<snapdata remixID="11122558"><project name="list project" app="Snap! 7, https://snap.berkeley.edu" 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YuNNe7rwDi2DTd1amY2v4uyrqi3Y3n5uxgAsOuOAsgacfeyc1+B8N9XPzlJz8Q+E59zfBDNNqZ76TfKzehvnYQxAUlPyoRRwtGoYjkmXJh571FDs/26VACC9ZNhIwVu3bi1+jnqQjNxFVKqlzOdJc8BHtTDpnee5g6p5cM/UtoIHlEKIp4cHvhndBT5J1ilthVd7IqBaM/HBshFDZDdMCiFUzireMM5A+MYZyN9BFTruXDmPIl+OgB5WKWez7gir+rqyOdRxSauIKQCW2/QazrT7Wlkfe/u5adUK4TPqocj0/cqzKKFdP34Az26bAqDhx+Xu44ui9VuKzeci8p9Wure2wQRgg7gDCCvTRelKAFoE/d/Onds//wDDZi3BsWPHRHdSQPLPbEXKh+J6uIkPPro04JdqukvTeI3NxHUtAHdPbYMGM34ULML69euBhDhhCdHDMbvkCkb825sUKxQNExRmZDMQQuhYqgDQBQjfMAN+LcYIXo3I3bttM+rsmGNtjcV19+otcLPRIMVURYqhdUageoZfBSdDSlL+u444/coGZWx7+7mZAiBNjJS2c+fKheu9nkOuvyVAay9ofARrbdzW7jUFQK4NGy0tZD1I8WST0iN55Qu7NmP4nKXCtZ2NHwHts5FRSchTVA2UMphD8m3AWd1wg2sp0UDSWcA1rU/h2QOJCsXbM62tAODy5ctFdN6N0CtwnqiaAJ3c3OFTsxW8ylTFvU8nGDzCOSBIAFDuPSP9tABUgEge8M0331QA6OHqjLCvp8Oj8TCxIFyIIzu3oc5OVTFNW7B/iz6gHfDG5HYGDyYAwxsMEF8plaw8XrSuRsYbVXFzJ5xqs075s7393LRxHDdm1kfItH3CHEgBq2LFCrjfv4IBD0ghJE+PqQgbldbW6vfJOeERLqVgrY1bDwAbxh/E9dKdla5cIwofdDqlDVyaLLnmpBDUE9J6cGbNJLSfs1EAUErB7dq1Q5PWN/Db7lRvE3u1M/tVarp32iuoO+17vP7666DwaAxAPrPEhjBc7VEWybGG0rcEIE8Z8tvcB7MApEpCUkAJwOD2UwQAuQgn9+xA3Z2qyoUAzDvoXTz49kPEhZ4xBGC1Fghr0F8RuYl8LQBXrVql9O/duzcq/dAZJ1t/pfzN3n5upgBIxTvjcIsXL5YGgCGL9yAlKdEsAEm9v/76a7FetgCQlLhRwiEDAJIfJsAoXHTs2FG4W1FqJABJ+XgC8XlFD81H2em7xEcjKSBNp665LiEpybpxwBZwnt4Xr3TfN70dqIaRPKBLchIwXqc3TJ4CiB29XmG/iAPpwJHGG4ZBQhKAnu4uCNswHUGvqrbfB7fDUWbdSCDJdByH9gX9es3GhVzlFNJLBasUxdmPC8ovipvICVXe0hXHW36pDGFvPzetYvXmrAYoPFVVnnt5euL+AEMKaGmzjCmg1snC2iYTXI0TD+NaqU5KV62jhPwjVRW0eJQvX178H5TyANVOzkXKpLMiAIiNvCMDgZxyqlF61p6v97olAHKMAngCdx3hmk89/HD3caqJkYAjJZSU3SBykEcw4zmMAZi33SThksQbbbE76n1R+obRTlvlp2441uIL5TZ7+7kRgDKe+dbshig0RTVz8aH+l/Yi8ZwqmJibv1O+4nhas4OgTGxcF1soIHlACUA5n7NLB5tdriQ4oaxbBIq6PhB9Hgzdp3jDUIHdqVMnhwDwz71xypz2z3hVHMGyebm74eLA6rocUnOXqYykfosVU5yk6MYvLPSAQ4cOVQDo7eEmKOCVfE1AHRS117SISD896vXowcGgJePGa9SNSfsfr69YsQLDhg0zCHineWn16tUiXUW1n3vgyEtrlKHs7ecm9WmCcsxuiIKTVU8TCkGru9ZHKadHVr+bgAIhKDf/B5E2Q2Y1MMXTmBtIxDwnHUFoydeVLtqTwdIEeIqQ6lFXSJ6aJwibIyigKQDSRY2qukeR9+GiEUIszZk84LMxXys6YK4bjRMmAcjwO0kBCcDHX4/F0eC2QhnatGlT8dVXqlRJ3EsmnBp5go1/o5JZhmkSmFS5UEoj/0jGlVSUUrYELMHHUM6ePXsi9OpVVP+lFw43/0yZl7393LShlLfnNBIAZBQgbdzFixVD5MBK8NZjXWd4wfIzYi2kEELnWr2NR/CLyUdxtURH5ZaMen87AoCn9sQqPN+Bme1ReexakFdft24dXJEEl4kaP0RnF+Sf8DlcA4IQNtowOJ0AjBm9QbGCEYCmTJeCAjJeV1pCvD3d4PfNQOwoMkDRtjNGQXqz0nuXXz5d3UnBaCek5l768VGIkF8qrQW8Tvd1HhsMuWSgc48