<snapdata remixID="9627439"><project name="Custom block pack" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="2,2,2,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Screenshot 2020-09-30 at 1" center-x="145" center-y="63" 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w655nVSlbjZXB5mB7DOw4VoT3ZQQIU+Bj7N0IRpPPvwo1jSJPqRCIFr11Fo52zvjo9H8ZWnLGC8cCFHDd/S6GDP4fmGDBFPiYes2zMVuxJGiowSrJESo09nwDfetMhJudN5LSH2Bv2FLsjc6d/NPQzYlhasjSbFDj3nABRtrkE7p1CURM98XQw4bA6KeffhILt6HyVG1EL3umV64MjMWtVCpzyZaxlkOSL6N6NwfcTbqI4MTc2TS0bMhiX2uM7jtFgJl+hhC2yVxgPBRIQ98nn3wiUvgYK5PONUK0LuN6VFEXiObufw+Hb2yCg6cCdq7ZK2FKlBqpcWqolRpY2spQwluBtHg1uAou6Hcc7iXKYfCm8shI1AhVh6t6VooGccFK2LrI4VROgcT7KtFGqSoWkFvJkBSmQkYijTeAlaMcTt4KyBSAMl2DxDCVuJ+/8x0cSivE32ODlLC0J8vJrmftJBcszlBRZ8kgu1cGnew+F0zSUHRMeuky+wuzwzAOtqmyLWQ2tt+bk6eKWgXEB2czQxYLGxlKlFGI99QyTRsnObLSNILxOJZWCJbBb+B3pj9QQ2YhE7L9pf8540CUKYPsYk0MrP+liKtOENItPIPFyc146fTT4Tf16dPH6CctuPouyI4MlV7lJ8HdtgJCom6gfYUhcLZzx8yA13EzMXeiBUP3PritAtJt0DB+LBo2bJhn4dQCEe81BEaMq06/IkPlqTKilz3TqyEgIou6k3AJtbqWws2Hp3HlQXbeNt1C47Qs3RotIr4V4KKfypp1ueXJ1DvMgsEByFXIVEiUjXe+wq7QvNlkdYHoaMh6VHCqB0cbF2wJmYFdV5cjKVSNge0+RjvfQXCwKIU78Zew+s4naGD3NnrWHp3z2nuDl6OeZ0dYWVtj6NaKKIsGmNdnL45Frcacvz/AyKY/olP1wfh4RwuEx9zDyPYz8YpbeyhghUvRB7Dq3se4fyUePu5VMbzlbFQoUR9pmck4HL4SW+/Ogn1MZSzqfxLB8ecAlQzeztXgH/svfrs5Is8Oo1opg2x3M3w7dpHw4tVnQgwLwtRKtEcw/Ex+QBSRegOTz/+XsED70SRJmgeO+Oa1f7PdLTQy3E8Iwoawz3Hlzpkcpnk2fCe8HWoIuW6/PxvbAhYjLUKO4W1noHXFvkhIjYWzrTuUSM/LiB7tQZQ7MEbkoiPL1v8eJhxgIlCmfjJnLJyK3ohl10canPDkXhkpKiTcVmJU6x/Qufr/MD9wAALid5sEa+1FLhhIs0GLzE8EGOkWXSAyBEaMoOnm5vbsgehlz/SqD0RcrW7GBOCVzl64lnAU52P/Nih0AhEiXTDQfYnIXEEd31ShpyrTLzHVkLFyLGoNlt8Ym+eyLhAFPjiIgHtH0a3KGNha2eG99dXQqHQPfNDmB/x0YDTCE25jWrcNCEu7inm7RmJqx01wcfDAgqsDERkbivYeo9Gh+kCM2tQArSv1wVt1JiI+PQwDl1XHooEn4GTnineWVcGEDstRs0xT/Lh/FNzsy2JM2/nYfvsHLN81C0veOYuopBCsOj0dbSr3ReeaQzDnQm/cCQoXQBSddge7gn9FC69+8C1VE7MvdcWNh3qMUi1D2YOjMP6j8SajMzAnHVfg/ICIQht2zMOgeiZLckSXcuNwI+oCHBSuAkTvp1zB5/teywGiqwmHcTp4N96q8xmsLWzw9iovdPR9H8NazABlfjRwBwY0+AIaucogEGnSrdA6cpbIuGJI5dF2Ku1FTHjJpJj8aayEplzFlxdaGrxMO1HCXRXqVmqKSe3WIEOdgsnnmyFDlWIWELFS1CUl0iIs0K3UZNStWzfnPn0gYsYY/tOW58aIXvZMr/pAxBRFB2+sQ6u3asE/bifCU28YBiJuNx9ohC8GzRf+GdwdM1aYfok0nJlt9Vcg3XtW3PwYhyP+NAlEtBHt89+Ed2vMRrfa72Pyv6/jjRqfoF65tshQpYp7reQ2yNJkoM/vnrlsRFRTKqd3waROf+KHfaPQo+FQxCVEo2H5TvhwfWv88NYBHI9ai9mbR2Pz8AhYKCyRpc6OLW2tsENAzF6sOPSdYFFKdSZUGiXkMgUs5dZYHzwNh8/uFkDEb1hy6iN0cB+DIc2+MmjXSvC3Rx+PWejerYfJiVsQIBp6zC2Pwx3