<snapdata remixID="10295876"><project name="MCDiMCM_FB" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4nOS9eXgUZdY23jIuszkzzozO6zvOos6Ms4h+iiAKGMR1xoVxZRzfeQWVoCAqibiAUgjuCasgm7IlIQsQIAuQztLZOltXJ+mkk67e1+ps3Vk6+9J9//54up6u6nRigIB83+9cVy7Sh0p3VfWp5znLfe4jw1kIwyvxjDkDrzvyYRnopDrxDwB0jgzgFXsuXrbloKa3BQDgK27HZ29lgpXJqU57cxl4xoQhfgAAMNIzAvsyHQCgu6wDPGPCSM8IVj57CAyvpDpBPuTL6GfO4ZIBAPs82nF1gix35NPf/6bdR3//U/03o677D/VfAwDu06fBHwgAAK6p3X5mN2+C4u/3Q/tX6bn6itphfLxGojM+FnrNyuToLu2AT+GF+vLcCX/W9XV7Run6/cOY1pgAgHy3WZ1mMLwSOS+UgpXJ6XG6uyolfzfkHoDhH9UAgKbPrWj6wgoA0FxbCABwrzNTHQDIJnyWIjnVaQEAlHQ78YL1lOT/yrt5rHaVAACW2OQo9jlhGejEPH0qAOD4okIU+5xgZXKq4xkTeMYEbnYVuks70F1CDIybVYWhlkE43zbg2MlaREcn4Otbj6HEYkPy0gL803Qca/hSzNQlYcA/AgB4zpyFFQ4FZugS4RnuG1MniNgAZWw8FD4HFD4HZGy85Lj8LjtWBa9LfNzl6o1ncwu/XQJA/R9KR6nFXz4gNUD9fSwCfvJg1F6tmPBHRTLAB/SHoe5tBhAywO3bFIhJypKcg+a6IvAfGNEcbwMAdMk9dHHoONYCnjFh0NUPnjGhu6Qdw54hyeJxVgZIP7y3FYttORLdckc+aoMrm4yNh3uoB3V9bZjCxsP9iQW7pqWDZ0xgZXIsWLlP8rfuTyySEwZATziSbjIk3AALfQ4UhhlgabcLc7lUyXGl3a7zYoD1fyoFz5jQMLUMPoUXAKD5TRF4xgTdXZXoyvEAADqz22BfpkPd74vpbuFTeMFFqcBFqeDL9074M8MNcC6XgiKfk75eyyuxuq4QxkeqscQmlxigv5c8+Ia/q+E5wJNr+CO5BtsrjUHDIwuKbXEDBix9cL5joH9/Tgb4sOEIHIM+ie6WhgOhN2fjkdNlxdF2A66s3oJAIIBLquIh77CClcnxE/VWDNr76fHWl7Ro3UUuPNKSPdYyfi4y1hb8x+B2W93bgr8bjkr+RrwFX32etuCzFYXPgVftufiP5SQKfI4xdQCwzl2G+/Rp+En1Viyz50HV04R5+lT8qf4bLLPnYZk9jx67880csDI5/an/o3R1dn9kpotCwB+A5wCPnopO4j51j3apBBllgKZnNPSAli12mJ6ohXWhFvoHWQBku7QvbcSK55PAzVXRv9PNrETyikJwUSHdNbVfhT4ouKIIOp4xQcbGY8DSB/syHYyPVMP9kZke71N4YX5GA9cq47i6s5XsTjOW2fNwS8N+eqMVPgeiuBREcSlQBL+oX9ZuR3JiJXZkl9Hjkt8vxr53CxDFpSDfZw+eWzt4xoReTeiB9Bzg0bLZfs7neiYiuCJAyGeNpDvWYcRKZxEAYDaXDH8gEFEXSYQVcMDSB/d6M1p3OMiqW9gOAODXmtC6wwkuSoXe6i4AxD48CW5ynCK0OksM0FfgRfuR5ojbm/YvIYc4ikvBXC4Fpx4qwGdNleDXEh/u1oYDsC1pxKCDrGrr3eWIdRZiV6sGy+35Y+oupCh8DhooKUSrAUB8nYoeN4BQALU9vRQFV59GyxZiSKanauE56IYnwU39r/a0ZhgeVqNtj5PeXPdHZjhj9Wjd5YRjue4CXmHoGm8V7UbhOoZX4oBHiyKfEwyvxM7W2oi6SEJXukAATV9YwTMm9DV00//vyGgFz5gwYO6lusBIADxjkhgfEGaApidr4e/3jzJAf/8IGqdV0NcxSVn49P402F/TEQNkTOjMasXHr50Az5jg/sRCj93v0WJzs1ryfpF0F0rCo2BfMVm5yt+rwWNrvsGWFnJe76sUSIktgvMtPaKjE9D0mQVNX1ihvjyX+j2N0yvQXdaB+htL0K3sQNs+nr5v7a8K6e/hgcP5FsHYnjAdH1PHMyZUvsKibIkKu2Ycow9lxc9yUfkDOX3tTXKjcXoF7Mt0cL1vhHWgEwyvhG5mJfg1JmijKvGI8ajkvjK8Eo8a0yU6hc+BZ8wZNJAThBqgdZEW/VxPRAPUP8CiV91FX5/usoLhldg14xjWOcqQFKPAnoRSLF2TiqQYBfa/WwCfwouTmXVgeCXkWVoa6fKMCZ8by5GZoZHoBp1k1XSvM8M0v+aMnOgzEYZX4l1XMRheiQH/MNwfW1A0qxBJMQpsiJNTA4yOTkD1TwtQlmPAK9EJMD1Rg6Y4KyzP1xE/6BI5XKuM4KJUYGVyqC/PhXu9mbolrExOr636ygu/0gvX2jzUG1HH8EpsaCbn2nBrGQp8dqqru74EDK9Egc8Ob5JbYg9LbHKoZDngolRouLUMlufrMOjoxxpeCSaZ+IfvOosBAPtnZCApRoHKW4qwZHECjI9Wo+7BSpxYUgzdnRUoStSGDLBtrws8Y4JrtVGyT3NzVfAVtY+6iCdMx/Hqiwl47UgGkmIVWLfsOFnCn8/BPQe+gf3VRiTFKPC6PR8yNh4v23JwY/0elF+bh7edRZCx8Vgc1NXfSJ6KjmMtcK4kERI3u4qmFM6HKHwOLDBnwv2xBdtmHkXzNvIFCAYoY+PByuRIilHgwB0ZMDxM9DU/LUDj7eUAiJE1b7BRY/MVeFHzswL6f4KwUy7cCqjwObCpmcXmFjV+VvPlmLq6vlbEJGXB+HgNPl10jOqiuBRU/U6BG4KRsTfJDfOzGujuqkThs8RtiY5OQGdWK334kt8rQhSXgor55WBlZPV8J/iQX6vZgZ1v5uDrFbm4T58GVpaDj1ZnYuWnx6D9i3J0ECJeAXnGRJdfIYrhGRPsy3TIWViKXdPS8Yw5AwBwYOpx8GtM4KJU2PVgBn0fhlfiJ9VbwfBKnDpaB83qepLINmWA4ZU4nlUL/gMjfW/PAR6+IrIttu50hp/epMrl6o3wFbcjOjoB0dEJ2Dv1mCRYqru+GAF/ANGLE9C82YauXA/YKXI4Y/UAiJH5FF6wMjmMj9eAZ0xQf58EKrboBviK2zFg6YN+Hnter0MszUM9dPvs8Q+NqQOAsm4ea3klDA+pJbqi3+aifbhf8r6e4T5smn0EI13DQQNsA3tpLoyPViP5vSJ881AWWIcLrEyO0m4Xbqzfg3s0yYhdmIz8WQq8zebhpsRtYGVybL3rCCxJNqS+Xnj2aZginxNX124Hwytxly6JXuDabScxc/tOiQHeWL8HV6g3wfR0LbbXVGEWdwhZnWZcod4E28sNOFBCboDgpNpebqDb12QLwyux36PFIuspvOcqlvyf400OX/LkXNa7yyG/7jR2tWoQk5SFngpS8RFybaanasFFqeA5wGOoeQBclArGR6rpzjHSMQTbK42wvdSA3hppqmoisqmZxVpeiZFgJCoOnhheiZbg1toS3E6TvaFAp6ybB8MrRxnRWOJ4g8NQ0wB9XXd9yahjGF6J9Q+n4seFG7E4+iDyrz2NzsxW2JY0wnPQjU0fnAbDK8HK5Ph93W7M5VLA8ErI2Hg0rm7A0q+O4pG1X+PwjJOYtXkX1sRnnpsBztOnoaybON1vOgowHPADALg5VZJ8UXR0Aj5pqkBg0I/dt6XTG7ixmQXDK5Hw5+M02uIZE5o32OjvvoLJ9wOPthvA8Eqc6CDG7R/w0/+rv6mURsEAUPV7BQ2WxF8QF6XCoKMfHektcL49+S5DTpcVn7grsLVFTZPEYgMUVum24T7crTuEbS3V+JAvAxDaRhM9jbixfnSFQxCeMcHxBgfri1pJ6sy+TIfqn+TDvkyHHlUXeMYEZ6we5gUaGP5O7sWDH+9B/R9LYP/AgF3T0rHpcBGioxNg+EBHCww31X+DKC6FJPcTtfhqxlHsnJaO3belQ8bGo2WrHa7VxrMzwCguBTldVvr6JlHd9CXraVyu3gR/vx/R0Ql4w1GAt50kk//0O/twrWYH0jsMmMJuwIplKVi47ADNN/XV+cBFqeBNcqPuhtFP4fkQn8IL87Ma2BY3SFIE4gCpr85HVubFDTD/SwPvoabQcR+aYXz8/AVNf9Hulby2DXTR8ifDK5HobcSmZhYdIwNUJwQXJJCQpprOVYaaBnDql9nULdt0QAGGV6Ksm4emtxWsTI6rar7EnCP7sPu2dERHJ6D857lQyXIQHX0Q+T85ibiFJ6CbUQHt1Ag+oCB5XXac7LSM0i135ONZcyYYXol/GI5CporDPVwKltnz8Egw9L6+bg9+yW5DRoaGPrUHPy1Gvs8uCce/2qagiVxBhEz5cPsQLrTwjAnmZzRwvM5hwEJqxm17XDA9VQv7cp0k1yUcT7fczmHYX2mE7eWz23IFYXglrUKsdBbhUWM6pjbsxzuuYsziDiGKS0Fulw2ZnSZcym7ErzU7MVW7H3fqknCy0wIZG48b6ojLIwaGXAhheCWurt0OGRuPufpURHEpOOhpwONVR5CxUgmeMSEpRoGk4yostefhtur9kQ1QWO7FZardbRo8ZTqB3a0aKHwOFPjskLHx2NKixipXCb7HbsC7rmJcXbsdbzoKsKtVAxkbD4ZXYg6XTJO+/7YQYMCdukR4w4AB37V0nmoDAHSXtMP6Qj0AYKR7GADQp+2G7eUGemzHCRIFCn6qbcnkBB2CwRT5nIjiUqj+I3c59rTV4Qr1JnTlefH0jkS8z5fSbS75/WIsXp6IF6yn8Jo9D9fUbkfy6mIc/qxM8v7nWp3J6DBJ3JTPmyrxaVMoR+wPBLCvrR5fNFVhDa9EIBDAV601WBu8rqdMJ2Ds74CmrxWPGtPH34LFBviLmm3Q9LYiydtI30jwRQb8I/hzcKv4Ve1X9CbK2DgAwN62+tHQKJHuuxJx5UMMMdNWOWFbTIztfb4UJ1Yq4YzVw7XKiM6RAbypz8OeeRk4+XY5NUBWJseQewB9dd3nlHaJa1IRo1LF0YdWWEmeNWfijaQM8IwJby04hMvUG/HD6s345sFMLP/sCP6+7mtsvOcIpjcm4suZR/HI2m/QutsJx+scgHOvzhT5nLhWswNbWtRgeCWiuBTcUL8HCZ4GPGZMxxpeiZu0e/Gzmi9JpcuRT5PSMjYejxrTsbO1Fh+5y3FHYwJkbPzEDfAH6s2IdRZinbsMMlUcPMN91ACX2EKZc5kqjq583w9uAyudRVD3NqO6twUMr0R8