<snapdata remixID="10982467"><project name="AKusz - ProcedureParameterNaming" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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BdZYQG940hxy+0HA3Q2xO6Dqw6IgGA17K9f/ZtMx343yMiBlB29y48MEKpsalDO4ek2j+MZWVqurzeClg1z2wxj7+A5VEaDhM68ceqglh+6bhIEYm0vdGw1riXtqYeLM1NNZTQ++1vZHcRwqCN+GBRqOH/RhQw9IGp6IZ/Ylu87+er026Cf2ULPWjZbEnaqUVtJI0lys+9TTd7hbL9sc3m33R/8Kv5WG781yfLSsCVKB1X3w/mJEjX+PG25YXuMW8PIUWFMBPgGvKT8vvpEF9KWXfRCCydFs4bBhBcLuVmYWo702gPubq+XbW0s1hdTz0WZY4dnYR85o00GrU5HihpqUS84ehpdliDYBGYbYg6p5fBetOO1H9fu+uN3lYTKUShRndjJN3ClRsYmT+vJuv3zyxQYJXN2L5JlGXQ3LiUVd2CJLFFoZSnTtt+Jhecm0dNVs1QSdsFnWILGrS1rqrLiy++WXX6y3bNquDtIZ/QPBaDesULZWgNFRiDV4bQC+D5ijuOnHPrCR+8+xU4ABzHuAAmsgoC+++CxY8zIALYhsDtORAdkCSJg17GG0lMLXP779QC2CVAcmbFRlfKQoZ+Jrw1htK/ZTr7HxYaMSAjjEcwLVsA1kBeKj08cuIIWKf/BrW0vDY9V6FrvlKDMT3mo/vH4OX4aXr3ED9wNpq2NLJ9WLs/CJiMZGvajaPFfbu/o7pV6rjXQU7h17hq6azRLrslQ1R6JdlyL//Pun1TTzfP+w1dvXb6WPDiZX93SmB/uyVpj1tQ0ijwEattc8iVxPwMhncONrHl0Dfl6SAutCgAG8LtrAIjaagL7skrfCSz0crABjFqF+NwQrUMxC1I4edgHcMne0dKI0rKei0ovypkaRPdByyWJTqwstu/Scthz42cMyE6mEk4cE0DAZK5wAHH6DcNxCBKMTi3tb2cHb59T68DpbMitqwolKzuqge11aWTrXdhJxcXhwHph4JRzHEF5Dh4OTrvynUj5/wuSjSVweZbW+jdTskJ401aOHmmpYH/y3/7HRKdsMnSzpDBENcoVaQTJX6g4WB5UT/9DdMb2UVe79h+VtrWPD2iqgx3DTa/5wo/We46UAvwHzHqDAGgnoq66qIO3/HIAroAjn5k4BeARGqvA+PAWPTh4CYB9orJa/vOlU9cikl4NTfqpdCgcVoWlz77rN5DF47T65I5V3HjHVyRzhNfbp4AUsjC/DaBMqw+FKbPZ96czIDyLrRZ1RicTDZDU/XLlxKG6TswOx/SgEuKoMTdLOINmT7i67HQesCyckeR8mbCEVq121qOvBZDtq3qIv3eUf0Oy21zVXEqPouaiXwfTL6lw1zuy+3kQeCRYS6zons/LZT2sdOnWo35x82cwDd5Y3P/DrYV/rNWoFL0uBNRXgE/Ca8vPiG1FAr79oGzR6L0Tug/qroKYL0TDZagioA3Qit6axMOGjh6Z96XfO318eRvDeSrnSy6cEmnXq8aPGq1GRHKrRWT2d+vfHouysoYS/3kLCLlRheZKEQE1htP7IF890/aO18FU3PCUbE2ZWTTh36nVdl1fUx97HfZN0Ys2TFDbduqfePeehKIWE7SvDrtOmjrJbVCup5GHJk6qeiHaoqDlynax897rmIMy0cmq7mbPDks0lc7KSiV3JvUXD9Juz5cHqbUs7aq/ddNe3z6ku7YbYX5a5+8PRivyhwIYTYABvuJZzwGstoNdd8lMQedLoyVdMCOHt0NHhCvHxCZQe3OzloXmtV1KE4Ct/dfp4ckx6U+EVcOR804n0BrX4YfVaMeLD91WJMp2adNCfPxa5SweIRgEsWj09dyusEVbb3jcZHf3atvDqWWS0KYeon8906SfDJlnwTmyewbjwiD27v5KfdXetHwMDmHDykhhxSKTqF/95CZNadHHS7oJH7a7XVDrHrjI+h1nJVYa5mmHdpnYxq7Q7rhJtLa/0c4/BA4M5PHdi/6NXNx+7BIpFQL4tm/f+6Vr3hNenwFoIMIDXQp3X3NACev0lPwFvfgASdorym0/V9ZG7zkDt8LRu6SfoljOJrKJVGWqkisrexiq+OneyWe26eh6bvjM4mEfGm/Ct10scvv1GmZsJpxclEPf249Ze28XpAA7fgE+fKWyz1VgO3nyu8f1IJOwnLfCDC3vaf/mSOjXqxDgnJm8dKmPnd1rDyGNoktGSovCUbZBJBTV/QkScioatQVLpmsSJ2X7XWyKb7tb+0UF11cP6DGaQiM/63i6XxTmnSFbyysKZpaXui6b3nQf4x8L5SzD4hszt/T829A3BwW9YAQbwhm09B74WAvrSaxpA96Pe4PY9m/W8v7nM96d6sj12fsFDSpGXLZVc+0OLknWIYEwtHmTxf5k7ONFJfOKNLGUlc8h4qYZ9KdVrHL4Zx5mfdAb9EMqSofLjyya+rqtxCWGJU3jhHEJYo6M3nyPpwaYNT7nhCTh/1qLpXdvNwuZYHsbHx6vurNtmXZRLZiIdhqVIUpI+jB9qJlWUdUWMZCJhtZHmPkK/V4m2PfhmM3msWc6dtydjcflQo55Csp6Phk2TNpdd+bGaHaY3zd6/BYqHoZiAkfsAfQo2pT8psn+wFv3gNSmwlgIM4LXU57U3nkDvgu2/+uf2h2fb8rQTTX/PlY/auQfnfT9WmW51kXfLSEqplsqZqZZyX3YidaPwX5o5Vjoiq5Np1RxJS+GQBl8V1bDUyFiv9dGEZ3iJMj8hHiXjYV/UE/NDPTF1+Hj0JAyYzl2bZPkrOyS8uQ6RnL7ykOQXdUfrfc1SWTd/catLBlEqFs4bODGnH45NDSsqmolX68toh0/CR6xm/5ho7x+ibMvsxdHck140uZRZG04Utp08DgcwdAVuYFX7HZ8MXz9/Z/hufBQqExCE774XQ/BVZP7TsvXhQxvvZuCIN7oAA3ij3wEc/xMr0N79Ehhc/QufjU/8wMN4xt5NOHjpIWk+OqNazhDPtmXiVF0lziXsolxRo41GX5Ljplv/6+3H+97geBZHfaOuIg4VAHmc62xuZDVJ3axak8H7xIbvtarxtV1JXjtU0xrtFe0jt1yWU398qaAXQxKP9I174LYMvV+t6NRnz/TJcsmZGJmPfS5WMiSaIvKpZCbRhls4lWv9zrpb/I7J4r2x6XoxgzyytUZ3eX7m3HrylFe0Vhp1zbo+6Yan4JJxWEyr2avn7u3XTRpeZ4c9r8MOWNsA/zWIbIHKrTK/9ytPbCN4NQqsvQADeO17wAo2ksDyha+A9c+FovZD3zJ7X/MN+5SHNvmDO06a1v4p35zqmW6U63QthXFGSpFDs5QjWSm56DPzx1aO17PTM4Y9SnHmZ52VjlEkNtcJL8hipzXxGovT2HpENnfJ5bkxr881mgprfwXS+djlcAcnRKsZ5J3f00wMSn+9W5MjNR+2w5IIOUqaaayZRJq1I+cerubt79p+6Y6qOZUZyW2e1/M4OeGMTcOr8GTYn0/StFHZ0fDX3NjqJ1PldsfHg0RyuXbisZPzSbcMoD/ar1p0HpB/AvTC0ydA+Vtl/uHPbqTbgGOlQBBgAPM+oMATKdDe/QYYc+7p0wB15zPuN3vf8mV74cmaPz7dM61BMtpuMi5nUoI3dYWviYidW4xb1QcnFw+V8qOPbW7j8NxqfKK1WutUho1uJe9Zp7XI+boq1DhUrNdIvI9MLnHsXHSeU/tGETNrFOnfnoXsK2dBGinMf/gm9BOXwOyfVI1VpQynZZ8PSnl2vJxl36h3/YMV112