VTaqdrzd4B419X4ezwgu+rjVBh79R/9TMZXvbc3YTJrXcgAbl22PI2soY2/wX1PVug/Gnq+NWQLhxG5EGSDvih5Gt5qJx48YmF6VWrVqJdOIEojZt2hgdM5fi9+KnwH5Ggai2dTdM7PAnWG9F8Hg8yIwwG4RYMWBVGpQJVhjSdBrovqItukCkD0KsY4oRPVUb0cue6dWQakabzs20Y7BvEoW49PuISTccRcBLXhvTmuzNYxvSHRHXr18X+ezpka278hgaNdMvdsTtpPMmgejns0Ox++xGjGr1PV6v8R6mHGqP3n5foI53K0w+3BYpaUnITFbD2ccS1y5fx/fdjsHDqRxGHvIV9pH0EHusHHAbp+/8gyYVuuCL3Z0xqdVaXAk/gVcrdMXia+/hwLltWNM/DNEpIZh3tj/oi0Ltw7qUEopIT8zuuQuHQ9Zga/D3yEzWwMpBhiyLRKjDXXMBkSkDO21EE2r+japujU0aqM0FoqCE45hzuUce2SVHqtCy1GDBGI+Frsdu/7UY03o+LK0tMWpnjTxANL7pn2jm1x3vb6uCcQ2Xo4ZXUwzZWQaxIclYYsJGhAwrLG55V9hc8jO4k3VzLFy5cgXc/TNU1tyahP3hywxeY3/ULdkVQ+rMxepbE4yydmPIdG1rOtSJNni37td5dsC0QGQIhPIDoqdqI3rZM70aM1bTTnQz8xjkdW4hIStCqC+Gypd1D6Kcg2H3eQaZY2JJOkNyFyW/Mvy4J5TqLJNA9M+V33D/4TUMbDwVWeo0fHa2Pho7DMTgOjPhf/8gDlxfA083bzT07YCvjnbBxLrbUNOrGRadGYUIxUUE37mOac3+RVXPRkhXJmHYP354v+oStKj8BjQaNcadqozkjIcY6fcHGnl3xY5LS3E99iyqla8HWzsbrL02FTObnIa9pTPWnpuNpMxoNK7SEZfi9sI/4ILZQMSP7FR2NPr4TjMpFnOBaM6lngh6eCxPW6osDbq4TEKfVz7B+oBZuBsdhNEtf0KmLNUkEH14vDpaO41Az5pjsT1wIa5HXMDIFvOglmUZ3DXjg4dVWYwm7oYN0Ez7zUlOIzV9cehcSG3D2Bmw8adr4KGuv5rOlyVHqeGWVRU1KtVDpPwyQlMC8xtaOddv78uAOskWA6p+K1xN6EKiW/iOK1asyKWO6V5/bjYivsTLnOmVxlDueBnyqmYa53uy01DWCERiVjQeZkbn6fA6Lh0xtsZqgwNhzpw5mD9/vuhwbaFzpKHB98OVvrjyYL/RAdXWaygG+M0CbQfutr7CsfLP4I/ETgmNl5zULUq/A1frskhVPsS52O1YfWsi6rh0wMBK81DCshR2hy7C5rvfoGu5j8GdlwtxO7Hw6iA08+iH/1X+GTcTT2NmQHYmF3uLkujtOwW1XdrD0dIV8Rnh+Of+jzgauQpl7Kuhj++X8HWoByuFHWgoXnXzU2SoU/F1vaNCNaOaqX1nUy4H39Q/Bi+7qnm+m2yBhl/2AVkGHQK3bdtm0J50K/EsZgR0Nio7F+uyGFN9JUrbVcKl+D3wK5FtoP3kdK087ziq2nLUL9VNqGNUPYdXWQq/Eo1wK+ksytrXEF7xhrbv2Z6HbQV8Xe8YLOR57YVU+Zn9lrun/EeWPHz4cIPv/Nfdb7Hz/o8mwUXbh1tCZmLHvXlmAVHo6SxoEm3Qz3eW8LDW39kzp5H169cbPbf2VBmROS/3ItehbYfnzIwFceNOR7StP5KrnEOyMh4pWQ/yfG7L0gMxqNLje/guuz4Cp6I3vchifOx3L2VTDuNqrDEIRuY0SiCee7lXji3LnHueZp3qzq0wrsZag2BkznN33P8eW+7OMKdqgepEByqhSbJFP6+54ryYMZXQVKNUKffv3y/SxBsqT9VGVKCvfUErM7g/abKxcvXqVTwoGYgHFY4iVZmAdAO7E1TP2nsNR1OPt82Wwr+hP2Nf2C/i7FpxL128P0RDt17wJuswowQmHMTOez/g+sMTZtR+tlWcrDzQuewYvOLaGW425c16+Imo9fg3dD7CU6+bVb8glRJCVAKE3vVcJNj444AQn0egYXgcQ64qvC4xooL0ioG6VatWFasE6bOxwk5I8wpGRNk9yFAnI0udabRubZfXYCnPPoJgLJzuuZjtT/jWL+ftnnaVhOpnKgzxhbgdZgXqKgoSohpY0tp0WOWn+T3cNUSSLQa7/y7G4+OoY1o50nbEXV9jQdIkIHrCEccO6tixI0JDQ01GYzxz5gzUFUIQ4rkdGaq07MNmUpEkUEQloMoENEk2eM9lDbKysvIYpgvy2lyIGa3UVDIMCYgKIlEjdSngJk2amAyMRm/fs2fPwrJ6OIJd/sKd4ylQqx/FHH4U2iEnBrP0uwh9Isnj+YwPGycZPKs4YqjjJqFOmRPq1dg0YpwuOl/yULKpItmICgGI2ATPnHEHjcdaCDqGCnc