ePcT/IfnyoGPoAhxqtlrZFHtnRjAGYIFJu4RERl6LCxI1qJKBFFx4wS9wcvPA9ZFpXd5zLDst3kcCUOtkYQ2IpIC2AHD5qoeY894DxMUlo0sHPyyam9bx4Z8AYJ2p3wk+jidhxO2bcJmkAaCTE4p/eQkPt61G5Jeq95RgUQKC8PTN9UpMED9ACcA0PCCDiGUwEAFY5vs38AOq42HBeoJxZDYnS42UgAw5UW6pUe/FsEtOJn9gLuT7YyqKuz7AgRdXKi7p9uY3tbG8d+Y2BgHI459SsLOzE6IGPW8AwDxdJyAu7Dwe71Ht0/KdJABJ6clb2gJAvnPTlGO4UryDskTmwg9adriJn34xVGsUyOeKG+cNg/YdAcCTu58pFPDgrPaoPeU75XfagnPOa2PtWxPXXQMLIXrYGkUKpvCpzf5goIimJwaj26lYTUmIRfU/hsDN2Qm3knxwK9EPkclqJLuup1vp5OWUgBoeN+DhlAQn7wDsq7VA3CGZa1O3a2MmLA1vnG1OG8t7d14T5J+oBvxQSRo99AV46THxACAAeQTTuYI6PFsB2AzHcblYauwNm6nwg1t3ElGgtJoGTvuuX63Mh86vqdFzJgH4pDXgvQJw1m8mhMZqcmKXqlc8OPs11J6sfojkmQP8fBH9MFUwstSo33TzVv1AzfVVkhORev3000+Cd6NuSutAYO1hGblOfpFfB6kjPTxMuW1zfHsBMN8ENeSRY+YLDjJh4077RmQ9op+kz9WJo/EINgZg+dq2ZZ/y9nLG0ztqAimTAIydCyRsBnJs1gfCmN6AcwnAM9WScfwP9R0Pze6AWpNVR5EcHm6IHVNXn0NqYEFBASWfTJWTlgLKFXZofkBroGGGJ6nbsgZia2PJ+40pIHVpst2b/yKCx/+m/M6P7Hj3irodUn2WnBR+gJIHtOUjJQCbO53ApaKpOXjYKtRRg9Gtvb/yfo/UwP3C5a4i/KYJ3WzMMCDxF8BrMeBmJYbjyYuA92rAOTU5lTEAq43fIIK0KIQkxz+D6yR92cvIAz4e+dW/C4BkdskOSHd+HpHcZKnA1LNJegBI0NPrxtvbCw+HvKDbIdVrySnBJqQHgOQBX3I+mSEA0mGUjqOyfbzqIQaOSk3Zlqal3Ad4HDsFAp6jAFczUXRGADz2u6peOzynIyqN/kKwHELTcecW3CarAGRUXJ7uk/Fw6wok3DXk/wnA6BFrhfqNlh7yu2a9YfRsbHr6WKNakgLStYlOnnTOpETNTea9fGkqpml20huuaQxAbTqN++80RdC4nWAcNPWNdGt/NNQQgDTFJT2KSGPj5vt7fnRSzE06pGoTCllbH1JAAvBikdToQ7bQGyqY2na6ic3rCwiG/5XOpr1k9vxcCHVrqUmMOIZVQSTpKPBU9UE0OU/fPYBTqo6OAJRSKgFYY2JqeCqJgnNyogEA2d+jeCWR/yb5qaEulQB8NPxLxb5No4Mp541MP4KZ4JD2YUrinKRx2jbakSmhy3gIaxutB4Acgwpz8nXGAAxoPxzOHt6I/CptuAEBqD2CbQEgKeDLLqcMAKgNQSWQUv4+Xue8F4WJMyIMXrV5E2/8/K3qLSMvTp4VgVkLrEepWVs3ef3ob6k5IEkAjsx9HdUnqK5ySE6C74L2uhxSc3YZjxslGxsYLEwJbZkKQLpEMeccwzO5seaau5MT/khxRwPEwbyra+rdxgDUAjdiQTPkfXuH8hiqYZwXddftkJo8eYtwzuBHQXd+W6RgUkAC8EKI6j2kDUHVApATvHw1AbPfjUT042SMGZYLtaqnZpow1XIXuYKoB6ojqV6wmepnCYBkPX4c3xO+ydYzp5V/pQc8ytdV9pVrZsp/MlMBSIU2STuVu5ba93DHj0jGSlh3hjAGII9L2SLfbY7At1ITIbHRZHj//CnE3rGeE88thw+CqjYWPKp0SNU62lrbdAKwheufOF/4FaWrtC7xD8YAtDae9jpBmrOgCa9oWwYB0KZFDkx6M/X45zsendcJFEK6desmkpR6ubkIRbQeh1TngGA8HPa5Yi/n6WbKeSNTAUi9krlElXLtRsIVVeGMN6C6CVlaV2MAykAe4V/3bnPkGfuLMBFS3VO6VCncHVRFt0Oq8RFsyc/ReI4EYEu30/irUKonM+djLwByvGvXE1C0ovXQAnNrV6+2F3ZvK6Q4vbLf0fmdUGrQJ8JxmOq5mMcP4T7Z0ORWeOFvuL9qMp6d2WcwNHnAB0M/V/g+AlCbIUN2zjQAfgN3DEcCblnItlAezlgMNzSG6qFh7aM2B0DeF/XeSwKAjIOmOZBB8I+HVzWQgr3K10FKfCxiL6a6v2ub++Ljws4tpWBbAEgesJX7GQWAHFcbhJ8RCijneO9+kgBhTIwaWGRtvXh91OAALPzb1Cd9Dvn3Y+90RpW31gk1DL3Ir1+5CPcpqSn7xEfk5o68Axcg8cE9k6a4qCGpekCyKvQrMGU7zzQAloATPoc7piABO