvG92vvio85bRz59Z8/Q/uyhCtYMobCtNP4xw/gSKgn7OgvM3XDn4hp1NRRa8QiHpaBvBulgmgX4hQAHul5FgPzpOYLV5XxX5XzU5WTff1+V9E+aNwY5C4E+Ad/d5eMXnRvO+IuZruPaeXGnG5ZJRLG8QymlP5TAcD4WeC03yvjZhbxNrz9l+YO4n5VoO/vVF1lvcgpD0JtRdE5J290AEx+CJfm/VIWl4stpkvi/q90VWRX8qdaYiOW9ZjGbR60M8tW4lLxQPbmbJ+zj6P4cjl6Od0yDCszuTmZfjc3WLiuwU8vrVkyg4bznheU7I4VRL6AlrnOZGAn1HwPRdj9ghEugAgdXlfdNfwz/+o571Lgp2wXlTVmzdvC9Cr3fi2i9m52fcHsXyVkhNzLhSrlQM/bzhjtTEO3E8nfA0jX11ayfv64S2ekOk4ER2PULS2mS+rxPZylQkcatjJTPhvK9nr1fVvYgsuJ9YrFoAsf2GVTneS5grwOtqY/UV+LLwCgj1d1cakvZUb3JCni1N/1W1ARZIoE8JUID7dGDYrbURcP8QrzzvK69303RWlPdV+SVE48Jgb6eSE++15VAfDp0AABAASURBVGUuTwkfT59kEJJGrnPrtoXpx4PnpFHeN5W+CmLk532D17vwdiEyFemqboSkR9LvC7abbWe+L7xl9DmU982X5+y+SJY2hHLkTmBV5TRwP7XyUJtjk0io7yUvh6RDX25cf3zmkalIhWTmc56om+IUmmbmrl/HN5sigbYJmLav5IUkMCAEEBb213mGCIT+IXb/2CPvWjPfN5/c/Cf4h97P+7ppOkEzp5LpWXhzjfO+qqEFPaYQFlXVjyAsXfPzhqpyNzzmb26PhKQbLdzh532tvWTD04uhsPeO540eLmK+acXeVncJyoWZ+5Erbjsk/emNmVC4duv8zI80YS4GKzQhH55KTvhznoNcchBZ2HMijtVdgjIbyfviOn8pTSfgKPvb1FGbjwf3WRW5KcrdLtov4aJZK7IN7ZzhxsEtFYpj1S0XeUraqr3EeLo5Wyo+Ub2IBRLoYwIU4D4eHHZt5QSmIIAQufrrPDeY72vFuxphy2/V5n3TN+If/1HbZt7340ekn6lq4K3Zmp83hAe4z1mD8GtoWpN7gAtt1yzc4ebvWmN34563u2lF2Fc3NxXJE8lDmP8L/gdusATl3E9ahaS931n8BCo9PGEsBB2l4AaPHLbcr56Oqugx+WS65ELxwUsqIovzPxU/7ztxZug8vGWEk9+PY88Q0U+56yXwcnlfa2UOghmKIORHMlOeyrEmoX8+6dbkXjIvwTi8RBLe35e/RB2sxOV9VRJniAhQyD3ZA9P7UebWKwJsd0UE3H+0K7qBF5NAvxJYU95XvA8G7XJiY0UuQGh0rBIarZyHaEBkpSbv+3uH2rtxzf/JRX7ecGok8xEcH4UYhZ6ebrZwx+KGDV/0VK+P5n2dxysqh28vFa9ywpwrFbcgf/ro4iEbaqYitQpJOyGH+H8FddyD/lU3fFmo/vKSEzQI9KgV+0N8IZjLu+U0q1eKOI/2YN5Xb89H8r6471O4fDZXmn439tWtMDJxH/p9/AZjL6keRAGe7lsQjs+JNWds++l0CYck9/O9P5AlM+rKJiGhucLumHhLUwohhx2hfLt/jn9IoI8JmD7uG7tGAisiAMFaxXxfqcn7Xjsy8SKIzR5VuycaGi24+b518r5OGG057+u8sWq/nZCrtcgJ24tcbrN6AgVj5esQ83oLd3ysIrK4rLr5IWmRHDxXN/+3ehzC8x6xtvF83zoh6eCc4mpFKEAYnRfrh4vx0d+2IiRtzNK5VuQ/xKr7xaI9/onAnxxC0ujziQi9V+f7Qsi/DpF9hSa80ENtzou1VrfAu96yFXVXqtn5nEwKnu4tovqxyYW9oXW31Xg7fZGdL36kcr3b55MTd6ONTYgIvN995psEekhgxU1TgFeMjDf0I4HCCuf75pvkfRc9vR7/2D+Wjcz3hSf7XmvtGASiJu+L/5E+aFXfjHBqNf/oBAVCfgd4fWOyNBNa07jghBwnEJI+D7vq5sRJrD0/KrI7kPe1CdmDc+e4RTiqNywXnKfsNZ3vOxcMST9oInOKXTX5ozIvhDDW/eUl6224W63eC9vfhmuPgbg+mU+Nn4hydcvOh+f74sTpENnTsj/d979R9repQN7Xedf+weU/dsm6XPNcbn76vcuH/B286juskVdbz2zzDyz/8VmpvtHzZBwcH1o+zB0JDAwB/LsxMH1lR0mgLoFu5H29hAn9SEBhJH0CPNkPQ1BeG5zv6/K+svzzhpPz005sq330luytKuIWy/jT6kEUppLpi6y1aWQtQwt3uLyvMbLbs3pOVGRduBheXt4JLaqou7mpSBBBfEGovwSlC0mrLt4goofBlq3uegm+/LyvzkaX0pxKTVwtCHvj+FkQR7fghWsD3TEP+iIYqMOFpI3oh3EIeV+E6SM52YZ531T6M6jwSJPQ0BeSqVR6q6g901uSzX4oGhW7rTByykvBah888jujUQp3nm8SGAQCZhA62W4feV38CKxH3tctn2itlPO+EUFxeV9j9We5SN43P5L+NMR3VK2GvGU3Qqjrx9gvyZL9mKsbZX9b2rDhNhX9eFRQ4G3WDUm7HLILS/s3B/7kSsWGIWnnyUK09mYXZtxTxtW70EY171s9iAIE9jTYkPNUz8ZHf/MffLJyFj5oIiEvk8jLE3sPbJxDPy4Inio0y/uKXCpW3ljJ+7r73FPPKrJTRL8SZbKc993vvhQIXyQwoAQowAM6cOx2mQCEoet5X0ks3oLWfgRBCT2tWxhJl6c7iQ0tGwkP9ySIyXbkTH8Nr+7dvpeMCiqbExP0+1Wq+p/FLM76QppM73Dns6XpT7h95Q0BHBVbG5J25xNin4EQ9260d0XNOs8u7xsJSRdS6Z0VT9bdX3lDGGvyvu5cYWT0KHiZt0JQz98+P/09d6zyhm13qdhZeNw1v+6ENg5DSHiscq3bOztsnbxv/jmbj1WVW0Rd3rcYDiMnvDnrP1w1XV1+09W1nPc9SUxi0n3mmwQGlQAFeFBHrqbf8TtQFUCVNc/3bZn3NRp5Wnf8ZIhDzXQnl/cVld0Cr0118SWi3vN/71DZ50RWAi8naBDbYxGK/kdj7eNW5dyl3118Y+ASaRaSdtdB/B71IiLrjlfeLsSMa8bQn+8tHpL4Nvr734yY11XOu32+Rd5XrBa313jL/oNPR2YjP9Poh4tFMy5c7OquvKea5H11ybsL180htB3K++JLxZ3o92EayfsiH5wT9fO+mez8A9/HvdxIYGAJUIAHduji3XH3dDEEpUYAXdjSJKTu7/vahvN9M++GFzbabt63Wdgbed9bjJUf5ErT52Tn51xo+uUePEWI7HcgHiFP2Y1gbqF4JkTu7SgfYf5jw23thKRxbXULi+yG2eiiGv6FRm8SMc+F1/qObaW9/+gfq/xpI+9budTt8yMTyNHqG8XzQkK+M5V5tbpwscqVzsN311beENndGKu5rPvVospB7POpzG2IEByJyEIGH6ubE3JVOcOrk/cVtVPgxbxvlRYLg0yAAjzIoxfTvjsB9Izdi3/w76j8Y19BYd10FU8ezpVmQj904P6xxz/qo554ofm+7r4lzz7m9up5d7spSK7shBCicSfKX4w+rYvwcd2w99RIxnlx43ZD+GndydLMu6zomRCPAsTly9GQNPKYu4zV42HPC8Q8/VBhJH1CoUFIGv2pu214ejGPE/8JIeNnYh/eILJoezfCwqE1mPMjmV1i5Qh/Hm/gDoSLa/K+7jRC2MeJ1ZvAcfvkwr7QNCGvkveNTBMqIO8rKoej7TFXR+UND/ctIvbNgrxv5ZjbV4QcLL5QM7bWm8WYzIGXyz+7y/kmgYEmYAa69+x8LAksirkZ/3A/Ao/q7CCAisiq6pXB4xCUUf8fe5FFVfNZP0wcuMD9Q2+NOUGt/GjR6v/MJycubpn31UjYeyTzMrX2KrTza1m0H4yK7GRp+l5FSFrFvsiFpKdSY8cEuiDbFqYf/5ffWXypZ+3/hsg8gpD0+dGQdPD6aHnRLdwBD9S1EzznmIDVEbl5eNqBExBGeN72rWI0JIyF1nnfOYS128r7Oo7W6hb1dEugaanmfUW3QphDed+KkGNsLw7dk5q4G2z/0DDvG8TC8oATMAPef3Y/ZgQKycznROVEExXAjWlfZD1PxraVph+uYClsnHixGnkAn/dKwhyH/c8RJv5xfiQdEm+32lV2oThm1D4gqtdb622BOF2C66tbo+lOTmwhvndYsQXVpf+