8uLXPA5qZqmxnPxatGib9LsmjqIwHS7mVcLY1FvbYnGlDcKEmQBDKL3a7xIjMkaiZdbTB8+k/pQ2eb2g1eZIVxsxXkapJEnhiCeTnXGlsseXRLoIQgYxny8wZ7xIQPXF35W2AIT34jyfojx3L6yj3FB4pNSlJ4LlLgKyHIXHoZ1SiRIl8WZDuCxcKEFWoUAFdumQ7s0lFkoAkAUkCBZUAIzieOnXqyRIs0ubRq1cvo2EgC/pSUn1JApIEio8EGG9px44d4AHvJ0qwyDMnZEWVK1dGUlKSQT8OxoUxFcXfkNhpZ2FObBYpH5X5+ahM+dFIcpTkWJTGB+c2D4rT8ZcB7p4YiNq1ayfCGPD8laHBTo9MBpk3FsVfH4jod3D+/Hl07do1J1ukNImkSVSUJpE0Hp/OeKRP3m+//SZIjT4wyXx8fDTGEIvb1ow0aMq7mO7h1apVE7Gc8wMjLQjVrl3bZOCr4kNepS+VJFD8JLBu3TrExMQIZ0qCEvHHJBBNmzYtTwB5Q2LTghGNUkFBQTlV9P1o6IdTqVIlk56Yxa9bpC+WJFC8JECVjWFyzQaiKVOmgPFzzCk0bHNr2xSt5bY3QzhIRZKAJIHiKwH6Ih09etR8IJo8eTKYt0gq2RJgEjqm6eU/0kn9dEOSnCQJFBcJ0LeIWV6Z5IAn7/PzsNaViwREjzlKtJ7VFLbWs7oggn/Mx0q3SRIo0hIgSWEGGgILo0syoYG53tZ0CDZbNZMYEVC+fHmRCjoyMjLX+Rz6SPDgH1kRO4QdQC9SqqgMrCbtAmUf7JTk8OLIgYyfAc7Icsj6C1I49nn425zzZxIjKohkAeEfxbxjunYtTiz6QHElyJQnoVT9TPhU9oZHybKwktnCP/4fafJpXpzJJ4GlDBq1BounbUTJUiVQo3wD+KCZWEy5sWQsp72hqcSIpjyRz0wkppgRQUtiRGaCETO0MlwsWY/WLYHCvXz5skj9Yl83Ds2avYqQ5EtgfGTmWdem2THzEVI1SQJFRgLM+Bt/S4mIC0pYK2zR/pW3oIpwRp06dQrEjsh2qCEYS7jID5YYUQG6nXmdaJDWDaBPL1GyI58uKpT18RQB4eMzDGfyKMCjnm5VDcDEj8wrDxkgtwBubVbAolQ6IBPJ5kXwd92fJVzs4FxFCZmFFOTt6XaO+a2z/zQqWXZaIrkat9bbwKJ0EmRMuKHXf6Z+t7ayhXs9NeRWxvs24kIWgv/NRJcO3WEX6ye0goIwoz/++EOk2DbmVygxIvP7HW+88QaYf0xLMZkSmAf43FokoXy10thx7/sCtPacqhKEmMYZCmRd8IXLg1pwty8PuUIBd3c3YSwU3yfLDizJQc5rfhX8YFchGafiN+BMzJbn9PLSY4UE2IcEIIUGstvloLhRCR4WlZGpzEKlivsjjKAAACAASURBVBWzIyzq9J9+f+r/bmdnj9qtyuNS8r/49/58o0Jm1thLq9PRt8sQOKX7CjAyt5DxJCcnizTbhorEiACxzcig+DQqMx2NocJUNe3bt8+VxePcuXN4YB2MTn1agInutBlUze2cwq4Xe00JtUoD95qWhpvWAMwlr0hwgevpnkLNrFmzpkjDw2Iq6R8Ht/b6sajVWH5jnNHXT3+oRsIdFRzLKGDvZjyzranvj72uhCpTA49a2e/GdNqJoSo4l1fApuTjtVnY8i7s9hLDVEiNUcO1igUsbYkkRrpRKQNUCjgc74BmVbuAWWHpQEy2wZ+PE1uIx7J4H4Pyzw/sj5h0w759Ef5ZiAuwxBuVPxU5+PQN2IxXzXRI+oXe0rQV1aplOLefxIgeARGjKU6fPl0YnZlTTL8QyblTplXL6BF+4MABVHvLAnGWN0zmGivsAWusPQLRorfOwtHO2WBOLTIheaYtvI4PxjvvvCMGkjkZRw09j9lFCb6GCoGomqwzJndZjXW3J2Nv2JICi4BA9GPPYyjtXA6jT1YQQGQqI2yBH1AEbyAQvVNtBnrUGYmvLrTGvZQred6S6hg1MbsDr2NAp1FiIeEC+jjgY0wEBKMp55sZldCF39PQpGo7VLdrDx7N0i2tW7cWudgMgdEPP/wgYr4bKoXGiMgqqKqQfpH6EZnJLjhheYaEYShp7GXMZ21gbe4ysRCNeeaM9zg5OYnJziDe9EHg7/TkZhu0z7AdPou7V/w/n6dNrMf2tc/jVjqt/AzaxLr8O2052qSF/J0dSESn8Zl1CURM2Efk1k+Fwvfgtj09wVn4PpeCzqHz+/Xw+43RUAuDS3bRrt62rnJkpWhg7SiDvYdCrOiZSRxJgI2TXDAGmRx4cEuJjCQNPGpbit+jArJgYSuDa2ULkA6nJ6hh6yJHRqJaDDin8gqRvpkUnYM3/YEaMgsZ1EoNfjGW7lioZHJYnWyC/7WfLPKYW1nlTvDHUJ89evTIyUdVv359zJtnPCnftxc74E7ShdzjSgNEBmSJtNQEoqVHJ+Fk1jIwk2pSmApZaRrILWSwc5MbZUspUWokRaiwoN9xuJcoh8Gbygt5aIFo7oH3cChoExxLK0Q7LLyHmSgoA7KJEt4KkTrbUDElU7UK4j0pa8rXylEOJ28FZAqIvmD/savlVjI4eMhFvyjTNYgNUop+plbL6+w7Y++UmZItC97H/uZYsHaS48FtJd5vOUsA0YebWyDJ/Vqe12cKbsW9cmhvO0HEBeOc0C8nT57EoEGDRLbYESNGiMuckx999BECAwPFXJg1a5aw2Rgrm+9+KxJlGiqRF5VIveGItu7v54lPTSBiMQRG9Jw2FpWj0BgR4zeTGvJALP0OSOUZc2TRokVisvPv9EkgcAQEBIjzZwSir776SgALwYDhRXgal2BA/ZMshH4I3NZjm7TR3LhxQ3wMJxH/TrDiQVyCFZkMbTgEQMZM4nMJSBQ+JxmBa8KECQgLCxPP5PETvgOB56233gLDl2jLX3/9JXbCtEUfiJhQMTjlOJr3qo6tIbNz9Zfu6r3vxkpU92yCC6H7sPb4PIzuNBe13FtBqczCuYh/8FfUl4i88RCT225GvXLtMOpEedy7kIAtI6MRnhaE8VtaQ5tn/fDdtajr0QGZ6nT8dmsE/G8eR1qEHMPbzkDrin2RkBoLZ1t3KJGehxEJnFQq0PDGNPTv39/gAWPK799//8VPP/1kdIDqXmB+rU13vs5TVxlriz973c/193dXVIarnSdGtJ2N8iVq42FqDPaGLsXBuF/y3E+VrKfbV+hZe3TOtf13/kDwvUCMaDUH+2+tQKWSDeHqUAbb78/G9kuLkRSqxsB2H6Od7yA4WJTCnfhLWBv2KcJS8k5mAooxmZ4JOAYrZQmMbD8Tr7i1hwJWuBR9AKtDP0ZMaAI+bv4nqpdqDmu5HWKSw7Ar8kccvrca9jGVRRpt/9D9sLK0hq2VPcauamPwnfzPXEI1jyYY3mYGyjpWR4YyBRfi/sHJoH8wqe26nG/mrusX55rkkg9ZrdW+dpg25sec41O6FQgyBBwakjmetUC0e/durFmzBn/++afwf+vcubPwcTNW7iVfxlf+bQxezkzSwH95BrpXGpuH4WiByBAYmUpDXWiMiLFricKkagQSOvURPBYvXoxPP/1UsCG+CAPPU8XhoGc2SAIRGQ0Px9Jpit6YBACGBWnbtq1gKlyVtUDEw3EEFuaKZzl9+rRgNnwu29+5cyc+++wzwar4DK7qRP4tW7aA4EEg4lYiAY7vQdDiNQLpqFGjRCfxGkFUNzC+PhCRXYVanYJDrQQExO8xCkSJWbGITbuLfQEb8Uq51mhYvhM23P4SFgku6F3vQ+wLX4pFeyaYBUSHIv5ATHg8+tQfj2sJR/H51m543W8UhrWYgcAHB3E0cAcGNPgCGrkqLxBpZJAlOKCLcp4YhIaS561evVqwQi4IlMPUqVPRvXt3o4P18oP9+PFK3zzXMxNl6FjqI7zT+HMcjFiO06F/w//ieSx55wwUFgqsCZqC+o490dCno0hlzZTW+sUqojymdtwEFwcPLLg6EOFRoahk2VIAEVWWy/eOoX2lQZDLFei3ygutvQfigzY/4KcDoxGecBvTum1AWNpVzAx4PU/bukCkL9NPV3fFhA7LUbNMU/y4fxTc7MtiTNv52Hn/B6y78i26lvkE4Q/uICsjCwMbT4VHiXIYedAXisgyAohoJ4xIu4HbkVdx7f5Zg+80fm0H/DnwOuQyOX459yFcXEqismtj/HHyKwyt/T2a+nUXqbiZNpxuILqFjKvKyU8xcuRIwfaNlW+//VYs0logoiMyxzsXIRbmHeP8MBU37L2jpYy2f3FFGj5us0yEitUtukBE9YzMSFuOHDki3slQKTRGRGPvzJkzRb7utWvXimelpaUJkBkzZowICUKbCsuHH34o4hX9/vvvAog44ZctWyYYzMCBA3H8+HGxMhPY6EA1d+5cMTnIiPbu3SsA7OOPPxar+sKFCwX74jNoPD5x4gTGjh0r2BlZD4GMIEj2xGsEIm65Mz86DWeMgbRnzx4BYqZsRFQnCaJa1YzMjUBkUz0Wl+L3GgUikc89egtiLquxeUQEItKDhf4ffUmJje+HIVEZjREb6mJym/wZEfOsB18Iw6ZhkYjPDMWodQ0xtf0W1PVuI3Kw3woIN2oj4i5L5r5amPDWj2JAip0VvULwJWOlrKl6NmjQQDBGys9QYd515l/XL/o2op03FsMzpSG+671L2ItWXvkCrg9r44e3DuJI5Er8GfxRnjbysxHtObsJX7SizNpiyPrKGPPqEvF/7YaBldwGWZoMjDzubRKI9GX6/vJG2Dw8AhYKyxwfMGuFHQJi9+LzdW/iFd9m6FRnINytK6JMiUpwsHbGp8caIOWepQAium8QROh/M6XtXwbf6f0DZfFdkwtwcyiHG5HncT36