<snapdata remixID="13829077"><project name="U2L3-PredicatesPractice" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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select="1"><scene name="U2L3-PredicatesPractice"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;valueA&apos; ≤ %&apos;valueB&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="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="valueA"/><block var="valueB"/></list></block><block s="reportVariadicEquals"><list><block var="valueA"/><block var="valueB"/></list></block></list></block></block></script></block-definition><block-definition s="is between and" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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nQ+B8n/ffc3y5uT4nCleJrQADOIatZwDXp+mZvC4C8Isw3PN5Wo9+xFJcAcGOauPCrjZ5tD5KXIUC8RVgAMew9wxg/5vesVBn2jZautLmP3Eq061TVHCFAJfk0tLlvw5XoAAFHAEGcAzPAwaw/03P5PURW/HQnDaZ6v9q7lbI3KL7yiCuUF33CIVGXJA7WX7nbiaOogAF3AgwgN2ohXwMA9jfBrZ363EiOC+XlkP9Xcn97Jm8tiswUxQX5trEubkGfyhAgToLMIDrDG7Ccgxgf7vgXP2qYm5Xm9zl70rVz97erYeIVf5e799twYVzWuXP1c/CERSgQC0EGMC1UAzZHAxg/xpm8tVv+W5WwLex/qp3gX8KnJkCFKhEgAFciVLEjmEA+9dQE69+p3frUbZVfq/3WRFcmGuV1/wT4MwUoEClAgzgSqUidBxvxOFPM027+s1mtfGd3cqfbj7eCd7OVrnVn51zVgpQwI0AA9iNWsjHMID9aaBJV78deZ2lihMhWDLCwoXZybLCn11zVgpQwK0AA9itXIjH8SXo2jfPpKvf6T16qq24GoK5fF5v7XvNGSlQKwEGcK0kQzQPA7j2zTLl6re9W6eJhTNEcWJnWp6s/U45IwUoUCsBBnCtJKuc54K8JhsGsZvViF0tGxMU+O+tTaHAJQC0q02sKpd63+EMYK+C7x1fDj1BKujv/WbyOheKQwaBEy9rk1dru0vORgEK1FqAAVxr0Y3mm7pQ/6lBsSts7GYJdgOwqzp/a/n/3g7AUgGWqg0VC39SxcCWymEA+9goj1NnenSxKJ7tTMtFHqdyPTyTLz9iMrlyB5x49VfkHdcTcSAFKFA3AQZwDain53VXBZpV8REROP+3E7DOn7chWCqKpQBehmKpbWHpoODlyyfLX2uwtKspeAXsim2zgzpu1g+rjd+OeAnjslmxazdzZTO1d+v2luA25/zqTMuZlY3iURSggAkCDGAXXZh2jW4nTThCgCOx/s8/AFgiglds4DF7LV4ebMDS76Wl6GJ634cwgGtH7NzSEcAuubR8q3azVjbT9Lx+dBC43QJ6O9Myo7JRPIoCFDBFgAFcYSem5/VIe33YHgFgfwEeUOCBBsUDs9rk6QqnMeIwBnDt2tDRo7+zgW93tcqvajfr8DNNu1EPtxpxG2x05trk6uFH8AgKUMA0AQbwFjoyo1s/NSg40rnK1fXB+5RzlWsDD8xJywOmNbKaesoBLNghl5bvVDOOx75XoL1HP2cB/97ZKvvW0ybToydAcTsEJ+Za5Y56rs21KECB2gkwgIcs27t1T6sRx+kg9hm6yv1fDF3ljhzEA9lTxfnfkfhpz+s8AQ7IpeWwSGwooE1k8vpDAK/W8xm6HT36HQWm22tx0pxT5cGAts5lKUCBGgjENoCdwBULh4nisHUvJZeDaN3V7i+h+KMIbp+dlpdr4GvkFJke/SCAP+VaxXnvmj8uBLJZtVbvjmVi4ZOdk+QvLqaoeohzdysbaGkATpydlj9VPQEHUIACRgnEJoC3FLgq+KXa+GVXm7xgVGd8LibTrY/YwMVz2uR+n5eK5PQdeZ2qgsNyrTKhHhtsz+t1FrCrrTipq03eqseaXIMCFPBXINIBPP0m/ZZaOGTjK9y4Bu6mp1F7Xi8WYNtcWi7w9xSL5uyZHr1dFc91pcW5QYpvP2f/VEeOeRO3Ayjm0jLJt4U4MQUoUHeBSAbw0AeoLhFgvAoeVhvz43aFO9yZ1NGtB9mCG7rS8vHhjuW/v18gk9eVaMRHcifL6375XNStuzQAt8PCo7lWOc+vdTgvBSgQjECkAji7QMetHomLRdGmwKW5tMwLhjUcq2by+qol+MLsVnk+HBWbUeW0Hv2Spcj4+SG2jrweqILb1cb1XW0yx4ydswoKUKCWApEJ4ExezwVw8bq7UOVHrsbM7OmyrJZQUZyrI6/XqeDZXKvMj+L+/NpTe17nWxZe65zsTzBmejQLxQWW4OzZrXKjX/vgvBSgQLACoQ/gjoU6y7bRLMArEFyaaxXn+7r8qUCgPa9ftYAzOtPy5QoO5yFDApkefaEBOH5Wq/y21ijTe/RwW3EfBJ25VplZ6/k5HwUoYI5AqAO4Pa+nCXCVZWH+7Mky3RzWcFSS/ZEmVo9GccQAktlvSikcVQdb5Ywe/eQgcGeuVfasdSXTFuqnLRv3CXBmZ1rurPX8nI8CFDBLILQBnMlrB4BTbBsnzTlFfmMWa3iq6cjrf9jA9V1p+Ul4qg6uUufezwp8oCstU2pZRftC/ZjYuA/A9Fxabqrl3JyLAhQwUyCUAbzuCTBXi2A/UZzU2SZ/M5M2HFVlunWKCPbhk3Qq61cmr78E0JlLy88qGzH8UeUnKg2Ww/f7ubT8+/AjeAQFKBAFgVAF8PF3aMMe75QfvYYXR+KkO0+QwSg0Icg9TO/RvWzFf+bSskuQdYRh7cwtujPW4s+5tIypVb3ZW3SHNWvL4XtbZ1our9W8nIcCFDBfIDQB3NGtH1LBbap4Zt2dgM42nzY8FbZ36x8s4BudbfJ4eKquf6Xltz0E++Za5cRarD73Dh395qrye74PdPp8Q49a1Ms5KECB2gqEIoCn3aQHWFb5yvemXFo6a0vA2TJ5/Z4CK7rScik1tiyQ6dE7IXgqN1m6auGUyeu9AP7Au5HVQpNzUCB8AsYHcEePnqmKKxU4pystPw4fsfkVT+vWoyznK1xpOdT8aoOpsPzwhd3QP6IRu2RPlje9VpHJ6/8D8EYuLd/yOhfHU4AC4RQwPoDXPUThFmnEG7lJck44icNRdaZHncctfjTXKq+Fo+L6VtmR12Z7/X8E/qvXlTvymnfm6ExL2utcHE8BCoRXwPgA7sjr64ODOHjOqfJKeJnNr7wjr7fZFl7vmlzbr9eYv/PKKsz06LVi44XONplb2YjNHzX0DOGdcmn5mpd5OJYCFAi/gNEBPPTAgAXrvqO6b/ipzd7BjIV61qCNc0cM4hPZU2WV2dXWv7pMXv/LEhzl5b7ZznvtAD6eS8uX6r8DrkgBCpgmYHQAD930YKeutDj3eeaPzwKZHi1/BzXXKt/2ealQTd/Ro4dCcU1nWvZzW3hHXmcqcOQOo3D0eSfIgNt5OI4CFIiOgNkB3KP3q42rutpkcXTIzd1J9kYdtboBf1DBeV2tUjC30vpW1tGjnbCBzjZx7r5W9U9HXqcCOGmbRhxdiw9wVV0AB1CAAkYKGBvA596ho0evQmlgFBLzeMVQt5Nneo+mbBtzR9j4OF+KXs/ekddnIDirs1UeqbYRmbw6ryZ8VxpwdOck+Uu143k8BSgQXQFjA3j6Qp1gD+KcXJscFV1+M3fGl6Lf7cvQncLuz6Xln6vtViavpwCYrRaO7posf6x2PI+nAAWiLWBsAHfkdZ6u/55kTW56EO021nZ3fCn6Xc+OHj1PgT1zrfJv1Sh35PV4Ba6zLRw9Z7I8Uc1YHksBCsRDwNwA7tHfWYLTZvGXVyBnYvmlaMXcEYPxfim6Pa8/t4CrOtPSV2kjei/RWY/tjosswdGzW+XBSsfxOApQIF4CRgbwtBt1vDTgsa607Byvdpi127i/FO08KGH1Wrw6YimaslmxK+1OsUV/f99+WHTsTJlR6RgeRwEKxE/AyABuv0nni+CTuTY5PH4tMWfHcX8pevot+k17EEflWuX4SrtSTOl0AfZJFOTrlY7hcRSgQDwFjAzgTLdmFdieTz0K/qSM80vR7T16pQXYna1yYSWdWJXSjwwCLzYAe4wqyJ8rGcNjKECB+AoYG8BOS3Jtko1va8zZeVxfiu7o0VtUsTiXllsq6UYppbcq8GyyILMrOZ7HUIAC8RZgAMe7/xXtfuil6N9bgltnt8rFFQ2KwEGZvD5oCbKVfJCq2KwTYWFWslc+EYGtcwsUoEAdBBjAdUCOwhKZHr0UigvEwpGdk+XXUdjTcHvI5PV5S5Cq5P7PzgevYGNGsk8WDTcv/50CFKCAI8AA5nlQsUCmR9NQdFoNOHL2JHmx4oEhPTCT1xUjLPxTdrKs2NoWnA9eqeLjTX1yUki3yrIpQIEABBjAAaCHeclMXs9VoG3kahyZPV2WhXkvW6s9u1C3XW3jr7m0bLu14/jBq6ieAdwXBfwXYAD7bxy5FTJ5na3AIbV4OL2pOEO3oCzk0rLX1mrkB69M7SDrooD5Agxg83tkZIXOg+XLXxVLywlGFuixqOk9erityObSW/4uOj945RGZwykQcwFTA/hmpy+5NpkU8/4Yvf32vN4hwFu5tHzL6EJdFJfJ68kimNDZKidvaTg/eOUClkMoQIH/E2AA82TwJODcK1mAR3Npme5pIsMGX3mNznlzDLbpapXzN1caP3hlWMNYDgVCKGBqAJdvwMEbcZh/RmUX6Lh3RuABAbpzaZlnfsWVVdif0ltWJvHQB2+VazYdwQ9eVWbIoyhAga0LMIB5hngWmH6j7mE34AEIOnKtkvc8oQETFFP6+moLB2+3SF7ZtBx+8MqABrEECkRAgAEcgSaasIWOhfovapevhK/sTIf7KUClCXqQWliQLMi+m9ryg1cmnG2sgQLREGAAR6OPRuyiI6+z1t0L2Xly0MMjGnFR9mR504jCqiyiP6XtAHZqKsi57wtg545XghnJRbzjVZWsPJwCFNhEgAHMU6LmApluvVwEp6riolyb3FDzBXyesNSi96uNq5J9snjjpfjBK5/hOT0FYibAAI5Zw+u13faF+hlRXAbFmzqIaV2nynP1WtvLOnq8ji69g1JiJBJypwxsmIsfvPKiyrEUoMDmBBjAPC98FejI61QFLlPgoq60XO7rYjWYvNisExQ4p6lPjtp4On7wqga4nIICFHiPAAOYJ4TvAu036t5i4TJY2F4FF3VNlod9X9TlAqWUzrOBN5oK0rVhiv6UThVBKx816BKVwyhAgc0KMIB5YtRNoD2vp1nAHAA3dKblorotXMVCxZT+DorTkn3yxIZhxZT+VAXPNfXKeVVMxUMpQAEKbFWAAcwTpK4C2Vt0h9VrcRmAzxzzGyz6zHyZVtcCtrLY2xN1/AgbjyULsvOGw5ZP0D0aLTySLMiOptTJOihAgWgIMICj0cfQ7eJX5+ns/V/ElyB40wZyYwryy6A3UWzWDhXs01R49/7PxRadqYptN/eVpKDr5foUoEC4BYwM4MJ0LT+MITWbD2MI9+k1fPXFZj1TLGSg+FVDA3Ij75Y/DT/KnyOcD1rZFn7XtOjd93+LKV0KG8clF8tT/qzKWSlAgbgKGBnAz52yPoD3vokBHJcT07n6hCCjwHW6Brkx/yF/r/feiy36lgxi38Ri+ZuzdnGCNsPCRcmCfLbetXA9ClAg+gJGBvDKlJYfxjCmIOW/+RMPgZVf1h1lG2QEOBOKXLJPOuu184GUHmYDVyYL8ukNa/an9HYRPJDslR/Vqw6uQwEKxEeAARyfXodmp+8cqx8dHEQGgs+pXQ7i6/wuvtiss2EByd71j1Xs/4p+wGrEKytWYfsP3CdFv9fn/BSgQPwEGMDx63lodrwypYdZKL8/vIMIfjVa0Sl9/txfupjSxy3ggtFDHwYrtegFqtg7WZDTQwPGQilAgVAJMIBD1a54FrsqpVMGAed92GMEeBTAPRZwz6iCPF8LkdIE/ZA24HfJXtl+w3zFlP7WUnx3dJ/8ohZrcA4KUIACmwowgHlOhEZAs2qVnsYxThBDy3+/BcE9AtyT6JVH3G6kmNKcALsmCvJ1Z46BZv28Lfh+siCfdDsnx1GAAhQYToABPJwQ/91YgVKLHqrvhvH2UNwDa10Yf2pdKGfFrrTw/ma9H4KfNhVkrjOmmNIFIngu0Svfq3QOHkcBClCgWgEGcLViPN5IgVUp3ct2whg4RoFDnJep1cZSqwG/blS8MvAO/jL2Z7Js0+JLE/UgtXFbsiC7Of/2P0drcttReMtei/FNP5X/MXKzLIoCFIiEAAM4Em3kJjYW0GbdoQScIII9FRiP9X8+PHTMKwD+IsArtuIvIviyAM+veQeXOAFdbNFvquLIpoKcSFUKUIACfgowgP1ZhBm8AAAZx0lEQVTU5dxGCSz/oo5rHIkPi2C8bWN8g2BvGzhTFc+K4ENDxW4D4A8C/HrdYwn/F4K/imLZoIVlYmOZtQbLRjfhrY2fFWzUJlkMBSgQGgEGcGhaxUJrLdCf0nZR7JbskzOcuQcm6OG2hYUiONtW7AFge1GMg2Cc87cKxjn/P6D8t/OzTIFlluAtVSyDYpkKlomFfth40xIstxXLLRvLBxuwvGEQy0eNxnK5U5bXei+cjwIUCJ8AAzh8PWPFNRIopfQlWPh6YpE87kzZn9J5IliR7JVLhltCj9fRy/qx/chtME4tjGuwhwLaxs4CNIlgrDp/FGMFGKvAWLz3jxPC5T8CLFfnb8Fy1fL/3mFQ8QIEa4erY9N/F8EesAEVvFjJ2C0dv7n/vwUgybvTVcLKYyhQkQADuCImHhQ1gVKLOu/xnpHolaM27K2Y0r832Dh01GKpKLy8mOjxOnbVAMZaDRhrD2KsbWGsJRhrazmsD1bAea+66h+/AtiZVxQnQ3Fpsm/4/0CpunAOoEAMBRjAMWw6twyUmvX+QcGCMQW5rXz126JXWMDhid537wVNp/cKFJt1JgTOy/UHJgvy3/ShAAW8CRgZwP0t65+G1NTLpyF5ay9Hb07A+eoRbNyaKMjuG/7deQCIJfhQsnf9+8H82bxAMaXOy/NOADfTiAIU8CZgZgA3DwVwX3wDuD+llykwsKX2ivMhIQtQ3fJ7fQ3AmHVPEcjuWJCV3k6TaI0uNuv1KljaVHj3ub98AlflPS62aAGKp/h+cOVmPJICmxMwMoDj+svQeRxf4zY43QbOUMUKAE+p4NXNNm74AN7ZUnwSgkMEuNsWLBpQ3B33MHaMrW3whr0GO238zOG4nnNufi0WU/qPAJ60gR+NKchMN3NwDAUoADCADTgLyndjGsQZ675z6jx553qxsGDDJ3O9lvf3lI5psjDRtnEsUP5ztwK/aCrIfK9zh3F8+atHwK7r3sM8c+P6GcDVdbPUrHPUwmHJXjm0upE8mgIU2CDAAA7wXOhv0Ytg4wsi2E2B63UNFmx8VVbr0pwwHg1cagETVHDfG8tx/q4Pyqpar2PyfMWULhULJ236HzgM4Oq7VmzRRwSYm+iVu6ofzREUoAADOKBzwHkptGEb/AaC2xK9MrWeZbx8uI7aaSyuhOKLAG5NFmRGPdcPaq3+Fr0cNvZv6nv3q0cbamEAV9+VUosep8B5vAqu3o4jKOAIMIADOg9KKb3DuVlCslc6AirBeerPLACnxeVrJcVmfdJ5CT7ZJ52bmjOA3Z2FvAp258ZRFGAAB3QOlFJ6ng1MaCrIkQGV8H/LxuVrJcVmPROCryYL8qXNmTOA3Z2JvAp258ZRFGAAB3AOlJ9hq7i/AfjUqII8H0AJ71syDl8rKbXoK4OK9JiC/JIBXNuzjlfBtfXkbPER4EvQdey1ZtUqPYWnVHFVU5/cVMelt7rUhq+VwMaPk4uj935wsVk7RLB3oiCtW4LgFbD7s5FXwe7tODLeAgzgOva/2KzXOjfPSPbKv9Vx2YqWKk7QWbCi937w0Pd+X2lswIEj75Y/MYArOh2qPsi5CtZBXNu0WPJVD+YACsRUgAFcp8YPpLTNBs5N7I/9JSt2nZatapkovh/sPOHIQWgqyLlbw+AVcFWnyvsOHkjpj1RRTPTJed5m4mgKxEeAAVyHXq9K6V6DwNMiOCrRK4/UYUnXS0Tp/eB3jtWPrh3Ek/YajB/u+9X9vP2p63PGGVhq1hMgOC5RkBM8TcTBFIiRAAO4Ds0upfTnNvDTpoJcWYflPC1Rfj9Y8XsAPwj7Y+dKKe1RxXOb+9rRpkh8AIin0wZDHy68MlmQQ7zNxNEUiI8AA9jnXhdbtNN5cEKYrgz6m/UWFbwwJsQPX1+Z0sMaBPlEr4yvpMV8CboSpS0fMzBBd7EtPJwsyD97m4mjKRAfAQawj71eNUG/bVu4aHANDhjuJVAfy6h66iiEUTGl90Lxk2SfXFcJQBT2XMk+/TpGse4T/ikMJgpoEJj5GQe/9s55KeBWwMgAjsrLgcWU3inAXxPDfADIbfP8Ghf2MHJedYCNLyb75MBKjcK+50r36edxxZT+l2XjM6MXy2af4OXn2pybAmEUMDOAI/CBmKHv/PYnFLtIn7wZppMjzGFUmqAHwcIDKrgy2SvOw+Mr+gnznivaYB0OKqb0URGcb/oHDetAwSUoUJGAkQEchV+GxRZtFsU5iYL8a0WdMOigsPoPTNTxto0lqphZ7Y1Owrpng04bOPc3h+KuRJ/cYVJdrIUCpgowgH3qTLFFrxXFC4mCzPVpCd+mDWMY6dGaLI3CEgHuTBTkimpxwrjnavfo9/GlZr1bLLw5ulfO8Hstzk+BKAgwgH3qovN+WANwlCn3e65mm2H8Tmx/s94D4I9NfXJhNXvdcCwD2I3ae8f0N2uXCt4J86fnvStwBgpULsAArtyq4iOHvhN5TbIg+1U8yKADw/YhuGKL3giFJAtyiltGBrBbuXfH0dC7IWeIlwAD2Id+lz+Fi/I9nwN71q+XbYXpF2kppZerYp9knxwTlz172aefY8N03vjpwLkpUKkAA7hSqSqOK6b0GRGcFdZPg4blF2l/Si8U4PjEKhwh90mxiha979Cw7NnLHv0eS0O/hTl/1AQYwDXu6NB9n+8P8x2BwvCLtL9ZTxHBJWsUR/5Dn7zstY1h2LPXPfo9noZ+C3P+qAkwgGvc0VJKz1PFnsk+8x45WOlWTf9FWmzRmaI4HzaOTCyWxyvd19aOM33Ptdij33PQ0G9hzh81AQZwjTvqPHhBBVcle6WvxlPXbTqTf5H2N+tcERwLoCdZkItrhWLynmu1R7/noaHfwpw/agIM4Bp2VJt1h5Lg1cT+aDL1mb+VbNfEX6QDLfo5WzEfimcSgilSkJWV7KXSY0zcc6W1m3IcDU3pBOsIiwADuIadKjXrXBUclCzIZ2s4bd2nMu17wMVmvRiCc1UwpalX8n6AmLZnP/bo95wMYL+FOX/UBBjANeyo8wvIUuyY7JNv13Dauk9lyveA+1v0E5Zz1Qv8LwRTEr3yX35hmLJnv/ZXj3kZwPVQ5hpREmAA17CbUfkFZMI+Si36XVXMtwVTxvTK92vYps1OZcKe/d6j3/PT0G9hzh81AWMDWBQfbuqTU8MEHpVfQEHuo9Si/4z1V73/4IRvU6/8vh7nQJB7rsf+6rEGX0WohzLXiJKAkQHc36JzRPHlZEE+GSbsqPwSD2of/S2alvUftJqX7JNL69n7oPZczz36vRbfR/dbmPNHTcDIAHaQSyl9bq3gjG175VdhQY/KL/F670NTOqbkBK9gP0swZXQAPa/3nsNyTldTJw2r0eKxFACMDeD+Zj3XEhyQKMjksDQqKi/B1fMXabFFZ0MxSRV3N/XJeUH1up57DmqPfq9LQ7+FOX/UBIwNYD1eRw+8g9ctC58atUheCgN8VF6C60/prQo87+dj5V4+XEftNBZXiuJotXBbcpHMCLLHDA/v+jT0bsgZ4iVgbAA7behv1vKD1d0+47XerYzKL6Bii74KRXey4E8oFlOaAjAXgp+9sRzn7/qgrKp3rzZdLyq9C9KRhkHqc+0wChgdwKsm6u62jadHj8TOcqcMmA4chV9A5UcpKj7k5dm6W+rThqteKL4I4LxkQQqm9DQKvQvakoZBd4Drh03A6AB2MEspXWgrftPUJ/NMxw37L6BiSg9U4AFpxF7Jn8hrtfQ28ap34/2FvXe17JXbuWjoVo7j4ipgfACvaNHPNSquTxRkb9ObFPZfQMWU/icEdyd75ZpaWZt81csArlWX188T9vO/thqcjQLDCxgfwENXwQ8MAr8YU5CZw28puCPC/CnoYoueBcWxyYJ8oVaCpl/1brzPqHyArla9czNPmM9/N/vlGAp4FQhFAK9s1pkCfKapT47yumE/x4f1l3jxq/pBXYvnBTgyWZA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