swr2wa5RWfELKQc8WszlUmjeTwwx23H3MQw6+vG2swgKn4M67D6FF0tscnx953GYOkn6RmyAXTketB9tOefEs7ADTWE30KBDqFNfFkTfvLXgEDY0q/Cn+m+w6/Z0xDepIGPj0TC9gkajgnsj5CTPtTrzlrOQ5krv0h3CPVwKhLBremMizAMd+FXtV4h1FmJTM0vtYLkjH6tcJVjvLkcUl4JrNTuwraUaU9gNEzNA4SYIfomMjccCcyZkbDxm6pLwV+0+MLwSKV4OMjYOMlUc1gSN8XC7Hn+o/xoyNh7xzSqKLRsO+L8zA2wa6sF/LCcliWdBuLkqbD9OkB6Xshuxzk3AroU+B1iZnCaoxT8AUHvN5JbeAggBB26o24N5+lQU+Zz0oX9rwSG6IMz7fDdYmRyqS3KwfMPRYHbhBAYd/eip6KTncy7VGYZXojhYI97SosZ1ml140XoaMlUcLmHjcSi4MwpGx/BKXFm9BQDoSriztRYyNg4Mr0RJtwuXnokBPmE6DtNABwp8DrrNyth4/K/lJOYbj+NJ0wkAwEOGI5Cx8bijMQHz9Km4T5+GjpEBvOsqxjW128dFJ18ouV9/GIFAYJQBclEq7JqWjor3atD0GXHok2ML4f7GgVVLDsM4v0YCMYt9JYWugO71oe3Nfhbbm2uwGwyvxJ/qvwHDKzG1YT8eNhwBwyvxA/VmyNh4smKoyBf41oJDeMhwBC9aT0Px41P0+1B/Pw9RXAr+lLSNGttkVGdu0u6l2+7DhiPo9Q/hpzVf4u+Gozjg0eL76k0AiAEKvuuU4MMyU5dEdTfU7wHDK/GQ4TCioxPGD0KEn7gmFWIcCvy8ZpsEqiRj42gyep4+Fe+6inFj/R4KaRIc5HuCScnL1RvHRSdfKJGx8ZIfQZYEt1QXY8ILyw9gCrsB3coOREcn4Jn392MWd4ger/A5MG3XDsQkZdGt7si2CuxcmyeBaU1UGF5Jy2TC+29oVmFrSzV+W7cLAJDdaUFUECz61oJDMAy0o66vFZVTcpDoacQPqzeDvUQuQaD7FF5Y/l0H4CyqM4EAqn+Uj5YtdvgDATRtsOKbf2ThwB0Z8Cm8mMJugIsx4fDCArzzbDKyUskDmp1Zh9N35WHXtHTkZzZghi6RvqWy24Wbtfuwzl2Gu7buPLM8YL9/GH8VgTYB4pg+biS1xEXWU/ApvCTUjlHAp/BK0MOvLUmiFYXJSltMVP5uIFvT7Q0H4Q1WCF6x5WIul4LX7HmY1piAuVxKcAWPw+/qduNnNVvxRVMVEj2NiAr6O1PYeMQ6C3EPl0LhZEJfyH36NJgWEJDFrtvTaYrGHNRx94Rq7M5YPdFFqdCVR3RP7zsUEdF8Q/0ePGpMx/36NMQkZYFnTIhbnonqVXX4Q/3X+DBFDtviBuz/12ksTTiOl2w5KM7mYHy8Bs63DQgME0/tTKszpidq4VptpFA0ViaHwudAslcH7Z+VWGDORHR0AhbbcnC03YAr1JvwhqMA22ccxb26VKh7myG/6iRm6BIl8LeZwcrZuEFIw9QyuN4xgJtVRW+a91ATMu/Lg3F+DTxB6FFnZiu+mnEUlufrEL8yG0kxpG9AuJFzdu2BP0AQsjunpdOLEactdkxPp3ku4SQ3NKuwwJwpWXEFuVazg27fYhDpRFYdYVUPIEAK6KIoWOzrCq/3e7RY5yapjBMdJqzly7Dfo6WBAb/GhI1zjlCAraWe9EFERydA+1clvXeeAzyMj9VIGo0EgK3mvwkINPmu7FBPxzUEoRPFpWCVqwSu1UYYH6nG60sO4VJ2A563ZINnTMi6Px8l76pp3i8mKSsiaDeAAH5UvYW6HAuCudx7RPc3s9OE+/VpeN6SjY2HC2F8vAYNU8vw5V1HEcWlgJXJYX+1EZb/1FPQQT6jAjtFDpVMjpjETBoAZWRokJFRC/XlufReCn00jxrTscpVQnpvvvUbCwBHZ5E6n+Lq0/RkS35EdCdvl9OqiODk6u4m6Gj/gB/yq07iybKj+PAfqUiIKZA8TeFpiwCA+/VpACDZGv8sqgYstJ7CG44CaoAT7VBrHurBW85CRHEp6PEPIaPDhCguBQutp3BHYwIqe9yo7m1BFJeC+GYVFttysEpUKxYMXRBhZTfomnG5eiOcsXo8F7Mfpd0uJMUosPf24xQlPOQeQPWP8sHNqYLh72raTsDK5NDNrIR+ngpNX1gpuEEAOAg+20LrKXSODIDhlfhk2Qk0x9uwylWCrIoGMLwSn7+SAfd60rU2VtvCE6bjWO0qGRV0AcDTJgIomalLojr5z7NhfkaD1Ngi+j4zv9wJ3d2VsL3UQM9NQDAF/AGoZDkI+ANgZXLoH2Bpd96IbxhNn5J+n8AQKX321fnIQyt84KBrYFTxf9DRD8cKjuaMfAovLC/Uw7pIS5tjfAovrAvr4XiDQ0d6C72xPGOCeYEG6stzob+fRSBAELFiAwxPWwgrjPAFi79swQi2BnNQoVzjmXWoRdvkkHfZcLRdj39bsgCQpiOGV1IDFJxtweCU3S7qUwkS3hfCMyYs3XiE6h7ct5+2RgqdYr6idtT/sUTSZNX0hRUNt5bRRq3u0g7YohskBhjFpcDLdyMpRoHMmcRIl9nzkNrOIb3DgOjoBLTudOKJkiMRu88UPgcOehpGBV3hRQKFz4GF1lNY4VDQHYyVyZF40wl6f30KL2maupl8T2IEEyuTo3WnE7q7K2ngU3s1ccWaN9jQstWOut+Sh9qb5CZZBeFkxNESAPQbe8HK5CTbv5ZcCBelgnu9GS1f2lHzc3Ks/gEWXJQKbXtd0PxXITWu7tIOqC/Phfry3AmlLcJXmNNdVtytO4SXbKepYS2ynqJbidgAhdKVYKhFPidNDX3dVkdvrmBUDK9Er38IS2zkXDR9raMS5WIj/4F6s6Q8Fv5+xzMIMkasS/uyXBJ1Cp1iwsMpdIptfSYDrEyOtGWFqL23AjNK9kP5UCmqr1aAlcnxP5ZsXKbeiM11FYiOTkDWyyVYcDwNl6k3Yg1fihXJmeCiVHjceAwZJzWS7jOhZ/dZM4HHJcUokHNSS8+JZ0xIiSVbPUBaMXM7rEiLLcbOaelwvk2MW/2DPOQ0GPCv1QfARanIonIvqTerZHJYF2lDthIsTwqvw2vk9cEavzfJDfUP8qRbsADDEZxjlUyO5o02CkEXbp7wu+SDFF6yzaysRP7PDsLwkBrOdw2S/lRurgpNn5GEr3udGcZHqmF9UYuURfmjVhhBBgMjuC+4LTO8ElfVfClZnSJ1qD1pOgHfyCB9j8wOE65Qb8IHfCl+rdkpCRred5ViNpeMwuAqcKZRendJu6Q5K1ILpeY3ReDXmFBzVQHtHqu9hjRw7bktHceWFoNnTMjOrBv1sKb/NpM+CEtsctTuJy0CDK9ET1Undtx1jHYmirvPnG/r6QPA8Eok/+EEPt+UQyLYIMC4+sf51F8FyMOsm1kJz0E3dk1LR8uXDtynT4OTMaJtr0vSAcgzJgw1D46JYAqHdHXlesBFqahvOmoLFv+R5rqi0E2YQuDnCARgflYDViaHeYEG+ntV0M2spMs0e2ku2Cvl2DPv7zix7hFk/CIerCyHPgGRaqf8hyY0fWrBjunpo1YYoUnmb9p9ki1C2EqELyWuSUWqL8H8mHAjl9jleEB/mJYOz0cz+bB3COorcmm+TQg4Bh39MD5SLTk2UqfY3qnH4D7oxK5pJGL+2F2O5y3ZmN6YiOX2fOroHy7WgF9rQsLGEuy74wTe3H0CWe1m1FxVgKQYBY68VUw/WzezEvyHJsluM+jqh2u1kdy3LSR4+Y1mFyp+not9MXnI1pJS3VfWahx4QY4Xrafx/jcnwUWpcOJIDb655RjuqU/G8YxaNG+yoWWzne6WYyGYImEKAcC6UIuRzmH6OqIBam8uAxelQvOWkGVbX9Ki6VMLcTDvYzHSM0JXP+1U4sOY19fg1A93oyTtczR+MwfyK3cDIM3Lxvk1EpDp2dROnw2iryNVMMQpIhkbT0tEP1BvprrJbiYf9g5JYFuCEQiBhFjCO8UWWU9B1+OBfY0BGZmju8/mcqkU0JvVaYbmS474gDmkzyar3UzRJWIDDIwE0HhbOd2dAMCTQPo6NNcV0VULEDFSBHewcEYKbk4VeMaEfn0PAGCoeYD+jb8n1OoZCcEkNkCxnotSYcQ3jBEfMcIxt2Bhtesu7YDpqVoYH6lGn8ZHL0p8so0zKmB6shbc7CqkRj2P9AWPojTuSZR8OBueJgd091egr903ygDPtHYqrHxCNl4s4tLV3bpDVP+jYDnoYmsmFwAaq10lEVNN/zAcRQCElUC8BTsGuyLqBHF/YqE7DSuTo2WrHd3KUDN4b3UX/X3QQQIh4z9raGBkfYk0kLXtdtHjhMAjvK1yLGRNJCyl9UUtLP9Tj46MVvqelufqpEGI+I8AwPCQGtq/KKGfp5JERTU/V4B/30hP0PEGB/bSXHgSeGT8eCvqipIh3/MJjIl3ouzAczh61edIvenNSaudildAcelKvFULKRaBp+ZM84UXSvr9w9SY1vJKvO0swnzjMdprA5D0yJog9Go8HUB6dQP+AE2HCHlFoa+bX2NC6y4nhtuHYHm+Di1f2tFwaxlc7xJkNyuTo+VLO7i5KqqLtMpPVt/zqDxgJKqMsS5Kc20hPPt56O9VwRXk+1B+7xj2xiyE4dAdsB+dDn/5HGj23oaao69KVsBzrZ1+16LwObDYloOXbTnoDgY8Y+ki9cNeCBGn1XwKL0xP1IL/IMiv0z4Ex3LCSMGvNcH0zxp6nJDIFnQ8Y0Lrbie65B76fpPV9zzKAMeiygBAW/JesJ6CwudA+9EW5D1ejKWLQrqOjFbIX3wKqLxH8qNNugfqe3NQNrsYNTZSRbEu1KLmZwXo53roZ3yXiOgzkb9p99E+mKHgv5F012p2ACA8LF80VX0HZ/rtYn5WM8pnFeuELdj8XB0cMaGOwLNF1ojljGrBxSLGJOHGhut8Ci8K3nwL/vI5EgMMVMzBVy/9CypZDmZzyejIbsWuaemITc7C3qnHEBgOoK+um3ScHbCi4noSZT1jykAUl0JXkVm6Q9QPFCSKS8FKZxFN1wBjb1GTIdW9LXjJdloSjUfSuQa78YG+GE2fWlC3Wov19hA6WUhOD1hJqkfsZ4kd/7N9IOv72sDwShzwhFDcYoCJcI6t2x34bLsc693l9LjW7Q7s2FmIzRGqJmJoF9WdAwCXGqDAoCSsZIKsCUKxItVjT4sak9a5y3Bl9VacsFcjadXN4A5NQ3/ZfBiPPwlU3gNdxos4tfduVL1M6qxrVx5H1SqSaln9RDJGOodpTulf5kx8sPQoTmTU4ki7gRo7wyvxF