W3KZx0nY26luXVVwUrziJ+ioS1isjztJN1UFnJo/idmUqdpffONsvbW20n1o/ODyrtJSPTkUyOPn4GcEPQuVcGOyDagzFnZwJ/UTehLzWehFgAK+XTrCOjSGwcv4vwyKBxywgy4DOXHBQVn72VrvLOllMnM5bhwwG4eDdVqISTSzHtZ13t2pyqro0TJPDXtTYsFuWIhlWB7Xlqc7Ewele9tjsihyfWqn1kyxOTR47dXHkfBw5tSb3dptXeVtZMHWsgeHvXAXTGkJmevAHJhG+ELuy13Z14O+eXHF3NXvpgUqeuShKw8zoPEq6YWcs43ySJ8lSbqIujMl8ODwC6mOXbq70enMusssqtlsqw93wo7b9vCd3hhCpQHEYgmkY2QenLRhZgIZtOLEE1WWZ3/vBjXEDcJQU+L8FGMC8GyjwRAp0z389HJ4BH2YWowP4WlipO9eW8gdujiqVVG1zYGqZ0aoziGs9U95593SzslCOc5UTWZ6E/ZqNCQEssCI+NtDYGN9IrK+IcfFqdWCXGv14obWaHJxcsUer7ahvM5Mhl2l4vKcBRL/wwtGRR2GRsLcehyeW8Y+zR3XPZNf148ilNvIujge5iXIV47y1WR5F3TxKOmF2c9gARMNypLDvhqi3zs3Vu6vTWVLq59a2d5RXhpc0FtyTX9Lqn/nkSids5gFBD9DB6YMQTQeiIYDD3tVflNk9n3wi28BrUWA9CDCA10MXWMPGEWjv/hDC4QkiZ0B1GwSPQXU3RBZKKeY/cHM0OOMUauVU6s0BSjMPTZZah6t1AI3cmf1pXl728LGIRgauZETiSDTREMSisYhPIqtJJD6yNk8S46y1edyv9uRQoy13Tyzh0Yk23vdrLxidN5hNz+vXdx6R+/V72paupkmiWVTKsygOT7+ZN1GWW5t6YzM1dnQsoTc2VQlHEJpUTAhi5OIxNdk+cUanOtGdquUr10weSiOfp96jd97Ta+0LntWoQMJBEzIP4AEozobgYYiegEpL5ve8b+PcBBwpBU4LMIB5J1DgiRTo7H4tnLwQouGVbAeQq+D1QUB2nZ6QpHM/e2vsn/qwic7Y06hsfqhRh0o5U9MEcHiYR21rUIrg66NH2NN/D5uwrkgEsbW+bMWVY+sSKz6KrIuSKIuM9eJLufRqHgenHU5Mr2Lf3tdi59/egxdd9wcYyiksuX362OBO/8jgXncoPZAvZIt517hhbuOhi8xAEUJYwonBYROOsOuk99Z0nUQDUTc1uXJq3kxV2tfMHEmrJu969avqJE/KInNnlxevuKE1Beg+wOyG6DehOgnINERulU17PvFEtoHXosB6EGAAr4cusIaNI7B6/i+PgtZjMwQ7oHoQkElgtH1k2I6yAS/mHZ9oRj/x8c3V2OZVK77kVBoGstjPopXIoJIDuWiY06zWisaxdRPGuDLUhA++5dhoDJtH/YaPj5yR2688Obe3XJnL7TtTNA9U8OPPvAn79vwgXnzuj+Dsicvx7Of/EiTJFXHqvO3mQ9PO+9rJF/PD6b7BvuH+zkE5mi0ODmRLy+E0JR/20goh7DX21vRs7mamsvbE5fMnu007TAWyCqv9KJLwFOzD5OupbXF2zY/OhNMkFiG6HcCjECyGIxRl/qFf3Tg3AUdKAT4B8x6gwBMv0D7vesC8HAqFDUEcjrvXzRDtAGYbVNvV5dLkzlvPtC+7XeqvvBPlukljiC/By6CXx8clbOUcAlBhQ+gmUT6TOzMIr6AT62orTTUHt6L05Wt98vXLffTADm+8H1qvmbQersoPv/gFiBuz2HvvM3HZ6z+EHX/+d9i+82o843k/55Nq7GAzhzhzsOkQUZqOai0P2kPXc4PMlY64wycO9hfSfd1j/pHOUTk8POVrbrDlivKheDIeOA2nMlntRrHplRvWqeIkoDWBHq1Nx41nvHbmiBntxSVzo+04gU/K/J6vPvHN4BUpsLYCfAJeW