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version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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+kL3OwIYQKd4Apg+0E3NeO8H3iAjoxktEDgCGECn+AKYe4Cb2bXtYbHyQ62qLG0p+wUBDIQspE5YrIJeAqah+xkBDKBDuAa8eCzE6mcEMBCq0DphsRPS4pXy3xUre7WadYKs23yqHiNgBDAQqpA6YW3atNI9HpkU+1kpjRPA8yt7p6FtmVFwHyCAAbTf3hSj3yUz39GDqjLXgfsBAQyg/XzbENIHemFsmevAfYoABkIVVCcsFmAt2dTET8Tan2uVMHKIrMu9WCsEigAGQhVWJyxfAHMP8IJ5VkPPMA0dOgIYQCcwAl4OpqH7EgEMoAPKBPBylD0jYCNnyXFjT9MKASKAgZCF0wmrMYANi7AWbFfhVve1ntKq6uAZRsEBI4ABtJ93L+AUAbwontuRTBTQdpSoRwADoQqrE5ZnBMwU9KJE9IXuNwQwEKqQOmH5AngPAbwoqRWe68DmdFmz6XitEBgCGEAHeO4DJoAXZ8fNd7vHbUlRI5ViFBwoAhhAe52cO0KMxL2gq6w8JveOP6EVFoxp6H5CAAOhCqUTVsQ9wK3D9oT9hAAGQhVKJyw24m+dob2++4FHZHhsvVYICAEMoM18faC5B3hJdux4zP2/u0GrKsP2hCEigAG0mfXcA8wIeOmYhu4XBDAQshA6YXENuMU8faGN0JAjQAQwgDazBHArVe79tk9qNes4yeTO0GMEggAGQjXbCSude4+ks3e555+7X8LXysiZh+pb9AquAbecbxqa68ChIYCBUMUjoXJ0mhj5iBjzDPd8lDt7jtjddyRv0DMaA9gMsRfwsvi2J4wI4MAQwEDIjH23HtUwh7mR8N9r0QuYgm65qHFjBhpyBIcABkJmZEiP6r1Z0tln6XG3eUbAhgBejmL+JvdYN4tgVktmlBAOCAEMhCrugmXNwVo1MnK5HnXPyMgq94kcodWsskxuvV+PsXRMQweOAAZCZc1LXMgeopWH+UXJ5N6hRXfYVUw/t48ngJmGDgkBDATLPl0PmrNuFLzhtBO16oKIAG4Xm/IEsHmhbNhw4O8L9AQCGAiVNQe+3cjI02Xfvu9LetM5eqazLLcgtU1p6073/3dSq6rplYyCA0EAA+HyjHTslB5UGTMsJnWtZHJv1TOd5Algwy1ILcP2hCEjgIFQGd8UtPmmWPtzLep9SJ87iRFwW/luR6IvdCgIYCBUxjyiR1U2HgGbS7Wqd7wM516kx53SGMCGa8AtY30NOWSzrNv8DD1GDyOAgVBZU9ajKmPvllL+z9wrb9Mzcxl5mx51iKcP9AwB3DJThXvdH13xPcFz2RlGwQEggIFQGWkc5djUTyvPxcIG94v5a5XjWkbeIJnRZ2rVCZ6tCJmCbi1PX2jLNHQICGAgVNY23l40U75bj0RKhVe6t6nW+0WdHAV7rgEPEcCtZD0LsSwLsUJAAAPhOkmfqw7al4yAZxnzt3pUq5MB3Pg5lpmCbqmnVjUGcLzyfX12o1boUQQwEKL02LHul+wKrZR9RHbseEyLRBT5Avh4GRl9ix63Tyb7z+5zPEarqr2MgFvqni27xcr1WlXtoy1lryOAgRClTOP0szVzR7+xndvcOft5rarKpr2j4HW5tBuG/bpWVdbuqwQGWsw23o5kmIbudQQwEKLpmcYFWPEKaB9rG0fBxjxH0rlztWq9sv2AHs1lZJ8eoZWsb4N+ArjXEcBAiCLPCFikcQQcK038wDtF2a5rwZVtEM2btKpjrtQDtNJU/gb3NX5cq4QxR8vw5jO1Qg8igIEweW5BMv4RcMw7CpbXyMhoRqvWMeZ9elTDPuVePiLFfPuvPQ8sz2pow/3AvYwABkLkuwWp2RR0bKrwz+5ful2rKtviW5JGRl/qHs9PijkulGLhvXqMdvBOQwsB3MMIYCBExnhGwE2moPdrdkvSBSk9Xr5y5Bv93ubC9xNaoF2GZjwBXGnI0bqvL1qKAAZCZKVxBFyOmo+AYyblC+AjJX1La0bB6bHXipGztaqy5nI9Qjvt3L7V/c++R6uEkZWSyd6iFXoMAQwEyTaOgIfs/CPgya33e68Ft2oxlrGNo19rfySl/D9ohbYznsV2Zp1kcl/XAj2EAAZCMzKyytvgYjI//wg45r8l6XTJjP2yVkszkvtd9ziWFDUMo9+OMtLse+A89zV6rh6jRxDAQGiigz1NOCqj38bdkepNTfzEPX4rKWrZZYyCL0hJ2TP6Fblaivmv6jE6YvUl7nvBf6+1tc22qUSXEMBAaKY9tyCZeW5BqmfENw19vqwbPUWPFyd96/vcx2/s+cy1386b/PGj7uv7R+5/fuNe0WLOkeHKTAV6BAEMhMaUPSPgA62ArjGZv8r9Czu1qppZQnvKkVOP8V/7lX+S0vj3tUInxSvOi4XD3Yi3cZ/gyI2C4z7i6AkEMBCasucWJJnnHmAf67slyQXwSc9drcXClKdd+JqDtaqKZhj9dpuJ3q9HNczh7ot2mRboMgIYCI3x3IK0mCno2Ez0tw3XCo0cIisfX/goeG1ug/u4v69VrStkcvt2PUa3FMevcV/jv9Oqypi3LHvRHVqCAAZCYzy3IC1mCjq2a9vD7tGzInoRtySlvFPPe2Sa0W/PiIbcKNg+pFWVZRTcCwhgIDTWsxFDVF7cCDiWKvumobOSyb1Si+Yy2ee5t/VsuGAvl13bf6YFui2+97tsL9SqypjT3NfZM0WNTiKAgfB4RsBDixsBxyqdk+TqpJjjwKNgK77bju6Rg8qMfnvN1MRfuy/YtVrVurRyGQFdQwADoTGejRj2LWEEXOHtjPVyGc42NtWYlc7+ihtBvUKrGm70u337Xi3QS8op/2g3ZZmK7iICGAjJpk1HugSeu+o43gf2jnzjdb6FKBa+ItZOaFVl5rklyXhGv/H7KBY+pRV6zdS2H7sv0ke1qmHOl3TudVqgwwhgICRPpjxNOBZ5C1KDJrskjZx5qB5XjWRf797+hVpVRcLUc6876aj3uz+USlpVGTcKPuOMFVqhgwhgICSRZwGWNYu//lvryZXxLUlPaJUwskrs7sZRcNl4pjLtDTIZ7zeMnnb99dPua9W4IEvMWnloL1PRXUAAAyEplz0j4KYN+Bfmni273fvwj4JrpbPvcm/X2K6SlpPhKE1c6b5gX9aqysi72ayh8whgICTGMwKWA2xDuBDGe0vSBhkee3XlMNmByXft9z+klP8vrRCCcuQZBTts1tBxBDAQEuO7BWmRXbB84s5VVr6iVZWxv1V5tqvj8D2+clwrMh/WI4Riavw29wX1tak8R7eVRIcQwEBIrOcWpGiZU9D7+fYKlpdW2hZa3y9s+ZxM5n+kxwhJsXC5+5o2btYQj4LZrKFjCGAgJMazEYMtL38KOlYqXO1+AcfNOeay5Y+5j9u4SrbM6DdoTTdr4N7gTiGAgbA0joCnh1o0AnYizy1JxozqUZWVjydTmQhW080ahM0aOoQABoJxQco9nJAc1zh6CW0omzlspQtgG2/U0Fzc+GNoD6PffsBmDV0V/0ADCEEmmnTDkyO0Slj7qGzf1rrVq/fcU5Yjjz3KfZwX6JlGRj4ok7dcoxVC9uDPdssRxz4ixrxczySMOUGOPG5aHrrvBj2DNjD6DKCXxe0CjXxRq6q4gUapcIhWrZE+ZZ2YoWbTyz+TYj6+Dl1OSvSFTPbbLg7O1apqRjbK7fkdWqHFmIIGQmBssy0Cd+tz65Ru2SlW/BvqG/tZ90j49hs2a+gKAhjofSmx5jw9nsuKG7m0gYne6R