LM5mrkbQzcB8bURxJx3R32e2GLc8ZmQuEHGRff3118V9LK+99pogCZxfxoopILp7OBP/812cS4tgO1og0gchXjMFRIXGiMhiiLqMU0SA4fkrAgsHMYVAlrF9+3ZBGam7GgIiqm4EHy0Q0aDK7KpkRMwSoAtEBDOqbgQigs24ceOEUxTBhs8j8JFl0fak7TCqb7pApGVZBDcCEVcRMjuuFPqTTx+IyK4ux+1Hu351sS3kO9NAFLMFD+8AaweEISzpOibsboXUaA02jgxFUlYMRv1VD5Oab0T98q9h6HY/RITEYuuovKqZdtKsGXIHKZp4jN3eEF+22IkaXk0xZGcZxIYkY4kxGxEAJ7U3Zjc9k7NLZnQEPrpANknZGNty5e6KPhvkrZnJGlRRdxI2otVXv8C+6F/gntAAs3vuwj+3FuPXY5PgbVMHP/U9bBSI4m8q8X23Y/BwKoeRh3xFm7rGagKRVr0a+U9VDK+1BHW8W2Hy4bZISUtCZrIazj6WiErLmyJclxHpy3TMpiZY0z8M0SkhmHe2P5RpGpEeU2GXhcxIeyzodwx3Ey9h/Zk5aFWhH5r6dcOE4w2QHJIbiLj7NbHhX3nfqbwlrgVeh693RXSuOAIV7BuiQqnaSFU+xLBtVdC34jRhI5p8ojUiVHmN1eoMGT5/ZRcqutYzaaDWZ0SMmsHxzjnFwkWGC7Cxvg2I3435gQMMDhHaMy/+kYGhTb9F3bp1c9UhEBkCofyAqNAYERkIUZbAcejQIaGaUSX6+++/c+ggWU69evWE+qWrmmkZ0ZMCEW1PBDEKm0ZpCpqsjJ6gdDUnUBkDIrKpiRMnCgAlcyOg6qpm+kDE7wu6cwlt362BZUEj8wUidRbwQeVVqF+2I34/MRmlnN3Ro/o4kdN+5dXPMbDcfLxWZQD+vrYQ8QmxeLfJFNxLuZzLRqQ/aSadaoIeblPRs+ZYbA9ciOsRFzCyxTyoZVkGd834kp/U2oJqzi0MDjCqufzmFi1aCNWsefPmQp01tiNDe1aGKiVvWxrAK7Uxvum0E/73D2B//CLcivPHjFdPQKaR4Y/TU9Gq2huoW7oDFlx9F/5x/+Rpg169E+tuQ02vZlh0ZhRuJ17IUc3IMnWBiHKpbdMDg+vMhP/9gzhwfQ083bzR0LcDZgVkMwDdYgqIJp1ugpF+f6CRd1fsuLQU12PPolr5erC1tcGRq9vx5WtbcCpkB/ZcX44BdafCz62OQSDi81qUGJb3nXw6YPLfPTCp9XrsuboCyco4jG2zAI5WrvjgiB/aOY1Dv3qfYduVBQhU7cyjmrHdrt7j0cvnc5PriD4QUYv49ddfhbZCNk8bKsmBsUKV9mbiGYOXIy9mITXYCW1KDRWuA7qFJERXHdO99kxsRHwgJ3/Tpk2FCkOVjFSfQES9kIOa6EvjMY9EEDRYhgwZIv5GAfn5+QnbD8GEjIY00tvbWwiQaM4JwhWarKVv375ix4BhJml0Jltim2REfA5BkMBGFYSgQos9d+J4H1UzCoVbn7ptcpUgaJFh0W7EXUBtIZNjfW2YD07YgwcPosFgJ4RknseVB9lqp7a09RqKAX6zIFSzRw6ATlbu6O83C9WdW0KlUQnbyPrbU8RkLmtfHaOq/YESVm64FLcHDdy6CxvB1/7tMKractQv1U2oXw8zo/FTkxtIVsYLQ6aDpQuGV1kKvxKNcCvpLMra1xBetR+drmZwEFUq0QSf1dlh8BrBmoOIOyxUQak2005nqCy9PhynozcbHcgKmSU+qP4nqju3QpY6DZPONYKbTXn0qzBDvGNSViz2h/+KPWGLjLZRx6UDBlaahxKWpbA7dBEeZEbkkqmuXBIzY9Gp7Gi0KP0OXK3LCoZxLnY7Vt+aaLB9UzK1tyiJ3r5TUNulPRwtXRGfES52kI5HrcOIqstQ26UDQlMChepW2elVTDrXEJZyG3xd72iOasaHyiA3+E5rb3+BsTVWwdehHqwV9ohIvYHNd78RY4gyGl19BTztKosdyZkBhjPmzGhwGh62fnm+jXOLZgraMLW7yTRD0J5EWy0XY5KGOXPmCFZkqFxLOIy5l3sb7Rf/P9LQuEo7VLfNu31vCh03bNgg5pChUmiMyNQLvAzXCE50AORk1RYCX4kqGahQpzTW3pokdrNehNLIrReGV1322K+6+uZEHIj47bHvl258cgl42FbAuBprDYLRk7R+LeEIfrjSFypNlsFmIgOUiLmgwJtVJwp3FnNP5NP2SA2FGpOhUmg2oif5+BflXu4gkY1pC5kWj3jU6msPuX2WUb+Lovh9pW0rokPZUWhVOq8XrLH3PRD+G3aHLURs+r2i+EnF8J1k6FZuPBqW6oky9oYZsLlCuRJ/ADtC5yH44Wmjtzy8r4L/8jS83X0wnNIqiAQa5hYCDd1n9P3ztPdLjMhcSQJCPeQJYt1Dr7Sh0AjOQ69W9nJBzRMyIwvQ6vOvWs25JewtnLWHy4QjX3bRHnwFzsf+jWyzrVSKogS87KrAy67yo4PKeftPvz91fz8Xsz3fTyITCtqejtc7doFjXJUCH3pduXKlUAWNhQKRGFG+XfBfBRpt6aJOY59uNEbanGjkLt8BKONZBneSL4iVhQ5pao2qAE+QqkoSKDoSoAd4fLASEReVsFBbo329PlCHuwivfHNVMn4NTRhUzUyd1pcYUQH7ncIkJaUnuG6hcZDsyKtiSZSomQonVwfcDb2F7UdX5jr+UcDHSdUlCTwfCWiACH8V3L1cULVsXfiiuXgPJlYtSPgPzhOeXGCURlNFYkSP0c1a73D6TlHv1Rb+n8dHuNtG9kSvbY1CBZIiKTyqFKHxRYr8mJmZDhsre2ETpesKd6YLwoK0TIi+fNzizy+eu8SIHgOIeAudJJs1ayYErA2er6//0l3AkAfzYz5Suk2SwDOVAF04tCFizH0wT1YQvKiOcVeNLjTmBM+XGJG5EjZST7tSEHTo/0RgepFWPompSUytsMYrpwj97KgJ0G8pPxakO6UKzIh4DonhB6QiSUCSgCSBwpJAgRkRT7rTPbwgBqvCelmpHUkCkgRePgnwZAUN2rSvmp3XjBXJimg9p21EP5c9f2doAFPhBQyJkqEkedLbUHu6OqZ0PTsvmLZI8pDk8SKPB45jEVInNFQcPSkQEFVu3wJoVhNyV6dHTm6PInU/itjtaeMIxyv3UDbTcPgIfSDiCfm/L5xEeu/m8HZ1y04tIZznpJ+SHJ7OOOBujsPqg7CEDFwEeW5RfyIU1d8ZT4s2mKL6foUlT5mPj4/GWMf41KqGmH4tcS7RuPewi7UdRlVqDLX/jXzBiCC0w/8UzjT0QmpJ4/FVXj5CKn1RUZBArbk7JSAqokBsEoi6fDsBc5Ov5zuGtGCUdNQfGUF3jfrR3M1KxuGaJZHmYp9vm1IFSQKFLYHSR4Ngs++ixIiKICM0CURNv/4Qv6XeMWs8lLZ1RAt3H50TSlqarb1dgwy1Cn/fzxtX2KwHSJUkCTyhBCz2+6PskesSEL1oQPTqV+Pwe9p/oTCecBwU3u0aDewOXUa6gzU0ctkjC1O2IVMkLhUWp6L1u6WFJdwb10ZYelLhyeEFbEmuepT6QiaHWgaUOHQZSY7WgFxeoP6zd3FGarlS0CjMz3um2HcB3kdvSEAkAVHhzBy5Sg2rAxexoO3b2WFei7idW6GQQ+7hinlpwfB/EFE4QngBW5Er1VBAhhq3H6JBph18nV0hU8jh7uEBhdz8frSwyM5GG+fpiBV3A7Ax5LJZ0lDs94e3xIiKJBCbVM3MYkRKFXAzDChhB3gZzwRg1kgxs5JcqYLVocu4891yk9kNzGzumVQLTIzF++e24mL8YwJRXCIQkwCUdgEc7YDgUMDBFijLnUcAYbFAUipQsQxgYd4OpsEP132Oc948Wo8rLC4e7ilqDApViHxqDOSuPRLzOIkfdbPRLgs+g/dP5p8aW2JEFkXWWF8oQFQ6KgURkxZi/d1LePtIdlaPp1kIRJaHLiHq5/UGc3Y9zWc/btsEoCEnNuFifPjjNZGeic9qtMLMZt0x7PhmbNq/Cw+mLsO2+1fR8+BKAUSbug1D75qN4LlxBiLTHlMF1H3Oyb/wa7DxWMfmfgiZkL0SmBTnjDfffFOcS9JP+GhuW8bq/XD1GMafy5uqSLe+ZCN62YCILCgiDkjLYBJ1lLay+w+I1v6cvTK7lgASUrJX8MQUIDUdUGsASwXg6gQ42QPhcdnXfD0BKwsgOAygzu/nBSSmAuGxgEdJoKRjrvGnZUSRP697sYDo+EZc1FfNyCbptFipbLY8Q6IAJwfA0wWIjAcSkgHf0kBqBuopnNC0dl0cCPRHeEx0NhBdPY+eB1YImecA0XdjEJnyEPAsBdhZG5677MOoeNGuMKpZWwLebsDDlP+eczcIV4P0NhfYr27OQHJaNkPLUmYzMP6NTE2/aAC5SoXOtzIwo+97qFatWp7DlcayzhY0Y2n9HT/jggmglxjRywZEoTHwlFnj97dHoUXZSrgZG4k6nuWyGdHan3MmxHcn/sXgui0wfO9qvFOjMdqUqQx7CyvcfxiHGUFHsfzCEaxu+Tb612mKWhu+w/XLVxA3eSliMlPgt+QL9CtXC2v6foBBxzdixa3/0h1zhbU8FPByMKKIeISOnAVrKyu4LfoUr9q548SIafj95jm8t3oBfukyCO83aINXVs9EixJe+LnbIPTbtwKfVGuB+mV8c6Z9v21L8abfK4IRfXdqN96p3ggqaPDOyU04EmVg5zM8Fl6wxsI+76N12UqQQ4ZLCZHo8tcCvFu2VvZzDqyCj60TZr7aLRe8TPffh8mblqN7g2b4pmUvVCzhitCH8Zh0eS/+un81V12ZRgNLlQbzsyqgX79+BlVpY1lnC5qxdPrlg5jsnzsBpu7LSDailw2Irt/Htnc/RvcqdbHo2kmE3b+P6R3eygNEt5LiEJWejM9O/I02ruVwKzYSyswsTH/tTfiUdIPz6qnoZV0GK/qMFGAVHBWGA+9MEGPH7+cJGNewPcY2aQ/fv77D3eQHOWNKlxExGBPT7jI+LsO6Ll26VIQjYFpphnrlEZRNmzbhzp07WLdunchswFzgDHvAVEcMkM9zL8xowSSOjDvEhI6MWb1582Zs3LgR4eHh+OWXX0RSScYhorfrsGHDRGptbeH9K1asyEMI6BHLd2rYuyuGnNiY10aUlIrfGr+B/zVohSoLJ2FAnaaY2rwb7icnoNyMDxDw0WyUsi+BMss+x+gKDbMB4tAaRN28gwNDv8CJmBB8eXEfLl+7ioVt+wog2hEahIdxcRhQpxkORN5Cuz2/5mUqEXFY23kI3q79KkbsXoU4mRI9KtbBR/vW423PatnPObIOlxMiUVfmCBulBt93GQhbS0u8tmk+4iMicWH0dCw+sx+rLx7H/K7vomZpb7htmI5UZWbO82QaoGRSJlZWaCeyhDD7i34xlnXWUMZSpn8yFgt5870rePPQaqNansSIXjIgkl+/j5SvliMkNQFVN81BLhuRDiMStoqEeOBOBFpWqYX/NWmLyg6uqOpSGiVt7VFxy1wk3b6PyPE/YsWl44jKSkMTj/Ko4+6NibvW4r3GbeFqXwJ+W+bkUc20NiLmVmIqI23CRIYjYAYBBrufNm2aSCfEtEU832IMiHQbZ/3Ro0eLfGdbt24VCR+ZtZLZadnG119/nZM/LSgoSKQj0gWj5cuX53pXghBBy6iNSKVGH5sy2NBvLIZs+gUjW3ZG9IM4dK1SFw0XTsHpUV/jj1vn8d7OP3IB0a4jB03aiKIuByF16m+4m5KAatu+zzs51Wr83rAnhtR4FcFxkTgecgPro65j142A/55zZB3WnTsCWVwi1g78EH2rNsCo09uw+MQeTKrREjM69EWaMgtqaGAlV8BSrkDlrfMQnPhfaiaZWoPmAbFY9N6HIquDuVlnmU2YWXz1M5YS7Bl6wlCZfHEPpl86aBSIJBvRSwZEFvdikPHFMpyPvodGa75D6XTkshHlMprGxqBmphUujp2JCzGhmH5wKwbVbIpeNRqg0pa5uHn7Fs73mwhHaxukyzRYE3QWjZy8YGWhQIdKtbEs+Cw+OL3NqI2IRs/vvvtO5DJjdDnmcFqwYIGItcuU1mQkPj4+uH//vlEgunHjhmBVjErHJI08kMvzSQQigtqiRYtEnijmR2PERm0h6OivzmRGWjDSghDrCyAyZCMC4ByVhNiP52N70AX0qFYfLVbNxvbeo3H0bhB6Vm+Atw6vwcaLJ3IBxK7D+/FgyjJsu3M521gd9SC3sfrSNcROWoxYZRqqbjUARBFxcHQqgY/qv4a2Hr5o4lUB1haWaLjuOzSx98hmRHv+xLpDe/BV+zcxtU0vLAg4gjGntoqg7V/4NsG37ftg5MH12HfvOpCcApm7C0IykpCpzh27u5KlIwLf/NTswFvMOrtjxw4hd/2MpcwvZ4wRddz3O/aEB0uMqAj6CeV3Vu7xds3SM3Gmy2jU9SyHEbtWwVVuhdmd+uVRzQQjSk3Ca1Zu2NtvPLYEnccv/ocxo9UbqOflkw1E0eGYXqUVPm/dQwygBtt+QgONIxb3GCJO53c78KdQNXSLro2IWVsZHYDJGZk9gBlMGTGA0QLIiKiKMXkj2QyTzzED7ZIlS0RUOW4jUzWbNGmSyOv9wQcfCDWOwEYDKoFo3759AtjIiLhKU63LrxCMmPSRTEhbTO6axT3E8d4f4tVylZCYmQHXpZ9hVcu+6Fu7CdQaDUqt/wYJUTG5gGjThWNIG/sTIpISMPLYZpy7dT1HNRNyzw+IYhLwR7sBOH3vJoLiIzG+VVd09a2JZhu+Rz1b12wg+vtXKJNSsLH/OMSnJeOLPRugtLHCFTXTPKfgzJvjcSc+BrOP7oCVjTXerd8S3Q+uRHR6ch4RHe74Plp6/GfT0q1gLOssWWlBMpbar5mKVKXhHF18nmQjeskYETu1nosXVrd4G562jtgbcRNvlq+Zs32/qdUA9C5fM2cb2UImx7qW/dClbFVcehCBdJVSDEoBRElxaO7ug6OdhiMuIxXuG75FOXtn3HljglhZXdZ9jRQdmwOfrWsjItAwSylDkRB8vvzyS+Gj0qdPH2EjIkARUMhyqK4xcaKvry9q1aqFNWvWIDAwUKhe48aNQ+3atUXqlIULFwoVjGqEFohoGxo6dKjIVEv1j3X5LHNLNhAZsBE9amBy7bb45pX22HIvEG8cWoXBfvWxvNmbOB4dgua7lohao6u+ip8bdRe2m3V3A/BlnXYYX70FLOVywZp4j67cY/tOQWxGimFGBGB63Q4Y5Fcfbjb2CE9NxM9BJ/D91WO5ntO6tC+GV86d0+qna8fx4dkd6O5dDVNqt0VVJ3cBmKdi7qH3oVVI1usvvnvr0hVwsMN/wKwrN2NZZ7lrZm7G0r5H1mLD3Usmu0OyEb2EQGTuBHwa9QrqR0TVTDdr69N4p/zafGI/ovwe8AJcH+D7Cla1/n1N3AAAAohJREFU6Fvobzr81BYsvWE4d7vuwyQbkQREhTr4ZCo1rA9fRtT8dWZ5VhcZIDJiIypU4RTxxqo7ueOj6s0xtFLDJ35TMrMfrh1HiM6OqqlGJUYkAdETDzr9Bpq6eMPL8VHGUnHYTFvynvrPPoz2fK/LZTIEJkSJf1LJlkB7z0pwsqLDZcH7Z3PI5QLnopVsRC8oEKVV8sTd3o2keSNJ4KWQgOWWEyhz8V6RPPRpbFdJitCoUkHmYIvg/q8iyyX3EYuXYlRKH1G8JBAehzJbzsAy+qEEREVwe9/k9j13jcKruCOjqjdSkpKyA7mLgD//5YdCOQ/Azalgg/phCmQ3w7NjYOu3J/2eW76SPJ5YHhYZWXC4GwvvsKQie/pcYkQmYlbrRtmnoBQWFkhOSoK9gwPUj35/YCtHbN/myChlJmtKSYds33l4RqfC5WEmEh8+hCMTtBlpX/950u+55V/Y8ngZ++NFCpavH4xeUs300n2Y8oy09PHEvW718gcjAUIXUCY2DY4xycJPp7gIOj/P0qJyXeqPopXlo7j0R76qmbnpQpiVI6RlFaiSUv5LDfRIrdCGUJQ9SEap65HwSFXnpEcpLoIuKkCTX39K/SEB0fNgkIUGRLoTTVd101Ud9FU9iREVve1UCYgkIHppgKggHyINfGngF2S85MfoXrbrxWV+PBVGVJCBVVwELalmuVMMvyjyeN7AVlzmhwRERTTz5fOaqMVl4D8v+RYU2IpLf0hAJAFRLge/4jLwJSAqWgxVAiIJiCQgKoKexlqgLC4LgwREEhBJQCQBUY47TUFVx8KqLwGRBEQSEElAJAFRcaGekk2iaNkkpP4oWv0hMSKJEUmMSGJEz50R/R83xCg9+otEfAAAAABJRU5ErkJggg==" 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type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s">square<options>triangle&#xD;square&#xD;pentagon&#xD;hexagon&#xD;octogon&#xD;circle</options></input><input type="%n">50</input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="shape"/><l>circle</l></block><script><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="changeYPosition"><l>1</l></block></script></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="turn"><l>1</l></block><block s="forward"><block s="reportQuotient"><block s="reportProduct"><l>3.141592653589793</l><block var="size"/></block><l>360</l></block></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="shape"/><l>triangle</l></block><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="shape"/><l>square</l></block><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="shape"/><l>pentagon</l></block><script><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="shape"/><l>hexagon</l></block><script><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><script><block s="doIf"><block s="reportEquals"><block var="shape"/><l>octogon</l></block><script><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>45</l></block></script></block><block s="up"></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Custom block pack" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>