39efaMJLJ//JkB3QaQGI8cBvQReDwBmcziCMOlFpV237GiMTvIVjZ69V6uv+yamJlK1RjRfTcuHRpOYNEzF0qQc+ZnMSXdY1+rRbSjf8tzIfu8SiR8425e8zxIVZ51mkWpum/tj84qXX4XWvglZev1OHP/wJZi/+eu45Mc+oGINzthxqbv2+W91tYmmg/UOdpgiSocweYrwtGvTHqzvI4+qiPuLsJqFgyAGfiiHTt297XuHfi+ClSwpY0lhetZoquFEYSOdUs0O+su5rUyYhbhst1910+Rd1VY0A4MhvLlHNj/4JxvtVuB4KcAA5j1Ut808AAAgAElEQVRAgSdSoLf7Kjjz4/D+GMRcBuA+iN8WdpEMC4DP/sLOStSNNE/yepRb60q+fOHSYOIXPxs1Z1dVu1n5UedNpio+Mlp5ZJcpfeOaxH/9Wp3ae06SAb7k/LCm6qKwSVZ4++s0S5oHI/OSH7nQbLpjymhi5PgfXoXVG85A7dCCXnHN62G6nbAy2c/On50/68VvdpMz8w5RnoUlRojSLqK0Dx+VEHdPQq2FcQNY1x99g5Y8cSuNXV878n7XTfZ2XKarEOlFseQw0jMCP+y7bHJLZE4+lvWbM9ERr3rBFTdMfW9mR2kbnPuInPHwHU9kG3gtCqwHAQbweugCa9g4Ar0LfgA5bgybcMD722HMORCMDkzY9YXtfZtGE+V2yQ6bg+m4n+QuzuuD1rB27gLw7s+Z1vxCtG//bKX7jWeU9KvPt62Hz02G3mcNgc1y6c5J2A1avRXkiWqeOM2TyoI1L3zdDrv976asQoybKMvCl54v2dlNtf0hznvd+3Ti774btoPOvahvTc/rM1/808PN28/KELkh1OXQOEGpeyLsPQ2T9QAbwWYrgBjANbF8xvaH0j9d/t7RPzfWaMfEZtVEMMilXZmw3uV6qnMqa56xuzI89GC/39xSenRwKrv8yldNPrL1gsonZNPeuzbOTcCRUoDfgHkPUOCJF1g5PwTue+H87bDmyaNDEhSlHf+w9Uh1obKptBqV85LP0npWi4fWpGVXcbGrxkPbmHXOpudU04OXzoWJW7nHcFbUdp0fbjI2WlF1FafphIqLoBqFj8ulJbHPfuum+Jybp8KpSSYMONs5YRZve5lqJOFHZ//sb/zW9/0ngXiHMMtZ/LDWmPbX/uDr/PazL87D+27EgzZs3oVL6kh6i/BRBXZ4EmIiDJMdyKpRJz02/PKJn+mG/8V77ZVKRp3TVZfBxlUTTlA6vnw0n995RTU9cEd/2FvN7zy2Z/gUWLzvXXdi/xPfDF6RAmsrwCfgtfXn1TeawMqFU9D8RhjzPCgWwpm9m++aOTJ/+9yZ/cmhRt0kQ+QbXrRhchP5squFHZxdnGM46adXr6qbcjIb1g6vOpPNWNhurumkqM3Cd1r1Wc0bTSDeRB2Nr353M7nkDyeNwsYaZlqHQ4Ofv12W/+h5ViBOVBEdOipnv/S1avo9p0AmglyhWbnW8Fc/9ya3+5KnDhGnndHraBe+/w5OwkdlxMNTGFZbSMtnQsKhDYOlLz/yy1hxD4atJzthgVRUktU4lnZUtknnZCbdZffokQeGm9T5MPlqUoGvDB0++YH7w5Is/lBgYwkwgDdWvzna9SDQ2f1zcFIFMN98rHn83C/suGLp7JWV+qF6Gg9ta3Vzx9o8HF4kcVrJGtYZZCXXymZQ7T11KqwwWoqkckDFTwCSes0mwqzosC4X6iOFL6k6e8WHKslTf6nVANRhFMBqwxmEw194inTefIk1arx4DztI/Za3/aIvf/O74RF5iDAxW7TrBS6OY3fp0543fMozXxICU+FMgni4BLUJTNZGWtuGrDIxCudyd/WRlVtX71v5hMKjY2OTGgt/dG8/Wz3qut2eK5lwwpPiztG2lIKTHjj1nnvwkfXQFtZAgSdagAH8RIvzehTQy2axOnhH1I8H53xh+yVpzR3