<snapdata remixID="10878120"><project name="U2L2-Making Decisions Pg2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEVZJREFUeF7tnXm8VVMbx79XN8RrnodML0XlDZEhU5LxlSFRhkQl3YylQXolbxoukmi4SiWNGpBSStFFNChpUCRkKCJDL90zv5/d6XLuOfuctfbea+29T+39+Zy/zvM863l+67fX+Ky1CxKJRILgCRDwCIGCgIAeIR8Uuw2BgIABETxFICCgp/AHhQcEVMCBrQnoGYILC6FhoXODq2IwMgpXVEra3JGfgIAOavfNaFL5UhdIMigM5xXCybs4cNiHqgEBbVbK21Go7wLxzNxbHoO3YvDArjad95FaQECLldE3BJ13s6ikUXxeFD6Nw115SsaAgJLkGBmBFpUlhT0S+zEOz4Sh5a5wXJ501QEBBWRZHYMqBXB0nlRoajhTo7BnATSo5NEbIVFsQMAcIBmtyX152rWlh9W5DPruLsEIl0UCApoAPjUCjXze3drlyYIY7F4AtX3SogcETKvJ58Jw9w7S6qWG9mMCJoahnY8mUIZ/AQG319KGBMQL4Ai7TUugZwuBgIDAY2XwiA/HR7ZqNIvSwijU9WjdMlccviLgN6yjKsepxD2nrWUxOLQADvHJeEhn4E+EoKPPul/fdcEl9KYND+msh222349CrADO9/HyhGoQJkehcb62gB23wsO7w74FqmGpaK8t1zCYV7UVMjwC5+4C1XYi4pWD+XIUbshXAs6NQPVKcITmrupemjCAicoJ+FEM6uyEpEsF0q8YSI0Bx0Tg5srQIwTdNY4jutGGnpQoJWC3Mui5g08wZAD7LQH7aO7BZPxIl5Ei4EthuHX72piRFlSkaZ1sCfM5jXPsxJGhswXYGIcTNLfaRsHjIrA5DvUK4fME/C8Ot2vCSAk4PjIiRcAXw3BbCqDGKSYfvkx/wTohAjdq3sloXwb9crSsX8bhWBfI7yMu2XJFioATI9AkpULfj0E9n46peofgIY3DBNke4I9EMhEgeHIjIEXAd6PJbNzUZ0QEblfYymzlD6qwp6P6MvLiTtLU6jwbhnssdqu9QtBV48vgCCyfKEsRcHoUrtQ8hV9MKadzvi1YlsTgNE0tcrcQ9AxIZKteZJSkCGjWAhrGZ0XhEkXEnMNUGtBIxucKMnZaJsuFOFDwWwa1g1C0qEoRcHwYmmbpfr5MwLEKxjrFdKETfSwFmS9d3Bdx+KemoYElwGwIj40klW5KGW49GoJHFfUKUgTM1gIajhmHYy5W0P2N5BlacJ80RCPC+bPUsTGR3HPOl2daBAoL4DJFvVuuuKUIOCoCzXNMOL6Nw5EuvuHGcUhdRyFXx+FEDbE8FYIOiloNHUQuS8CAMHSS9HFpDE5V0PBIEXBdPPchFzczLX6I68teeTwED0tWgA4SeGFzUgRqVIIaFl86VSn+UgQsA/yym7UyDjUtguVFxZqV+WIEblO4dOUkLqcv2+QINFYQixQBZQIdHYFbFDiUqyydRyNFOxsyGIhkvk7A0R6PBR8OweMKWvnfE7C3gliUEXBzAvZX4JCoEvP9/3ei3tz34tezLsoIaBDDOHF1poKBqRnJXth+4FoHAYtD8oNvp+WviEEtTRiZ+dYzDN0s7uA4jdGKft4Q8M8E7KGphTXuGHJhxcFKvTiWHRyGtj4mXnmASgloGNUxYcnnhVwzJuk88H5/GfT3y4xR4jVSTkC70/MIYSpj/so6nbHlwqE0tuOcDZkSges0TwQlOGVJRDkBLZWeItyHB+nCk6bqr0fhKk19pE5y58Li+TDcqbCL/DkBB2gaotitUxk9LQRcEYdaFtfq2nItg3lFxmelMv8JwX8VLEtYdUpVvuD8GJzj4qTGapwieS0EfDsG9S2C8jbTqM+/M/w1rr81bqfS9ehcWxT5HAMswlTBZJ8wdFHYior81fG/FgIajoYTsKsC4jxYBk9qHFSL9rl1gF5u00ls/cLQPs/JZ+CgjYDdQ9BDQdeme4E7V6aPTvIZtjfF4SCLQxVDz+6qwJo4VLdRnk4ctBFQp9MqbXtJQJVxyNgaaNyO5bNWUysBIwmo7KAbVrXfmKtyvCag1axyJ/mXdsbmMsR2IqOVgE7T5d1IcPCagB3K4CnJMe7MqDtJojKE+h3YW0ZQIKOVgPNicIGDaV6nEBQrGEfmwiD10L0CPC2beMP4II3kGmcccDqEszt+TA9sShSuk/Q7FyhaCWi5NtIU0s8jO7Vnpu91C7glAXtJDFNULZireqlVHbbSTsAQIGrE3mMW53JJBj/cuF3AawLqeKly2TRugj1MgvAiv1TlNgoJ6DS5QCZz9gm60NHiiTgRQLL/5wMBVa/5uX2Gx1EXvDYOxzsYeHQNQS9BE9iKKxjGG7KcUSqXDwRUGjBgZdxpVrbssEHGb2EL6DSDd04UGggGq/1ii2hf6QwZf5XL+J2Auo4KOJnQqErrNypTSMCnw84+iidzk5aXywt+J6DyN267QSeH+tfH4SgHvWJqTEICurFZ78bdM9kq0s8EHBLO348Qyr44viCgly3guDA089n2VHnlyawgyFa0mZxxsWYziwmsD4bgSdGyhgWnhATsHllJj8o1LZi0LjooAkUWgbBeirmGX1vAz1hKNU5VFaapnVVx6wfSVTskJGB/7uN+nlFdbgV7xlcdGylYVbfjpNcE/CYOVU3GU0WcxyDetROSNh0dRzt9QcDO0Qn0LbxRG3C5DA+NLqZ14emelG0U2qkMik32guPE2MVRuqpcSFaI/mtC/ac6fEFAN1rZbNXxJqO5lFvkakuD1PREKVcWVLyYM0GCApdu4f6edRwu8XWqGczicpPdKqeQBAT0mIBmFXgzNRjDKqd1q1R/NmNpyE1KbRrGdnoCDqITRRQrB1bG4DAeoRWPZYhGCFFZuIMuU4KcTHea0oPxWYVX8AG1OFvOmEWpnZ6AXnbBY3mSm3iwQpX9xPccyOEWq9GZeCmvcj7XZDXyFO3owEBnhWTRFhJwfa/hHNX1Di2FlxvtxR10ZbjWMvw6Bszwq9U0GJZ5OtATcFwoVEhA2s2AgZdrdaWYNnRS/IkuWYeXvfUitS++TVZcv1zd4bBQ7wtvGsRLy+HWkzP+KuJ8BlGqLW5fENDLWTCjPoHm/9IGcDbDG/maQzk68+/+C+H+uq77ww2T4eXGrpfrCwJubjeC/Qfe7nrw2wr0iIB0ewd6XpgZcyIBBQoyRhWgOYreNNf8/WYxAa+fBJOuVxBODhPXTYQpTfSWkc36Ex9ARz0zvJwBHfccrLvbm5hlSn16ATxwpoykIxkxAc8cDgs0j0lcGGdmRcmrFvChudD7oopurfkZqh/gqEIdKbeYCiOtfyzISZliAlYfDGvaOilDrLszEtCM+H3mQxc1n6sVg24icfXL8NoN8Mg8eOwCWyasKokJ2PJ1eOEqq3b/ll+5CWoelFu/wWiY49F22D0z4dnL7MdnV9OMgJeNhZnqdxukXawzDO44Bdq5tzcuJuAba+GK46VjyBAsmgGDBMs4O2MLaDb2PGsEfOjRZMyouJMGwytN4MQD7de3RU0xAS0azBC/50149tLcVppOhvHuLwFsc8qrMaBZub3eg67nOkXcvv5pw2BJK/v6NjT1E1DGKS9bwKFLoPVpMl6qlek8B/o2qGjT60lItUHwWZHaOAXWAgL6qQV0tepNCjtpCHx6l6te6CXgK2vg2urigLrMhT5pSxJiLTUSAQH/xrFWCaxoowZXSSt6CSjbtQ5c7OrMqwI2fiFg6+kw9ErJatMkVvt5WHanJuPmZvUS8IJRMK+5OKCpn0GjamI5HRJe7YSkE3/IR3BXHR0Rytvc4SYhF42GuRLrex//AKccIg+USkmvWsCe70E3D2e8ZhgaBCyqA630nsZLLVpvCzhhFdxYQ0yXX8pgP8lbGsXWrEl4RcDUct9dD+cdlel3zRJY6eKYzCBgvariZTNrCOeU1ktAhY5qM+UHAp5cAstNiLZiE9Q6CJpOgfHXaYPgL8M7XBesHzLnJfiBgAu/g7pHZMaSmpz68iq45DjYV2NPUU5AF5NigxbQawK2ngZDLaTg62ylLh4Nb0mM2Z2/9n9Z0EtAp4kMCgPNasorAhpJEEYX+/atuaMc/nEyQSD9GfwRtFU8ay6eD522Z+NcNg5mNtNeA3oJaMX98Suhqd47aEzd8YqA986EAZJZOCt+hFoHZ7rf413ofp4VlHPLzv4SGh77t0wsAZX0ZmeLCfjZZqi2v/0gBy2GIon0nhunwAQXBtrpkXhBwAGLYN/d1J1FOX4grG1nv46yafadD5315ieKCdjxLXjiYmfByXQXbmRem0XhNgHrvgALW5L1TIgTpJ1kND+/FO40Wf/TvE0qJqCq7ZmRy6BF7ezwPjALns68Kd9JfUjpuknA1K3JS8bArJulXLQktP43WLQBGp9oSY2bX4UxWQ6nbwnDXnouURQT8LlFcLei+5sXfAdnmiw3GFBN+hSuP8kaaCqk3SJgemb46cNgscbcux6l0L3ipUcq4FJtQ0zAUAx2c/C5IzOPawyBVe6m/WQF7u4Z8JzGg/ftZ0O/hiYTCJcIInOmZ+H3UFfiOpDfQrCPwutRZS4nUs34CvZE6T/ROBQqug1bayBZjI/8BFpkOfT++WY4wcHkzmo8/T6E9meZa726Bq6RSJsztCevtt695/BV3AJaDdSOvJG2364OTF8LHbKAZMeuFzpbo9BhtvgcjBe+jVgGN9SAPVPuQ7Zz/jfboXobMckR8Mtf4dh9bZi3qNJuJizbmDyFZ3Rd05taNOChuLFcNflTeKieh05IFl3/JfECuMhUm+lQ4jx/UY6AneZAcdr5BZGDdv5vOAZmb58Zzv8WVm0CI1dwqqbrex8thUcdDtRLliRblFsyL/axA4GrOl4eh90eqBwBZU62qUDujBdgUUtzS6t/hgELYdMf0P2CZJaI08duS2AM2rvPgxkOt6p6v+9di1l+CH3ZD2BgK5M2l4537aGwrLWjWpAjoKMiLCiPWwnNasKJg2G1xG0MximyltOg1Sm51xizufDxRjjlUDkHiz+ADVvUrlXWGwnvt5ArX6VUk8kwMe0YbL8F0N7iXTA1SmCVs3xFfxHQALnxJJjs8DKkDf8DY2b3ymr4PQTHCMavZschf/wTzjocenl0WEol4VJtmZEv9f8rx+ceexsv4qLvMwls0195At4/C/pr3qlw85YsxcsJNvGHD76Fs4+0rW5JUfaQmGG0/wIoWQqFBcmrVc6pCvcq2pBIcVqegDpX1kvXJ1PyTz4Yxq6Am2pZwtWWsM54rDhktCZnSCwCW7GZLmu08FX3hj08+hxVDt/lCegEgFy6zabAuJQsGBVdsC5fddk95ln46h491ssnG3qsO7ZqjYDnjIT5igbN2UDXtUmfCpWTrBHHkGcx0GiC2uWmcAweK4We9XV5rMSuNQIaRT71of3dCiO1y8isGHJFducXb4DTD1MSXFYjc7+Ci47RW4Yd6ypyIr/bAkOXOl/ftOO/DR3rBCwvxJhdGlnMR+yVvdi9d4NTD4V/WEjl+XkrHFDFRig7iIrdHmDpRjAW7128208F4vYJqKJ0L2w8/A48bnI5uBe+ZCtz+Q9gpNvL3M09ax0YWSpNPEhlU4CZPwmYfjZBQaDbTIxenn9bZu99A39G4Itf4Kc/4eA9k7+D9khuARo9TB4//iSgrvtaIjGorDi3MY8r3w+u+5OA5cioOgO79hc4fj8/4B34kIaAvwmY6uzZI5KZxVZ3DZq/BqOuDirepwjkDwFTATS+a7buFzDGilUKkzsoR+2TlIjFYc1mOLAK9PL3GphPOeGqW/lJQFchCgrTiUBAQJ3oBraFCAQEFEIUCOhEICCgTnQD20IEAgIKIQoEdCIQEFAnuoFtIQIBAYUQBQI6EQgIqBPdwLYQgYCAQogCAZ0IBATUiW5gW4hAQEAhRIGATgQCAupEN7AtRCAgoBCiQEAnAv8H66xZ8+A+bRcAAAAASUVORK5CYII=</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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-808" y="-408" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,31,146,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="453.4" y="95.46666666666663"><block s="receiveKey"><l><option>space</option></l></block><block s="hide"></block><block s="clear"></block><block s="doWait"><l>.5</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIf"><custom-block s="is %s between %s and %s"><block s="yPosition"></block><l>10</l><l>30</l></custom-block><script><block s="setColor"><color>111,247,255,1</color></block></script></block><block s="doIf"><custom-block s="is %s between %s and %s"><block s="yPosition"></block><l>-30</l><l>10</l></custom-block><script><block s="setColor"><color>87,255,37,1</color></block></script></block><block s="doIf"><custom-block s="is %s between %s and %s"><block s="yPosition"></block><l>-30</l><l>-10</l></custom-block><script><block s="setColor"><color>255,31,146,1</color></block></script></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;num3&apos; between %&apos;num1&apos; and %&apos;num2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block var="num1"/><block var="num3"/></block><block s="reportGreaterThan"><block var="num2"/><block var="num3"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="num3"/><block var="num1"/></block><block s="reportGreaterThan"><block var="num3"/><block var="num2"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block var="num1"/><block var="num3"/></block><block s="reportEquals"><block var="num2"/><block var="num3"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L2-Making Decisions Pg2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>