7rg/ZumSz4mzggbGzW0BUEMNDrRrKvFSNP1yph7bTY8l+6g/asRC5u+65M21EX8F9yHyu+1/dvdOoZ/Wq+zRo2bVqpFVqIa8BAr8vkvuYe5y6SiW8fsdqCcmri4sozsFzpUffHXvQvWlVZ+ZiU8u/RCi1CAAO9LDP6TJHoDq2qrDlXzEwyRVycuK7yDLRCOnuVGPNrWlUZeR6dz1qLKWigl9notXpUw94mpfHvVIKX8EXLxfcGe7BZQ8sRwEBPs54ANlfqAdB6pa073fedr00lmzW0GFPQQK8a3nymROUbtapK2VPktsKtWgHtkc5uEWNO10rZR8RG66U0fp+ewDIwAgZ6VTTTePuHlev2h29m9OzKC9AO/s0aDnPfhNwb3CIEMNCzjO/6b3X6uSxnizVnaQW0VrJZg2+LSjZraBECGOhFmeyvusf6DfCtyCqu/6JzoqEL3bcdmzW0CQEM9CLrHf3+i5S2PKIF0H6TW+93f/Y1TkUbc5pkcnRFWyYCGOg1J206Uoy8RqsqEzWOfq1lISXaq1T4G/eNdq1Wtf5E1uY26DGWgAAGes1BqcbRb9z1anI87ogFdB6bNbQFAQz0GrvAe38jua7yArQbmzW0BdNXQC/JbB51w42CVrWeJcX8Fj0GOu+ss4bkzgd2iDFpPaPs7bKqvEG2b9+rJ7BAjICBXmI99/6K/ITwRdddf/20+wb1LLwya+WpFG0ql4AABnrKAe79BbqpNHGlWPtlraqMvFtGcs/VCgtEAAO9Yjj7EveLLKNV1dAKfwDTCQtd0WSzhjILshaLAAZ6ReQZ/Vr7Vdlx891azUUnLHRDs80ajPkFyWQfluHcBXoGB0AAA71gZGSV+6Xmuf7r2Rwd6LZi4XL36FmXYA6TyH5R1q8/Wk9gHgQw0AvKq93o16zWStmHpTTO9V/0qHKTTlhmSKZX/ZUWmAcBDPSEJe77SycsdEtx4hr3+IOkqGPkAslkn6cVmiCAgW5bs3mtGNO4u0wkTD+jt+152ktc2u7Qqo65RA/QBAEMdNuQd9/f7bIz/z2t/OiEhW6760dPSnF8o/t+fa+eqfUSSefepMfwYPoK6LZMbpt7HEsKZe0HpFT4kFZA70tnb6rskjSH3SXFo0ZE4iYeqMcIGOimzOjz3ePc8K2YYfEVwhJFF+lRDbNG0g9crAXqEMBAN9nI1/nqWindslMLIAzxbl1WvqRVlTEXyrrRU7RCDQIY6CrPvb9mgff+0gkLvWbG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s="xGraph at xStage: %&apos;stage-x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="x min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-x"/><l>240</l></block><block var="x-stepsize"/></block></block></block></script></block-definition><block-definition s="yGraph at yStage: %&apos;stage-y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="y min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-y"/><l>180</l></block><block var="y-stepsize"/></block></block></block></script></block-definition><block-definition s="%&apos;x&apos; ≤ %&apos;y&apos; ≤ %&apos;z&apos;" type="predicate" 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