<snapdata remixID="14440485"><project name="U2L3-Predicates" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEcxJREFUeF7tXQlwFNeZ/npujUYaHegA3QeHzSWQjbkhNhgWMGvHOaDs2CQ2jr0cWa+zLmJvoIq1U14ncdYUxpXgOJQdHLy2ia9gDkNAwdwQgS1u0IGEDpDQORrNTE9vvR6PkDRH98z0zPS03qtSIdH/+9//f//Xr/u997/XzOvD5nCIdmEYgIu+Gd5g0Bh0yCwdjQnLv4uCuZPBsU58tuyXqNp3DKvr9kQbOVHtOx0sLmzfi3Mf7EHtoXJRddxC4faRkQUBA4KECkcaAUOyGeN/8q/gRHQS14+cQd2Rr7Hq2i5RZlICioKJCgWKgEqjxsrqnYLVIkJAtUEH1mrrNUal1cBpdwgaJ5WAxqBH2thi1B+vAMMwuPvZR3HstXd59aO+NxeJuZn87+Ra/YkKaOONqDtyGtaWdqlMkK2erCnjwdrt4FgWlhu3MHzhLExf+xRvr91ixYmN23D89a2i7E8uzsGC369F6qh8UfI85vQRLBorRQnGpSahu7kVP/hsA/8+W7X3KJrOXBL0MX3ccIxYPBsTn/4+uWMF5YUEKAGFEBqE18kTgxCsdMUPoTUawoqABwF1CUbYOixhbZQqjzwCjIqBMS0F8ZmpaDp9EUt2bkLa6GKQ/49m8doDLtnxBrYtWCHKrtKVS3By4zZRstEUUum0yJ05EenjRuDy52VouVjdz5y8eydhyKgCnNz0fjTNjFjb5H13Ve3uiLXnqyGvBNTE6eHo7hFl3OhHFqBi6w5RslIIqXVasDa7FKp4HYm5Q2FMNaPhn+cl0yl7RQyD1TIgnySDkJThuWi5VBMWzMmoquVyDRgIPya08XFwsix/4zy6bzPeX7RK9E0UFuNloJT0cmLm7tymGtNTkJidgcScTCTkZODctl0gT4a5v/t52LyJyiDksYNbsGP5etw8dzVsjlHF0iMw8uH7MG/DGkkVexAwqSALrZV1fhvhwHntlZLyh6G16rqkBlJl8kJA6qU5DwKSF/WaslNBeR3pCeagjAyhki4hHrbOLkCCZevMCaOQPWMCVBpNwBaRR6u7kInzzNI7BXU4LFZc+Os+dDU2e5Udt2wxDClmr9dIe5W7D/MjZ6mLBwHJML2rwbuRvY0T/yUIgtTOUH2hISB17ybGmqi8A4oxLBoyk/7jR/2a7b7ZiuvHvkbz+SpBc8iry7B7xsI0LE1QlmSnXCs7hcZy/yNvY1oykotzverrvN4E07B0j2tkWa3r+g0k5GQie1qJzx6NXHD3ng3HKzDkzqLeJThBByQUEE3A+IxUn923hPYMWlWk97m66xAOrv+9ZO/R0ejRAg2gaAIOvXs0v5hPS3gQIGRpv9bIr8lW7j2K6n3HwtOQD63RIqtoAkYUDdpYVBFIG10EfVICZr20Eqkj8kTZ8umPXkTGhFEe844NJ8/yg6Tjv/uz15UXSkBR8A5eoYE9Y/X+E/jq5c24eTbwOVxvvSyzMW8+x0YwNy+gUJKFcicdbrsxm/Tsox4pUH2nZPoOLMjvFz7ai7bq2/OyCdkZuOMH9/sMQV9dFz/dD2NqMp8X6a9kTy3BtBefREbJyF4xp8OBN4sfQF9eFcydgge2rPdQxZzYuI376ldvCfIikPVhQWXfCqSOzEfzBeERplh9SpZbUfUF1FrhOUOyEPDOtMf7QfHjo38GIZ+vQnqzsrWbUHvYN9l0JiOmvvAExj2+WBDmDVlzeRkyx/nYwT/xS3u+CsNxHOeu4FezjDcOCSKiYIFVNbvAqFX4YPHPUH/ybK+nZAPVA1v+28Pz8x9+ibJ1m2Bt7fCJCunVZq5/BkPuKAw7cszBlzZz0UpBKln+XZRv3h52Jwc2QHLgihfOxMiH7kXhvKmi2ic3ae6sUjz43iv8bMClzw/g0mdlQU9NmYYOQemKJRi+cAZIEoBQIY+zS5/s59ut3HPEp/iyQ+/wRLy6+zD/w/bc3grhrdKEp76HGet+KtR82K5HdBBiTbTD0K4NyhlCmpEP3QfyEkxSyYWK3mxC2pjhyJo8tp9