+1e/MdyErODCeNNzSw+baqkKRaA+FJ/0+7D85Zs/Fm7l+bJ1rnLMN907Jx9wARPAyVvPBCElUXSlXS7EJOUBfl6Faybzaj6DXmovClNpOG/wEtrw2IDrP5hHgKDfvpAehLdtHl/orKnrQ67gqmsd4IlRcHw3nUV41FjOjqOtmD5O6nY11aPJG8j7tWnouNoCz5cnYFYp4Kimvu0pBemu6Qd+nkk5zlZfc/UACOtbvva6vE+T8CZYqKbNxwFWGQ9hRVOBQDCtPQj9WbIu6xYv/F+6A/dDtfxGfCr56NJPh+ovAfOnH+h5pvb8PmO/6U3Qv39PElq8R0AACAASURBVLCX5sLyPKlW8IwJycdZqK/IwwdLjyIpRgFLkIukpNsFbV8brWT8onYbvamPGdMxQ5dIVzshdSEY7CfuigkzP01E7INddAXxjQyC4ZURdd0jQ5RRq6ybx/FfZ5LrXGui1SXzMxpAdCojncMwzg/5Xufaplra7cKL1tMSHcMrkerlaBrHvsaAps8s+GP91zQxzTMmionk15hgeFgNxwoOgzayYp9r37MgEbdg8YpT5HOiJFgrPd1pxT5PPb6v3oQAQA0w1qnAp02VSNcrkfjZdHz82T0YKZtDt1770enQJEzD13MXIunEh2B4JRJjFPDsIw3USxcloPNkG3jGhI0bSf303VcPo2WHg2ITF9ty8EVTFa6u3Y4VDgVkbDzahvvA8Er8snY7+v3DkLHxdPXJ6jRjR2stNUCyHX0789NEZWrDfhxu1+MB/WG6zUXSzdQlYUdqKXbdni5BqLDfk0N9WS7srzZK3pdnTGg/0kx/9ym8UF+RJwngBOlWdkA3q4rm8gSpuaoA1T8kFCi/r9uNih43JRPiolQS0IbQXDaFjaf3JBKq+XzJKAN8w1EAeRd56hheiYY+DxZZCeL2ceMx3FC3h65CK5wKnOq0QMbGYZH1NIHdcxW4s3AjUj6ZioS3/oiEj27Bqd1LIX8/A9HRCXjQcBg31O2hkRXDK/H2M4fQntoERVI9lv9vImRsPPb8n3RcqtqA1a4S3Byshgi+n1CS+7qtjt4owQB3t2ponuyLpir8rm43HMHVSeFz4GVbjsQHOlvpC6ZPxG5IJN1IwE8/W6gCJMUoEL3tMBheCcebHHrVXVD4HHjSdAKqn4RIIXnGhHXx2VjlIgCG1p1OSVQtNkrXain8SpwIXhx9UFSBasRX1aFg6Hd1u+nvV4hQzYJMYaVUxZMtEgPc56nHAU+oWM3wSuxtq6e/f91Wh1saDkjQxGL0M8MrkZGhAbuoDMXLD+D45x/ji5pMmHXV2HlUidnlxLjSOwxAIIDNr2Zh0+wjiH4lgfpvQqP33F2k2V0wrARPA6K4FNwZBDfK2Hg0D/ViDpdM+lCC5yMY1h2NCbhJ+41kW5Y2bF+YXGCkKgDPmNCe1ow1vBKbHzmGbmUH/qLdi44TrYiOTsDuVg0A4KlNB+F824B17jIk3Z6JgD8giao/qiiCaxXJx1pf1Eo+t+x3JDKt7W2lZEI8Y0LuO5VwfBxaSX9asxWDAVLV+B67AQBBDIVze58voQZ4qtOCm4JJXeFLLO12IYpLQYKnYVSHPhDaggU6iCRvI2VVCpckb6MEmDiWTpA4UcpCWEXW8spRLE+CiBO6+T47/ivYt8LwhIZtIud4PiRSFaCppxvLX0jEpjlH0PSpBcqgi3Mqsx7lWhsYXkl7RNJWFsP4eA0yjtdSXUm3C57hPry+OR226AaMdA2Di1JhuC0EwCj6bS4eNabjNXs+0mKL0ZnVhtYdTiTFKCT8jQqfA9E2OV6yhrCeHSMDeMWWi5dE0w3Ol0ii4PAQHQDthOr1j04DiLeaMyXEORsZi+UJAIYDfkklhOGVeHVlMqKjE9A/PEzP8b3KfGjfb0D70dCNHWoeoEGBIOczHylcx3J7Pmp6W5AQBFgssp6GaaCDGlkUl4LL2I1YYM7EO84i6osvtuXgBespREcnoLe6C50jA0iKUeDLuDxqMHXXl9ARGeL+ZTGD7cUg50RSfjFLV44H7k8sBAQZ9If6jb3golRo2eaQGBzPmFD3+xD6+VzSH2cih4I7gHPQR0uGyV4djaBfDk4g2N5Sgxesp2hULfQ0xyRlQXdnJZJiFOBmVdEtUyAYSl+kgLbUgXn6VEkQcjHJ/7MGKBZaB2VM6DzZJsE4CiIALIXjIqU/fAXeUWWnkxkEw7fMnodNzSwMD6pR/SOCsxM4EC3/roNjBYd9Nx/DE1Wkv+LrtjraaL6GL5X4uUU+J6Y27MeV1VvwkvU0orgULLblIIpLwUxdEi4J+t6fNVXi35YsyNg43NmYCHVPM6aw8RF1F6tcUAPU/jk4A+PWMgrHaZhahuqfFEhSDN7UZujvVcGxgkNPOemiE75E3Z0VGPZOfFv0KbwwPkqweTxjgn25Du51Zmj/pqSoEW52Fbh7iM9peFgN3V2VaLiljKY/1N/Pg2MFR7CRYQa4+8GMUToKkwpSwXFzqrCWV+K1jw+DZ0yYbzyGF62n8VCw7xcgqJYXracl8zmEqP+H1ZvhGPQhxqnA/fo0zNOnQsbGYUuLOhiExdOMwJXVWyLqxpNIVZNIOiDk3mh6W6nugEcbsWoyEflOVsDwnFb4azHCmOrmEANp28ePyoeNJb6idsmWwzMmOodE/JmEZjcH/gE/TE/WkofktvIQXm5OFUxP16I53ioxNtPTtfiwvhisTE5BpMJ7J8Uo0O8fxsqs0wT6zpQgV2tE6uuE3kLITQoJc0EnFoZX4hI2HiXdLgCgqS7xD8MrcSm7kVKdjKUbTyJVTSLp0to5PGw4gj1tddTf/shdLqmaTETEged3YoD6+1j0qEIYNrExCP6XeYEGjdPK4Stqpxi25ngrBu39E5oT0l3eCf390hJR61ch38/0VC39TNKRloP2dNJSyc1VwfLvutDqGKWCfp4Kg/Z+aoA+hRfNm8g2LeiEaUrl71WTeq7IAI+nVCPLY0JhbNUoA9wR/KLDDVCc3vqkqQJzuVR0jgzgdXs+bqzfg4XB/Ox7rmLEOBS4W3cID+gPj9JNdBxGpKqJWHdj/R409HmwL5iaAwgZlSDfZuiCJIhQ7RfcAN2fWNCZ2SrRiQ2wV91FmTj7Db3gGRM1wM6sNgSGA9QAu/K86DzZJn3/j8xo2+OS1FZrfloA93qC7OHXmGB8tBq6uyvBynJgf6URhofV4KJUsPynHjxjgjelCfblOmhvLkPzBhvdql2rjRTk6VN4ob0p1Gjk/tiCfxiOova/CtE4vQKN0yso2JSdIsehmEJU/or4hktschQ9rUTCy3k4fZscw96hUcBSQGqAd+mS8HawlGge6EAUl4InTccp+HaR9RT+GazZ36U7BE1vK9VNZIsUV03G0glk8+vd5ZgbzK+KqyaXshtGjWc44NHiceMxvCtqcWV4Jf5U/zVhzhj3rCZZvMlNEYnHw7dg8wKSiB1yD4BfE+zIm0P45j6OO0VZF3jGBMdyHZ1dwUWp4DnoxpFPy/DFq6RaYHupAW37eHiT3DTQCAdTtmyxw/2RmW7BANC8yUbPSdj+Pfv4Uf7eWp40Yq98NQ3PmDMkBtic2QSGVxIY0woOmddmITHYbC6855rPQzqx7GitxfTGRExvTMRKZxFNvjO8EnfrCEXI1bXb8cPqzYjiUjBDl4hnzBmQsXG4lN1AdSscCrxkPY1fa3bSLXI8jGKkfK+gE69wQh5WrLsk+LvAjgUADxgOo66vFXfrDtHroaufKu7CGeBQ0wA0/11EqV07s8nK1brDSb8wQWecTyglxFQW5ufqUPEaC92MCsRq8ugFOpbrsMQWYq0CSC1bfVku1rnLEPfAEdoMLcw3E8CU3FwV7WsRxPCwGq53DdDNqIB/0E8/27GCg25GBYY9owMgsUvRcHMZbIsbwM0ZzRltfKz6rF0KQEqXN0t3CAGQL3t6I+FeEbbIe7lUxAerPr+q/Qr/MmfiV7VfUWMJxygKAUVtbysdUxtJt8h6GtXBPKNARhSpasLwhCkNIEQD/FA35huPocDnwFOmE/AO99MH6v/KNIz4Arf/bzYdr1p/QwnsLYRMiJXlwL5Mh6Ovhjr8uLkqcLOqKJiSlcmhviKPGHpBCHx5JhMnI7kUAOj4MkE8B3g6TXIsl+LbRGyAh9v1kLHxuISNp9QhQknyUnZDaItUxQX1cbiU3UirKQqfA/+2ZCGKS0GssxCPGtNxc8N+/LH+a6xykUE14brmoR4stedhkQiyF141Ce/vftJE5scstJ5CTpcV9+vTkORtpMRVZ2yAjkEfGF5J+eDEEk7fOtkhu/CewgV6hvuQ/XJohm93WQcqV9Vg17R0qGQ5sAx0IuPaLPq36ivygACgkoVGzApgyvo/kPeRzNwV9a1EkrFcCoDUtAUD7DzVNgosIN7WJxrViw3wpzVf0nsRokaLoxWWy9iNGPCPUJbaX9V+hSlsPJ4IGsQvarbBPNCBd5xF46K3zwTRXdLtlIy1PdZhpP6gY9AHGRuPfW31WOEowB2NCSEfMBAIYEdr7ah6LDB6ttrzlmz8onYbltpz8a6rGCNBnr11fBmlbwUmL2Qf7wIZnvDkCSmJP9Z/je6RISyOToBuVhVqriHsAoHgVsp+T46OE61gL5FLwJRd+V66Con5WcabOh7JpejK98L0zxrwa0zQzayEf8CPwEgA1Vfmj3I9vm1bjyTiezaFjaf3QvC9hC3ykLeRstOSexMCa2R1mvGg4TBesp2mXDkARtWZxfVosW4s8Q73SYjRFT4HSrqdmMURBPvDQd5IAck033Qcr7+QRAzwvWC0Fv4B7wTZUMXySVMFbXX8p+k4ZuqScNDTABkbhygR5e1khexjXWBG2Kw5GRtPk857X8tFgqcBD9SlgZ0ihy26gbQbriWlKDGYsmWbQ5J3FFpRz3Ts/WSJUD0RRGDHEjgWnzSdwN+0+0Yhkv6i3SsxNIFO95BXh1dsclyu3oTl9ny8YpdDporDb+p2IYpLwXPmLPxZuxf369Nondky0Dmq9izoxhJv0EBnNCZSEgCu30u/ryguBatdJYh1koDr9ZQMLHztQGgLjgRC+LSpUmIobE8zVrtK8Kvar/CsORNZwZm7DK/E58FjxbPWxgvZzxToKFzgWOgZ8bmLMXjC2PtuZcco6HhvdSjlI0TUursrob+PGGTt1QpKJyFUSgBErKueaa010q5zstOCWVwyvZZ17jLsaK3F5mY11rnL6HUJPDgyNh7vuYoxl0sFwwsUuPFI9XIo7+bRNTJIV824pirK5V3T24Ip7AYofA6q0/e3495gECEAS8IR3eOtgMBomxHblNA2G8WlYDaXjC+eOyb1AcMNUPhgsQEuCiYkf1m7HWntHH1CZGw83neReqbQMP5tIfv5rE9GGnuv/kEe3QadK0lnV+0vFbAvbZTMwhPz3ejnqtC6Q2ro4uBCQJZE0n2bRNp1orgUbGuppisIwxP+vpXOQsjYODgHfegYGYCMjcON9XtwnWYXPU6oqMjYeElC+0HDYazlCZZTxsZjT1sd6vracEmQv1vGxuHzpiqiE9WjxWSS4bqxJNxmtH1tuL5uD8q73ZTPOopLwf53C7BrWrqUoldsgJ+4K+jNkbHx2NqixtaWakRxKXjLWQiZKg7r3GXUR/AHAmgd6oVMFYfNwfTIREP2i0l8Ci9hFX2LGCjPmMjrlXq6TZPotZVu/e5PLBF1ExHxPV9kPQWu30sBuML/xTgVONpuwGPGYyjyOZHdacY/DEfR6x+i35FggD+s3owXraclBrjckU95dmRsHOW3vjLIMBZJJzY08W4ynkSyGQC4vm4PXnfk44umKszlUokd6VLw3zU7cEnVGCtgIBCAP/gjY+PhDwSojuGVlB7ts6ZKGiUlllQjOjoB2V8RAxRC9gXfJCMpRoG+xu5QyL48AfI46Xb4XYy3jygB0OmRPGOi5TaeMdEpngK4U2qAUt1ERHzPxVQdV9dupyvbpexG+uV+1lRJ/2YWdwhL7bl421mEtaKacXhFRRy4XBPBB4+kOxuJZDMAMcD/1uyg/vsaXolHjOnI6bTiewJL/njI5Ej7vhitLGTVq7Y1oHUX+QIEloS23U6YnqpF6+7QKHvDQ2p49vOTOkBFaKwRZGrDfjoiVizhxERjTW0SpkfyTIhQk2dM6MzxTNoWDIx2ewAyBFLQmQY6KAm8EIzkddlxa8MBMLwSN2m/of93OUtgXcJuIxiwwM8MkAmgsc5CkoUI1ocj6c5VxNd0fd1uOiCS4ZWY1phA2z7imqomPxHdXdpB+xNqfqFAr8YHb1IoNyhpaJ6kASriqU2CRPpy/2M5KYnExVOboqMTRk2P9PeNQDd7dNfZZAQhkc6R1HdP4AnTcSy0nsKD+sOY2rAfH7vLIWPjMb0xEZuaWVyr2QFNXyt+VL2FzOsTbdlifKE4aBNkv0dLJ4COp5sMYXjC/M/wStT1tUZs+5hUA3S+bUDd74spE776B3lwxurhXmem21rj7eWTOkDlaVOGZGqTIOE3/mVbDkzBST4AvvOpTeG7TqQo/y/avVD4HHTOxlCweUjhc9BErnCt3uG+CKxZ53/6wHgivp66vtaIbR+TvgKO+Iah/YuSlroEodS0wV4LniGUwKOOmyKfcC+GMIoeGO2/iC9S4XNgXZB6ItwAv+upTWNJv3+YMi2EE1cCpAQmlMxesJ4EIG3IZ/jR8K6LUSbNAHs15Glr2WxH/Z9K0bLVDvVluciobkReTiNqf1WI2m/0qPtrKQ55G+FTeKG7uxIt2xyQz8pH0WkOPRWdZ9SLET7EeWsYAbfYAIXXP6reQmunF8PUprHkAf1hqHubR+mF6kd2pxlPmk7QaNgYbGYaD194McqkGSDPEJyd/TUduks7ABBC6i3/ykDmb7PR9o0Lz1uycShGAdUdJdj/t+PwJrqRtK4Ya8sVsL3SgGPXZZ41FYV4BRRDmbI7pQxfYh/wYpjaFEnmBvtCIolAXMnwSqS3k2CP4ZVY7y4fl7jyXOXrtjpcp9kliaojzXK5X59GB/kIw7LH42Y8L2gYgZD64HIypO6dV9MwYOlD7TWFJLL8itC8OWI4LF6SAN2dlfD3jiA6OmFcKorxJFLku6VFjQcNh/GaPQ9NQ4RtSshVXawzjBleiemNiZQzG4hMXKnwOXB7w0Ea6QYQgG9kED+u3jKKFWxbSzUYXolBf6gR62zbaMUGONYsF0EExtrxZrmcNzgWwytR+O8yvN9YhHdeTaPM7Dxjwr92kdyg/gEW0dEJ4KJUsH1kROwrKbA8X0ejTgFAKoBPvYea6PtHGvUlyWUigAcNh0edlzBUUTzD+NLgWNTnLdmSbTvaJsdiWw411M6RAdpre74bticiQpQpSKT5cpmdZqx3l+PLlmr8soZ8+UKTfqKnETfWn1mT/lgGGO6D53fZqV89HkH8pBugEDzcpN1LRnWxSXhm7QHw7xO0ScOtZUhr5+A91AT9Ayx+VLQRrEyOnqpOzIvfA+fbZFvhZldRCFN3aQeG24dgfKyGfk6kCeViA4w0CQkAXgnWPsUzjB8yHMEaXoml9lx60/6m3YfBwAhGAn5cH+RPWXIRVnKuH4Pl4YYIhvV3w1EAkWhKxq9yiEVsgJFmuQCkj0SMWhqPIH7SDVBKRdFC+E+aWfBrTEh96DRKsjl6LL/WhIz78qCfp6JfqsAN0zC1DL210jSC2AAjseyLDTDSJCR/IIB79aloG+7Dx+4KbGuplkTDS+151ABfsJ7EyU4LTnVa8FzwfWRsPNxDPajra7toem3DDTC3y0aT1mJR+ByYJ5q3ovA5JOiiiUokGJ14lkt1bws1dEHGI4g/74hohc8RcSCggFfrGBnAjv/NxovW01hik9PtruEWEqmKkSDGx2oo/jASy774ZkaahFTZ00T/v2tkkDbKCNHwrzU7JSvom44CrHAokNpOHhrxrODzTVs2URlrBRTmywFAeTcvYY9leCWtRjD8xKjqsoPIp1sa9lPfNNIsl1/WbsfSoP8qHHfBg5Bvk+s0uyTG4liuk6BDmj6zwL3ejCguBZ82VWJLixrOQR+Mj9VQ/GHtNYX0olmZPGLkG2kSkvAZ4imRQjT8y9ptNBqO5N9MVt10MkVsgOKAIopLgW9kEJq+VjxqTJf8TXqHgXbYnStZ57nKd2KAN2v3g+GV4OQO8IwJuhkV4BkTNcqGW8sw4B+hSJDCbB14xoT6P5Vi6+sk6cqvN6PwtcpJYdmPVDedwyVjn0eLAx4tZnGk9fF81E3PRApFNMQAWb3mcqmI4lJopeFF62n8VbtXsvoIU+zfcBRgwE8YKT7ky/C48dzpis9VvhMDFAztjaRMpMUW05SLoG/bx6O020WRICsPkTnEZe9VIylGgVncIbQM9eLj+FNongQEzVjMYB+5y/GRiLwbOH9104nIm6IxtePpVrtKR1HnnU3EeyHkO+2KE9gBBBEbgH2wC285CUjBHwiQoc1B/CGAb+1RmCxheCWWO/Lxmj2f+lEKnwOzuWSsdpXgAX0o1XM+2fpXu0pGoZIj6b5oqkJJt4sa4LlEvBdCLrgB2kXZ+Zesp7EryAYKkBt0l+4QHjMew562Okxt2A8AyOmy0my7gD+8X5+GqQ37L+gWIhC1MzyBsAME5DDgH6Fs/WKZLHBAabcL77qKJSSckXS1vS106xUb4NlGvBdCLrgBWgY6scyeh0eM6ZLtTegVnRs0tH8YjqLAZ8cCcyaeNmfgVVsuvZliJMj5cqL3tNXhKdMJLLfnY3trDR43HsMdjWRMahSXgtwgj/aTphPI6jRjbrDXQQimXrHn4g/1X0t4rM+2NvtvSxYYXjpXLpLudUc+/ayZuiTqWpxpxHsh5aJqTC/wOfCYMR1NQz14SDSM8MhjubCvMWDX7WSsKcMrse1ICWr/WoKkGAXqt5I0yZk2lY8nwqgtbV8bXrblIIAATddU9TThjsYEPG0mQ3SW2nMl/R1LbHJ8yJeB4ZWYp089Z3CAgDTu9Q9hDa+UoI8j6fyBAN50FCAQCFxUEW8kOWsDFDvtNJ0yRtP6RJvRC4PlL4YnjPwA6S+Wd9noVmN6mnyZuXflI9osZbw/k6byiV5jrFNBk7pvOAooy74QTd6nT8N84zEpxo2Nxzq+DE+LgLKTAQ4Q0xCPpwOk9MkXMuKNRBgVrpO0057tBwk3XJi6A5Cm9S9bqmnTOnBmzegMr0RDv4f+ftDTgDlcMq7N2ILoxQnYfVs6MjI0SIpRgL1EDu3flNDdWwXlER18Ci9UMjlcq4yT1tMrbLdvOArwYpCpFACOdxgRxaXgAf1hTGHj6cPx05qtNNEuJKy/x244byPDLjYRE0aNp5sUAxSE4cnUnXD5p+k4gDNrRo9rqsJ9+jTIu6y4h0uBa5CMiLItaQQrkyM2JQvGx2tQMr0QrExOGe9ZmRyaa4nOvY5QYkxmU3mk8xZqmuGEkcDFmbC+kBKpryeSjv/QfO4GGA6vAYBnzZl0WzjTZnQB0avrJz6cN8lNe3UVPgcxtuuKwMpy8ErsIbQP94OV5YBnTNDfx2K4lUwEr71acU7XxfBkRsoHfCnmB90Bhldiv0eLRdZTeE/Edyf8n7AFj5WwHnQNRISY+QpHT1jvLutA12mP5PX5Yu2fbJmoAdb/oeTcDDCnyzoqrN/eWoO09tCKeC7N6MOeIRgfqYbmN4ThSndXJbpyPPD3jgSNMge6OytgXUimfNsWN4CLUkElyznnIESY3bG7LZQmErq7TnSMNiJFWJUiUsJaaEMIF8eb3CjDdK02wrmC9CdfKNb+b5NIfN61/1UoaewHgIb/Q+iNG/5POQbMvQAA9RW5Eo5vX3E7nG8bzs0AnzFnwBDMhwHA0Q4DbUwX5Fya0YV+EeFH4PcTxP0R2W5HukfoDRBWiotVxCO0AGJo4efc9IUV3SXt1ADHYu3/LiQcKKy7q3LUMcJqJz62cTrJAAgc37bFDeip6jw3Awxf/YRt6AXrKdqf2jEygF/UboOMjcf8oF8oHBtO5zoec6fQuDRg6YN7vRmtOxwk3VJIHgDdzEp4EtxEp/juvqBvE7EBdpd2wPWuAf5+f4iiuNZHHyaxAUZCikeaOiBm/vcP+DHo6qcrVGOw5g6c/dSBcAMUE3L68knA4XrXAFYmh/5eFbzJTbAuIq2u1T/Op4ScwnuclzygwFgKAI39HiwwkzGlDK+klY+GPuLfrHKV0GHJ12p2YNA1gKRYhYSLzlfcDlYmh793BIFAAE1fWAmR+bMaOm09MBKA4SE1uLmqi9pPEhugQITuWm2kD47jdY5+ybqZlTSKFMgtecY0ipNQOL7jeIuE+T98J7C91IABM0H7nM3UAfFnjdKLmvOFyaeudwzoONGK3uoucFEqNE6vgL9nhFLhdZd1TL4BJnkbKWMpAOxu1dBVbmuLOuKqubM1NActNbYINT8LFdi7SzuC3M88tH8l1A4f7svBrmnp8BW1Q3dXJQ62aLHi9CnsmpZO/aT0DgP+aTqOt5yFGAkSMI63wp6pCEzvlSJCToBE8h+7yxEQDQEWYxrrri+hmEZFpwMBfwD+3hHwa0wIBAII+EM/jjc5BAIBdKS3SJDi4dS/AkVwV55Xwvwfbii6u8l2ebYUwcA4Bhgk5Gzb44LhYTXa05pRf0MJ1amvyEV7WjM01xWBZ0zUr51UA/QM9+ERI0HDCgYYQABTg/CrlUHOOkGKfE6aHxNz0VX9TkG56HjGhLa9Lvq7rqEJTZ9bER2dgE3NLGyLG/BEdTp4xoTXVxKaMp4x4aWD5Dy2t9TQzzwTts9vE4ZXYl9bvaQjLIpLwRdNVdjcrKaVFDGmUfjyoqMTUFZhpn8bGA5EdBvEUbCAFA8PrsIpgvXzVLC/0gjzAo3EUNzrzJTn5mwpgsP5vCMRcvIMmavCMyZU/zgf3pQm8IwJ5gUaOFZwqPtdMfrqu6lfO6kGKCRhxYylADAU8OOARyuhbK3qaZI0DYm56OquL6HH8YxpVEcdAKi/nwfV9+SwPF+H+/VpUK/S4Ln9KdRPWrfsGGyDXXjekoWcLusZsX2eibzhKMCWFjWah3qxhieEkLVBSmIxplHo8e05Q8698WQ8imCB+V+Q8ABOO7sCr9pzsSFeDpfIUN9zFVMwiFgUPoekurLOXYb5ptHVFZ4xwZNAdoWGqWVoT2seU+dTeM9fLVicflnLl+Grlhrcw6XAMtAJfyCAq4KcIQLAAAhx0RX9Njc0PzjISiX83nma+Bfx8SQoca0yYv3+HCTFKBDzeToUsfT2XAAAEPtJREFUPgJyXfIBIXp8zpIVpIuNzPb5Z+1eMLwStzYcgC+4akVq8Uz1crhXn4oVDgXKe3i4h3pwVc2XkLHxuFOXiK0t1bgkyM0XxaUgs8MkwTTO06ciydtIz0PANL49DuvoeDLW1AFubpBQU8RR4ytuHwXaFVMETyvdB4AsIGuD1/wPw1FaN/aNDGKR9RRF2BzrMGLlOPVlYaV3vM6hT9sdUSf4tee1LVOQI+16MDyZCgmA0ryFG6DARVf021AVo20vL+moK+l2Ykl0Alp3kyffvkyH0gNadKS3oOJN4mNys6uw1kU+f9A/gndcxd/K9hkOVQp/PTdCKW0Ol4ydrbX4Xd1uzNOn0uPbg2MILhZM41gioGUEmNlYYJCHDUcQgBTidcCjRVFwlK8YYSPwcQeG/Kj/U+mYOsGvvWjQMCO+YTR9agEbrOcSR5UYLDdXhYZby2DL5XGFehMaNnFgZXLI5ynAf2jCLO4QivP0YKfIUXpvCTx5rbil4QAyO8z4H0s2peIYj+3zPn0aVD2hvmOxAQqo4gXmTExrTMCO1lraTfek6ThWu0qwylWC2UG0TKqXo38rxjSeD1/0XEQwwCeC6bFIYJBTnRYc6yALQDjGUABmiB+ikc5h2F5qgG1xA/VrI+mASSrFTZb4FF40b7CR+b6/lZa5hEqBd7gPx5Or4VhvRMMmDjW/VAAAalUkJ6jey9FKgW2gCwyvxJF2PX2fsdg+P3FXIDOMwkN8Y9W9zbTV0NDfjmfMGXjZlkOpxgRyI0VwEMtbzkIaAyt8DiwwZ+JNR4GE3WqyovHJEIZXonmoNyIY5D+Wk6OGIzJ8OMr67FE2F40BiqX+htAXE6lSIIiYYHy8SoGwuvKMiU5N8hUTtlPd+43YszEE3RKmp4sNsLusA0kxCgy3D8E91I01PNlGLmZyo28TgVlsc4uasiuMBQYRJLzPRACDnItcVAYocMrQRGWESoEgPoWXMiKMVSkQHxu+uro/tqBsdgmioxOwZH0qltnzkN1JclnK3+bRFs8jJRpwUSps3ZqPiusLIrZzXmzkRhOR5qEe+pD1+EOJ+3AwiFjEUfDZcsuEy0VlgIJYF2ox0jkcsVIAAN3lHdDfF6o5f1ulQCzC6ur+2ALDgyxato8Gc05kerpYwpPPAj5QzHBFk88XWVPQdy0XjQGKy2dclAojvmFaERBXCvo0PjoBXZBvqxQAo1dXYQvmGdOognq4AY63ukZKPk9t2I+DwWBHMEKhoX4i4w7+/yQXjQFKOWWkw//ElQLxHGCeMcE/QHy6sSoF4SKsrmJxvMkhMBwy2nADHGt1jZR8dg36sDoYXCR7dWSLm0DyWdwEJdTJhSj1ZGeIdX9TM4vnzFl4zZ5HP/O7Zu36u+EoGF6J2xsOwhvckh82HMG7rmLcqUvEYDD4ikSDd9EYYCRp2+OC6ala2Jfr0NcQSmian9HA8TqHAYvU7xJWK0BK3yYO/YXVVTBcAKi/SVolEBvgeKtrordxVPJZqBFfp9lJ/azxks9Cv4S4CWrvqgI0fWqRTDsSxlgIK6qqpwmfxp9Gy2b7RcPaJfiUA/4RSoO3qZmlD5yYFJ72z3w3pzoxGekmK1Wfthu2lxsAkMmTANBd0g7rC6E5dB0nWikUCZDSt7FT5KNWV5/CC/OzmtG5KdHq6isOVmDGWF2FRCwQSj4LQFYgxEM9VvI5vF+C4ZWonF+Ow9sr4ElwUzaw6KUJo8ZYuD8yI3tpKVp3OfHWgkPfKWtX81APHXzY4x9Cumgsgy44L24sUviL2gABYhDOWP2ognmvxgfbYmKU/t4RGOfXSHy0SPRt50MiJZ+FCeNrRPCz8ZLPYgOsm1NBfUQBxJnz82x6rHi0RV1fK9VdDKxd0TY55F02PGvOwPOWbKR4OdgHST52tasEC4LzBYW86QGP9v8OA3S8wY1CixgeVtOBMPr7WPj7R0YZYDh92/mQsZLPT5iO4wO+VHLcWMlncb9E++FmqGQ5YC+RU0bY8DEWUVyKRFf0w1PU3xJq8H+s/xoMr8RftHtpCfR8UxHvbtWQmcCeelxVsw2rXSXY1MxCxsbjs6ZKfI/dgNWuEuzzaHEpuxGxTkVkAwyv0QLkBj5pOiG5qecLcxep90C44dzsKujvVaG7pJ2iesWwfbpCiPqCz2b4zYUUx3IdbYKq+WkBbYJSf59MIlXJ5HR1ZafIcRm7keoG/COouiQHsc5CPG/JHsXaJU6oR/LBzlUyO0y4X38YDK/ErzU76QPwsOEILlNvxAxdIu0gfM6chSnsBszQJYYGWEZ6U8GRppCoNSZsnHMEPGPCGl6JrSXlFNfGMyZ8lkYoIXwKLz69Pw2uVUa61fgUXpif0ZwR6BEgKx8XpULbXhf4D4zYN5vM0RWYD3jGhMofki/hxJdVdDVwMgTylfxOIfWbrK81XtQ5OMdyHfUd2SlyIIguYS8h15fzQiliU7IxYOnDjumkjeG9J5MRm5INRZ0J+nksrq/bg3ddRaMM6zFjOop8zgs2mOeG+j3oGO5Hkc9JjVFcwgvXjbkFiw2wQEO+VHssh9MfV1H9ffo0VLxXg/n7EpHTZUX5r8gT6/zQCO0n5EvXXEtWIvc6M5q+sE74QnjGBMM/CIizbbcT1kVafPzaCXx96zEkxShgXFgH9YPlOLimEPfkHqQN6dN27aD5tiPbKtC82X7R5uDCU0qCzrY4rJgfHLC9f8FpZBcTv/fHio2wvdKI/P9RIklRLfG3BDkQ5DcELtxgHiHNtM5dJjE2QcJ1EzJAYUVMilHAmBRCdTxlOoHaXxfhOUsW5JwRabFFiE3NxlsakrSNrQxORyppx7Bn6Kx7D0a6R8DNVWGkcxj5S8pRuacR2UVaiurd6a6Fa5UxYr5tMgGg37VEGswzVsrjVKeF5iMFuZC1a4XPgaV2Aqt71pwJVU8TantbKGGB0C05IQN0DvoQk5QFLkpFk6s1vS147VOyLQ/6R/BGaiYMH+iw+ZkTGLD0If21YsSmZdMWvAFLH5zBKZoTEbEBtqc2Qb1Kg6X2PPw1cyd5z4EuaGeTKFG+vRo8Y4qYb5ssAOjFJuJVRUj6ztAlYtA/gpFAAFdWb6U8zQJl8WTWrsMXk6Y4K9wfW6DocuBRYzpWqski1JnZCvtgF6JtcrxsPo2Sd9XwKbx0dG9EAxSo0oQtq7ukHTunpVMsXZHPicHACHbekY6MJgP+x5INxlAC+zIdZuqScPh0DaKjE5DfZD2rft3w3gOAJIF5xgTd3ZXIyCCpDcNztVjx7yQcvSUbGxsrIubbLiYA6P8r4vz/2ru6mKbOMNwlm2aXW5zZkt0sW3axxV3I5pya4Ixm2TRGY8wutmXOOTbmNieoRCdWXaaLEnX+MEGjTkABBQRxRTpp+f9pKyAWWlp++nMKhR6KRYW22GcXX7+Pc+qpKGFQmE/CzaHQk+Y9X7/vfZ+fhFbRwc4QrUHXgQ50H7Gw3m3DbDX6Fb0wLtPCeYzQtVrm18J1XiydDVuAdAVUdrZBN1OJ9l1GxMSkobCAaAW81kHoP9GIOHct82vhPG8nirXgG4yHXpeOpgAw2zMALPlnjTmf+fVJ9dsihQA6HeAp62PEYQDwdXvB7SIhQsJYDdrD7EkmEonhu9LmAaP2Af28TzwdEMxkQwsqMBwQvSbctSeF/r4L8TY1mzlSbLWpsdKUh9MCAY1UGyjSCKBTGbSIaAHy6Q5onymGY187DNEa5F7QYYUpF5d/KIVuhhJaWTHk9kpszMxHRpwKhoV18Dm9yN6oxirzlchvRD9F5IAWGScnlinOoxZ4SvvYaubvI4uV1z6EvR9n4XC3FgOVbnCJZnjtg0xK63f5kLypCMAUGMU9ReRAKJzXyooZMcOwiGxr+CyiAfZaB3H0gxxk8gZ4SngmKlPMIuM5x9427N56BV91KMIXYDjlPyBWvFHGh1BT8ZR8GVmg0k3LxhY0vUEmWfo5VbAntMKwsE60rXpci2PhgdKj4mFe0wDbFiMQIFueE78qYVpZD1ucEX7eB5XHiriMQjaUWGPOx2JD5qPbMKHKfwBIsJWKWgCzG5Kh6G/HMuMlHHMSomikNn7/73BJ+cAEAONSwi4fD4vj8gGbKKhQ6lr9PSdkmoOPnoRQUOU/AJR5bNjfVSsqwPea0wEAyUEjbqnGr7AVQv8PPWWf6R2hVDmDyqyL/Mhwfry0B9MJoQdCgIxLTStuilcmdR86Y/ToWH8bXtsgDIvJyiYcjbrze8DtHiFw0MPlWBxmef99URyEymOVvOYNDOMd/Tnkux9h0evw3cX3ln9EebS0sIQFmGAvwwzdIci0SXgQCEg2fuWcONf2N0c1c5WnBdjrv48FLRdw3HkTezii4430lJ/JgivN8ZA8gBpB2uKNzAOm6c0KJJqJzcmJyhq0rW1E4yskY+/E5iK0LteJHBS0smLEZ19jBfik3QM+2GcNLcDQa8CIbHbUFfCkIGKAFg0dA9m9A/isnXDVKgc4JHIVYRu/r906xciXig3laF5ShxPOerLvWFSHrE1qtCzV4HC3Fu7hIRiiNUiLvYHMBSQbTs5VQjOvHNwus+hDGw0qjxWxFiW+aP9bFCEfa1Hiyw7FQ1uEx/VAmWyEdamSm8FndsHn9ML6swF7N15hr+05aQMnN2Pu6ZNwF/QgJSoXqYKgoHPvF+DleuJv3fCSakL6p5IFKNX4FeZQ0NXO6vUwC4cSjxU7g1QtqRsXpjqWeWwofoswPWJi0jBoJAeZk2sLsbujAn8kXodjfzt7YmbqDsMu8J/r/LaZcQFHw5Agpp5GyJcJ1Gr0XgHgVG8jXqw/hvktGdDfdyHPbcK85nT20FEPlFKPDd92FmPDJKaph5Of0odzoLwPTa+X49XGFOxMvYbqGdcxUO7GpS1lSP30GrTPKqF8W4lL60pg22pEYX8b8grqkRKVC0O0Bi1FFiYn+C8nSGELUKrxSyG8dtx5EytNeYizqZggRWrppgXoUfHkdLSFTE+ad+oxUOOGnKvEwSWX0F/YA05uxpkPryL7RzX7QDm5GdWXR8wbHftGhDqjIdQDRQhhAS4yXEQAwHJTDrOdiLUocbW/DTJtEvNAWW7KhTuYxftCcGsx0bqM0AIcKO+DYfHIN8Owxw/7DhPuBTW/332dhrOWRhz/nCQsbctRoOmX24xTuCyYb0dTDcKZOY03JqwPKFwBhx740foROdiszrqI5ndrULWqGilRuegv6kXt9npwu83IdbciJiYNrr84nI8rgbuwBz1/2sZcgKsFFsEAOWAVB0d41ANFzlVijv4cdtjL2Qq8ofM646/Rv7va34biO53MsmMi09T5DMdIu0TFw8/7oJupfOhw0hxVAz6zC+Y1Ddi0PZtoNObXIju5BoZoDVJzqkTsGvrznO7QqGZO44UJKUDhJpTm2qasU2Cb9oZoD5Y6Lw/LTbnIiFOB20P6ipnxahzcX4SMeNWYvoJD76PbRzbrZ11NjCsHYFQPFJk2iXmg3LhjwTed17HdXobjznr2+4nSZfAZDlGxhRuXtt1zIzYmHftPkygxtceKwHAARzcpkJxTIdItUwhzXR5l5jRemNBJCNV3dKy/zb5avZZBWH8yENZE0KUg8CDAXDaplzFAiA1jOYSEeqAo+tuZsZDUk73ZpoJMmyTyQJklyEMRdgGe1x0BEJnhNIFAAAe6CIFYuK+Xcm6gOCg4bIQzcxpPTPtRnJQHSriAatoWmteSznQZ+xw1kGmTRGnqiw2ZON17C2kuPeY2nwcw+WnqUxXTvgCfBFLhNOGK9feuWuzhqkRm5JOZpj5V8S/5Owrz5jPYEwAAAABJRU5ErkJggg==</thumbnail><stage name="Escenari" 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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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Objecte" idx="1" x="-167.28181838989258" y="85" heading="90" scale="0.3" volume="100" pan="0" rotation="0" draggable="true" costume="1" color="204,0,186.20000000000007,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="alonzo" center-x="45" center-y="60" 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id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="44" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>Divisors1</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>Digues un número</l></block><block s="doSetVar"><l>numero1</l><block s="getLastAnswer"></block></block><custom-block s="Divisors Número %s Divisors %s"><block var="numero1"/><block var="Divisors1"/></custom-block><block s="doSetVar"><l>Divisors2</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>Digues un altre*número</l></block><block s="doSetVar"><l>numero2</l><block s="getLastAnswer"></block></block><custom-block s="Divisors Número %s Divisors %s"><block var="numero2"/><block var="Divisors2"/></custom-block><block s="doSetVar"><l>MCD</l><l>1</l></block><block s="doForEach"><l>element</l><block var="Divisors2"/><script><block s="doIf"><block s="reportListContainsItem"><block var="Divisors1"/><block var="element"/></block><script><block s="doIf"><block s="reportGreaterThan"><block var="element"/><block var="MCD"/></block><script><block s="doSetVar"><l>MCD</l><block var="element"/></block></script></block></script></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>El MCD de </l><block var="numero1"/><l> i </l><block var="numero2"/><l> és </l><block var="MCD"/></list></block><l>4</l></block><block s="clear"></block><custom-block s="Multiples Num1 %s Num2 %s Multiples %s"><block var="numero1"/><block var="numero2"/><block var="Multiples1"/></custom-block><custom-block s="Multiples Num1 %s Num2 %s Multiples %s"><block var="numero2"/><block var="numero1"/><block var="Multiples2"/></custom-block><block s="doSetVar"><l>MCM</l><block s="reportProduct"><block var="numero1"/><block var="numero2"/></block></block><block s="doForEach"><l>element</l><block var="Multiples1"/><script><block s="doIf"><block s="reportListContainsItem"><block var="Multiples2"/><block var="element"/></block><script><block s="doIf"><block s="reportLessThan"><block var="element"/><block var="MCM"/></block><script><block s="doSetVar"><l>MCM</l><block var="element"/></block></script></block></script></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>El MCM de </l><block var="numero1"/><l> i </l><block var="numero2"/><l> és </l><block var="MCM"/></list></block><l>2</l></block></script></scripts></sprite><watcher var="numero1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="numero2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="MCD" style="normal" x="10" y="145.00000599999998" color="243,118,29" hidden="true"/><watcher var="MCM" style="normal" x="10" y="166.00000799999998" color="243,118,29" hidden="true"/><watcher var="Producte" style="normal" x="10" y="157.00000999999997" color="243,118,29" hidden="true"/><watcher var="Divisors2" style="normal" x="160" y="21.00000399999999" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="Multiples2" style="normal" x="10" y="199.00001399999996" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="Divisors1" style="normal" x="27" y="77.000002" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="Multiples1" style="normal" x="367" y="9.00001199999997" color="243,118,29" extX="80" extY="70" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$flash remove duplicates from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="209" collapsed="false">Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the first one is kept in the result.