KG5576KHynWjetxKStiLfU0n8XTQk7aYJTS7MnKoq7heTnmn+45DbnScuLV75VLruU9KFEX9pyLM9K5lgFfmj/Pm+t4vVi4NTqtw11ttwN453JO/rOKroFdEIAkLS5bxvafo612blnU9N7BWVmge4wCknwryv8DV0BCjAQzekw2uQn/fV2gX3/byvEbfW8l7nzQYJIFx8nbHySK5UPCX3073IzRbHRfResfLV/Egm5MkJXtn5mVOdiAuUAHnOx9x8U8HLhb1leb5vtI1Dn6E3QGj+yYWas8j7/ubf7WaI8ddd3ncqNfEO3B7a0JcLreg5ot71+VT6RifgwQuy88XPWisnw+P7Y2uefgzh2pOC54Nl37uv85T0jmT6/7PWfBV2XrJ9ofg/g/eIH5LWLyGUe0PwOPpane8bPJ5fU953OvRUd75J3lekzgNcyfRJonYKEYH3R7kLXyQw4AQowAM+gHHpvhPASt63xqMy/jKF+yFsoZ//y6fSn4E3OWqMdbnZKir3gBTEaROE6J245h/qhqStvEbE4JKlx/PJCTcPtn7eNznx51bt61Sfrs55veKXxV87MYaInq8iH84nM3dUG18uuFCxFQ8euX1pvZD05ELxod/8Ro6zYv8JNuxHP9+1fGt11+wpaeSCb8eFt0dFFl86/Lxvbn76XJyvbhDynud98Z2n9gEu1XutlbnJ+aJb3KPa32CBZRIYVAIU4EEduZj122uU94W4wTvapKqhvO9UcjM8SLkUmBaXrP5VVGT9tYabhaQhgBDqI63IflGdsqLjohKa7oS6RdT8q4r9N+sdsiPqyUJEv6wISavaFyC8+ng0JD1Zmv1hrjTzctsgJL0s5BPW2veLyCfhoe4NhqQbLdwxlUrvxjeHP0D/z8F91a3gQtK2f/O+yFOH1nmGHUVEAf4QHEN56qpBLJDAgBOgAA/4AMah+4WR9JUQ2dEN4p0ftBde26i4ZQo9GQ/mfZ3Yqnp7VOVvTEKPhsCNIO/7VDSUWyck/dFg/a48WSqmxaq/4IMndv/UUZuPd8crb+fJKkQWnxvmff/vb2QcfZgznv3uVCrzOlwb2nKlYtOQ9OTCzEet9dzPAr6sEpIuNHhKesfI+Plq5XQxJvwU+FGDl/dVkQmkAzIhWPwQIcCPg0yAAjzIoxeXvi/pgzDV81RvcqFolKWS91Wt/cUiiO2tuOYx5FLPc0sbQkRfjM9fgCA/iFDuZ1AObc5TRJjzrWLt5ThfE5JGGDcPAdykohvUW3o0PzIR8oSzLfK+y54sQsh6gYp3M7zhm0MdwAcn5LZpSHrftxCSfqFdDknjC0nNwh3OwzbW3OQZ76Low1Ww7W7R2rwv7L1RVA6HjaGpPbBxDfN9mffFkHIjgZYEKMAtEfGCXhNwOd+E9V5gVY9eUvOkexpZTTnvm52fCf3G7lRy4r0qMioJk5XAC17mOyA0b8KhiyA6085LRrm6TS4Uv4x7jsO9G5aW7Pfz0aekF/Z9S71DjsYNs/CIrykkJ+5DubpVRBZC3jDvC5Hb5bxlFX0JRPhxJ5jVClCohKQ9kR+qmG/DY3+LBF7LbUyAw1/i8BH62w23BkPSxnpuwYtd2+f3hQR+KuVC0nJEvbwvQrznWFn6U9RX3Qqp9HGwcV3m+2JMmPetkmdhpQQG/XoK8KCPYEz6734AADnCP4a5N6ua/VZl1EaWKcQ5gQf4MMK9S7Lk7YiKLO6/vVVIOlsqHgOBLIr1n5IOhaTdL/3kSjPjKvYaq7qlofQiAAAQAElEQVQFAjlbE5KGkPsi2yDv67xlF5JGX39grJ2dqhOShsf+Fs/KNnj3N+ST6c/W5Jbnp6+B0G/C/7x/IpWFOxr8vGE+mfmLckhax9BmdZtKjR1jjL0D7VzkhL96AgXwuws21pnvm2kwTWjiYrvK+b4YE+Z9wZxbPAng/+F4Gk6rB5NADvlSUevngt2qV4Wjxl8ZtMR5y81EthMh6Wxp5l0IRY+qyvHqeQ/6uehAJyoia0Xq5n2dJ5srzZwvVrPaICS9fWHmS56aE0Vl/NBnyLQTzEATAo/9oX/53cXne2KfslYettaOSyTv63vYaj8vopdGQ9JqE7tw/DbXjgReiA48YFUarPNsM8ZqWMhdTlz1eu3QfF8V5n0Dw8HikBNYmwAPORya158EcvMztyAEfbyqvBJe8GNRAWxPZItrCklnD8zuL4ek7UPGyGwhlb4nSMuJ7CSEWkTLed9k7VQkF5L21MCjrh+Sdj/YkINHblX+l9YJSV/1k7l/Rxubxeo7xdpf2iV7xlXPG32GLL+Mla9DnHehnRuWD/m7fDL9NxD2w1H3hf6B5T8u7wsBzKj1QmH9nYF1nrcFFjlxt+mSH/aey0Z+xSnP+b4OD98k0JQABbgpHp7sVwLZn+37DgTk9yEk9xkIIHK234z2Feebimxuvnh7M2/ZPSWdhQCqaDkknUq/K9hGKCQt8joXks4nN/9J8BqIXznv2yAk7UR2rSFptPE5L/KrSIUGIWk/5K32TNXF8WA/86nxE9XqF8Hzslxp3yPBc/Cy8eVCp8ErFC7Op9J7cP3h8MbDXnEyjdx143WecQ/zvkHALMeWAAV49UPPO/uAAEThNBH7brFy6lQyPRsNSeN8U5Gt8ZbrrI5VfUpa5GMQnZoHuLLwdCshaVHvQbdiVxBNJSSNYz+ol/d13nJujSHpyK8i/Q9r7ZgYCYnsFPK+au1dVsybXZ/Qn8BmbkXIfDo7XwytDpZPlfO+YLA5cLHk3XrZIq+1xoTEt511njEmISGfSqWLGMM/jAp5sD2WSWAYCVCAh3FUY2YTxOuTHQtJW+tWx6oRWYhD5Snp59olOwuxPymIuRKSRsj3MWvsXCGVditRVS9pR2Thye7y1hCSdo15ql/F/kgj+qZo3tdI4svwPj/rpjzhmuqWT6UfwIdDc6ViaCUxCONWCGPTvK9bQxv3VjeEpFe8zrMy71vlx0K8CJh4mUtrO0agzyrqZEgapj3HW7I/jopsJSRtRf8O+ecHIVw1IWkI9Zi6p6RFzsL9s/k6IelWIruWkDQ87Nut2Kltpel7YUd1yy/noCGyoelZ+ZGJ8yCAGbxXlPdFxfcz7wsK3EhgDQQowGuAx1v7jwDCm2sOSSMv7EK3t/gi2yIkPZVMfyM63Snrh6TVf0q6Xki6Vd63HW/ZPb0MIQ89Je2LrJVfTaL94Mjg+LmiNi26+PrQceR9xerNVu3bs6XiE8FzrfK+EPLQTwyCA/O+QYAsk0AbBCjAbUDiJYNFIFeaWVlIOiKyLi+cKxXfYVXfJfVD0m4a0JfV815tVF7oQtKFjbXTodxT0usXkk78nRNZNYt/Fhyt5alIN8JrP69e3hfX3pObn7kF++oGz34fQtWHMe9bRcICCXSFAAW4K1hZaa8JtBuShpe7vaHIzk9fs7w61nPd6ljw8iJ5333fged4jGflx9aYRyFcPQtJw5PNqadvCIqsW8AjYS3E1xaied9CamLGjRG+aLzB7Svv/Ej6fSiPmSbzfZn3BSFuJNABAhTgDkBkFf1LIDdfbBqSdk/9IuR8NCxomPfVhCKvq0VVeTA/kgmtjoX7nDd8OjzdP0f5kxDpnoSkcwvTN7hFSNCH6nboM/QG5INtNCRdSGU+AI94VEXOqF6Mwqc3ZjaJlQ/D+71yW535vriknPdFobI5ez2RIyHkmcoxty8/wKUZb0lCT0/j+pPgqU9ZlfdvP1Ccc9fyTQJxJUABjuvIx8juXBshaYhww7xvOSQ9fQ6QXQ5v2f1gwzTKoW3SLUHpeSf0MiQd7NCO1MQ7IXRp1aWQhzuVHD8ZovwhUXtBNpL3TSQs7Kqd7zvlvGUVt3BHTd4XX0pONZ6HLzkHW9+Zyrwa4r7TCXlUZFX1XnxZmZucL3744B0skUA8CVCA4znusbO6VUi6LLLN8765UvFqSZjjIC7PLaTSP/S9uQDJ7IF2Q9JyrfWfkp7oylPSLu9rRHdA6P40GJJ2vySlam4WsbtzkbwvbJl1pkTzvoVU5t0qOo4Qe2i+r8t5q8qtIrrN2S2Blyf2HrQ9l5svDuN834ClLJLA2giYtd3Ou0lgsAhAFE5D+PMuhFpPdaITXbhjskXe101FUoSk7fJUJNTxligBeMPVkHQ+NXFv7VPSxW2eJ2MQsE1SZ+GOtTwl7fK+au0d8HIL6MdDwb55qje5z7nSTOhBrTzyvujLaDTvW0hOvAb1fBwCfEU07yvG7ILI3gfBvs7VWXnnU2n/AS60HRLsfDKTU873rWDingR8AhRgHwP/xInA5HzxTDVew7WkKyKrUj