2B6wcbAFb5wwlSrnJ+6zMYAlJFk7PFg4cvIPWa7yHdMF3hSwMcjqhkAMOT9XYj4chaeHlWPajk6AUheVTqk2lLGgBSQADxXUDVlaYPwnf0vIjGqFP5OJKAHN2b7zJgXialzTWdd0N6UN9AFB3cWRtEQVSFuAMD5nVF13HrlFh9Pd93eMC55CiBy4EpF+UwKmKUAyLciW/0LPPA7kk2CjDH1n8AdjL5tm84j2BQA5YqSkhlTQEs7b0wBbQEgKWBrj7NmAegZeAmPbpSAh874FD0I3flHDN6eGoFjJ1WhITivKwb1yYl+vXIiX1BqzK62aQ0Dx9/pgipvq+ESZBtKeqfA08O6Av2hkxfCIh8p0X68V+ump1BRR1ZKsqYHFGQcwHK4gyksO5gBWUu4YDxcxZF93Ay1lC9kTAFlKCOvP1zUArlGq8l22Df/zRNIPq+Gaprd2OCiuF+xlTiCxbxtjIojANt4nsPZAqnhlGzaclu++S/j9sVi8PHRl2VfDwDZ58iJWAwaeQ9Hd6VNjWZqDAJQqmEkAOXvOX1yIHRYHX0OqaUrI7rrXEVTwBIO/OBNhmXqfRlb++kBoByzF1zRBs5oZwaE/nDCT3DHTiRjsoUj2RoAA95UcxHS0rK+b3PdDqlFpq4XErvM+G+KqTa3RjyCLQEwV8gVXD5ZBLkCrOepsWUfHkUngyY7Ulc9jQFS8gM7saCrsIRwH+lKd/dmODymqjwg+/nWb4/Hu1V7sXyGs38Q7g9apTihMkdPllPDaBdkMlyRH04YZIXfKwYnXLUguBgDUMbS8lmP3m8J/1E/4eOPPxaOD+XKlsXTkTV0O6S6vn9URLHJGm4EovZ58utWjpe/KyfxdwKwrddfOJNfzWigzYMTXPIqTu0LQVBe+wJQgEmj5LYGQmMA0iGVnlKMQ6YaxhiARVecwvWhtdNGxf2bAFgJzlgINzSxQdo1t5B6AEjvbDqq0hwXM6qGYWqOQe/BLX9x3Jis6uvks4wBKGN3rW0qr/MIfsX7vFkAFip3FQd+LSwSBNm72QJAmkJlO/VeNzw/5ksllw+FEGMAFn5vB+4uHp4mNwwp4L2BK4U5lScNpWBtjiDlI81sHpCWzZ3wwEuIR7SOBJjWNscYgEw6Llv0B62Qc+RWYXOmaiEhIR4xo2oaSsGL91JDLb5q4+ay6IgwLdEhlQtqiqm2dAQTgKfztVS6aBMxFa8Uil83F0SxIra5aFlbD1spoCkASh5PTjWoAAASQklEQVQwOS4WgQtVbx5Lz3YJLIQ7vZcqUjDd7ehYkqV4QE5mW4obFiMJP8E+piQ9AJQLl4P17cbU1u2QSgDyCJYOqbYAkBSwXY4LZgFYpuo1bF6XH6VLWpcw9YBO28cWCkh9n2x/LuyGim+qEYvUexbKH4zov0twWJpHZFQUkp3NU3MDj2hbX0hvf2tCyCS4ooAOvk/v89jPGIAynQWvPV7cGn4j1HTA/FvRIkXgrMO2RODdi7CuW7NEAQnAP4PVtGraTGAVal3DupVpM5ba8u7m+qYXgKcWdkMlDQDzBPgh4a0Guh1Sb/deqmRDYJ5GU/6TmaaIJt+3xMMHnQL9hDe0vZoxALWK1ScftoHvcLV0ADX05/pX1+2Q6vreQaVunqlC0pbegULIqz4XcSpITSypLblapf51fPphMF6oZP+81TmCL+P+1eLw9rb+pbGipUoBu6PssJUiSJ7E5FbYNXhOs5waWN5LHvB2v09E8BcbAWjKeyjTAFgTzvB6oTJe798P06ZNE6U+zX7BGmnSGlCNAahVrD79qC18hv0g7Jqi9GxyMmLH1DY0xZWtIfwB42+lTfrj9N4h4cIlpWDjZ1kDYHvfSziZ9yWlmzYVXc0mYfhgfl7UqGre68Xau5u7nq/kFZzYG4JgE4pn43sIQMnz/bmwO4oPWCb0lVyvJw+jDADo5O6JYitO4tmFY7g129DnUAKQbAqNAQxsy1IA5IuTArAmBk1jLAlK51G6OcmN5VdHss2NYlE/PU0PALkglICZ79AYgH6NOiL2wjGzAKQ3DD1s6OFrCwDJA77md9ksAOu9FI65U/OkcTjV887W+pSucg0/bsiPUiWs85faBKJn3u+JCqPWCJ6XTiNers7wnG7o4s8MqfG3Q9M6pPrnxc0+HysZv5iplt5DWUoIkR7RTM7IoChmYGDCHgKRfncM0ST5/+GHH4QxXE8zBgU9X2SLWfIKcgzdLEBNSubn64u4sXUMKKBnycrCy/fRz2qwvLzfmAJqi8tYmxuPYALwRKC6gdpciMx0NXFsLjSub98IRM6rWsMwLFuUF1UrW6euxgAsP1JdBxayDFrSTZdDql/n8biQv7rykdLR2JTzRqYdwZICao9IbihrZpAiEnTMEkoQcvNKlNCnydcDQIVPYeqwjwfC+Z51NyZmSH06ZqMALm3AnKfe1Bp8Hilgh5xXzAKwRYebGNrPHy2aqYWrrYFa7/XGrW9gkk5wa6s0nf2gF54boSYN4POMle1652CWvcpMPaC5qDgWal68eLGghhRQyMhak6jlCxoDUGr2ef3Z0nbwHqIm26Ei+UnYRcTdUauEqwtlyLC7ennD97magkWQG2GrM0JH/6s4nkdl4rXJODv3vo22LX3Qqb0a95vRzZX39xlyF7VreqJPN7UgormxrQHQXnNSTpWsBkACiLlkWMiQ6X1lHmZ7AdBr8HeCKWaQE5PlPBpZW7dDqvPCw8IjWgohxvErljaHVNwSAAeMuIsqz3ugfy9/e+8x5i2KwoMHSZg/w3pdE22hxHOLe6PccDWfo90nJqtlOmJgSSUsjW2KAi5ZsgQjR44U+e+WLVum8A3pBaBWsx+77FV4DvpWBDgxIIgu4glv1U2TITUx8jbiw9PmV05ZcEAcvVoA2mILfj0gFMdyq8Z8Zh+Tbezk+8gb6Iqxw9XKovbal29/fIIv10fj27VpyyQYP8MQgL1QbvjqNNWhpJSsPXW0+2PL9SzFAzIPMTNXffjhh8JtnsewPOYyAkAJkrjl7QUAaZ5jPAqdERLermcAQCbbeXJwK+5+NDLN/ie/s1/oAemQylBRa+EE2gHIA3bKdU0AUM5Hm4545jtRiE9IxsyJ+muP6AXomb/i0anXLZw5WMTqLdpi2ec+7I2yQ1cqLIfej80Ur2jOUSNLAZAMPnVFDNOkHx+PYcnopxeAWumZAPQYqLoO+efMmQaAlnbImAIynllv4xFMAB7NpcZUaAG4ePkDXAlNxAfzrR+Tep8p+8XHp8An/2XER5S0eisBKCmYFoBWb0xnhywFQL4DX57uUvRWoW5QepykF4BazX78x68ZAJDPKh51HriYmvrWUkvOWwRhJRsrJeg5H232f2v3kwJ2zn0dRwLUzALafNifrY3Grr0xWL0sY4Wwzc1Drzlu586dyhDnP+qLMkNXWHu1DF3PVABSx/fVV2qCcr4JVTEbNmwQAgiTp0sA6i3jaiwFGwPQfcA3GVqw9N5MCmgJgOTT1m6IxqYvrfNp6ZlDVgMgHVSpZstUAHIhKQwYZ8Ti5Hi8afMSbt2qFrW2eEwalYnUVmZK+KQD3PqrVZnSs5HpvYcA7JInDIf91RwtrBQl244/YoS0umNz2uwH6X2m9j4JQC7P7v3PsOP3GBw+9kwEwF8LS4As2P7rJjXHy4Ul/VB6yKfC9YyhCBQa01gy/jaTpufv9C7PVAAy5QazqVKqlKY2WkU++eQT4Xc3evRoxedOW8TFFgBqNfuJn3aEaz9Nqgl77KzOMQjAroHhOJRTrT+irQhw5Hgshoy+h8O/64vdsPTYJ0+TsXNXDBiUdOp0HC5dTcDtO2pQf50aXnixkTdqVvNEiWLuwgdRRuMxVYpsBGBQ1wXCGkVhcO3atZC6Swpg5vSgTN5JaxMLQkq2intJlkrbyN9nKgClGub9998Xuj/mk2YyIkrCpICs5yF97tLLA/5bAHjhUjzadr6F80etS6qmwMeYkgcPU30qvTyd0LCeN5o28kblSgSZGwqVvYrkh6XgZMUhhjWiZQtb1gu+nRYKZxEaA6g7bdky1aGW+yODjJhXkjEjtJGTgLAvWSeGYbKiE7PUTp8+HTQwyGRRBF+mU0CtHpBJz1k3hBmrqB/jC4wbNy7DANRq9pNWvA6XvmpZMJ3Eyy7dSAHfyHsDB/3UcqfakhSkUFXqh+HWRcM0vHofHsGyXbnMx5P4FbiMm+eLwdfXctSdAQCX9oJv54UigJ4nEIEoUyjTIsR0y0zbQZUUM18xCSW9ZihwMas+Ff4EI4E4ZcoUQWAYoyPBR3e4LEEBtYvMjOxMYM4CinPmzPm/ASA3pVvQTbMAfBqTjKDiV/Hktj6bt15gyn4Fy1zFod8Ko0B+yzEnDFeg9wtPnKiPuyIspBXuIEBI/ywPJo9UU4pnWomoWiLwLCmmZXpjsllZDoBS+KCZi19URo9grWY/eWUnOPdRI/1t3cSM9CcFJAAP+KrZ91llwJSgkJHnmLu3XPVr2PRFfpQtbdkla+LEiSBvKgHYqoQXDscXxH73aohOsa+zrBfisxYAWTRx0aJFoMqFIjrrl8gvKb08YFYBIClg9+BbmQZAvQ6vFC5oDqWAWKZYCAp7W0uIl7HPJUtQQPIWZFJp/2VlJR6/LOLSv3//DANQa1pKWdUZTr3VVBMZWzrb7iYAe+S7jf0+arE/46pQenV1tj05tXfzdjfw5tAANG9i3d2LulT6Y/JIdXTLVAAyZzCT/bD6N+2r9JjlEUxKSDfwXr16ZRiABp7Uq7sAvQwV345eYDk+j2ACcF8OVfdnXBXKkQCkiqdcGXcM6Wd/b5uMrGGmApAOARTRtYkLKV2xeiclYUpYGT2CjQGY0nNtRtYr3fcSgD3z38k0AH6w7AGuXnOMrTndi5IV3bEIwMGDBwtxv3NntbhzenlArW3T6bOu+KcASMuBTIxENQT/9SpwF3u96yr7ZVyWzJEUcNuvT7F4+UNs21QgI3ix+72ZSgFN+QPS327AgAHiWJb16/jW9gJgcg+1NrHdV9NoQFp0tm/fLhSwpICZCcDLV+PR/NWbuHKyqKNf26bxsyQAqQtkSVImxJEtvQDUmpac17wBApDlu8h7UsFqnK9E67dmKv4hPdcZQccYl94F72GPVx3lnYzr4jmSAtLW65b7IpIeqIVubEKKgzpnOQDS4ZPpc/lPmn0YkMSwPj3N2BtGq9l3+bwbkrp/IXIV0+uGVhJmKTUGN0uHyVrAWu9eUjHarrX3UGlOS4A2Y772HoLv888/F8/sU+g+dnuqXtAshattjgSgOEVsyJKlZ63t0SfLAZCiP2sJM3kQzXIsE8rjmD6Cepo1ACZ2+1x4RBOYXbt2NVmbjlkPqPmnXZOqEqpyCCD+TnDS7EQpncH0DCUlq2CqgDdtp7I87f4fv0KbAjHZADTaxCwHQNoSCUDWMCYVJPiWL1+ebh6Q9kfZXL/ojtAaY5GnUAnh9PDuu+9C6xIl+1E9xGusYcI6ydSJEWjMas+atzQlEaBFihQRIaS0e7IGsbbRg0RbGzk46hS6NiiHXR61lG7NmhmmuXA0hXL0+HoIhHGfLAdASo/U/9GLhZSF4MuIEELbpszMSQAGBObDiTID8NelK4phXc/C0Tqjt1oTqzDxeG/VqhW2bNmCulUrofTW3vCs21sBIFkNLY/7TxyR2QA02mlTUjCFAx67zGD6zTeq93J6hRC6etGqwubx9QBUzZOM2BRX/PysOB4n29e2aQzkFDghxPUhGnimxh0n1RmIgx5VxM+kmMOGDftHeUCXgItIiLRPJn49H62ePlmOAjJFB489Hm/0vujTp4/wQ0svAOnUQP6R7kRMLEnqlBmNNtbw8HDhA8f/WbHdOLOCPUs1mHrHgMKXEXq6GPxz2jcRekbWM8sBkH6BFEA6duwoihcyQo4u+nqbLQmD9I75T/VzRKkG7dxDngvFnp8LonAh+2dhTe8aZTkAMh6YwUj0itYKCOmlgOldmMy4T5RquFQMPjkcQ6Eq1LyGdasckwQzveuVqQDkpCkkSEdHqmDoiCDzydGLljpAgu+/AEBWvbx8sigC/B0DwDrNwrFgZh7UrmFYczi94LHHfZkKQPJ2tEpIEFJynDt3rnD9pgDCo5cgpASqNx/zv/kIDi55Baf2FXFIqQaCpU2nW+jbIyfavGzdJcse4NIzRqYCkFIwvVWoJmHEFVUvjDNgbhhaHKiC4ZFML11tNlFLL/ZvBqAjSzV8sf4RJkyPwIjBuTBmmP3zz+gBm6k+mQ5A5geUGadYuIV+gZRW2fj31atXY9u2bWDklZ72bwagI0s1+Be6jK4d/fDlhmjdVZP0rHdG+2QZAJLq0Rt648aNBl4wVNiuW7dOqGP0tH8zAB1VqqFlh5uiJt+WjQUwYORdbN8Rg2tnsoZXTJYAoOT9aP5ipgStYELQ0UdQb3XyfzMAHVGqYdMPT8Dkl9rERO273cK58/H460j6YpD1EAK9fTIdgOQBGTVPaZeKWaZm4/+Mrte2/4IUbO9SDTExKciR7xKib5aAr1EVztpNw8A0HQd2ZDwTg16wZTkekIVaKAlTAKGlgB7QzJCgLWMqJ/1fAKDeyDW9G0694vfr8qNJA9OJz4tVDEWVyp7YuCaf3iHt3i9TKSAdQqleoccL03BYKv73XwCgPUs1NGgRLnK+rF5qOd1bgTJX0eEVH7w/L6/dwaVnwEwFIG2+jD9dunSpIvmam/R/AYD2KtWwfNVDTJoZiYjQ4nowgMBiVzB8kD8mj82tq789O2UqAGXOEErA1kqf/hcAyFINw/r74+Wm6VcU37mbhHylruDp7RLw9tZvUclZ6DLmTQvEoD7WM+n/3wCQzp1UNEu9n6UX+y8A0B6lGryDL+GPrYVQvYr1ojTa9U5KToFvvsv4bHkwOrazf6kIsydbZpZpYLwEU3rpKfjyXwCgKNVQ2RP9e6aPClWudx3NG+fAvOnpczljgqScBS/j962FUK/WP2MvztQjmFKwtprlf50CslRDUKArxqSjVMO0uZH4fF00rv6ZMQVzRGSS4AkvnyiK4sUc77blUABac/6kukUbs/FfByBLNSQkpGDGRNuEgYuX48GChLH3SsLDw3pJVms83I2bifjrYrxIcOno5lAAOnry/2/jp5ZqSBBlW21pdGQ9tT/EIdXWbZlHevpmAzA9q+age1iq4eiJWHz0rn4A0oFh+EB/jBiUdTxcbFmebADaslrZfe2+AtkAtPuSZg9oywpkA9CW1crua/cVyAag3Zc0e0BbViAbgLasVnZfu69ANgDtvqTZA9qyAtkAtGW1svvafQWyAWj3Jc0e0JYVyAagLauV3dfuK5ANQLsvafaAtqxANgBtWa3svnZfgWwA2n1Jswe0ZQWyAWjLamX3tfsKZAPQ7kuaPaAtK5ANQFtWK7uv3VcgG4B2X9LsAW1ZgWwA2rJa2X3tvgLZALT7kmYPaMsKZAPQltXK7mv3FcgGoN2XNHtAW1bgf6Bkr5BEOEDDAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="list