</comment><header></header><code></code><translations>ca:elimina els duplicats de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListIndex"><block var="value"/><block var="list"/></block><block var="index"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="data"/></block></block></script><scripts><script x="14" y="164.2222222222222"><block s="doWarp"><script><block s="doIf"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doReport"><custom-block s="$flash remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="$flash remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block></script></block></script></scripts></block-definition><block-definition s="$flash sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists"><comment x="0" y="0" w="161.14285714285708" collapsed="false">Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot.  For a list of numbers, using &lt; as the comparison function will sort from low to high; using &gt; will sort from high to low.</comment><header></header><code></code><translations>ca:ordena _ segons criteri _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="function"/></list></block></block></script><scripts><script x="12" y="147.55555555555557"><block s="doDeclareVariables"><list><l>even items</l><l>odd items</l><l>merge</l><l>split</l><l>copy of data</l><l>id</l></list></block><block s="doSetVar"><l>id</l><block s="reifyScript"><script><block s="doReport"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>copy of data</l><block s="reportMap"><block var="id"/><block var="data"/></block></block><block s="doSetVar"><l>split</l><block s="reifyScript"><script><block s="doSetVar"><l>even items</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>odd items</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportListIsEmpty"><block var="copy of data"/></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="odd items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="copy of data"/></block></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="even items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block></script></block></script></block></script><list></list></block></block><block s="doSetVar"><l>merge</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="#1"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="#2"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="#2"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="#1"/></block></script></block><block s="doIfElse"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="reportListItem"><l>1</l><block var="#2"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="evaluate"><block var="merge"/><list><block s="reportCDR"><block var="#1"/></block><block var="#2"/></list></block></block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#2"/></block><block s="evaluate"><block var="merge"/><list><block var="#1"/><block s="reportCDR"><block var="#2"/></block></list></block></block></block></script></block></script><list><l>#1</l><l>#2</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportCDR"><block var="data"/></block><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doRun"><block var="split"/><list></list></block><block s="doReport"><block s="evaluate"><block var="merge"/><list><custom-block s="$flash sort %l ordering with %predRing"><block var="odd items"/><block var="function"/></custom-block><custom-block s="$flash sort %l ordering with %predRing"><block var="even items"/><block var="function"/></custom-block></list></block></block></script></scripts></block-definition><block-definition s="$flash assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations>ca:associació _ _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="key"/><block s="reportListItem"><l>1</l><l/></block></block></autolambda><list></list></block><block var="a-list"/></block></block></script><scripts><script x="19.333333333333332" y="108.22222222222221"><block s="doIf"><block s="reportEquals"><block var="a-list"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script></block><block s="doReport"><custom-block s="$flash assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></scripts></block-definition><block-definition s="%&apos;#&apos; for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><comment x="0" y="0" w="228.57142857142858" collapsed="false">This block carries out the given script for each item of the given list, like the primitive FOR EACH.&#xD;&#xD;What&apos;s different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.</comment><header></header><code></code><translations>ca:_ per cada _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doIfElse"><custom-block s="☠︎ linked? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>#</l><l>1</l></block><block s="doUntil"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block><block s="doChangeVar"><l>#</l><l>1</l></block></script></block></script><script><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="data"/></block></block><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><script><block s="doSetVar"><l>#</l><block var="i"/></block><block s="doSetVar"><l>item</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block></script></block></script></block-definition><block-definition s="☠︎ linked? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l></list><l>return data.isLinked;</l></block><list><block var="data"/></list></block></block></script></block-definition><block-definition s="☠︎ link %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><block s="reportCDR"><block var="data"/></block></block></block></script></block-definition><block-definition s="printable %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="188.66666666666666" collapsed="false">Takes a (possibly deep) list as input,&#xD;and reports a human-readable text form &#xD;of the list (namely, Lisp notation).