bdO90YzDZW8lqvpYl+XR5JbaurBjW0lrSj+POTK/pN9UGvSfVZkTgSzK1x/lBBGOc02zSQNLwOtmHM4Kh0XmfiuzzfrJa8ogbBsg8UA5Pv0is6X30RTZ75rawDsiI1xDDrvVfP5NP/eqvh0nLfvTKOdLVMNHLQJ0H0guf/DT3zOteHTK8gmi4OHqdnZeAbnP3aMZ0efUkXFzp5ceXv3zs7fnysWF3+Ujme8sunMG0KB5dAaY8sGIE06q4N+x3PTD4rQ/ciXA8IX8osOEEGMAbruUc8JoL3HtBgu3+D879zC5T6sQHJx9rzq5u6iwLorn2ltXZUse2JY2sRlrJqlkjGlrNK1l5cNFEqXdWNBFmOEe22rYuOaDQ2JusKWoHYcGPwkfbv2riF7+yaqJBeGQ1NQ9bFfg+ENV0qpwP/+KVyHc0YxUxNkcmHl5PHStve8UPrchgWFPRNkQf//3gBJqGow7PPPdC9+Kb3pRIpF1YHaLX3AFnG1CrGq8ura7009UFP/zS/R+U4yv3rQLoQZB7oG4VK15wRBRNGCypYosA8q578BNr3g8WQIE1EmAArxE8L7uxBd6N3/nx4xee2n7s8kUcuWzBwuoFJ89t+4lD1X5lsdIa1oeDrOpKWS2vRn0jsIiXnlObw2R9MNSVKYuSj6VyFGLDUqDRXlNqfDx9D0rXv6Rari6IEcD706+fqwpTFuQ9v32mmX/+tX0Hl4SjHCJn+mmsjXLPLTXf+Y5m+dvfbEMwhEqi4X01NGw72YdoXw3S2U1b8dIf/RlbKU9XtVff0h/0XHdR26vtXpSmwxPO59mB9t/j7oU/7Wj4fcKTt2BVdfSfYfOQh7xiKIJEFPe/61785ca+Ezj6jSzAAN7I3efY10zgXfjwtR641sDvDkWErRvzWCdOXHzyxOLuU8nyjnazM99vDVr9yGaj1UOVxVdNJy4ahK2gk6EuNyOpeFE5GktjUcWXKsd97YYXlkuTD0p4uxz+onLYbkrgewaqOeJpefqO1eyj15eNSuah0emJWPC5QXnis59bqv3Gr8TwqKpiINYPVOFCeeH/KMKTsYoMq7X6zLOvff+8oGp9JsuDvO1KUcN5l/ZyHQ4H+Yp8cf/bcyhCmK8IMPTANDB6DV2FIMz8vs8Z3Preu/DdNWsCL0yBNRZgAK9xA3j5jSnwbvzOZg/zHxRy2ABbAH8CCE+dslOAtgAlhW8NWpldOmvFnrysZw+8sRQtzy9W01pW9RUjme80w2Srmj1jr8t70fXXJYOtXzOn954aTbgy5nTIRiUPUzfI2/qGq3T4tmumShmWnRibGVct52bZq090dak684rrViTLUoj6MLHLa3iChocJU7wkCftUJ1I+58qnvm3YmtjZy3wnzVw/NZL0TDgpyTvv/NB98+hvZyf7Dy5DMIBgAor9RtD3ii0KHBTFzDDFf/ylvVjcmHcAR00BnobEe4ACaybwi/jtswzsWzxcWNd7kYE9qUA4evCM00VpOnryhETp1nLUffpUbHKfdOurrfaW1fLKrtV84fzFel7V1St/LVna/anuikISgYTAjcIBD+G0Bh29hh6d3CDuP7+iimeeZaMcHRWRNEEzzrRnvITXxah94J0S3fbV5PRTrzoVCd+Cw8zoIaAtODNdjafrV1/771eSqFFKXbut8B14pCqaOc1y79P8SPcO3Lnw8XhUg+KACtph1rcV3OE8zkCEj3Lt75rderzwOhHgE/A6aQTL2HgCb8WHS3X4jwDSABC+5W4BcGT0xAlUwgQrA8nC++Tepc1kcH4tDvOYw/GE8L5pT6ZiFLVwKGHr3gNxeWHhFOAWTwe3nj6xAbACEzbgiDSKSu6WN5Si6UbHKJz33mhkoixCLcnQhiJPvvYVV/2Vd3oNz7tQH/5NwpYdaufEyVSYVNWc3KFXXPHGXilu6iBrLyv80Gueqrrs9L+8s6ZsPvPIG6wBVkP9EIRp1wcBJCJYPus8vPXGvxq93uYPBTasAAN4w7aeA18PAu/Gh1+s0GcLEI75C1l6AeAPGdgE8A2FTglksPKDc5GbiWM4DU+niUamLn3nbeasV2nVHj0pjbv31wyyrsCdBFwnbL4RXmWf3gFLc8w3cvPZN7lwiGBYfiTWqHq13qhVY2I1Gtl2J2te/ywXXkAbgxQeTcnttArKML4LiNu24+r27nNvDHO48ly73dznGdSngGYiJo9NI8qR9r95+DeXF7r3DmEwL4q9j39Pngdw87vuxdfWgz9roMBaCjCA11Kf197wAu/Fh3d56LMAXCnAQ270Clp3CuwCoImM/rtMnnzDGQ6ZhFW/MbyETTWq4Sxek6pK6iLTT1vTf/8gJHUVwCYGwwWLwYJCu3r6CdjIFdvF/v4Pj8wlPDuHlcDhzbSGU4VFxYfPx9DKb7w3N1+9tWG8zKqXTSLaF8FQgdwb7Vx8/k3Z9q3PtEO32nNwQ8CFIwuzEM4lO5EM3cpypp3V5f6BwbeO/KcQ3mH5UVjre4Ex+PvM46vvvXf0NMwfCmxoAQbwhm4/B78eBN6Nj1zqkb9VgDkBDihQCa+gw8QsgbE+NrXFN21vylAhmRPJfSwZQjhXTF8T08tsCNCJex+JKwePxw6JAUwjLENSmMxguCRwbfOaK1ajNz47HGMYFgRBRztDhxfeGhb7GjVS91YnJv/rl6abH/3f4lT73qO/mrpUYPzAi+YCmGuu+kVfqU511ecDDx/+ESA3xuTlqFkaZitLqVvtZjrIK9HU1GcfeYNXj7At5VYAS3GCX//52/HgenBnDRRYawEG8Fp3gNff8AKfxqft7ThxlYV7CaDVsB8zgO3hCRgwK9l0krdfvinSqm3IwHkMvZFUE0l9yaZadk1rJde8/NiiTH5rX1XgEkFmPKoWcMZNJKV0R1mW3vEkVJ76JI01yq2XzDonKsZ6QeINbBqrbz56wl3y3k8Oa0eWMcxWXRRXcjGSDbKlfj9bknC44ZXX/IzLdThQhIlZJg2znxPbKA3z1e7AnUqHbtlGKFcr8Zz51tHffvRU/8Hwbt174M/fcze+t+EbTgAKPC7AAOatQIF1IvAu/G7YFepKAI8AUgawW6Cr6c5qvXdRPc43l+HLJrF9n2HgIjPQErxGWgqfeDW2w6y+6XO3W5OmQ1cpl4a7yug+fbLcv7QZD89sxHaQpXZyOqrPnRXFWvaRFzXhG7CIc9a5aKkTPek9f5ZNPLwwsDbJjDHIs0GmPi9LlPSNjXoTje35lU9+C1L08zxbHQzccjZwK7aXLcrK8DE/cJ00sbX2fO3SqcXenvsy3+1+9eB7dhvg7995Dz65TqhZBgXWhQADeF20gUVQAHgPfn+HR/4uhakY4F4PmTTwsysvnV3SJG7ZTj43OKcqSHXVZLkxPV/CEIlWJbzmtban5fLgCGS2b9vPnq+hlKubrDfs8uowb9bDEYUS9Ya5qbfi1ubdsVRqVjxSGE2T9tCe98FPSfO792VJVIsBbUelulHvuuEwJhFrvGp/fvOT8/PPe3k4KWIINWGNrwd8E2osxB1N/XApzVca7exw91DnWyca0fx5n9n3epcrfoXffXmXU+C/F2AA846gwDoSeD9+b8sQ/jdkNENqNHGpufCOs47b1cwj04loxZ2dz8Qn4HVoUx/LiqunZ1fzzjWTtnNNqxZh6Ga/ekfk4ygKxzS4cpKYzHkJc7Wa1WrS7g3FeRveEDfOuMCUS61Bkmm++yO32qmv3D4UAy9iI3g/MDYy3vv09P8WiVfXP/+8l7vNm6+wgKwCPoOG9cYavu/uhWDp8SVUO6Ea/rgKYxIYebt8rMkNN9bRfcZS1ocAA3h99IFVUOC/CTw+M/rNDnrKQs4/+dptEcrmQWeRoGy2Jg93J7PNlSOrz5rW3nNmatlMVA5LbR//fmy2feprHtZEJs29K8UhOcMJR+JqlcR2B3kIY19OSqISTbXO7l34+Yf8tr/+jlHv8xCgItaqTzORyIYlRmE9sSI3otK76up3olqb7cFrN/xSiMxBTQ+iBxBmREt0DlQNvL8HBk24/I/kT+YeYnspQIH/UYABzLuCAutQ4Bfx4ecr9DxjVI6/55xn1P/25CDdWTm8/IpNzc5zZkuuFdcVcgLwYeerubAE6PENOMoT//jwsHxssZ6s9IdZo9xIlruZN6aM2Ho4n/pSLN6aJOoP/exX7vSX3fxwPjl5dpxlw9haGcS2GinyThxX4yzPOrEtl3Pf6+X5IH7Os3+zArFHT6/7HZ3puxKOXILqCgQhjCNA/gnW95DrA/LxydvWIS9LosC6EGAAr4s2sAgK/I8C78JvPz3fXHv64d+7cGblBTMdX48mAdPU0dGCCMf9bRfoCoApHZ2XoKfCYQfJSg+b//qbFTNIk6xecSY8zjZrlXipm4VTiPJKKbZp3pu462E950P/Z1jypI3GlsGWzU+NvB8MVMS6bBgWKyEycT+KK169dmu1menLL39jGjbmgvcNRHgUXqtQmcHpfxg4ATFzAI4jjr8kf1DlQQu8sSnwLwgwgHl7UGAdC7xY95/vkL9NgIED9lno+YDMK/QugVQBXATgkEDDubslEx5GoWee+fEvHepvmZ6oHD7ZzqulRml5Nc4rpV7WqCTRSj+tHlioXPBLf2oBdMI2lYDk5VKzsv3MZ6qqWy4nreagf2rZqdsGIwfKSQsTE9t7F15wU3jXfTYM7oCTHoxcBJ+fgsp9MNgRdumClf8sH2vtW8esLI0C60KAAbwu2sAiKPAvCKjKD2LfuxVSB/xAgE2AVAWyH8C5Ch/2sDoYNvIAMAHoydY9+7X13b3W9IeTrloeiJFB2qq3ygcX1JdK6eVv/f2wa1bYlTLsixX2nQ6bbLTDa+dNmy6bqFanFiNbU+eHebdzYqpan+2cfc6LFrbMXbFttFW1MfuhfjuAU4BZPb1mGafQnvgt+avwOpw/FKDAvybAAP7XhPjnKbAOBH5QHypZ+EtymLcAaBvoQwq5UiF9QA/LaOOO8GMShR6xWdY679c+PbV67tbleLXXH8xObK4/cqTf2z7nL/2Z389LJ5abjx+4sCowpbBXtB8dCqFHAcTz85e2JlpnrUQSLdsonj1x4oHoBS/4XY3j2sPwuhWCOrx+B2J2Ab4F638TH5u6X8J8Lf5QgAL/UwIM4P8pJv4iCqwPgZfqg40M0fuBcNC9WoWcp8B9YVtKQC4G8n8CzK5wAtLc57+d1w8uHuvPTuyuPbpwdOVJOxqX/ruPrtb3HCwrjFporpBwZnD43BuOQQxLhbYbyAMemJma3FXdseOZaTpceST32RVPf9r7HgSkC8UuCA5CfQ6RCE5/S/5kMiyZ4g8FKPBvEGAA/xuw+EspsF4EXqiPnmmgr1O4TCGxQLcYyGEHbDZAT6GbG/c8cndj3/FLm/c+emjhWZfNXvyOP1ia/s6ehgLHDMLEKcSAP6KQzQrtPX7ww3EAOwW4I8zCbja3tS+46NWVk8fvefTaZ/3KeUD0EDQcvqAlIPmY/HEtHJ/IHwpQ4H9BgAH8v4DGv4QC60HgVaq2i/0XA36Xwt8AmENAfgIwLwDMLQp/+SU//0ftwzdcUzrvQ58+Of833zrXwP+Tg1wqkL3htbNCLlXgHw30cgN51AM1BYaATBn42xXywmpt09eefPlPzZx3zvVzEPkcYB9A9dhD8nvnDNeDA2ugQFEFGMBF7RzrpsD/Q+Bl+mgrQzrlEf0U4NsAtobzjmZuuy/dcvM3Dp71uzdfDWg4g/e5Avk2RhO5EI413A+YpxnIlxX+aoHcGV4/A2gJXNfDHBTIZKM187Efuu6vT8ifzXcJTwEKfH8EGMDfH0f+LhRYFwJhspbAzhug5YGnVQ4dT1+47UeeAZgQuucDOtreUoCyBxwgfTkd2DMK2SPAFQJ800Oshf+uR3xyAnsO3Dj6tfyhAAW+nwIM4O+nJn8vCqxTgQ/j7FID+U7AhA+4OwXiLaJBhqwSAXtjlEqvxYNhy0jOYl6nPWRZ4yfAAB6/nnJEFKAABShQAAEGcAGaxBIpQAEKUGD8BBjA49dTjogCFKAABQogwAAuQJNYIgUoQAEKjJ8AA3j8esoRUYACFKBAAQQYwAVoEkukAAUoQIHxE2AAj19POSIKUIACFCiAAAO4AE1iiRSgAAUoMH4CDODx6ylHRAEKUIACBRBgABegSSyRAhSgAAXGT4ABPH495YgoQAEKUKAAAgzgAjSJJVKAAhSgwPgJMIDHr6ccEQUoQAEKFECAAVyAJrFEClCAAhQYPwEG8Pj1lCOiAAUoQIECCDCAC9AklkgBClCAAuMnwAAev55yRBSgAAUoUAABBnABmsQSKUABClBg/AQYwOPXU46IAhSgAAUKIMAALkCTWCIFKEABCoyfAAN4/HrKEVGAAhSgQAEEGMAFaBJLpAAFKECB8RNgAI9fTzkiClCAAhQogAADuABNYokUoAAFKDB+Agzg8espR0QBClCAAgUQYAAXoEkskQIUoAAFxk+AATx+PeWIKEABClCgAAIM4AI0iSVSgAIUoMD4CTCAx6+nHBEFKEABChRAgAFcgCaxRApQgAIUGD8BBvD49ZQjogAFKECBAggwgAvQJJZIAQpQgALjJ8AAHr+eckQUoAAFKFAAAQZwAZrEEilAAQpQYPwEGMDj11OOiAIUoAAFCiDAAC5Ak1giBShAAQqMnwADePx6yhFRgAIUoEABBBjABWgSS6QABShAgfETYACPX085IgpQgAIUKIAAA7gATWKJFKAABSgwfgIM4PHrKUdEAQpQgAIFEGAAF6BJLJECFKAABcZPgAE8fj3liChAAQpQoAACDOACNIklUoACFKDA+AkwgMevpxwRBShAAQoUQIABXIAmsUQKUIACFBg/AQbw+PWUI6IABShAgQIIMIAL0CSWSAEKUIAC4yfAAB6/nnJEFKAABShQAAEGcAGaxBIpQAEKUGD8BBjA49dTjogCFKAABQogwAAuQJNYIgUoQAEKjJ8AA3j8esoRUYACFKBAAQQYwAVoEkukAAUoQIHxE2AAj19POSIKUIACFCiAAAO4AE1iiRSgAAUoMH4CDODx6ylHRAEKUIACBRBgABegSSyRAhSgAAXGT4ABPH495YgoQAEKUKAAAgzgAjSJJVKAAhSgwPgJMIDHr6ccEQUoQAEKFECAAVyAJrFEClCAAhQYPwEG8Pj1lCOiAAUoQIECCDCAC9AklkgBClCAAuMnwAAev55yRBSgAAUoUAABBnABmsQSKUABClBg/AQYwOPXU46IAhSgAAUKIMAALkCTWCIFKEABCoyfAAN4/HrKEVGAAhSgQAEEGMAFaBJLpAAFKECB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s="setSize"><l>0.5</l></block><custom-block s="DrawADiamondShape %s"><l>120</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawADiamondShape %&apos;numberOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block><block s="forward"><l>20</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="numberOfSides"><l>1</l></variable></variables></project><media name="AKusz - ProcedureParameterNaming" app="Snap! 6, https://snap.berkeley.edu" 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