project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Guesses" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>1</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>2</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>3</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>4</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>4</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>5</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>5</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>6</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>6</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>7</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>7</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>8</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>8</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>9</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>9</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>10</l><block var="secret word"/></block><block s="getLastAnswer"></block></block><script><block s="doBroadcast"><l>letter</l><list><l>Guesser</l></list></block><block s="doSayFor"><l>That is correct</l><l>2</l></block><block s="doReplaceInList"><l>10</l><block var="secret word 2"/><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="Correct guesses"/></block><block s="doChangeVar"><l>number</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>11</l><block var="secret word"/></block><block 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name="secret word"><list struct="atomic" id="539">a,d,v,o,c,a,t,e</list></variable><variable name="secret word 2"><list struct="atomic" id="540">a,d,v,o,c,a,t,e</list></variable><variable name="number"><l>8</l></variable><variable name="Correct guesses"><list struct="atomic" id="541">d,a,a,v,t,e,o,c</list></variable><variable name="Wrong guesses"><list struct="atomic" id="542">h,l,p,i</list></variable><variable name="number wrong"><l>4</l></variable></variables></scene></scenes></project><media name="list project" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="63.5" center-y="129" 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Nfgzuv7fVjhpv3wnEsnWpMDZJL8dKX2+vnzY0WA2+rhxbGxrW9iqcYBmAxcV6I+tVGB8Sx0YnNfhdK8fWQhZOIOYxluY1vhmhJzZ4NDqpwe9mObZW4XCCHwN4T9E80fsQ+re0qqqk7KrB73Y5tqSiV27HCcROjHLLLcIhCL2ynRlbUaG+TTX4vSDHph+7SgtO/gKA4o0nrK74zK0G3855YCwnW9/FcmxJngCVyl6ngHvGy7ypwe8lObakToDKHb0uBvdat79PQj6rwe81ObYkgumMHgRE8URWug7cr70JRRL1JWBDDX4vyrHpBtPJvxugn8RmfgbuvVvXZKvLq8Hf8JlBTPw3lmPDOLjXG3JsOtGuePxlfwR3TZV0m26lGvxel2NTOQkqtnKjANxPSrZFxZuGyijCF7o8+QggWb4X5dgaCl9ZpnWXbYSBzFPxX54B917WrIl259eAX/4Vq4fl2BomUiFOuRrcm9tw0Q5l1IHfX3JsjQBygnEA6xazziUHz/ml+6JGSrc9jw78/pRjmw2RHfxjeh/hgcnN8N+t/952ok1UqA6/XI5tDl5hmtJUEzFILmuXaRWpw0/l2GaeNNncr0HsLcUfLGtXrBj6dXJnVvKWdOCXybHNvltz8m4bajEb/ABUVOcEomhfjA/fbKinRbfU4du5B8GY3Fyp3+XYSoSzuatA7NDiYRcsXVeHn8qxVRn2g/NAOEbCZ8cidI3ewUsHvpimtItsaJ/LsU33/PwXQXRaHJMzEHpf7NFhP5VjmwHWCT4B4Ovy73QpuF8SsDDyHNDp+akc29pInZEPAdZ34j/fAO590EjqsVM68FM5thnwy3cYp9vA/T16FX4qxzYDfnGj5rvjP98L7oljY5NGz89dC7BUjq0crfPIEDCQj/80Bu5tZSx5ref8Cjk26zCEQ/0txyYo28EGYIi3nKHl4P76vQk/lWOrwpUsOPmp+AcC96wehZ/KsVUF6wQrAGSLv1lz18OKLcSxkUn9mm/nzwKj44qtSuXY1sB1ArHD+OYyLmbvP6QOv0KODV2jPdfyLugE9wPYTsKPdkBh+L6W16lYgTr8bNmrTKRybNPxd4JfAdg97vlvR8EVx0Ymdfh27lgwlsqxrY3Vzn8fjPaT8K39URj6fufJL5sLO7Nl8TIEyH/cXaoOP5Vjq87UDi4Hw8fiYf8IFIYvawv8DXI2Jq1FICxCFC0C2CKwGHTpHmTaEVYAdxeqwy+XYyO6DKF/RFsaaXolFTfCOB4F76zEXB4c3RCWADol4RZ7McX/ZRs1Vc/UnI3U4adybNVjnc0dB2ISuLgsFlz5RNRoesmjm2LV6kVyiB7YEkz0YgFZHNN6jZqpkk88hYyBaAywxmAN3KkOv0KOjb4D7h+o4VjvFM0Gh4Mgh3rCFQi9wysbd7IFZ/9FwJwtJdQYbhE2iWF7vmIwVhXhFv+x+L+Tj4EGxhCGY9U2fVKHn03l2KpCyubeD7DvFRczUfRHgN0or70xXHnDpRp3XgRLMWRr6rFiL2bRGFYMx3v7NX7qqDoB9LscW/Zv6wEvzLz2ir2FWbzTVuMcynKyZwB6DBDDc9yDxVAdTY3h+a2fVjJZo5A6/H6QY1vwyMYYGJDXXFa6sbK2jG+y5FZqaukfxWuvVRqeBejMGNjAWDtfB6vD7xU5tmxuC8CK76AHtkRUDhp6S8+JvQBGV8kbLUsO1+PPPgbsbIQ6pzr8bpVjWzi6HaJI7AxSeuExR63zspVgoseK668AGz0GRGNg9CxooPRKl4N78iOPgUkdfrfKsVXufVsPyXJ5/S3dZJF8VJqbGcPyoZLK9kwbThBN39RxNwOw0mfeevW19Xd1+N0sx+YE4sYpXj9PT615NIqfgUvPw6H3nBINJxDl5EQOwoZQtaNUeeOF1OFXyLEhD+55jVfb4ZwL8/sU76bnTI7h2a3FsupkkxOMApBTuCjyEA6XpnYlW4+mNXX4qRxb7dBXrGZirwd3S5M6NXElW1wd/oLcJsiwf8XuPAXubZKsa11szcnfClA8bZveCe7famJr1OGncmyz9fzrAcQLNtgB4K44Ni6pwxefEFcxHrcolWMrR+vkLwGotFTrk+BevITLLP7q8FM5ttok7eB0MHxBZqATwX25eNOwpAFfyLFVPM9aYianYe3rjDt2cAwYSsuzvwruyWXbhiVd+GWbCqVybNNs7dGPgEVyEQtjV6PgfsQw7tI1LaecIJVjqxZAO9gbDFKSheGHKHh7a8W5RYV14adybNXADI68FZZ1Zwz/tyh4UqTJsKQHv1yObTVegRe80nO/Yc1sszsLg20R4YEY/sMoeFK7yLCkBz+VY6uOU8zDm5ySAoyEfyL0NjWMeyLX/DVybIRhhF689YqJTW2jTxsuG8REpiS9+jy4N9jG2huuSq/n28EDYNi2WFsqx1YZdCe3CmByrgC35gFDEw1TaVNGPfipHFttTE7+aYDkZ+OpyY2Tnn+XxPmhCz+VY6tFwQnKFErZYoy74tiopAffTuXYatJ0cncB7A3ypo92Qej/wSjyCbzkSeXYavf8nwJ4l4Qf7YlwuLT5kjHngF7Pd4JUjq02fLHNmtGCVbrwUzm22vAvBBBvrMiWgrvi2KikCT+VY6t9zQ++DOCk+Pcvg3snG0Ve+5pfIcdGhyH0Uzm2EmEn92mAnS8P6UJwP95k2ZxTQLPnB2KGihAbFulIcO8Sc5rWYU+cQGynXtpG/VpwT26vblDShJ/KsdVkaY/uCRbdIn9nPwF39zSIu/RKy6FUjq12+OxgFzCIl2Bi2L8L3H+jVqxbUFgPfirHVhvJ4LKtYWX+GmcYAfcWt4Cflkk9+KkcW+3gV65reBrc21iLVAsK68GvkGOj81Dwj22Bj11q8vF5cFaVlmJPgHvzTGuIHvwKOTZ2odB2M62BHfXHDlaCxRo7818cxL+3fb6j/qxVuR78VI5tdpbl09wy1qazLuvuwFmhB79Cjs3cKcodiKusMpt/GESvKv7/VPRqPD/8cMd8qVKxHvxUjm12lk7wWwBvKmaK2Fsw7opjY5Ie/FSOrQ783I8A9t5iJsLeCD3xFdSYpAe/3+XY6mF08lcDdIiETx9B6F9dr0g7f9eD3w9ybDo0nOCrAI6Oe/4xCD1xbEzSg98rcmytwuHkTgTYKdI8Ow3cPbFVVanY1YNvP7oz2FRpbtpd4J5x769VgpJYGSf4JICLYnuXgHtHJmY7AUN68LtVji2BwDVkouJpCNeDewc0VK5NmfTgrzu2DQYmH5KjGoxdk9amWM6sxgneCUBMchXpVnBPHBuT9OB3sxxbOxA4o68HhPJ2sXfcDe6+vh3VNlqHHvxUjm32OFd0DhoF991GwbQjnx78VI5tdkaDD74U1rx/x5meA/d0lLoTPx/04KdybHWA/HkOHFvsgCGG/SkUdXjNSXrwUzm2+iSdQMjVSen2jJXF8qGSfF39si3OoQe/Qo6NVoP7c1vsb/eZd3J/A9gri45b0RYq26G0qtGa8FM5trpgnOAvAF4j4VvbY8WQODYiJQG/TI7tyfnAruI4TaUI2MEdYNhVXvZpdxT8O0wJThLwUzm22WjawU1g2EfCZ/uh4N7US/BTObbZaGZzV4LYRyV8HI6Cd0XvwE/l2GZnmc2fAyI5q5noOIS+3HzagJTEsC82GRK7Q4phbREK7mMGtMscF7LB8SCcIeHjLITe8aY4lwT8VI5t1mE/fwSIviHhs8sQusZsOK0PP5VjqzPsBx8A4bsyE30f3N+/l3r+PQB2jBu0E7h3rymNM8KP7MgSkPWL2JdfgXtvN8Iv7VW6ohVOkMqxzTrsj+0Amix1iPvAvR16B76dux2M7SZv+AZ2R2ErY15iGBHk7OgiUPRo7Mvj4J68OTYg6V/znSCVY5sNpLPsJUDmP3GWFeDeegZwl31V2xEn90OAvU/ez5i3MEG7fdoGiMHJi+1VZeKuMdvRJAA/SOXY6p0gTl7syRv3+AXrg2+6vF6RdvyeAPxUjq0qKDHFrZQi9pvpz7rM2gqFIfFirONJH34qx1YdojNyMmB9SV4Oo6fArJIyhzGPw/rwndwlACttIJjKsZVOBQn/w/KQIoDFr8CtPVAYuq3j3T6ZG75Ujq0qSCe4GIj+Az78JTjl90X4IAqeuE/qeNLv+XbubDD2uWJLGH0eBf/sjreq0w7Yox8Fi66UbrBbQFMrwKySCOO94N5OnXax6Jm2ExVybOwkcPdUbZvdbCD76GtBU+KNnowtY1chomdgsaUgmi+vAnQlQv9jnW5mAvBzJwAsBk6ng/sndLpRnaufBuCM3gPQ9rEPfwF/cEdg/ynYo6eDRfH+usWz4gJwVy7f7lDSh2/njwUjOUGBsXNRcOUloB9TNv/NogiDTAQW7YjC8H3ToXByXwPYUWtC09nOog/fyS0tnsWyvUaqS7flPHTynyq2v5TIOgzh0EwV8vJH42KHwRdQ8M5si49rVaIPP5VjA+zgTWAoF1v6Orgn1uZXT05wPYAPlo0AS8H9tm/GoA+/Qo6NrkbBN3LH6Jb1LLlqScxp8OM6/gDu7VK3Pif4MYD3lI0UH0U4dFXdcglm0Iff73Jslb34eURsx8a2UbszA3vj28CYnNMvLwFtfQegD7+f5diyueNA7Kw1nTE6EHz4Ow13zvXGspiaFG/71jz3E9sToduWnbj04ferHJszsgdg3bqm19K5KPjNP+kUl7lbtwG0dWxrNSzaAyt8uQV7C5M+/H6UYxt89KWwxNSseAEm2C/B3SXKnOwRF4zdBrDNYhsrACxp9XxIffj9KMfmlClrAs/BinbUXn27cHQ7RJG4BGxQPAEI/wJZSzA+9IjySVWnoD78fpNjcwKxRZr8VCshJSerKrZmsXAbKJZpB+VhRUuwYvHfWnEC6MOvkGODUbNTEw+YHewFhh+U2U1+v7yKy2jxEeB+EO2B0Hsu6fbow+8XOTYpPiWe52NdHboF3JdzF5NO2ZF9QdaNZWZ/Bz53CbBFosv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" 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" 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