&#xD;&#xD;Will not work on circular lists.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><l>()</l></block></script></block><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block s="reportAtomicCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="printable %l"><l/></custom-block></autolambda><list></list></block><block var="data"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>)</l></list></block></block></script></block-definition><block-definition s="sentence %&apos;phrase&apos;" type="reporter" category="lists"><comment x="0" y="0" w="302.6666666666667" collapsed="false">SENTENCE is the main constructor for sentences, represented&#xD;as lists of words.  It takes zero or more inputs, each of which can&#xD;be either a list or a text string.  If a list, the input is assumed to be&#xD;a list of words.  If a text string, it is converted to a list of words using&#xD;SENTENCE→LIST.  Then all the lists of words are appended to form a new list of words.&#xD;&#xD;If the inputs are lists of lists rather than lists of words, SENTENCE,&#xD;like APPEND, does only one level of flattening, reporting a list of&#xD;all the items of all the input lists.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><l></l><custom-block s="sentence $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="$flash zip %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="192" collapsed="false">ZIP takes any number of lists as inputs.  The lists should all be the same length.  ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc.&#xD;Viewing the inputs as the rows of a matrix, ZIP reports its transpose.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block><custom-block s="$flash zip %mult%l"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="lists"><comment x="0" y="0" w="105.33333333333333" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="multimap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="267.3333333333333" collapsed="false">Takes as input a function of N inputs and N lists.&#xD;The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on.  (The lists should all be the same length.)</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="function"/><custom-block s="%s"><l></l></custom-block></block></autolambda><list></list></block><custom-block s="$flash zip %mult%l"><block var="lists"/></custom-block></block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="196" collapsed="false">Takes a sentence in text string form and reports the sentence as a list of its words.</comment><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;pt:uma lista com as palavras da frase _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportStringSize"><l></l></block><l>0</l></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></block></script></block-definition><block-definition s="Divisors Número %&apos;número&apos; Divisors %&apos;Divisors&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="changePenHSVA"><l><option>hue</option></l><l>40</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportMonadic"><l><option>sqrt</option></l><block var="número"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="número"/><block var="i"/></block><l>0</l></block><script><block s="doAddToList"><block var="i"/><block var="Divisors"/></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="write"><block var="i"/><l>25</l></block><block s="doAddToList"><block s="reportQuotient"><block var="número"/><block var="i"/></block><block var="Divisors"/></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="write"><block s="reportQuotient"><block var="número"/><block var="i"/></block><l>25</l></block></script></block></script></block></script></block-definition><block-definition s="Multiples Num1 %&apos;num1&apos; Num2 %&apos;num2&apos; Multiples %&apos;Multiples&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="changePenHSVA"><l><option>hue</option></l><l>40</l></block><block s="doSetVar"><l>Multiples</l><block s="reportNewList"><list><block var="num1"/></list></block></block><block s="doFor"><l>i</l><l>2</l><block var="num2"/><script><block s="doAddToList"><block s="reportProduct"><block var="i"/><block var="num1"/></block><block var="Multiples"/></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="write"><block s="reportProduct"><block var="i"/><block var="num1"/></block><l>25</l></block></script></block></script></block-definition></blocks><variables><variable name="numero1"><l>60</l></variable><variable name="numero2"><l>90</l></variable><variable name="Divisors2"><list struct="atomic" id="846">1,90,2,45,3,30,5,18,6,15,9,10</list></variable><variable name="Divisors1"><list struct="atomic" id="847">1,60,2,30,3,20,4,15,5,12,6,10</list></variable><variable name="MCD"><l>30</l></variable><variable name="MCM"><l>60</l></variable><variable name="Producte"><l>0</l></variable><variable name="Multiples1"><list struct="atomic" id="848">15,30,45,60,75,90,105,120,135,150,165,180,195,210,225,240,255,270,285,300</list></variable><variable name="Multiples2"><list struct="atomic" id="849">20,40,60,80,100,120,140,160,180,200,220,240,260,280,300</list></variable></variables></project><media name="MCDiMCM_FB" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>