/vW/aWyyFpCNctebdaVAQgBMg9JX0C6jjGLtlZ5zEGL3GhWfV+59kQscc6uXCHy/uizX+qyfuOpHfgS0NN3tdfRxt5XyuybVsk72tV3QIdNXnffDLtL/sJG08P2lTO+8rY0pKG88HJNPO+QVCDXGbfO0qAAtxRnKxsUAi4kDREeExUymtJL4tKpf9BkW2U981VQ9L26EKTkLQVfQoh3IfzddaShoiNqXQsJP2IqEXe9+kLKna4vZ/3tTIJr3siG8n7moTsFbHTk6Xite7ayhue/XJIuliT9wWzLTZhzqhc6/buAS7Y4ed9Lzswvd8dq7yVed8KCu5JIESAAhzCwQ9xIuBE2IWkISh34V03JH1QZKVu3rfiLXsi/6QqbonKt0QZIky7WUQnReST+W6GpEXO0chUJJf3Rbj4Xojs7u2Rp459kbXyr7nSDPqH3i1vBZf3VRnFl4ax5UP+znnxsPFL8Nr/3NntH1z+kzD2LhRnwTOc902mIeT2D90XDZznRgKDTKDjfacAdxwpKxw0AhCNM5d/TOGV1tNH/bBswAgnNs3yvs5bhgf5WtzyHgjULQjF3o9yaIMIXwfhOhne8Ku6FpIuFe+JTkVyeV/jyRMQ2fp5X9HQ6ljuhyRc3hde/yV1874id0BMvxw0Dp79Pnz+vVyp6J4kR7G85ZPI+0LI8aUgXT7CvyRAAkECFOAgDZZjSyB7YHa/H5IWmXM/b1hIpr8RhOFEFiLqT0VqLLLFqyGyY/if6vmFOiFpCNdDEOpnQYS7FpIO9rmwnPeFd39Z8Lj/BaNR3tfYPap2T25h5vPBeyCy0+4z+n+221fe+LKxFWXYHM77OiFHONyf7xv9UoDruZEACYAA/q3A3wHZ2E0S6CYBPyRdmhmHYN1lVU7zQ7SRBuHl+VOR8D9OQ5F13nIvQ9Kuy6vO+1r5VXZ+5lRXR+UN8XUrfI02yvvaeg9wGdmNLyNzk/NFzvetgOSeBCIE8O9I5Ag/kkDMCQRD0hCff/M9xgCTSki6kcg6bxme4jqGpO1t6OdnKl1cU943Yd5Yqcft8SXkJOw/BTE9z9mNcnUr53214QNc8PhDOeTqjSyQAAn4BCjAPoZB+MM+rieBgyFp+5gLSedTE38ZbL89ke1MSFqs3Acv86ypZP2FO5BjPVVFjkcfH59KjR3TMO+bytyG8PmoaTPv6+YvG5UbRfQrENNQ3hfCPCt4ISwfeoCrkve11r4Op7mRAAk0IWCanOMpEog1gWBIWkQ/UREdCbxcSBreIXKg0rWQdG6heJoXWrhjbFOgC+JyrP5vCFv9uWri763oqKjU5n3FvtnVsy0637dB3tdbsv6vJEFkzwm2l0+mr28k5C7vK1YnIdihRUCC97NMAiRQJkABLnPg3z4n0MvutQpJO7Fplvdtz1ueDj0lnX/O5mODNrspRNYkXgWxfwz7uUIqfXvw/BW/LP5ajfy1WNkAkQ3N980/e/OxJlGe7+vqCd7nf6mol/ct/+jEaDTv64fjVS62DfK+qHsmtzCdx54bCZBACwIU4BaAeJoEHIFKSBqh1e+sR0halrwnkNd1Dz+55v23mxYEsR+DyN4HATwrGJIubNzyLIjznbjwi1GRtcbbqZ48nKuZ75u+0Xmytl7e19r3qKfpYN7XF3IjaKPpwh2ccoRB4EYC7RCgALdDideQAAi4kPTkwswYwrt3iR+SnvDzoBJ45Uqt877NvGVXFUK+m0X1Uyh/Ko+87c7nZFIoVzcXkrbqnQ3x3CT+WtJjmySx6MLFP0L7F1YvRMHdj+tGVfVKfKxubpoQRPwCeMtjTtgrJ1zeV1R2C/K+LrQtgZcTcvcxFxHyfCp9k6qM4ssJ874OEN8k0CYBCnCboHgZCVQIuJC0Ey5VfSXEp+Yp6cmF4kPNRLatkPT89Hvh0bofQ0i7hTuiIenJ+X13IBT9Kiv2SeznrGdPEaOXVPro9n64uE7e99qRiRfZ5bxv1Ft2eV9j5Qf4EnCOq6PyzuOLgEJkTeQBrnIb8nZh3reCinsSaJuAaftKXkgCJFAl4ITLLdwBr6+rIelEQl8KT/WfG4akSzPHqsi9omLE866R5ZcfLm6Q91309Hq18ljNfN9K3neD2bZcjb8ri2ztA1yFkVNeaozejf51Ne/rd4J/SGAICVCAh3BQadL6EFiPkLTzlnOlYkaahKSzpeLrnUcuoqflU+l/zSc3/4ltkff1EuYKCbym3C8W2QZ53wZC7nlLU66KyVKReV8Hgm8SWCEBCvAKgfFyEogS6IeQtPPIxZpXImz9t8gLP+7CxdqhvK96tQ9w5ZOZOxQhaUQAmPeN/gfR0c+sbJgJUICHeXRp27oRcAK43iFpeK2hX17KLez9W+Sfx0TsdQhLW6tSXVJyLXlfjQi5H5JWe6bzutEe5/uu239lbGjYCFCAh21EaU/PCKx3SFpVvoSQc3UJyorhudLMVs/KyfBO31FIZb7npih1Nu8r0y7v6750VNrkngS6QWDY66QAD/sI0751J9DhkPSt+dTEvVEjctWnpOWsQir9Q3/6UOAi55mqd8iL4A3/wpqnD0CsRzuV91Ur7ledmPcN8GaRBFZDgAK8Gmq8hwRaEHDeYSdC0qLyZhU9xolsYeP4K4PNOpGtPCXtLdmndqQy5wTPZw/s+QU84Q/hmPHDxT/b+xjK/uYLdpP5vs3yvp7I+/1K+IcESGBNBJoL8Jqq5s0kEG8CnQhJw5u+3c0pFtGnrTEPR/O+waekjdgv50cy/pPJgldQZN0XAhyqbhDsW5rN91XmfausWCCBbhGgAHeLLOslgWUCEFH/gSWI2qoX7siWpt3a0O9RP++buW256uquHJI2m8Tai5AX/kcnvg1FdlXzfZn3rcJmgQQ6RIAC3Bgkz5BAxwg4D3QFIen6ed9S8WqEpN9kxaZdSLpmdayFvd8yHzwODgAAC2lJREFUCX0hOl2C+P4z9qM2sqgGPOiTINL113luMt+XeV/Q5EYCHSZAAe4wUFZHAo0ItBuShsg2zPvCm759Oe+76FbHcms6B9tbDkmPW2s/gLxvJvhjCs4rRt0N13nWJvN9mfcNUmaZBDpDgALcGY7DVwst6hoBiGjTkDTO395G3ve/iOqnrLFzCDnXTEWaXJj5qPO6g0bAK2beNwiEZRLoMQEKcI8HgM3Hk4ATx1Yh6XbyvqKCkLScVUimZ30PtwHOPPO+DcjwMAn0jgAFuHfs2XL/EliXnq0gJA2RrZ/3dd6yC0l7Ks+Gh/tUNCTtDGHe11HgmwT6jwAFuP/GhD2KGQGI6Jki9t26/POGURHF+ZZ538lS8cVSJyTte8Wc7xuz/6Jo7qAQoAAPykixn0NNIFea+aQLSTsjy3ndib905cp7+eGqpnlfNxVJVN6Ee9xUpGknvvCKV5735TrPQMiNBLpPgALcfcZsgQTaIuBC0rlS8fchoneJ6CfyqYl9EnlVRNZK/byv85ZNQo/G+RFvyfsZbq+ZiuT/mILYN3uejG0rTT+Ma/ytMHLKS43hfF8fBv+QwDoQoACvA2Q2QQIrIQAR9UPSuGc0n0r/W2Hj2CaUqxvO+yHpRnlf5y2XQ9LyQYhsaCpS/tmbjzWc71tlWafAQySwbgQowOuGmg2RQPsEcn5I2p7g7rAmMZcfmTjPlSvvgyLbeCpSbn7mr93T1pV73N4abyfn+zoSfJNA7wlQgHs/BuwBCdQlUAlJq5VvitWb8yPpb0YvrISkcbya90W57pZPZW5TlVHlOs/CVwMCPLyuBCjA64qbjZHAyglkF4qnu6ekxdotbr5v4ajwryLl5ou3m2re1z7lTzuKNMO8bwQIP5JAHxCgAPfBILALJNCKQCUkbVVeaT3zWFlQD95VDUmLfEFVHsyn0tXVsfy8rxH3QNfeaEja85am4GE/hJwxf9/3IE6W4klg3a2mAK87cjZIAqsjEAxJGyOzdUPSpeI7RMNTkdTlfa3sz5WKpwRbziczd0CsR7nOc5AKyySwfgQowOvHmi2RQEcIHAxJy6kIN8+2CEnPw2vepKpXBhv3PWjO9w0iYZkE1p1AXwnwulvPBklgQAnk/KekveO1SUjaeHqpM8/zZLzOfF8Xki5GQ9Luer5JgATWhwAFeH04sxUS6DiBSkgaIef7oiHpa5PjR3vG7lWRO2pEtpz3dSHpTMc7xQpJgATaJkABbhtVty9k/SSwOgK5+eJp5aekD4akPTE3i5VHsqXi2cFa88mJu11ImnnfIBWWSaA3BExvmmWrJEACnSQQDUl7Ro7bIN75wTbKeV99owtJTy4UHwqeY5kESGD9CVCA1585