o3+wQp80OW5eFT8C1dXbjZsUVaE1x6Gpq4fewkD0RoWwXZVQqkARffUI8+IQeDrB1dcN66/ZeE018HIwpZrRda8A9AybC+xpObGmvqUftwXL0tHcKue9xXa3XIe87d8OcPwzlf/hI9K61gBsKsEJABCTp2XxQBjyOSVAHvgwHaAcVjwICS77YBLKCQ26SaBXx74AAvxGbPIr0iaag7sJAnSTLWpamFpClK1oiiwAZIC7d/WZQyRKBWBoQAQNRTGU9EZj+X8tx8KXNoqEJJfs7MScDhfOnoWjeNGRNGce/StQeOo1rB//J/zScOifaDvLEC1cGdUCPYPEWSyP5VMV27HzmZdSUnfSqUKVWwck6pWkshrSQTd9ka+TsX60CSRHrW8ig7vCvt8De1R2wRwlZ6SDbLu1WG0i6WPP5SlzZcbBXTziW62RNwIARVGCF0Uv/hc9SIa89fcu5D/fgyKtb0FHX5NdrsgmLTGDnzb4LpEcNtGwqWgSH1bU/KCwEfKNoEefotoqyyz0IMWakwuIjsVGUIirkgQDpcaa++CSyp4zHxrz5/Hsvmfwlk7hiti7kzJiIKc8vQ+bEOwTRJUkPrZW1fOY7/3Pl299JNruX818IcVdUhmfjGe0BBcM1uAXC0ev1RZQSUKH8IpPbyYVZMOdn8VMtyYXZSCp0/U7mBOVSPEbBGqMBZP+Au6SNG4GeljZ01N/gz8YLpbBaJ9R2VSgqFF2X7Kkhk9eszeZzy8PwxbNhbWnjR7K+SkbJKMx57TmQqRS5F9oDyj1CEbaPrCuT9eW+hRzlcWLjX7Bg8zrJrWE+fPg5ru7wabA6J9Q22jtJjrBCFQbybkgWL3zJ9z6C9605i3tfEd7eFyqenJoDwwqfdBBqO7R+eBEQS0B3plXamGIs3fWmh1G9j+A3DnzJX1wxa054LafaPRCoH9uKqik3UT3lJpoL+ycalLyfh2mbhisCNa8Z0e4DKiNFwK3vHkJrrkWWRL+V24VbeRa05nThVq4FbdkWtOR3oSdB+DAkMTeuG+NA2JT5jRnTNo1AZoX3TeP+dB378e20+dzjKcj8JqlXnGM4nuzmOiO0VvXt/+c4TP75466kEwAkEblvcZ8i23czvPsgK3dSivvf03/8K3+QFBl82uNYPH9uv2cPyDmd3P+MmY23PynjL/42/T183PEOSgyT+b8tzi6U9xzGKetB0ZlJOcdTUbo1H1nlyR4NDiT63l+cxfn5gR/nQQJefU8zPn/V92gwkECHKkt6Km337UD21XfXuwVQORi4fWecDMx1cUi6ZoS51gidxZXpnNBoQMFXaTC0iV+xsJrtsJrsaBjbBkO7BqYmA+Jv6qHv0uKL9WdQNfWGoGt9b57VtXtcqWNBFrKrb16eiztuvW6/LxR7bq9gRlyKvTMO9B0a9CRE7ozpIGMRVLVpb4xAyf/d3ozeMKYNF+6vxzeLa/0SY4g6A8+kvIhHzCt7z+2560oSOrg2r3bca3wAm4Z9IurkMTGOPLy1GLOeL+BFB3Yy5G9ywtn5Ys9pvJgkoBhAqIz0COiZOBCit3OtiEcCWtgmZGsLcdXuyqwhPd6bB/bBCRfRFv6iBHdcKMJvtn+EcYZJ+CD7qOcjOBZ7QOmhpRrDhcDXGZ0Y22jCI+YVWJu2kRIwXEBTvd4RIGOJcusRvJKxBQ8l9N+tR2rQR3CMM0cFNZxgkahKxmPm1T69OWX9ChdsZ9DM+k/fChccf8utQLHOc5550BLQyJhg4cRt7inQjcQE/VRU2S+CBHJl8jq0OpvRyNahzl6NensNbjlvhit2itDrbQQc1R6QTDWQKQR30XVqYDP1H9k+mfQ82tgWtDtv4ZytHPWOa7Bz/rcZKiJaCnRCdgRUIMbUJQEEFDMPSCMdmwhQAsZm3GLaai2j41+b6CM4psMYu8aPN0zGaesRlBd1IY7x3AA/aEfBkQwpGTUft5bhaPffI9ks35aO0aNAOxIaRosrtrOwcoFv15TC6EUJS/HbjPe8T0S7u0mhhqYb5+FcTzma2UYhUXqdIuCBAH0HlAEpyKI8+dDPYCmT4mbjWLcrDYsScLBEXaZ+UgLKNDDBmkXe62Ya5+NO3US0ss3Y3bUdTWzguZXBth9oPUrAQBGj8iEj0HfJUzQBGajAfZvTRSwYqslFvSM8n2QN2UOqQCYIMNAyWo+l0lxtEWrsV+g7oEyiNKjNEN0DDmqUqPNhQ4ASMGzQKl+xWZWMBHUSau2VQTtLCRg0dLSiFAhQAkqBog8daqixYeiHeKHpCT6H0X9xHZlvVqUiW5uPy/az6HFGZ4ksjJB4qPZLQLHLcZE0mLalLARoD6iseEbFG3IygpN8liOI1v0SkMzXDNPk4Uj3viBUg8+2cHDCR1gEpZxWUgQCtAdURBhj1wlKwNiNnSIspwRURBhjw4mBy7nEakrA2IhdxKxcZFqKlUPW4ZeNT+F4t+t0tHAWSsBwokt1CyJACSgIERUIJwKUgOFEl+ruRSBRlYRR+pLeVHz3BUpASpKoIkAJGFX4aeOUgJQDUUVAUQTkOLLBkZxwGAtbHBlooYWOMUCr0oKc6dfGtoGF6zOowZbpxvv5DZ4nu/8R0Q3nWZp81DmqAjZbUQQM2HtaIeoISEJANaNBqjodGmjRzVlwixX+DEDUPacGyAIBSQgoC0+oERFHgDzqn0z+T/yt4y9ocNQG1T4loAjYrP+YiZa1L2Pozjlg9MG/o9kvF8NRkwfOaoC+9ATUGcLn6cSrEmDjegI6BdZ9RrQI16IuEhAB2cYMUaD19arnxN1oWfNrOKrzYJhRhrS3PU9FjzoKfQywV4xBw4OfYej+GdBkBXdXy8kfudsimoDXhlci55Lrqze+iqOyEC1rXkXPqVKfMulbl0A/yfPjJO4KhKhNSz8AeyMNSWteRsITb3nocrYnoq70NOIf2o6UV5/zuN5zeCq6D8xGx5afAKz3T2UN9MWyYyE6/vA01Fl1UKc0Q5Xu/+T4xJUbwMh0tG359EEYF3/M42I7Mx5t//ss0t5eFnYuOmpzYD0wG6ZH3vXbFuGSO7ZeCRiHStc8hpr1GcCwexNEA5q8KsTd9yVUCR1w1GWBvZ7l+rcuC5yj/7fWTEu3wrJjEZxtgX/wz21a9sVC2E5NdH0uiwP0pScFrW7b8O+9MipTJ5ydpt6/9RNPer159RNPoefURMQv/hiafP9THa2vvICOPy7vZ4cmrxpDv5yN7r1zcPPpzb3XtEWXkblzrqDNvgSILqJzYPHWUdn2zkfH5wuQ8trPUDvC9cFEIuefgEGbRitGEwHd6G9gqxgTTRNEta3JrkX7tekeskxvDyhKjfyE9AbA4QBYZX67UH6Ah2CRhcsPnoBarSvQHAcY4xlYumJhBSIEtGhVyREIiYCSW0MVyhYBrQ6wh+F7QJSAsg25/A1TJbbBtOxP6HhrOThLfK/B6rQmaEdcgLPdDNvX4/w6Qgko/zgr2kJKQEWHV/7OUQLKP0aKtlByAjIqgHN9nT2oQs4Z4ciwWqCoVICzTzvmJAbmJDU/Im9qYNHTI6xDqA16PfwISE7A8JtMW1AKAr95PQX/tjox+HlApQBB/YgeArQHlAj7ga8EEqlVvBpKQMWHWN4O+iUguasTza5jB51OBu1tIYwu5I0DtS4EBOJNKnR1BscN2gOGADytGjoClIChY0g1+EHAnKSCwcCgsYH1KkUJSOkTVQQoAaMKP22cEpByIKoIUAJGFX7aOCUg5UBUEfBKwPnfqeeam1mcP+eAw04X9aMaIYU3HnM9YHqGGklJDDQaFTo7nWhqcsLaHdwkqMJjKwv3dDoGBUUaPjup6qrnLrGYI6AsUKVGSIYAJaBkUCpPUVwcwy/FJppJkidQUy19niUloPJ4E1MeUQLGVLiUZywloPJiGlMeUQLGVLiUZywloPJiGlMeUQLGVLhi09j5C+Nw8rgNN5o8U7IoAWMzprK2WqUGnN7T/zzspgSUdSiVb1xQBExOUcP47Vk0arVrz4i71FTRQ/mUTxvpPAyKgNI1TzUNdgQoAQc7A6LsPyVglAMw2Jv3RsD/B1a11/PTFeVJAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U2L3-Predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;#1&apos; between %&apos;#2&apos; and %&apos;#3&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><custom-block s="%s &lt;= %s"><block var="#2"/><block var="#1"/></custom-block><custom-block s="%s &lt;= %s"><block var="#1"/><block var="#3"/></custom-block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;#1&apos; &lt;= %&apos;#2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="#1"/><block var="#2"/></list></block></block></block></script></block-definition><block-definition s="%&apos;#1&apos; &gt;= %&apos;#2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportVariadicLessThan"><list><block var="#1"/><block var="#2"/></list></block></block></block></script></block-definition><block-definition s="%&apos;#1&apos; not= %&apos;#2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="#1"/><block var="#2"/></list></block></block></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="66"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="67"></list></costumes><sounds><list struct="atomic" id="68"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="1" x="-522.9999999999999" y="125.00000000000004" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="145,26,68,1" pen="tip" id="73"><costumes><list struct="atomic" id="74"></list></costumes><sounds><list struct="atomic" id="75"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="103.91666666666654"><block s="receiveKey"><l><option>space</option></l><list></list></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="doIfElse"><custom-block s="is %s between %s and %s"><block s="yPosition"></block><l>-66</l><l>66</l></custom-block><script><block s="setColor"><color>38,219,0,1</color></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>66</l></list></block><script><block s="setColor"><color>145,26,68,1</color></block></script><script><block s="setColor"><color>9,0,223,1</color></block></script></block></script></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script><script x="320" y="181"><custom-block s="is %s between %s and %s"><l>2</l><l>0</l><l>3</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Predicates" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"></media></snapdata>