W6xDgIfWTiD7s33fyZWKv2+t3KVWnrko5ppKrcvrPDPvWwHCPQn0AQEKcB8MArtAAp0kAO/2TCuyTVXOcE9Ju3nAwrxvJxGzLhLoCAEKcEcwshISWAuBzt87WSpeK0vmJRDhl0jC+3vkfU8Sk5jsfEuskQRIYLUEKMCrJcf7SKDPCeR+vvcHCEn/kSfyIc+TTHb+ge/3eZfZPRKIFQEKcKyGm8bGkcD2UvGqmqlIfQSCXSGBuBKgAMd15Gk3CZAACZBATwlQgHuKn42TAAnEmwCtjzMBCnCcR5+2kwAJkAAJ9IwABbhn6NkwCZAACcSbQNytpwDH/b8A2k8CJEACJNATAhTgnmBnoyRAAiRAAvEmIEIBjvt/AbSfBEiABEigJwQowD3BzkZJgARIgATiTiDOAhz3saf9JEACJEACPSRAAe4hfDZNAiRAAiQQXwIU4LiOPe0mARIgARLoKQEKcE/xs3ESIAESIIG4EqAAx3Xk4203rScBEiCBnhOgAPd8CNgBEiABEiCBOBKgAMdx1GlzvAnQehIggb4gQAHui2FgJ0iABEiABOJGgAIctxGnvSQQbwK0ngT6hgAFuG+Ggh0hARIgARKIEwEKcJxGm7aSAAnEmwCt7ysCFOC+Gg52hgRIgARIIC4EKMBxGWnaSQIkQALxJtB31lOA+25I2CESIAESIIE4EKAAx2GUaSMJkAAJkEDfEVhXAe4769khEiABEiABEugRAQpwj8CzWRIgARIggXgToACv2/izIRIgARIgARI4SIACfJAFSyRAAiRAAiSwbgQowOuGOt4N0XoSIAESIIEwAQpwmAc/kQAJkAAJkMC6EKAArwtmNhJvArSeBEiABGoJUIBrmfAICZAACZAACXSdAAW464jZAAnEmwCtJwESqE+AAlyfC4+SAAmQAAmQQFcJUIC7ipeVkwAJxJsArSeBxgQowI3Z8AwJkAAJkAAJdI0ABbhraFkxCZAACcSbAK1vToAC3JwPz5IACZAACZBAVwhQgLuClZWSAAmQAAnEm0Br6ynArRnxChIgARIgARLoOAEKcMeRskISIAESIAESaE1gmAW4tfW8ggRIgARIgAR6RIAC3CPwbJYESIAESCDeBCjAwzr+tIsESIAESKCvCVCA+3p42DkSIAESIIFhJUABHtaRjbddtJ4ESIAE+p4ABbjvh4gdJAESIAESGEYCFOBhHFXaFG8CtJ4ESGAgCFCAB2KY2EkSIAESIIFhI0ABHrYRpT0kEG8CtJ4EBoYABXhghoodJQESIAESGCYCFOBhGk3aQgIkEG8CtH6gCFCAB2q42FkSIAESIIFhIUABHpaRpB0kQAIkEG8CA2c9BXjghowdJgESIAESGAYCFOBhGEXaQAIkQAIkMHAEOirAA2c9O0wCJEACJEACPSJAAe4ReDZLAiRAAiQQbwIU4I6NPysiARIgARIggfYJUIDbZ8UrSYAESIAESKBjBCjAHUMZ74poPQmQAAmQwMoIUIBXxotXkwAJkAAJkEBHCFCAO4KRlcSbAK0nARIggZUToACvnBnvIAESIAESIIE1E6AArxkhKyCBeBOg9SRAAqsjQAFeHTfeRQIkQAIkQAJrIkABXhM+3kwCJBBvArSeBFZPgAK8ena8kwRIgARIgARWTYACvGp0vJEESIAE4k2A1q+NAAV4bfx4NwmQAAmQAAmsigAFeFXYeBMJkAAJkEC8Cazdegrw2hmyBhIgARIgARJYMQEK8IqR8QYSIAESIAESWDuBQRbgtVvPGkiABEiABEigRwQowD0Cz2ZJgARIgATiTYACPKjjz36TAAmQAAkMNAEK8EAPHztPAiRAAiQwqAQowIM6cvHuN60nARIggYEnQAEe+CGkASRAAiRAAoNIgAI8iKPGPsebAK0nARIYCgIU4KEYRhpBAiRAAiQwaAQowIM2YuwvCcSbAK0ngaEhQAEemqGkISRAAiRAAoNEgAI8SKPFvpIACcSbAK0fKgIU4KEaThpDAiRAAiQwKAQowIMyUuwnCZAACcSbwNBZTwEeuiGlQSRAAiRAAoNAgAI8CKPEPpIACZAACQwdgRUJ8NBZT4NIgARIgARIoEcEKMA9As9mSYAESIAE4k2AAtz2+PNCEiABEiABEugcAQpw51iyJhIgARIgARJomwAFuG1U8b6Q1pMACZAACXSWAAW4szxZGwmQAAmQAAm0RYAC3BYmXhRvArSeBEiABDpPgALceaaskQRIgARIgARaEqAAt0TEC0gg3gRoPQmQQHcIUIC7w5W1kgAJkAAJkEBTAhTgpnh4kgRIIN4EaD0JdI8ABbh7bFkzCZAACZAACTQkQAFuiIYnSIAESCDeBGh9dwlQgLvLl7WTAAmQAAmQQF0CFOC6WHiQBEiABEgg3gS6bz0FuPuM2QIJkAAJkAAJ1BCgANcg4QESIAESIAES6D6Bfhbg7lvPFkiABEiABEigRwQowD0Cz2ZJgARIgATiTYAC3K/jz36RAAmQAAkMNQEK8FAPL40jARIgARLoVwL/DwAA///42wYrAAAABklEQVQDAP7AvDghBsWQAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="307" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="37"><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="10" y="61.666666666666686"><block s="clear"></block></script><script x="10" y="92.33333333333337"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="136.66666666666663" y="249.66666666666669"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><comment x="218" y="23.66666666666667" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="371.66666666666663" y="77.66666666666669"><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="66.66666666666663" y="455.66666666666674"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>7</l><l>75</l><l>10</l></custom-block></script><script x="12.666666666666657" y="287.6666666666667"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="197.66666666666663" y="102.66666666666634"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="111.66666666666663" y="426.66666666666663"><custom-block s="asterisk: branches: %s branch length: %s"><l>7</l><l>100</l></custom-block></script><script x="254.66666666666663" y="169.66666666666669"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="389.66666666666663" y="313.83333333333337"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>20</l><script><block s="doRepeat"><block var="length"/><script><block s="forward"><block s="reportVariadicProduct"><list><l>5</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block></script></block><block s="up"></block><block s="setXPosition"><l>0</l></block><block s="setYPosition"><l>0</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L03 Pinwheel" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"></media></snapdata>