<snapdata remixID="11630178"><project name="U1L3-Pinwheel solid" app="Snap! 7, https://snap.berkeley.edu" 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954XgVyGdUohLS+5qF5qwvNdhvjBEOe9MJjd9xzBdIMekRwcG3yU3zmI1hXNFFSrKL+mgAO3NdPp6P3DDLA/guv3DKdrxdH/2Z2NbvuO0suvpLelmZ4Tx/C88NT/E0D/kTseWAMOZLr/rV783/LGHCuOXnsm4slPkRH0EPyohcIzR6GtOEw0cT1iYTvBTZ+QSYnQzbmezpVL0dQ3k+7J0BfoRnVJOS3/bKJoqBrTRBHODblPuwHXxwnS7d0YZ1jwrm3JM0AyJsD3XhDjgmr8r7chz0U35/0GQtMcPd6Pe0mG+iibq+fE/EZq/mkiFRcT2R6jbFEJ3vV+tDMq8K9xYMjJrUdMfH+csvlKuo50oZ4/hNhbR9FOLye8rZuCMjGKWgmeVW50i+sJrzmGPgeA5c2orq6g86cwpVcYkJd00bE3SSorJ7jhFINW1RA5KqXrYBjjlFJaH23E/FA9go4IspI0HV02XP8+hvkWAzJpDEmVhu6TMQTJPrzfQSrah/WmAhwrg+iuNtK+t5dUey/WuUZcq+1Y52iIu4SEPvdjub2OtuU5ZjOgHQP2XG66wIrz3Q6SsTTPLyvHv8/Px3IxUbsA73tuyhbX41x1Et3lJkpqoXWTn0mPD+bU9MPsOtb1/zDhwGy5H3x5MFbcdX/WuOBWoj9sQyAWoRx3Pva7l9D5084/BOHv3fLvQXjPeBMv/Rg4HU4OZMOB4bV2khL1aAWJWBr52IlIJryCWrqeeM+5xPafIt0jQlBYSnF5E+3fuNBecz5dngIk8V+QjL0G38zxqCcZ0AyH9n2dVC61cnipF9JZbNM1OFa0UXm7jvAhiG1vRz+nEv+GFtQTDajqMjjWhyhbZMP7dhhBoRjL9Yrfasq5Gtp/FdGxIxe+1iLuCePZ1E7JXRfSs/UkhskSHC+HUJ1bjFyfxfdeGNMiG/LRApIOMe3fR9FOKMxngUmhEoWyPW8mervVJMO9KC09CI1qUl1ZOn4IUzJaTOC7NJV/LUNCHO8HMeRnGYh+dIqKu4349sjJtscpHKKk5aFjVDw9mlKTH6FUiOdnFcGPgxj/XIBYkCSZUeBb3Yz1Vj2tr8coGlKMengKx8ZYntlNkwqwv+ym8jYjrm/S9ByLYLurktbnT2CbYUIohtbXvVhvr8f5ih1ZfQmPParC9XmIbywK2j7tIeGJY5tfQevyk9hm6PNdEsW2ds57bASrbtlH8WgD9hWNp/f/9+43h4GBkY3gwnAi6/jbg5RcMgmJVk/k2y2UXn4VRyeMG6i+p9tqA01Ev6YPLDbPq1Cy+Bw9t7xrzwNYUS2j7EZ1fq3YqV5UgwvJJsG5qZ3eQIKaNz9AUFhIz09fop73IGrdt3QExiFwfEJ37xhEJWqKhkjo2OWnIL0P2fkz6dnzDbJKDaEn7kVYLMM2RYH9JTc195uItxfgXuOi8v4a2p47iXmqHqEEPG+3Y15UjXtdG4V1JZgmiXCuD2Cdq8f/nwzdpzowz7H+Ft3M0JDuBd+7IUQyIbpZVQQ2tmBbqMbzRYZsqQb9OSm8r7nQTrPmojxKLlOQ2hOgYKwN+78cGC4VE/ohi+byUgoMWdKtHXSHxYiKJUjSncjP1NMXFeFZ70N7iZzOX6OULSkjGc3Q/qEbxYQqIm8fo+KRKhLBBL3uBElBCe5lDegXDcUw2E86I6XzZIq+ThHZrgT+d31Yb7fg3+zCNM1C6woPxuvU9IWhdGiW1jVBrIvKaNsYQVggpGyqiqZn7dTfbyZqF+L7wE3ZolrcqxsYcrOF6ZML+OHjEA3VOuzr3QilBVTNUtG2wUX5bD2ebRmGd3eR+LONvf86jGWKBbkFTi1zEvzx/7LgwLbswBA6z4CVuRhm/IQ8QDq++wbz0vsIbHwNqaWMpsWzTwOvH40DOxgDe8e5+9W3GxAXi+hzJbjuLA0Huvs4sDlI7FDPfwE4d67y3AuwvbwWo/ULIp6RxBp6EEYOIbBdiHaUg87wRRR415KIFtCTOQNp9gDicXcgdq1DXD6WSK4+YjX+jw/Q6+6iaqmVtpeaqV5qQGyVc/JuO+b5dXhfa6b4Al2+aG5b2451kRnX+zHSnRlsc7W41rTlv0dPCol858ewsBp/LuSenGPKNL1JFYE1dsyz1MSaRHQeiaMcpkTQF0d+nhX1OTLsT3tQTdCRtLdjurGUdEpM8KMAcpuYrpYU8qoCpDY5fW09xA4nUJ0hId3Zh2aiijQy3GudyIZb6P2pGdtSM12+AsKfuSieXI7nxaNUPncWRVIP8aYUsWAJ/vd9mG/UoDAnSQsKSdmDZBIC2o8I6G6KUz6jmLY1frTTKvGubsx/CN2b/VjvqMe50o5ihAbjxdC61kfFAgvOT3ro9XZSsagcx0sNXLrIyJ/PKGbTaieus8poXdlA8Vk6yiaIaFzupeoOG67PO/lzXSH76gppyRnB2cZ8l8T9kZOqe4ay57o9eQL6fSwz0IDkM8H+GCa85TMqnngOx98fovTSy/PRgfPpf+al+I8imUGPmPN2PyehirICut19eVYb6IDfnVHDyt0BdrbkWki/DTTk3oDtmZeQVdeSbv0Z1dT7KJW+he/XKuhyk80KSWX16M900yOZQqHoCOL0SSKxKxC3vUtCPByJSgTunWQGL0LdNBn/TymiuwNU3FWHY9kpzFPNGCdLadsQougME871HsQaGbYbimhb46E851p/FhDf107ZrZW4X27EeKMecWEW98Z2hr0xhENTjmF7pJ5jU48w5pvBNL6UQDsmSXFuKOHbGNa/DCb4oRfdn0oRlchx7+lERk56O1FfWASpNN2HAmQVKsTCBEJxCuWZJQT3Swi+68R8YzGJjizGyXLSSHEta0E6rpbE7hOU322jp11CaEuQgho1njV2yh8ficYaIBHoo6NFTuxoktLBCdLiIlLdGTxrG6m6Q4/zwwQipQTjhVlaXg4w6LnBnLjvJOb5NXhy3YvrjBQaMthX+yi/vRbnGx6QSqiYXozzdTcXTddz8ygda5bbcZ5tom3liXwMU6gT0PyqG9udgyn8xkv5GA0Oa4rGl9qoXWrFtTVJNOe0Z1fjWn8S21QT+5acOq2ivwfeaZ8wdOO72Vz0Yl6yFNfTj+flN9fmiW3/D2UPPcoeU3G+JTYQWKNeqeTQ7Y7/GiYYWGQOtNuzz9LTGuljR0snRWPOwvrPZ4n9+AOFQ4YhkssRd+xGcu4CinU/0n6kBlFkB0kqEUjl6EecwvtVnJIrbyC5/yO60yPRnKck0bSPtPUWtIoNtP0wBH3yftI90PaGl7Il9bjX2lGO1mK8EPqivRSUKk8Hp7ni2rOqBdt8LbFDnUitGlwfdlN3mwT7igCmBbX4X2+m8g4dXQIrsk4nbRuC6J++iuBfvkM/uxLzhASNj7ZhXFJPz6kY+otFxCJ6PC81oZ8sI+HpQzKqGlFhlrTdk2dOZZ0UpakTmU1G2KXH89xRdDfbSDrbUU/SI5H04VzlRHHZMOKfncD2cA0ievB+3o1UK8b3WQe6G21oBuecc5y+YIaMWEa2I4pjQwDbXbX41jdjnW+h6SUfmgtKkVsEHFzSzKh3RuB6pZnKRQa6g+B514NlUT3uNU2oLtBjGAstrwQYu8TKlMFyNizzEZ9cin1FM5VzDXQ6hfg+dWO7dRC2H5xkxuoJqfpofdNH+ZxKmtf6QCygeraOpmUt1C21EDqWpdsVpnm57/SE1UBcnAbgoJdWZVXjJxD8YDOq88eT7ozRuX8vtr8+jvPJx8gdO3b1pafbdIZLVWT6soR2/sZqAx3vwJhlIOIvrC5GPW0OLVcvIvz+W2hnzkNn+gbnj5UIyCJL7yVddj3qumN0OMcgOLWJXsl5FFo1yMoL6fp5O1nN+SgUDSQcTiRjb6Z7xybkw89FqCkmtmkFBdn9lNRlcawPYFtkw7ExjKhAiHV6CaGfgtTdVc7uS49R/dhgXCtyab+WnpCI6L4YFfPVOF725LMx76ombPN1tB8SItKXkPFFMYzP4ny3i2HLbHi+SlJglqIaIub4/GOYlw5CIuykZKSEcLOSyBYfqjPliFJxBAY1wnQvSaWF0Bd+is+Qo6mJIlFCosBI8z2/YlgylNjXLeinl1OoTtL6nAvZeRV0bndScX8tUklnPjQWa+R0HOijZKQYiVFBIthHr70zv1a8DSI/dVC1RIf9JSfmJXW4VzRgm2cAnRbPquOUzzXg3Z4l9muA8jtqaXvpBOabjIhl4Hjdx+R7h3CepJNV3yZRXCKmYdlvzObemqTzcDtlsyu52B7kB4MUgVRE6wYX1fcPpen5kxSN1GG7VELTqy6qlpTj2tqFVJdFWalmz7S9ZNP/l8AG4iKPnVwM07FtK9o/TyF++CAJVxu6m2bgf3MDqvMuzGPKt2Yl7V98gqJSRvk0HSf/7c4//0eB80AmzEmuSKOles0mMl1xxhbG+VVVR2FqB8JRiyhMvId/fzliYQyRMEpaUo7hTAex9DS6PnyOrHkcyoLdCMcsILZtH5nebkqvGENy72dk9WeRG4dRKFvoMS4m+u/Lkak6EAmT9EVSCBUyNMMEtG0MUHZbLQmXD9ssM7/McKA6u5gimwDXG0Fst1US+MCBeZqFlpe86K4oRSwVEPg0zNB3xuRbU2KtAvMUFc2PNVD991oi+3qRGzMkpFqalh6k/J5KioelEIpkRI+kSAW6yMpkSBRpimtAUpzF/ase7wsHqHzxXIhEUFizFJRkaHvRTtEVg4luacQyrxxxsZimJ+1oLy6lfWc35rkWZKoU3Yf89PYoSIZTKHR9yAbp6DjUi3NlAzVLDTg/T5PuS1F5o4zm5X4Ms6vzZkIkE1B5R3k+UknEklTO09O60p7vXkSOQfu3Pu5eMRLjYRdPO0SU1kPbO/484FrWehEWiKmcpcawNUDo0hICv2YJfuOmfPEgnKtPYL7ZgtICx591Un33IJL0kIwJKdHnJLuVmsVl/OfyI3ms9I9qDWRCQcUDf81abr0L79qVyGpqKRoxitAn76M6bzyZ3l7i+3/GcteDHL7wTCqm9nDiX67/MhQDHfDAOi8HxNKJl1H3zie4/vkopVf+mZ5TJ7hosJ7dXXJUyj2kh9yFgg8IHqpBGNlPRlFDUZUKtfUg7X0L8P3jLox/X0bopQcxz7+ORFyMqM+NoOJsgpu/R1EBoooLKTYdJLBLjaXwflo/SCAQZbFdJaVxmRfLgnp8G5rymxRuEaKokSFNdedlyjy/Fu/6JqrvMtH2fjcFJjnakWnsawKULaoj9K6duuXDsK8O5zudlqWDCDy7k6qHKuht60FhA9cvBoKbmzFdp0UmiyKyaOlr7sjXde27elGdp8VyTpRkR4ZYp5Hmu/dS/e/h+YGJgjHllFZ04ny1DdVllcR2uLHlssqkjJbnXBjGi4k1pVGOKqVAK8qbnK5wAVK1BDo7aF3tp+z2ejyrG6hcaqFlbZjiM1T5VlsuKLbdPgiBUIDjlWaKRqixTBTTmAuY7yzD9XUfPQ0xHto4nNLvW1mFmGSvAMcGJ1X3DaPlxVMUn6Wn9jIx5p86aRijovXDGL2eLipm23Csasgbj75OIc7NLmofGU5odxsSWTG6kQKOPeVg0IO1tH6QSzv68Hzq/i/cnFbO8Z3ZrOOfj1IyYeJvUcmPO9BNuZmOH/5Dtq8X7ZSb8a1fQ/kdV3D0ykuJHuo6nXT3S/DA8at+ENZt/hRBgZTo11sw3fMggXWvor5mCrLsDkYWnclOeycq1T6ShimozXtp919C7LNVSOsuoHSUHGXxMcKJmXBwBZIxkxHRi8D7I90l8wi8sgzj4jsRZNqRl/xCcLc271h7Du4jsG4V9feYaF3txDSrjraXT1K5wEjkuJDOI1FqFmuIt3WivryCo7MPUr3ESPAXIV2nOqlZqKJ1lR/99Op8D7T6dj1ZWTGZnISIINisp2qGBOcLJxCUFFM5U0bDo01UPzWSo/OPY5unQ0iawkEqko4gvT1q3G86sdw5FLXeS1+HAJFJQ9MDhxi0fAT2Vzx5d6k7C04+047hBht9LRGMl4jpCkgJfORCNUJBOtqHsESGvKbkesB9AAAgAElEQVSIrqZevF92UDpYkB+WDX4TofIOE451Dqxzq2lZ1oJlio5El4Dw9hCZnhTaywz5sLhlnZ/yJVU0r/ZQoCng7hfMiD7w8YGlAN9PWSK7fFgX1OJccxLrVAuXTizi1PMu3BPLaH2tFXGpnOrpxTS97KD2tjKcW1N07Pdx1kdn0/LSUYqtxYik0Pyai+r7htH47CkUg9RUXlfInoUniDv6/iva+y2IvuehbMmkyflphvYvPqb80X/hXvYs8iHDkJrLiG7/jtIrrqawxIvnnf24nv7n6UX63fHAdlvROedT/ep6AhvWorroEjKpFF3791Ay6Qr01p/pLplGpuV9hJF6iqwm/M37EGsr0QxpoyN6BRLPRqKBYZSOK8T//ErKHrwzP9nRvfsbxGcvxfv0Pym9/BKKB8lQFJ0g0j2d5P7X0V+goDN1EZnDz+Nfvpmq28ppXuFDd6kasSyL58MgVXdV4VzXQvlCG+F9HVhm6Gnf2onv43aqllpozQ1d3lqJY4WTsmk6ut1pwjs7KLupNP87F185mND6gxSOLkeSihBzZLBNLcX7RScF6ixpsZKuPS7Kbq3F/rIXVVUCQXERzlfaqFsxmnQgQiYjRT0CTj7SSOUjQwl91472fDmZIjXH5h+g4lYjyaySkrOUJL1xEo0BkmIlEnEfMk2WorpC3FvTuNc0UrXEgO9n6HN1UzVLScPzLiwL63GtPkXdXSb8e0AzIpsHvusdN9bbBuN8tZGayWYWzJJx+M0g+4aU4Dp8NokeHZWLh6MVaLmh8EF+PSpi44PHqXl4OA3/PorhCgvaEQJOPOOk7oEa7G8FUY6UY55QwrGHjjPobhuRBnC976BiyRAcq45jvNpCaY2AhtVuapfWs23Sz/91qUY+hhn51fZspq+Pzj27sD3yD+wP34Pmymvyf/Dw119gmn8rBeJfCPwQp/ic82m5awmxXTv+a6F+RFY9twJZXT2xHdsoe+jvOB97BNWkySTaHAhEIqQWK5ryI/SZFlOc3ZEHzOCeL9m9qxeRWk+h8DDisbfR/fkzCCouo3SkMB8xdB85hOys63E98SzG6ZdTVFWATHSQcGI20TceR1I7jiwK9BdGCB+pwVL0CI2vNCMuLsB0gZDmV3z51pHntQZq77LQkusM2BQYx0JKlERUaqTtuRNU3mahaVWYosFKdGME2FfnsrM60j1ZEAmRFvShHV9EdFeIjFBKRqmmr6WDolFqMs4ggmwS1Xl6At91kkoXIJJkkBT0oTlPQWRnhIxIhthSSturduqfGkTTvb9guW0Q6fZOtGcJCbXpcTx/EutNJYiS3YirdMT9MkR9UcJHspSOKEDcG6RphQ/LwjrSAR/FNUW0bIwjMRZiHk8+p8tJr3vNKVRnlZJKFRDd688zm2v1ServvYT6UROJHkrSMHoa6VgPiRNbENLFNVXfY6rwsusjAVvX26l9oJ7m549im2pGIBLQ+rqLqnuH4djQhP5aKyW6BCeedzD43kocn3fT64pSNq0Cx5oTVM+xkOwT0rrBQdU9w2l+4ThFZ+hpXvFbNHO6tZuPYVqaMM6ej2flS5RMnJRP9qM//Afr/X8h+tmToBqLWKsj8u1XaK6+jsMXjPkvB6w8+xxsjz9FfN8e5LX1COSFdGz9GvPS+/GvfQX1ldcQ3f4N5XPPoadnJLLE2/TIbyJ5bDPS2kuo3vUt/mvG4t/ZiW7wceKCG8icfJ+SwRq6AiCpvxD3c+sxz52IWNaHsPskPeo5hF59DtnIcyk0SVBVtRDxjEfo+wFp3SX0fLcJre0THOs96G+oxbXqJDV3mvD8AEl/D1Wzimhc5sE8t47uoy7q7jdx9O9xUrEk5dcV0PCiF8v8Onwbm/JjUdYlNRSUCJEY5PS1hOnrLqSwqJuCkVZ6D7XRE5UjK+qjoKI4P8aeTWbyNau8tC8PpOQpHz2duXPiiCvMEA4R90mRKpLIDFJkVhnRfR2kCtR0HQiiGFyIVNAFJSXIFN1E3Yr81ElJDRRacl2cVqofqKVtRRMVt5XT8GIbxit0iKQCvJ8EqLqznMhJBV1946nK5Z6uiUhNZiYlv+SrA62IxU7cz72D+lIj5cNgbEEG2TlF/PJ8F7uOd1E9V0/jsibql5YRPgnej13YFtaTzoQorlOT9XXTsNJJzT2DaFrZhqhISvUsNa2bHFTNMtO2NUF0n4/KJYOxv3IM29Qyiiwijj/biveH6GkTKxi8dlNWedY4gu+/Q+mEiaQ6onRs/47yvz1B7MsXERjP/a1L8v1WLHfei3/jOgos1nyXJHfTzZiN9cG/EXhjPfqZc/GtXknppMlk02k6vv8Gw+yFhN5/O39e7LtvsMw+h9iRCCVVbtLys+ne/RmScfOpP7qGlhGTiR8PoaoIkpBNQNx9iHRajnP1t5TfP42kt4FURxDpoCtwPb0C5QUX56W4xHiUcN9s0jufQjb6YsTFMvr2bSLw2tdULDDg2VqGZmSAVCyK7/MgNXdZsb/cim1JDfZlzVinG0hlRBRasogFEhxrXRhn1tC24hS2WQakFRrsz5yg9u1riG85jLBYgTDTS4G0l5JzlIR3ddLTKUOkLCAb70F7sYqu/Z58n1RSayTwZRD1xTpSzghCelGfX0r4pzjxoASRXIIg3YdhopLYHj9ZgYSCQQZC34VQjdOQdobQnFdMb0uEcEshbS+fonyuke4+Nf6P3NTcpse+vBHLojPo6T6HrECBbMK1pDNl9PzyH8TpFpLNjQwfsotbBqlZvayF0IQyWpcdo3y2idJemD1VTqhdymOzT6Ecqcc2SUzjqy6ql9ho+7SLPn8c6zQbHQdcaEfpkFaOw7GpDe2FHbQsO45ytJ7yyVJOvthG3d3VtH4UycdENYusNL98isoZJmJt4P3MSfW9I/jx6p3/t4wbvX1PNvLd12ivui6f/2X6evMsVyT8jGThaDoOdRHZ8vlvXZLH/0rJhEtzM4741q3CNH8J6XicPrcL5VljCX/xCWX3Pkzb43/JB9rpSJhEMEBh3aC8uSl78K84/no/tttuQGFN077Tg+r8YcS++gLZpHsZEXqHg73VqCo76PjxFAnZaILvfUzlk3+lr2EHolINBfoyHM++jeaaySg0HRTp/XQkr6H3u1dJKs7K/2Km8V5iHVdQYr+SlvVBRGoZ9fdMxP2VCmXVrziW76XmDhtNr4QoHqXKF/SO1/zY7qgl4fNhm2Zh//RW1BeWIC3OcOQuO2M/GoJ7dyHD75PRssaPepgAUaWZ9rdOYLxvFD3bG+k4BeWLLPjf9yA2lyAgSdepLsrn6rFvCFFaLyAp1dG5vQnTgsHEtjvoiwqwzLThXNtM4WATYlE3XW192G7W4HgzirIyQ1KspvWZo5QtrKZt5XFGvFSL68ezUY4fSXB3Iao//RlRyk7KsRvf5uMMuWkvjat8VE2V0/iylyvvqeECObz4egjFtSU0L7dTe6eZs1USLi0X8dTPQg4vP4llSlk+UhF+3Y7p2es4uuowHUc8jFltzTNbaaWSlO0BWp54EdMVEhyrTuT/VjKdkFPLHNQ8MIKWVY0o6kqxXVbIieftDL63grZveokdDFE+r4bWVUepnGll9/xjv5VxtrsfyNru+wveda9QUFFFYVU1kW+2UP3I9cR+bSa+41fU8++n7V+P5s1ITp5Jp1CNvwTnvx+jdNIV9DScBJGYAksZkW++xPbov3A992S+pde59ycKawchlMvJjX2VPfx33C/8G81V1yOO76Q7VknxYBWxvT9RMmk253R+wn86xpHp7iLy9ZdYHvobnFyBdOiliEjS/PRnWBZNhdB+FJVFdAvPJbB6DbJh5yIuzKCub6GncCaihpfpCI+he/NiamYraXjRRdm8wQQ+zclvCuf2YrLxTqyTs5x60Y110SDc6xqou9tEe5MgX+xLk900LPMy+NnhnHjoJNaF1XR800LNQ9X4dmXyBsFy/1jcz/6MYoyZkvoMwc/cmJecQeMz9vww6qAHjHjXH8c4pQz7u31kIxFsD4zB8+Je5GcYUdqyBD5zU3bPGFqeaSAtkjHobg3ejU2YZ9ho2thFge0MSi48A+/OAgrOmYpYECSx5z3EpmKCy16heFgmn3mefNbNWV9eyIFbfqVyoYXGp09x7xtnod3j5Yndaay5GOYVN0NvtTEu2023UMJPySKaXzxBza0WujxQ2Cah+nI9Xz22j6feuJBtcj97n9dSe3cNzs+6CW75gpqFZbS82khF7jLPZvBvcVG5dDjNLx7GdKUV7RkiGte4qFpcy8llTqTqnDzrOLWskcF32AgezuD5vI3AziiC8bFMtvWxh3/r/wKR77/FvGgJyZbtJEIJZEMvyMuz6U+X0BOMIa2oQ1ZVTeeen1COPRfnM/9Ee/X1BN56nZLJf8q76b5mB8UXXUBw85voZ80l8Po6ii+4KL9+9D9b0c2Yk5dlw5yFRL/cgPrSi5D2pUhGD9CnuhxxcAsXH21g23WPU5T8GExn5a/7aH36A8x/+Rs921dTNHYsAoWBtmfeRn3NjQiix9CN7qJTcCXCE2uI952Lsq6A5LFPCa3fhGV2Lc0vnMR6g4F0QkrgPyFGrZuC98sCSi5IcWLh61TMNeWvJ4kdjFK9QE1PsAv1JZUcmrEf03UW/J948y2sriPtZFVq6ufJ8LzjwDyzkuMvxRH1dVL5wBA8K/aiudRCjx+6Dnsw3nEe7uf2I7ToqL5JjGN1K2VLBnNyWQRBoovqB+rwrf4VzSUGQicNZIovpHBcPV2hUQjEYgRtX9Br91F97Qla1x0mtDVAxZKq3yKm+WaS3dC2yUXlPcOI7XRhuN6cl+U7V5xN+VfNPB4SorQK8vHLWbfXMPXiLAe/FLC7JIn9NSdVc80Et6YolZbmHXp5PIbu6jNpDh1DlBnPccdPtP9qI9P5K5YJMk48Z2fwfZW0fd1D59F2KubV0rr6KBXTzPmRvpb1bQx6bBTHHztC6TgjtolSTixvpf7Oapo3d9AXiFMxs5Kfp/2MwHrHPVlNjtlydd627yj/6+NII8vw7alBVKwiunM72j9fT9fxI+iuvZGE30dPS2M+qM4mc9O+x2n//GPMt91F31E7itGjCH//KclgAMXIUb+ZkTvvw/3ck6gunphv9eWPjRhFeMunlN33F0zirwmL64jsPIVpvISOVjXJlB5r1Q7inEHc3olr3ZdY//oPen94haLJ1+Zn51qfeQ/d3NvB/iUlZ1fQkxlE9/b3SRSeTSoYxHZNH7HEFDQdt3D84d2ox6pRlGWxr/NQcWs9nrea8q2j1veVqM+IIZL24XzXR+29Nbhezw2wVhDe2075QhP+j6LIjeDaIeW6+Rp+8YXpOJGkcr4R9wchCk0i0pIi4ruc2O6sx/1GGwVaKL3YimvlMVSX15ENBOn2CbFN19G63k3peRUIbZNIJaR0SyaSyhhJ7PkAeW2W0BvfUTE1RMbhoekVLxW3VRE90UnsWIKKm3My2krtHWb8e7OEtnmoWDKI3qNOzDeYiZ/oZNElxehae3m0uRDXmpMMur+MkSUKKobJ2fzkKQrOL6VhpYua26tp3yHlyuECfi1OkM0asI0LkdwvIVZ+IWZBM63HM7Q1HUEzVEjjKjdVt9Zx4rlWCs2FVE3TcOqlJgbfacW3P0PgGxcViwfjWHWMijkVKIxw9Ek79Q+P4NRLjRQYFNROL6V5bSs1C6y/xTC54jxX/1X87V8ENz2BtOr839hw23dYFt9BT3MjBVZbvjNSWF1L17EjyKtrSTUfRDJ0HPRA9+EjFJ45hLZ/Por6qmvobW5EKJEg0RuJ/rg9b1TaHv8rmquvpfvYUUQKBQUWE/ryNPHSc0h9uxHl1eeR7TxFung4RcK9dKUuRNbjx3PAh/KcS0ntW0Ph2ElI6MK94UtKZ/2Fns8eQ3PtlSTQEH7nI6SjrqLr173oLlAgKjsHRXYLzl21dH9wG/W3KDjxtAvb7YNpe/kEgx4ow/5+FyKFlLJLxTS84KZ++TSCX2WomJ7myAPfIrMWYTgzC8VCQjug7P4zGfrUjxy8qBiByUTnfg+lF5WRyl2plkpROt6I9+toPnIRijJIpYl8zhfaGadg3A20N2qQVI4mka5DFNtH8tR+tOcLiH2xGaEqN0WTQCpPoD9fTnBnnIZn7JQvHUIyEKDLWYDxHAHNqzxU3VpB6+YOEqEeqhZb6T3hp/wWPeE348wfJ8InUfFhQ5im1S5G/OMMrqqPkymW8tT1dnTna/KDCi0b3Mx58QK+Wn6SoS+PQr/VTrcoSbfASkwgwjxyMOKfd6I/X4m7OcgnD51i0OMjOf7oYdTnmyi7SMzJ5W3U3VlF05sRUrFeyqdZsa8+Se0CS35O0b6plUF/GcnJJw5jvsaKdpiQQ/9oYfjfB9P8VgDB4NfezCa8nnz3I9nwAWnJ6NMZYOW/niW25yeKx/7mhHMXsBeYLciqaoju+iHPgrlMMCfFsT276Nj6DWX3PoT31eVorruR9o/eo/h/+smRrz7Hcs/D+Na9gvb6m/BvWk/ppP+R/a8+xzBvMe0fbEY3ax4a03Y6uyfTc/ALeoMKZNV1lKh+BNt4pAIfwU+OIvvTbSSat1BUX00210b6eQ/ZM24gfexzFPUaUJqQC4/j3GVEoUmSaj9OZM2TWGYPyo8YVS40ETokoOtkjNrFahpXOCm/dQgtzx2jbqmZeGIS/vc+om6+iobcsOsjNdhf8SNUFDL1Lj2uVQ7cVxWjGFtOIthO7LgQqSyBWK9AKEiSyI5DZKoi3m4ipbkUqdBByvEjSV8Y09jD9B44SU9nISJxCrmtIJ+TJrwxuiMFFBmTiG0mDs/fTfniWlJ+HyK5AklRBvtaL+V3DKZ1VQsFViWV1ytIReJoztPQvq6Lp+cVsb45yaePNVM5y0zVMCV/qk7y+f4Mu1Y48rVu07NHGTO9gjJdOV9t2s+kjRfT/fY+sjX1/Lq8kZoZSqLZidw8ci/7UzIEriiBrJ5gyI1j9TGq5lcg1wk48mQLdQ+OoHFZIzKrkuqbVTSvdVCz0IrzuwSRvT6GPDqcU08dpGKahUwyi32Ti7qHR3LiySOUjDYgqF++Ols87jwIbSUlPpN0Zyedv+7Fev9fSUXCeYnNTclEd2xDdeHF+eNdxw5RPO43lswDc9cP5NZIHfsZ/7c70F57I8EP3sG05E68K17Id0Rych0/+EveRYe//BTz7ffgevpflF5xJalQiGQkTGFtHZ27dmK++0E4+gKd8bMRCEWYRpygr/hK1KnDHH/XSdE5E+n64T30c2/Ijyz51r1N6Zwn6HjzCcy3/Cnfh00e+Z7ekmuJfPIhNUuH0pM6A63sJVx7gIPfYL3ISqfbRLbwBGGHCXW5l1NPtVA+3UgyDr4tAervLafphWYq7qxHSAcicQGurxN0nQhz9TPD2fLwQc5+bziRcC2BY6NQ2JSkNH9CKIijknyWvxg8E95LbH9Oegrzoa+sII76fB3tu6L09sjy1yeLsknU45REf/KSEUiR1ag5dMdxanMZ3I8e1KOVxOwCfJ+7KV8yGMerJ9FeZkI7XIhIlCItUZLZ1sELC0ysPtDFV6/Zscyu52xlhGHnFfPaw248YQk10xX5TsaNfz2XTU/aGXWvkTHdab7eEcE2qZLQW7u57J6z2bRWxL3/SPLs8i4s6W7OfKCOPXd8yxW3j2Plgz9w5poz+aL+ey77ZQIH7/4Fy5RyNIPg4N9bGP6PITRv9JPsSlG30Ezzqibqb7MSOpLG82kbFQuHYl91hLIp5ZRWC3MSvC0b/XEHVY/Mo23VJ4iKijBMuyXPdhKtDvmgIYhpIUXVaTZMtofoOvhrfow/VyOqLriI3pYmckyaDAVJxzuRVVTlQWt9+O/kRv5LL/sTvQ47ArGE2mvHEv5xJ4Lzp+N84u9ocjXm4QOIVCVIdPp8CJ4bA8tHKiNO0a2cS6b5HYZlKgjK1NgPf43q6muRCTx07DyAcMRM2l9/jvI7rydJEdGt3yKfcCvuf/0N/ZQJqIaWUCA6jvfIKLrfnYHtMjGnXnBhXTQY79unqLnNSvC4iV6nA8sFIhqWu/JsGDthwjC2hYaXc//cyJqfn5uw9lIO/zIq/8Fg8I0I5UoUkm2Ik15CW36i+sYAjo0eCmxqxJIkifYEZX8uofXtdoptkNGYaP/sJGVLhtP1UzN9MSHmG600vdhE0WgLUlEX7m86KbssN+QbR2EpwvlNX34kqvquOuwvHqP8FjOZBCitGeJdpVjcQeZOtPJ5QztbNjipnlPBRbIekAt57d9equ+0cerVAPrqYqwTBtG6fic3vjCe955qR3W1grIvmnEYhdTNmcex5z9k4r1Wvnv9JPIxKgbZ0xxPRrnhXC1rPuymckwBB985SuXCGo79q5Hym0ykk1k8X/jRXmSiu6kdioqpurqQ4zmzcm8VrV/E6ctdSzKtkpZXj1C3yPZ/+HoP6KYL7v//laRJmzZNk+6996TsvacylOFABbcoKIiCCDjAASoiKG5RFAFBWQKyd6GlUFq66N57pmmaNG2T/M7nU/B5vs//nH/O4dDTCafvc+99j3s/dLdC+e6KfhISvul9Std/gOu0B8VqZ+3qQurk1A8YuRx7X39ktnIskhARmAovb5QRUeLbquTB9LY0ofD2xVxVidVkFNuyOiEGhdqRuoPH8F2+moafvhbZsjntJM7DhtLVZhPlHkE3rP/+K9znPUb7yb9xSh4s6oxYrOJ+StAHnyKp+Z2OykDx/Rp1BpKExajlp2m8ZgbfybTs+42Qtx6it9uG/uwZnB94jYYdn+H75GTs3eyQd12nuXU21Jynz6ah86dlBDwfI/4yw172oSHViiI6Cu/gCvI3VxK8LE405CNWxlBycQwBiyPAbRS9BOBmuENz/lUiBndxbfEO/J6PRv2ghs5/2tFECUtJgh+bJFZTITcXtdKfmu9y8J4XTN1ZI+YqHSFrkqn8NB3tWH+UXtDwZwVBq4dQvLkQiVKBR3wvnWVdOMd4UL67EUsPhD/jQfG2MqJW+NF404pHvAVjr5aZju3EuGs50NBJyrc1jFgRyayEXjJuGDnwdQvRq0Ip+aKYmNfH4HSwiJ5hDvh6BJByW8OYqR2U7M3BcVY8Gt0gjNoctCYrupx89INDGFNUz4UwZwZld5Ex0B2FVUpMWze5Hh1krSsi+p0BFG/JJvq1AGqvWjFVdxKzxJ2cD0oJez2Rkq3ZxL8Tw+03chi5fxjpz91kwIYwKv4xo89pJOiZaCRCGsZwcgOq6e+KMfzOjHScBw0VwSWAUUhL9zTUi2/3Ntdi7e4TiUWfrg2p0hE7gSlfu4xTXBIyZ2c6067hEB5J/TfbRI1QaL0dVy/i+cQztPy1D99nn6Z6xzdopkwTcdaZdh3tjNm0HT8ssuXqjetwGjRUzCV6Ln6+v4UL4jeg9cjBErkUtWUnbi3RuFidOHXwJH6vPYPMeBdjXjH2A+dRs+UrwtY8hBU7LOVX6Q18mZoP1uMxdyou8c44y4+Q8dBOAh/zwdIjpfZoIzGrg5AHvkSvqwMNVzU4j52IgyyHyq2nCHvWkbI3tuIyQEHow0NJX3kJt+FeeI2VUfxdHWEvB1GXbo+sp53QNUlUfpRC4KIgOqtAd6WSgLcnUPVJKr1KTxKWKaj4oYLAJdHkbG4TR4iINdE077mN23hPWq53YijtwHlQICVf3EWd4EXQLDlF22sIfy2IxpRuPIfIxcX1x2w6YiJdWHepi4p9VczZGM1DcTbemFuI+3J/GtJsmAs6SViajORsFj6z40m5Ek3sPCNOFwq4dqOCoasewNkWh7L9H45sLSf6OQ12OjnKjh4koQbab2qxDZBRk61nxSNubN5YyOxZEeS6NpD9QTnBS+Kp3nWX2FXBFPzcir27I0HTFOR8ImQOE6jZc5fo5SEU7WrCOVKDa4SNwu+qGLAhgsJvKpBMqL9is6rGiICTOalQJQ8So1hC8MBw5zaOkdEiiOTObvQ0FaIIiKErN5s+XbsISn1qivi55soKrD3m/sp46RzqMROofGc12gdnizOe3NyK++MPUbH9F3yXvUX5Wytwnf2w+DGsVuSeXmJFDNq4WdQUBeLTcvgA6pFjxbnTcDsd/1XrUXKMppvuoiCeaLpB5ZQlOHMeY5M9ZksIDbsPErZmLj26DoxlNSgHzKLqvQ14zJ+JNskJB7ssWtvmI6v4EmO1EonGD4fhCzBXlGPXdELcj+jLOYSTWzvlu2oJf2sotbsyCX4uCPfRTqQ/kUvg8+FMyerhlxI9IY9raGmy4uHRh8VBS/v5SsLWJFL1a6W4Y+Ixw5+a7/NwmRiOtbUdQ6WF4OcDqNldgWOIShSrjbkNBC6JpfCzUtou1TPkyFDS56Ti+5Af6iAJJd/VEfxqNLobTbiPdsWOPh4ym0hKdOXZr9oxZDex/mg0LVdbuYwDXR1Kqr7NJ3bVQKJzDVzt6CJiwXSkugDivG7y48qbRL8WyChiSXXyg85bGPZdYuryofz2Th6DloYjyaxCnxiJq6GKxg4Vo6dp+WPVNRb8NJMTn+Zi9dJg79RI+e5awoRlp91FRCwNJ/uDEvzneGOvkVH2Ww3Rb0ZS+WsxoS9FkfdBgagV9hpt1J9uJPbN0P4KeB9EVpNJrIACsO6zXiGgKlOr/531BKAKUS25q5voGWvGT8ZcU4W9fyDdFWX0tbWiGjhElGMCBOvtw/dwfWAWhvRUghZMo6Wsjc4Lp/Fbs4GarZtF9t1ycL/IpAXRVZwpx00Q90YEMtN56wa9DQ24P7qQxp9/QDNhcv811bYUnGatxc3+B8y9g2jKMNF2+gIha5/GWFaA1NqDQ/hgar7bTcDLM+jpiUapyMFkSUYiEfQuBfWfb8I7OYfa7y8R93YgumxnbMHBaNU55G+uIeCFaIw18Xgm3qB4l54pE+wpD3KgeEcdEcv8KD/YhQ5gzocAACAASURBVLG4g4HHRpI16yLRbwTiPtGH6kOtyNxVSCVW6DHjO8mRhvM6ZPYyrC6eGDKq8XwoDHNOGVhBM86fuiP1VB9oZujeWFJnpxP+vC9mvR1Ve6sIeTUOa2MjqgR3VJ1dPOUhRe7tyqtvlRM1WMmiJc5kH9SR7iynbFcd5nYbS3aM5Z/fS1CNDybBeTZ1vXlIOutI23GJpz8fSco5LZrHE5B/8AsdETJ8gkI4vz2FB3dMpeDgHSKXj+X2S4eY83oshfk2atPKCNoynYZPLyKZGsGUuhaOdRhoqIe29DZiX/Ml+z2hLSdT8HEmkS8F0FEjoz2jjegXvPpb9voBFH2WRezKYKrO99LdYEAyNLPQZusT2qqXCDpjfq4IQN2l8whXs3oa6zEVF/XPhmYzUnt7Om+mIQQY7n++AEihDTtGxyN3c/tXoilbvZyAFa/TsHs3Xk+/QMOPX4titPCyFtxAPW0edXv34vPCUmq3b0E7Zbr4fWs++0hsxw0/7BAlH8FLFkRrzZQZYrTLXFuN55PP4up2jNaiUIx1PbxkyeGPsS8grdmPPHAg3ZY4+nRN2Gk8UUirMFXrsPMPp37LJpxGTEUd5YCL6xVyHv2coIU+mNrtaL3WSuLaYDLfyiNsVQJln+cRvTqW2vPtmKoMDNsVxbUFd4ncMh7dqtN4LPOh8ZaFbnMP7slelH+ZS+L2gUilFsx1XaI8pHCVYlWo6Wtop7vDDieXTtQjA9Gn1mLsckQqs2HvIqVsdyMJ69zJWV1M2PN+VJ3pRZ/RRODzEbi46+gxKdB2W9g0xpHd9c78vCabKUt9mDLdid8/r6VviCuVx41EDNQSoPEitbCAYc8spPd6K92O5dz5upiYJ5zwsXlyu28MUWEZtB3KwHtaLNe+KsVrroZ41Bw8ks+qH5LZuSKNhetGcuR4I5GBJipsIaiKi/Ac4IlXRjNZsRrkxQq6B7ZQeqALS4+NqEXOYluOfCuJ0h3ZxK0MJu+7NuzdHAibpyT7wzIxc1j1ax5xq8K4+0MzkiG37toco6L7W7CzGlVS8r/z378aoNVKR2qKuCNiyLqNasBA8XOElwBMwR2x6PUigxb+CEzYISQM482roiDt+sQjVH20lYA314rgEuScPp2O3tZmHGPi6Lx0Cp/X11Pz6YdiKwz/4VeqNqzFZeJUJFKpeLXBY8Fj/T9TJkPYY245sFe08OzDY+m4crXfp773kupuocvuxHVcIt25p5H7hyLTBlH16c+ox09BHWhAG1BCq/lFJJcfRWasoHRnNSEvR6K/0k7452NJm34E/4e9UPp60FYQjPfwApKt3Rw/20dHk4rkhfbkbskl6Dk/NHN8yZx1A/9nY6jbX87gX5LovN0IEjscI7W0ZpuxsxcPVaGwteM6xpfWlGaMHQ7IlDI6c9tFL7ez3IAq0p2KPc30GixEvOQtOj69ZhmyIvh5nhOrM+Vc/jKX905EijP7oRXVmOYEUPx1JXMfCeN8VR9Rj2qIynTiUoMTnuEdtO67ztSVw/jtqx6CF9ox8G47J3NaiZ4TRdOBNKa8PIzv3i0i+o1gHrFY+elyHQ8/5c9fextwiXTHs8yAdUQvnjlSSvxcCVU1kp7ugTa6C0uFBdkwC7mfV+E6xA33BDmFQmJ6ZRylO/KIXR1J1sZSghb4YqewUr6nlsiVAhMvIPK1eyREIBrK8EgROL1treLcJ8x4dhqt+EsXvF+BCd8nJnaWPPpkcaJOKLgiDkEholMiVEFhe16oYvq0FFEr1F8+i8/gIOqzGkQQBwhpmY/eQzt9pii9KLx9sHPRiOzY/bUNottSu/0zNBOmiOuhHWdOErB2A9WffihqiIKw3ZmeipBBFK7gdWXewT4wCA+fU5gt8bRmdtF85CRB727AdHUHTsMmoVBaKP3kBN6LH8POfAd1iAS9ZSzS0t9pr09G98Uj4gxW+UMecW+FYLYOoOFUOoFTZORvEXYkRjMzu4zzg+1FEmZsVzDvbheHBrpR+V0hbuO9cY+H6oNNBC0Opuz3FnwXBCK37xVjSYFzXag63Iajuw2Lxpe2YwUErUjGlFGCvrQHudqOjgIdzslBVHxXhHqAB/6T5diM3eDoiGe1jfemqNh4qY/m0loWrfGhqcLGZ0sKCVkWh8OpCuweHk7Y2EYCu0PYt7YG1/kqAv4ppcxLim9SJCW7rjLvs2nsfiMN/xdiCDxdQqWbFI8BseT8eImZ64dzeesdnJ72xuG2GlViDzVyFyZk15KaYMeIHBNX48NQXMjH64kEOo7dxT9Qg3q0M9nbsumaEUrhxzmEPx9AW2Gf2HrjVgaS/0kR4W8kUbgpi/BnA2gvt6HLbCfuVV/Oz8xAMvh6ls0pIQnDnUyx+gmAEoAlVDah2jnGxGLtMmEqK8J58DCxxsjJpJdkESzCjCYK1SmXReIgyDb3gXq/IlVv+Rj1iFH99t7ZU/i9+gYNP32LxyNP0PDz92inPyBkPmk/exKFRoXT8PEiIeptakQz+T/XukTBe4Q3Epkv7acPYOvWooyKofXoQYJeniNGh9pPXyRww2YkRTtQxExChpmyLYfxWbEe841fcR4USZ9DMA3f7sPj5QVYKmpQu1dwd9FbhL/oS1MmGIo6iV3qTtGOKvyfjaarbhxDok9z+ZgRvxkS9HkSnLxslP5WR+Q7ydRdaMXWZCZglorSbyqJeMWf+jQrUoWE8JeF+zP5eM4KEefArhIDEWsTKduSgesIb7FSK9Qm7Ny8KN+ei8/D/riESaCnB4vSlUlWM9PCXNhVpKe1tp25T3vw50UJ1z4tIviVaNSNVgbPdKMmtxFLoZZz/2Ty8IcjKdqbg8OsBNhTgGScEz5uQZz9PpUH3h9B6Q+3cH54AOV7K/AaIyPW3Zt9v91hxIrhFJ/tJGpgN403jcx8wJH9F3UkeXvQENxDU0YXk14YwsGnD7Dii4H8ddEBRWkl/u8P5/Sjh/BfHEvp9jvErQqm8qQZS3cfkQvV3NlYRtiKREq/yiZpXQgFv3VQvqtUxINIQgQf2Hlwv/QiCs8uGlF0tvcPQO7hJVbDnvpaVAMGiYEFYVbrykrH0t0rOiBCuEAUkO/Zc0IYVSA294Ep/C0uPgkE4p4jIojXbadOEPjWO9R9+yWqQYNFa+/+y5CZgTIkBEP2VSQyLVIHGabS63g8soqKt1eKEo9EoRB/pse8x9CnXcPW04Nm4lRcnU9i9RiFo7mX3C/+xGfVZjr+3Iz7Y/NEd6J88348nnyOvrwj+M7ww2AZjbL+YzpTr1G5p46YNaHYbPEguUvBpkKCFwcSI1Nwak8l8at9ufOlic9fDuRXWRN1GSZ8BjpRedRAT1MXQU8HU7Ilj6jlAUjULrRdrCBw3SQqPk6hx8GHAUtl1Byqwe/xKDJeL8YpWIIqzJXyrwuIWOKLqV2Ca5gNk9WN+YKso9Kyz9RBpKwXn3FqDmzSk5/VQewrATi3aQmZ2IVLnx/H9pQTNN0NzXUTl6+XM/iZJLoO3SR0/kD+3lpG7BJXIirhxPkaIl4YiPXwdQY/ksS375eQ9HYQ8QUGzt1qIeERR3w6lZhCPKjck0HYpmnkf3CbKqUX65+FVU+ksvr3Wfy8p4yIgTL66rT0GuoYF69i+3uZBL+YQMPBQiKXhnDnkypcB7rhPVxO/hflhL2aSNGnWTTd6D/pKwJQcEJcRvdHpYTq5xSXIP4iBRH6vtjsGBXTD7B72qC5ploEpwA84WsEsiLsFKsSB/TPaRL6wSQ1Ya5qxmax4hAUTOWGdSJ4BdC2HDsspmyEl6gVXruCUIkbd/2IY3Q0rrMHUf/NPjynT6OrpAbdjZv4v7FWXIoSHBjhpTt/RnRa6r7ZhjI0HLmXNx2XzhP+9ly6ShvRXMqg4+HnMF39Bpc5C7HDQN2vZ3B9YiXGU5/hMWsMvTY3zKXX6O4ZQdPb44hcm0TF13lELAumYEcDjqFqwicoMLXNway6gJ1DK7LE8dh9coHi9h4xul76XSmRS/xovmOj4Xg1oa/FUf5lHr4P+xG4KISq77JxmxFBd3UHbZldRK2OIW9tprgYLunooeirclHMbbwNXgOtGBpVLHbrINDFhV11BkaFSegLcebT+UU4BLoQ/qgfT8ZLudLdTYftIRo+/JJZm4bx7ZJcIl4JJDmzjXMtJrwmxtG57zIz3x7BDyuyCXojjqQbtaToTYSPjyLnh6s89vlE9q3MwHNZPN5HiohZEEi6yQ4uFeL63ix0G//C56kYAnP1nC7vZPQjUZz7qQyH4X4MLmumOErGoDwzlxL98OnTc/GLPOJWh5L7wV1i30kkb2MuoYv8MbVA5ls5/+eKqghAIRHtGBUrxq3UQ0f0p6K7jQig7K6qwCEwWLwbKHVWofDworu8VCQYQsJFqGx9HR105dwR3xZ8Y+HzBTmlu6Icha+fSEpEkPX0iBVLkGnsXN0Q2rJQdQVrTnfhrBjnstMWAK7oU1tEG89r4SIxnyjYXqI0c3wvDgPHYevrFatnyKatYvra5R4gOy6ex/v5JTTt+VWUiQTWbCs+iHryDOQSHY1/nkU1+21a936B39PT6cOJlr370Tz2EtKuS9j0jlS+tpi4NUFUnjAT8cg4eo1pyH5qRv+4sOl2h+jVUVT+1cIjy335Y1sT2gVeaBRSCj+6Q/ATftiswq08QcKJpeqXYiJXhuM30ZHa0+3IhXO8Pr60nSlBPUSDnckoBjYjV4RjbusFqw0XdweW+/XibO/A5zdMLHpIwa+nzVzfXo73TH+WLAriQl80fXJf7HYdQCI34v3sMI49cYhFW8bz94dZuD0Zj/vFJlp9jXiFhHNlx1XmbR3P9Y9u4PlUAn0HSrAOcyDQJ5CjX6Yxe+MIivZkE/tAAGfTuvHzk+GREETlrus8+kQEFy610TPAie5UiBhjolzqw6j6JrL8+4jOk3E9whtTagULXglj5+cFdFXoiXvFk9zNZYQuS6D48yxxD+R/b0yKiWihBd+vbPd9XXFWu3AG7cSpYiUUSEZ/ZZOITPh+tRIcErmrqwgiwRURJJr/fXXevoXzwMFidN94NxepoxOtxw7h+9Kr1Gz9BO20B8DWhzLWgOmuRqyeunNnCFz7vghSoe3L3d1FkAp+ck91OX3Vxbg+9oL4cbcH54hkRWif/m+uFfVHocIKCWz99SuEvPU0SlkuUTdqKImZR96OrQSveVJ8FkfTbwfQPrGOpm/eJfi1mdhsDsgbfqHxyBXa0tsZvG8GmY/9zcKPhnIyZSAOsoPignefzopsRxkS4Yh6hY3qPVUECSTm+7t4TPHDM1lK0TeCcxFOyc5GIt+MwdKux9QKzm5dWJGJJ0nyPiojdEUCjk4G6lMtRI2wY0usPeXYczm/DTkWLpi0FOzIY8LrMcTGePJ3Goyc4Uvpx2eQJoWAVkLv7SrGvZzA14uv88DPz1O75Tc8J8WR9n0Zvo9riDY5c+SPPAYsG4T8fAZes5M49HE5g1/W4lllx5W0KqKfHUxgcy1ZDi6MamwjL7iboSY1h+tVRAfpqElRoB5kweVWG/4jtdy40ow0PhYPbT05Ny08tySC7c+cYO3e8Wx6NRM7V0eCp8g5OzPr/4OJ/36HZKyu1yaR9T+56H9fgj4oVLP+EmYTAfh/3ie8X3gMk3CCg14syJFIdRgLG8X2fb+lG7IzxYsLPQ114mad1zNj6cq9glPMc1RuWItmynR66uuRu7kjXOkSKpvYrqf1x7V0F8/j98pyGnb9hMLbWwSY7u/9KAePxmo0or9+lcB1G0T2LLgy4tdcOIv38y+LyWunqGDsfMIx3jyF94tPorBWo88oRD5gIQ1frCd09UIs2GNnd4fOtlnUvhRPoHCy9q8iRv40Fds7t8jzlqOOcqN4ew7uY9Roh4XT/s0dQg4Pp+NoOaU/1RH0UgyVu8qx91UROl9NyTeVhL/iT8l+E6GPu2OxylDYOlAPd+fa7AxCX43DWd1OYxbED5LzabiS410O6HWtNOntyJDKKPmmjFeWxnEuKBK77hFMlv/D3vevEvrmOOT1RQSk9ZA9S1iLbOehIeGcK9XhFyOl7a80Jr88jB2r75K4Jpik262cajUTMjGK5j0pTHxlKLs3FRL4WiSDbjVwudaA8+xgxt2s5VqImqg6KEjUYMxq48FxWtLLahgjsycn1JPew7lo106j4u2z2I2JZUqIma/fz+SJ3+dz/ocbKAa6kvX+bRov919L64dP/yPf/veci2R4UY3NVFggznHtQpWZOEVspYIkI4rPAtPNvIV60FBxN1afdr2/CqZcEn/ZUjsruqup4ucKs5zAgk3FhXhHudBh9aa34Bby6MEEyrIoLHISA62CgyJUTWHvOGj9B9Rs+xSPBQtpO3EEr6eeo3bbJ2L77AffWXFfWQTqxClIBeJx9bKYKRSIkszYgubhJ6n7Zse/s+F9S084NSf8vyQKe7GlB697CZXsJj5tNnKNSTT8tpuINbPotSjpOHsUpylvYmvfjbkunKaNc4l7K4hOyzDaz18lcKqCpvyJKL1uEPywPTc2KYia1EPZ2Tok3VICpygo/LqaiKWhlO5po6+jm/CXQ7i7IYeEd4LRV9pQh8rpbBHu1dQQ/moE8p4WujukjIh35g1PCVsLQYhPbttkQDFKhux0C34bHqS7ypHgO0Vcl1owVOuZP0lB6uVWWuu1yAdbmdgt4aaw61uTQcT5UoqdbHgMjiPvx8s8unkUJz7IRL0oAc2REtqDZbjHxXD1iws89vUkLq6/gfvzyTgfK0Y73Z32jk6aSlzRDDdSkmHhhVn+fPH6eZZ+PpJ9J4yoOtsYtG4wt988wbi3hlB/vp7OXiN9sTGYr5XQMyiACfnVbFqfjU7f929N+1/g3QelZMjNPJvAfIUWK+h3woabnbOzuB0nPIuip6kR5+RBIuCElzAbGvPzcIyNQ38zDfU9R+S/SYgo4eTcwdKhE4EpOBc2s1l0NaQWA0q7XtykleRe0dGTn0HUS/NxSd1O5+AXyPjsT1FotnR0oE9PJfDt96jevPFfB0WobP4r11C7YyuOkVHinUFhecnroZl0V1bRVV6D16JnqXhvzb8kR2DuwtcIi1I+c4diNvuwTJLH74OnY9VXYi4txH7Aw1Ru3ETE+48hPkir42/KvzmMtrEb1RNa7n5WRuymMeS8cYWAR93xmBGH9otsOj9JEJ+TIVXaEbHYg/yPiohfF0zdtT4xKh+5SjhRcYeQp4OxKaD+ZCfhi93AZECqtGe0zYnnQyHFWUZRdivnyiRIPCX0pNszenUoVac16Hsb6fGuITxDTmuSDV2RM4GqLkrldgz0H0OBJB+fPqj9OxPHGUnU7ivHdZycGK0Xe3dmMWHNSLoOpeM0bQBZ3xQS8pwbwSYtx3/NZNx7o+k4dBOfGXE0n8xGs3w01duysYX7MnO2hJ9XZzL560e4tukiTuO8idDJuJZSxovzvdl1phvvZCfaMiB6jI66OjfiqprY/1MhiUtHc+ztc/+/7VecAce29dqEB9Tdl1CEVitWMrHS9Gf9hFlPEIwFIiGQAtcZM0XBWhj0BWDK3b1wjI4BSTsWvZ0YYhA0Q8HGE4RpYTVTYMiCtGLpMvTLM1cvgVRCb2srFp1OBE3lx+8Rs/I5um9fQas2U6eehLbkL+rthxI/WkXhj4dxfP4DKt55S2TTQopYAJdwzUvwjoXv5zJ2Ip3//IFiwChsvX20Cy198xf9Lf1eAltgz8HvrcbLcoHmDhUW+wiqdvxGxNvz6dPrkPbl0uPyAvWrxxL2iAxdjTeawHpKf7MR8WoscoopP9LGwqc9+OuqDs9AKWWHujDcbSNmbSyFH2URuSyI7mYL1X/WEvF2EhW/5GOq62HAeuEknTCuODLFLGVunCPVbmb+OdrCTXsFtiYpft7jkUTa8Ll9jTSLF27enSRWdXM7VIalyh353RJGrgzhetNkJE3HmOguZ/fhOvwmxGI5fJ3kuUl893E5A1f7EV9k5GRGM1GPxNG45zrTVo/ku5V3iVkdwpDCTv6520rMzCjq9qUx8NtHuLFkP098MYD0I920l7fjsiyZjm0pdA1J5GFrLWe1VsIL5Nzx1aB1MuJ4w0x1lB0j89u5XGTBVliD+YERSP+5QV9kILf3Zf/bgv/70KkAvjVfjuonIbrL59GMm3Svagkpl/FiJbToOkQXRGqvEOe8+69+BjyezoybOA/q38VVyLLpsSSKb/93YOE+iMUKmzxYzBl2XL+Ky8gxtBz5S3QxDLduYiwtIlhY5/x8E6rBQ8XMYfv502gnTRPnQ1NxgUhcuvZuIW7JHHKudOBtTKNrzHI8sr6i2RqO15AIbm89jMejT2C8k4G1tR7NQ09Q++XnImDFln72FP5vvSPePoxcN5uuBhkNB84RsuZpTCVZ4mK4Y1gC5p4UunN9cf19EXYLvWi9psJobCXIKiU0p4e+SDV1XQZ657hS+FUBkW/403rXQsOpeoJfihF9Yb/5gbhGS6m/0ipefdCE2uM1Vo3Sw4d5TkYGRbpR46bnx68b6EnQYrQFME/fwrE+MN+R4x7UxLTx/vy0uxnVMD8m5VdzS22H9+Jk6n8z8PCwNnYXS2gpNvGwtY1TnRZCxkVRvvsasz4ex95Xb+GzPAGf4yVU+0rRJMVT+eN55n84jn3vZhHwQgyex4qp87HjmRcSeX/xGVa8N5Q9N3R4h0uove5AWEI7qD1Q3mike7g97RlOOA6SkpfSyZL5zuw+W89Uk5Rd13px72hBMzke3Z9pxIwLxNgDFderyS4w/J9TLuGjA5g325ut6279RwcUW2h8Iua6GqxGEzIXFxEEAnAEIiIM/vfb7H2G/N/11V6Whdky4F/2bK6upLuq8t8bg8LnCmKxGP8XcoC3bohVsmrzRrH6CVZf+Ttv4SoARSoVwxDCuZCWQ3+K/xZh7hSOaArtWdgZ1l29LG7wVX30LppJ0wgZ50LmuweIXLsSSeoBtImRlLUE4tNyihr7kURGGCj69SSqpZ9Q+e6afvZ9T0sMevd9THf+RhngidJDRdHm4wQ8NwdHTwNSw10qN35JnLsK9zoTqlYhYgA2qRVPNw+Mxl6cEoM4lZGFabYC5yGB3FlylcDn46j9swyPyd7I7DtRaeyoPtKGY10Pm3aE4+Wn4I6TlJ/fq0Q5yZ/J/j4c/duM53grnqeqkQ+S0+cRwvl3L7Pk52kc35GFalwIkTYDrQZ/3KepOf7scR5fHEWJzIxeokVyUJBX7PH1CubolhTmfTKK4v3ZKKYmov+jBNVQO4ICQjn9fSrT3x1JxS/paGYlc3dvJU6TexkTHsDFGwZ84uU4XTPQnOTAoJx2Cob74qzrIqdaQ0J8A7p6JWOT3fn5/atMHx/JX39W0yuRMWuWL/s/vsHSldEcK5KhKK1FPjGRlA/P/0s+1m5M4udL3dhZ+lg01RnJmGaTTergcE/XGy+yys7bN/sjWcI1rXvKyn05Rfi4uGSecgmFl4/IdhXGSnqUgdjbZWO2JP2fvn8/VdNx/QouI8diyEnH0mHqDzE0NWLRtdN0YK9IXlxGjREd+9ZjRwj56DPxEoPweULQVcgoCtEtMZ7V3IzH/EdRpf2Oav401F1WnJ3TyTY8Q9WH76IeOwGpUklnagru8x9Hd+EMSo09ykGj6Dm/j9gX55B/pQ23thTMs97F48andI58ADf6SPvoKCFvL8OU/ifKiCAkyli8lj9FsoMdXaYubJYeDGYrJoMZjVqOVGKHSuuOk4OSts5u/vFrRzsWKv6oF9cS6680EDhWTdYH1bgD+3bH0q6RcLOzly1PFTPt2BS05zo4e7ueuSsTyfk8DZ8hQRR0OeBQUc+YxfH8+PxxFvw0jebblfhqHqJQkUrN4TJGDvOjSFlPd5oWF30JnrOTOPpJOQOXueJVJuPyrSriFw2k73AqYbOTOby9nIRl7kSUWjhxpZawZwZhPXKNEY8mcfWSGa+h3eTWuvCwu4kU+3bG1Mg57+2FfWoxkevHkvvWJeKGh6JMlHL2kStoHx6M7kI+dU5urJiqYP3b2bz1YTLfnjbi3msg/sFIbmxL4YkXI7lwpAL7OcMo++EKjy+J4cAFPVZnR8SnZQoMUbDJBO9XYKdO8QkIex+CLHK/XfYDU8gKju+fDUWGbEKq6gOLWgSdUAW7u+PEiil6y/dSM/fzhfeRKXzvvtZWsR0L1xTuV1lB1NZdvUjIex9T/s7qf690CW3Tb8Vq6nd+iyCaC23bxXgF59FTqbtSytAR1eRJXiTG/gdSL8bea7WnRWlG8JqF+VXYbxF+jtecmaKt2J6eKco0tVs3o31glvg13dk38Xl5BYHdu2mSDsVBV8XoT77BVSlFp2+mua0TD18fDMY+Ojt0uLo4YrVYsNiE3Yw+vN1dSXczcadbR/BcDTa5CVtrH/nb6wh1k/Pj95EUu8DG2Xdp9JKzfNt49m+pwHOslhkeZnZvvcuA7x+h5O1/iE7wpjhIS0dOIy8t9mD/bzYIGoS88wKTVb381afF3tHGI93t7FN5o0VB094Uprw+nF3v3sV/RRTDMhq4UN+Fz/REdL9fYPb60fy0IougN+JJSKvlprGbgDFRZH5zmYiX4unNMjJtjJadX+cwacVwCgqaaSwzMWdVIodePs7T343h79/a6NqTi8PkRExH0nBJ8GNIoJSd35cw6a3R3Pq7BKOdPY9O1/LLptu8/m4S6Y4BRNgbufTTHcIeiOHg+ks8++Uksv/I/k8LNtfXYe/jKzodgvQixKSsOhNSjVKsdjKVsygKC+xW3Pd19xD/6AR7bvgo8ZcrSB6mkmJ6GmpFoAr7IYJALYRcVQkDRGIjuCrCXHl/NrRZ+uipqxV3kIU9EEH7Ew5iCt/LZu3fCwnZ+All697EVfR/5bhKM1GMehz3rJNi3CmrNpbEmBRaLclIrb3cXLufEOGWzbtr0NwjHsLPE1ySG577+AAAIABJREFUhp3fi/9P9cgxdJ76C4eBY8Sco7iU//7HopYYsmo+DpX5+G76hhHOcuoaatF36bCpPOk0GnGSy1A7yunt7sXZ3ZPcknKkUjlyuQKnWCVpjj2ox0hxcrdx6bFC5j3vxeOv+nK3wMjuXxqJeDCYDlkYhj/OMX9ZNKd0SuqvtPHwUz6kfnELyaxhuMjKiMiXkBGvprt7AKOMmRRpemm/bo/jwDaStAFcOVWGdGQYbkcLaY+0xzMuhpRtF3jy64mcfvcWHk8n4nikGGOcHL/gMM5uv8K8bZNI35yK+xMD6Pi9CMfxjvh5BuDZ1UTPKFdKf8nBfdXDVG04hi4mmHn+MrZtz2Hdl0N5d3kxji2dDJkVxvVt11i8JIq0ciut6RVo5wzEeDEXvacXT46U89nHeSzZOJQTeg8iWyqZOieQj74ow9Jh5IUH1Py4/S5ez42/F0a4fRPngUP6tb3ho8Wttq5cwV4bL7ZJoaLZqZzF+VBovwpPb5Dp6UwvFEnIfSfl/lwnEpF7RKMzM6Nfxrl2WYzRC9VQEKgFi05ou/U7vxdFbkF/FIAv2nilJdh5eIisWYhv1X71ucjGhde40Xe5Y30eu1vf4pQ4EEelGkd5Bk19o1BLarGXVdNgnknOug9xe7D/lk3nzRv4LVtJ1ab3ReBJlcLI0R9i6Lp5DUtzHa6PvyD+HNcx44lKOUxIxR0kEgNWfQ9hYcG0dumpa+lAr+8k0Fc4meZMa3sPzq5a6hvaaNGb6bWBu9YJdy87WNBN+q8NzFzqQ0CoA86+CnZ8WIPrcwvgk5OU324k8MFYcjvbmeSppsxdgZ2+i7ABGhpqO3CqlFMeL8OvVE5zQzuJL3pScLQdp0g5ERIHfvoqh/n7H6Hu8xPErkzm4FO5RLzkhl+nhqM/ZTJp42h0h9LxnRrP5W/LxQd/x3Q6cuhAPsOXD8J07BYh85M5uKmU0UsVFGR74NveQOCGYZS/fgKfhYOIqq3nlpsVF50Xl7fl0iV3YOFUF7a9c4u1Hw7gl6u9uLS34jEllpY/UgkZ6oezs4y04xXYv/Ig0xX1pOSYWPDOSL4eu5MP/pjKW2/nIlMrWTzSjkO7iv5TAQXwCJttQkUSPF8hLGrvH0THtX7GK2h5QnUU3raZmpAoPUVwCjsdgiZ43+sVQKwZNUy4fd8v7Qhs+V7aRoj8C66IMDcKFl/b6RPiJp7AjiveX4vr9AcRbhUK1VZIVuuvXRVDrBUb1xO0bgMut9ejH/YJI+SbuZAyEr+RagzXzmAbsYRA6RG6pV7oLRF42V0h40KICGhhPyXovY+p/WorzkP7U9wdF87h/fIysRqKWmJwGF1XT+M4egraX7YxsO02Dg4KWlvbCHD3wcvPm8qmFmRYxQfUaD19yCmpwtJjReVoj7ODBwqNB3mlJTg4Kunt7qJJZ2DCO64kP+TE99/Wo3N1Jdx/Dua/f2Th6xF89pMeP2UP0ydpKEp2QH9OjrOlFpudO1fumrALdOKBFhPnZXqCHx9I3bozTJwdz+9ZvThqJCwaIGPPb7kkfDyVrCX/MG3daL57NZfoVcEkFxg4U9JGxPRoWg6kMv3V4WxfmUvcukgGpNZxwdiHz4R4Wn89z6w3R3LoggWvJAOqIjnNnY1MG6Lh0hk9TgOcac2yYTyfg8Hbi8dHKNi6OZ+nNo5k/8FapDYbD83y4eCn6byyIpqTeRakJbU8dPRZcj8+SX18HLO99Jzemcvo359m36P7mDIniH/2FKP0VuPtaOmfAYXolLCMJGTwBJ9X8GuFqiUmVmY9LDJSYWlcuAsonOkQ3Iz723Pi1lx9nVihxAo4cIgI1t62NjFfKFh1IgG5l7ixGHMx3G6l/dJ5fJ59UWS+wuHEwFXrqPtmO+5zHxHlGcFlEdLQQkYwQjjpkbmLCvV0nFrO4KhJwiVISVNRJiTOI1B+hE5rOL02Fa6yLOr7JuMtyeTSJzkiw67bsQ3t9AfFf0vriaOEbtpK+do3xOiWSMAuncfjsSfFqjhN0oriwm7ctS7U1dTi7aqly9xLh8FIkK8ncqmE6lYTZZW1uNsr8PMLJCJ+GB2mXtra26iqq6OuqQ5XZyeGJEeQs6SH7HR3Hu3I59vP8/F+Yjh1u1N5+qVwfjhjxCqRsuJBJTlJDjS1eBMsrWTE7Dj2fVWM/2x/Jtt3c+K3fDTr5yM5cAq1xpM8hYS6G0bmP+vKpc/LsZs6gJqfzjP3w7H8uSEbz2fjCD5VTIVGgsegWO58d5F5m8ZybvNtVIuScDlcjCFEgltsDJe2XiBizWgeqKjnbLCC4el6UoYG4dPXScN1aNiXRuwYf1FjzTpbSegzo6g7k0+jo4ZXJjvw4bosVn00iJ0ndAwb7sbsFYP5dOTPLP1lBh359VQV6tDHhkNJHfYDQ4moLOK62ZWWgzcZOtlfEKJ7bMJZjfvkQmhRQkuU9NqB8j+EVrC9BOCJw/y1K//acUIyRkxL37iOU1SMeL3N1tsjaneCwyISlxFjRNtMeL/ActtO/yPeoan46D1C3v9YBLjwb3CbNZeWowfxf/UNqj4R9pQfIDJETmtDNsoh03E4doiGcS8S3LCd3IbRRETY6OpsQB6VREDPdXJlz6C5/g6SMQtws6VTbH1RrKzusx8WJSGB/Hgvek6cJ91nzxX/c+3nzxK4ep3otvgE+bOg8SaOZh35BYXYWXvw0TjTbbXSZxIWmWyoNO7klVTho/UiIiQS39Bwqpp1VFdVoHRUYbFJyC8rpqG6iqULHseiKWfdqXykriqGu5moymlBOzuZS5uvsPK9JPb/3YTczZmEMS5YVFaiFiZw+qMsXlwdzIWbHdRe1hMxxpOGy/n4Lh6CqbyQSF8f2mLssUs34eyuIvd6GclPJnH27SvEPDWYil03UM1Iouz3MrwmKQhV+3Jo123Grh6J4chNXKYN4NqXhcS+7E6IzhknXSsFkX145jhSEKTCkFnPaK0jez9KZ+nr0RzPtWJfXod0YhKmfzKQxQUyOkLGr1/dZeq6sdw4XMSQB0KQemlJ/SOfLW8H8/GvzUj8PVDRy1PRJrYXuRKsNPOgtp2jba60GqHl92v9cSxhD9hcXSXG6tvOncJ1cr9oe186uS88CznA7op7bbivTyQkqoQksW0LgHMIFlIzl3CMTRBTMv2z4fh+G08qE0mJ8/AOZPZzqdiwDtdpM2g9dQK36TMRSJAQsxIuKgip6eB3PiC+/VuuFcTjomgnwFOCMSSQiq8PoF7yIbGGn0i7m0jsyBZ0txXIB3giybhI64DXkadtod1xEjGD6sg8aBYdm7rvviL6l31UCusAU2eIbo9w1Stsy1eUCXexH5zDgGM/MUJpJDuviPrKSoYmRCCR9dFtsuIod8Bi7QM7OR36TrzUPgye8CC6XgtpN64RHx2LvYMTlh4zze0tlFWWMSA2CUeFE2d1p7mdUkZgvDuVnTIsta2MfjCQH97PYOYH46k5nEX8CB9s656g7Ku9zH89lp3rMokeHolS0YqvpI9MV3cM+V1MUXVzzsUBRZ4cjaqVkY8Gsf2VUuKXeRJdYaEzoAeDfQCe1rvERkdy7nQTvUGOPDbMia8/KEQ9MYa2PVd5YPUIti/LI2F9OPZpVRhj4/DtK+fKr108N0LGR+/nsOazofxwqBUXi4moyWFk70zn4ceDKWy0UXuzBrv5oxnaXExa1CCetS+jqtmCSaUivVvD3HAzxZXdVPc6MLS3HmNUMO2ppZSHRRFWX4HSzYkKvRTJqBqdTWChQvT+32RzyiUcgiOx9/cV9zhU8Uni2Qqn2HhxDpQ4KOltqBfbdv9ykq3fIy64K1pyAslQeLkjd/cRK5pTXKJY4Xqam/Fa+BT1P3wjslzh65wHDaN662YRAKKDEhVD3FRvin4/ivrJt4kq/YmbnSNwMV3F2W8gqkAVFX+fQDl7OeEVv5NpncLQsKtcvRJMyDgNqrZLlPY9yWCP42TWTCDZ7QyXU0NFciNW19fepHHPLryfeRFha89HeFRtymX8lr6O31tPEdVZgq4THGRmYmNiaGttQSmxo1e41KBrE/YRcLbXMmzCgzho/UhNv4a9FCwye/rMPfi7uWDt7aOruxed0Yibry+3cnPIDu6k6dAtZswL5M9sCb2GHp6brOTArlICt7yN8a/rTI+t5sqYIBov6ngsyYlMVTu1F1X4ju8ktsuVExk6FAM0PFjWyN0IGbIBMXSeTWfk5CS+XppF8BtxDEqr5rrBjO/4OIp/uMCCzyfx62sZBC2Pw/dEMcEvelFX4Y5aUURodCx3/inGadFQhhvz2bNJT7jUzJHfSxjywhCyzlSgkyt5dqoz296/zZq3Y/k1U4prUwMuk+OJs9PTGeCL8W4dVrUTBuS4aBS01nYyZ7A9h040MWO8lqIGG9mnSpjy9xIaX92Jz9hwam1KmlNK+1mwsKHWlZslgkhYOhdS0UKrFK6WCjNd/57HJZGU3K9y4kwn02MzOfT7xvfsOYFECOlkgYCo1DchZAl1338lLjoJFdZiuo1EnijOjQI7FYDh89wSGnbvxHvR87i37MPACMJCHCi5dQmnSQuQnT9Ia9IivFt30d49nEB/O2pKMnAcNg3vunPkKx/Fp+t37H1Gk3+tlaQJrTTXxGEqO4d05DP0HP8cvctEcXNP2OAT5llhJBAY9v2zw30dOgae3stwSQP1uj66aWNw0iC6WjqJDoyiw6DHQaVE39GCh7c/at8Euvss5GbfQG7nQH1bK7E+AdibezB394ltu8PSR2efBbXGnSMpe9CPCKLklzQefzmaI+fakXpqeOaVOaQeuoNe20netym8vmUIp3UynAY7E17ahMlLibHRkfQzhSz7djindt7FOc4LB2S0XSzBe0wiF3dcZcGW8aR+egP1woH07C/CfowD7m7BnPziCrM+GkPNoSyUU5Oo2VWE2zh7QnyC+Pv7NEYdXkh68rfMmupPXoecQXHdNCYOoOvKbXrcvZng38ONrCZ8x4Zx42ATdTl6Js4MpLTXkdG2ekwxodQXtZNlUvGIppHbNRD/SCJZ6/9m8qpR/JLSgx02Vs5Ts2H+cZ7ZM5+bx4oJVPZyoc8bycCrGTY7JxX2AQHijCTEsByj40QvuKeuWgTl/fVM4ePCLCUQlH9fMv2/QrTu6iU0Y8Yj/N125h9CN27GmrsJfftIkVDorlwkaP2r1H+/XwSt0Aq7crIxFhWQsHwqvX/+Teec1cQ2fEVa+QBcVUbUzgaIjMZ06ATdc94mQfcNKXlxeDm34+QqpazChUEhRZT4vYA85TNU46bRc7MMm4dVbOe+5efIDXyT1k/XoZj0EIbMWyLpEfZeRO3vnQ+o/OBd3B+ax6jfPyGkt4nGxna6uprwC/ChobKGxNghhMUk4KhS01ZbQmjcMDr6lHT3dtHZUEdTcxOOSiWBrl74uLvT2aqjrdOAzmalvqOD2pYOHOd0sGtPOYnz4kjZm8+Ex6MgYjrVl6+glrdQcrmCifPC+W3dVZ46N4PaH28QMDmaOxca8R7izIQhKra9eJV5B+ZRc+AOTh1QG+6HjCZC25z4+1gxyUuH0nM5m+DZgziypYjBq0NwuGGgzEmCo7cvfRVljBoXwZ5NOSS/GYrbhVr+2pHLmysj+OlkJz76ZhQjY+j8M5WoCUHILb2kn64mZNEwas8U0OzsyqzJbvjShZNSyp86L3xz8xixdhJnt6UTMSmUGFU3N3+5Tdjvr5Cx8Ecipobj6enAt7/WsHW5Dz+e1FOv9iBC2U2cVIdk8I0cmxC/Eh5WLQBBYK62LgummmKEfeHOrAycBQH63tacsKAksF3t5On/MmHBI7bohejVeNpOHkOXcoXg9Ruo3PwBwa/NRX+3Sxz2BSml9pvNOEYMwM7VlZbjRxCuszrbigiMDsfipqbsl0M4Pv0ekc0/crMyGZe+bLyj47C6OtL01zGk81YTXL2L7I5ROHVcw2t0Mo4WBdVp57GOeI1wu900WMdivnEYr9CRGDyd4PZ5DANeoGTTNryeWEzj3t/+9ahbTx4nYMUq9O+tYn5vOR5aeyrLK9B3mJDJe/B0VWPrsRDgF4Kbmw9aV28c/CNpamrA0d4BfzctvW3tlJSU4aB1xcvXR3wmmhUbfXIH6ptaqK5rpbK5goYwPYpuPUsX+rHsz2E4yq/Q+VcqMx4NY/9tG32tBp6d4czOHYU8WPoK+a/8wdiF0dzEnsbrLSxaEcaRN29gHZ5IqF8DA9ttfPxDB/HrwhmU0cR5nRmvCfE07TzHgnWj+HpdPmHLI0m4XMV1Qx++0xOp33WBuRvG8O0z6dg0ziwda8e24wYkNiuzZvpy+NN0Xl4exdE8cCivxTZ5IJy6iSTKn8VLItm/NQuHmYOxq2pEbjYzZcVQPhnyA1+ee4gfj3dgbe5AFemF2+1cukck4Jl7F71GS6vMEVcnCe1KNX6t9dSY5MQqu/pbsFD1jAV5IoD69Hrs1GpRbhH2ggU77v7pDaHNiqzXL+DfliuEV4X22l1dJco2wiNYhbiWkF7WjJ0g3osxpJ/C/81PqfhgPSEfPEvH5Vr8em/SPfEV/PJ+pVD1AM4NR3D2HIbKz4Gy82dRPbAYzzt/UeI5F5e6fdhrRuLkZUfN9XMopz6L+/U/KAt9lNCKPzCO6N+ms14/imXEIozX/kY+8ikiDPtJyYwlZJwaD1spmXkxNB/9C/+lK8W5UztpquiCCAHaiD4DD5Sn4uQspai0AD8fH5rq6nB0kBHg6YedxIbKJQCP0CRSb2fi7myPQqki3seXIF8P6qvqySyqxOZgj1R4qI2DAhc/Hyx9EhobGimvaaJXXs0+ZTAecZHMqN0lAs40ZSjHX/+HOQvD+O28AYWLkgcjrVT1GfBcP4Ha47nE1EDeCG9MBV2MCnKgza6F0jQ18rG9jAzx5+iHGbgsTMD5zwJMUXJ8oiM4s/UyC7dPIPXDNNTPDkZ6qARJkgxv/xB+nXuYFz4bw7U/hB0cqHdy5bWZKt598xbvfjKIr0924WrSEzE9iqxvr/HS5+NwdYQf111nZuqbtL3zBwVuAYyMV3L062zW7hjF68szSRjuhVopIba3hVovPwrLu5npredUvQqzvQPuuhYWzXFj484mYscH4aVvQRL1zU6b5/zHRfNeMPyFtMl94fi/K5tw90Wm1ogzmxA0Fe5H27m43EtGj6Hqsw9FsiKAVmjBggshkBJBE/Re/LyYena9Z4u5227QN2YVijs/Y588HsWJozT+P7bOO6rp++37r4SETAgjQNgbQbYgikz3HrXa1rZ229Yu++tu1Vat3Xu3dmuHe4+6URFQRAHZe++RMBIg6zlJn/u5z33uJ3/mj5ycfK98Ptf1XlfmkwT2/0p5SwxhoQJGB5sQx06HI0fRzttAUN9XlDYkEexjwWrtwxIRjz7/JKaU55EUbEcvnYl/sgFdcR/OfpOw9F2hK2wDLrfeQRq+kIH6FtRJCipzbFbOy3Y7qH0S/7/gt9fJ/cxV6PHWyLhZWoKDg4Qx3QghPt44ioRMSZiOyt2fxq5uRkdGmLDRblJHEnx88HZRILAquFHfim54GKHZzOi4HmRiNMEh6HRDDAzqGJRYOFFXg9xXh+5COQkLgrl5tpWZTyUhvlGFOiuCi39VM+AoRyaCCT8VQZ5S6jQWgrslmF11BCZ7UZU7iNnHiYjGUfaebyD9P9PRnbiFx8xorn5XR/zT7vgMOHNgZwlpb6QzcbQAn0XxnPikDqtulCfXaPjgtSKSnktjonWAGV4T/PxTA/NfnUHe0UZGHBx5eJUXX72azxcH5vFNiYSAwS5S18ZS+PIhHFelkTnWQr9eQK1MTWvHOPNSlOhqe7gy6MQslZaxQB/KigcwyuWkSgfQDxsxJEyi5vNzZH5xJ7l7q2lx8UIwraLJanOwSf0D7D3Tf6lXbEVkc8nZlNFjjQ32k83u87AnYw3YbZfde/7E6577aftgC05p/1Jl/SeP2SfNnv277X3WfwHatqnXNDjIlDldtDk+hCjvM0zyODTuRsaCAun6/QSO979GlO57O7ziJe/AzdsVg0ZN35/HEN6zmeSBb7jYlIJ0rIagIA0Gf3fMxecZCH6CFNVucgrjSUppRYuG2hwj6TFlVLo8gjV/B7K05RiunsR52lSa8vR2+0HAK5to/fwDPJavYuCdzSx0ExDlZKatq53R4SEmRvX4e/oRGRxCYGA4tuW67X09iCVKyqtrmBYZwZTJkYzphxkcGqa8sQOZRIHVKkDi4UZbaRnuocFYZWI6u3o5eyMX/6hBygZEGCraEc6dgiGnHH2AD5MCJRz5pJATh1PJO99Ov9SZTqGCkVkK5tUPc93fiMEtmonfcshen8zf+zqJf2sSyi8buFzTR+Qdk+n5O4/lr03nwycriN4cTlJxH2faRwhcEE35Y0d54vlIPj06ape7rU+DN7dVseDRWAaKmpAtTsZw4Tbd7l6sTxdy6kgbi488xu5nT5Ga6ESZyAPtrRZeucuFI1eGGXBVYx4dY5bPOKc75cyMEDJU04OjryulHVBzvZPXf5zFrqdOMuvxRKqax1FX16J+fy1XF37O8ldTcbA5Jf2e+Y819L1P7VktI7eL7UOEXSdno9RmZNq/7P9zzeXmIJs0GUcPT9q+/gyvNWtp+fR91AuX4BKopumPAwS+upn6jS/ZHXUOMinayzl2e6W8OZfw2RJKapMJNf2DJSKd2hIrSkMhmtA4RGoJ9QeOoFj1MqGNO7llyEA1cg6lZjpufhIqDh/HaeUzuBTuosVzKU7te9HEzaatzkBMQiHlvXchqN2PbMYaKN6N45RMJMNmBqpycUheTZDDGepMd2DN+xmvGbMov6Jj4Ow/eK5eY28dfNatJ27vF6jam3HsbqSzp5Nx/RCBmgCmTZlKUEAINvOWbmiEgdER1HInIvwDUDo709+rZWJiHL1pAp3OJjwNxdjdj65Pi97ZkXGrme6uQWqbi/l7oAuNthf5zGj69l4jKNWfEF9HLh1swO+RdOqPVzCidOKx2XJu/dPAXa9PQzfUj0tMACf2lKF8eQmVz/3F2udi+GhzMyFPTyLwRB3N/mI8J4dz/atLrPlsDse3FOL+SAya4/XU5rWhWZHIuXdyePbtFI7tb0bk54bnFH/6jxShmBOLbn8Bfin++Lg50K0XEpEZQFtxN9VeQdwla7Pjea5jw9T5hOA7Pkh5J/hYhjG0DqJanMDYwQIm5qXQVdmL2UnBi8sU3Bm/n8/q1/PPlzdwdICh8CAcLpWw9IEIzu2pZdjXG0H8yYvWgbOnCHz1TUZuFdrFCDbsz1aIoxXlmAZs5qTs/5bgF+RiqK3FOTmF3sP77Ve2bTDxStFgVMbQ9O423Ob9X/XxlUv4PP40ioY/kEVPwVWmxlN4g/M3o5k6JZ+Oi0YGkx7Ds+17Bowz8A8Q01aehzJjKebTh9FNewyf3p20DiTg6wkj+kZE0ZmIDx2gJ+0BNLXfY01fSuvlDtzUA8gnJyKrzKEj4imSOr6m0T/j37UQ5R04To9n5MopTDNeILTxI262p9ixTRsgbYONBs+dJmjLuwy8/ToZlj6spfkoZBKkIgkqJzmeLp5EhEfgofFCaLHi7eKGg1XAuNFCT88gVrEQmZOUyrpGgoJCkOstNOtHMAvM6EaHGDZYONZWQm75bRbN9eDo18WsWx/OqUoL1so2BMunw6kbWIO8mBPnyO/fVLH8zXTO765FtTyY9ff4oy+sIylJQZnKm+uFnSgy/Gjekot4Zjydv1XhNFtJqIcvh76/xvwtmVRsOEvwVB9q+gUYmvpYcXcQX7x+jdmvZ9JztBiB2ULE3Qmc+CCPJ54K52KjEGmUDzoDPB45yu/9GmL1nYSrjDROyLk67kZweyP3rfHntY+aefwBP8a1BvL/LCPm8Aba7/uSoBVxCNyUnPijlse3TGXftqsMRIRxp+cAwgkjbQInzg84sSlOx+8lDv+KEeysR/5VOx/7v+T2Njyr4KpdQm+7Xm3yfJv/16ZI9rzbxp/mYB4dtXPGY623wOpq3xPXf/wIoe99wlTBr7T3xzHmJUbqUESfcQV+wpNUNGXiHTTEyN5jGFe+zqSeL7lem4BGNYDUVYggMJDRPScZX/UGMf3fk1cTg1zYR7DrBPqoCGo//xu3Zz9g0vi39MgzMTXWIJcrMHp54dJ+lQbN04jyPwbv+fiGN1FxUcDkdD90tTn0eT1C9MRfFLWl0P/PMZympJAZqeH4r/vxf+E1RnY+gn9PBalaV4ZGHTFaLHg5uxDs501kVBSezirEtkFjzIJ+zIxOP86weQL9mB6p1UKAxodugxGFUoZELKK9e5Cmnm6+OHWY5ffIeOvFIp7bFMef+UZchrQEzptE064C5q4OoaYbOvMbcVo9g9GzJTRJ3XkhW0DRbDlZWjk3FwSi/7WZRavCMFysZPJ0V775qRdjqBRdkwJ5ag8+Y1EcvX8voU9nYzycz7LVQXx32YR13MizixT8+l0N7venc3+gjpefvcFbHySyY9Cf/ySMcvrWBD0WR+JHO4jJ9OWf0930RIQzz9JKRTdMuy+Gb+bv4st/lvLJfi0WhMxPkVO78zqhz8yi48RtPNzEXBz3QOMwRkiUC4qqRm6KvIiVDNMvc6a7SUdivAtNBa0IAl/bbHXNmoVxcNCeWmAbGP7LXmkrLqfk6fbBo2n7m7jZNmna+NOcC/Y+r+2zD1BOSbbHdNiSCgI3vkLP7kNM9PUS9PRjyAo/pW0sw85QeLVfoUrzNJMdfmOwL5zuqpt4hE8BTyfa/zyE472vE9S5k9K+6ciGCgkJn4TRU0nV3ydxWfMi4XW/UqhLxm38IhLfdByDZbhUnKMl8kn7tSpNW4m84gh1fbF2eb669SI18vuJcz1BYcssJvmcYcgxmcZLWuZmFVNnXInu2iEMwavp+PE7whcvoE9vQlK2DjcRTG8x8fHYhn2SAAAgAElEQVSONr7YFEtetQzZqBS11IEAL0+CfXzw9PFDIVbY83GMtglcIkLh5ISbXIZhbByz1YqzXEJPj47GrgFuNVTR90A5J96pYVpmHFd2V6N1kPLAUnd+2FrESy+Gs6fKEWlLJw6z4hg/mI/r9FCm+1v5+esq0l9Ix3uDD5c+auKJu7w5113D9C5nTrp48YS+i72NSu5fI+XAZw1IDRMU/NNC2Nqp1J+vx9HXjVi3CYoqDfRYpaycIqIyr53GRj0LX5zGhIcb7bVapgQ70F/Vy4Kpck73OdN8pJRFex6kdMtxxqZEkuo0zJU9Vcz54S6+XbmH9KUheDhB3pUeli7348BNM65OQgwGM/6uAkY6h9BEezFY20ujxJ1wi5bLxaO8+NF0/njgICteSPpXDdP87hbUS1cwWmaLWguyK1tsk6It0WqivZ2uP361X7V2/vTUMUK2f0Tze1txnTnb7le3Abo2/0bvoX34JAWjykzGWngUzynZ6MVD6C9fYXjG6/h3fMKo/2wGb40wpg7CuWMvUtdUFL6OtOeeQz7vQdyv76PBbxUe2r0MGpKICJFRm3sMp6UPwdlDDMTei6Z/J4PGGbglyui/fA339AVo844yEfMI0ZLd9HbHgXkcZXgfFTdDcBrOQTRjHU7XP8WauhRrWQ8Gx36kEfFoz56EWS9h2rAW1wfKcD6jZYlGxhsfNXHoh2j2WxTUXG9B5iVj0nAI6iYF/p4eOHm4onLzRmQy24WzFrEIiVKBWCpGLBIhl0vtJ05lTQtN/X30LGjljweOkPb1ZGJTnfju/nruipez/d0qXv4whR37enG2jJO2KpwzH1xl2YOTKGs1Y6xsxbIkFevxAjweiuKx+7z5o6KNqB4l15ycGczvYvUDvvxzsJ4svYUGo5z7o8a5pAyhd3cBJRZXZodY+P7rWha/OoNLp1qZEDjw5EN+nG12ZHmUma9/72TDeymceP4E2c9NY3+xleDxfhZvSOaD1J954tfFdBW1wcAwZZ4huLe14ZYUgKamhgsO/kxRDOMa5MqlBgGhjnpCLDoUYisnnKIIz7mM471ZXD9Sh8tkDc/GjvLiunzuv/gkZ185iSB061tWr4eepeOHr/Fa8wAdP3+H+8KldgWzvrbartmzwTRDRdftJ6RtoGh+fxvqJcvtxWdnPN7+0K7Z85mfhmaGN2qHYlpNCxi6co6IdBF9ZGO5tgtJ6lwac7SkZdbTdEzL0OynCNZ+R2n9FCICjBjG+hBEJWLae4jRO18nouYjCnum4iobQOU0DlExjO45yMSqt0gQfculnGiisicQ2mIuchzJzG6kxPQwTrc+RZQ8j87L1YTEyxlTeWO9ehzt9I3EG76jSZnNWE0pSosaS6SapP+8QME9g0ypHufK711YLFYO/jCZzS6+XHk9j1Vb/OgoGMI6YsHP7z2SK6pIipmMSCZC29PFoK6XMWz7Gh2xOILZKsSMAJ1ukEHzAM2LR/Abq6NFNE7jlx3IM0KRxoxw/ccuNL6R1J6sokPkzGOzpXz/4W02v5vIV2fGcBocxHNhLIN/5hKc6ofNl+j2iBuWYTW1uT0YvcXcv9CfT9af4tEl4Xx9bBhXwzAh88Kp+LGADz+Jp3VIwEhFJ4aZUzj/7mX61F48kSliZMjIiJcHF7tkrI8zcK5WgMHTnXv8dFwp1pO4NJxtGwr4ZksIn+zqxuLhikQs4H6vPna2u2FCyJqQEU40S+kxOyLq6OOtJ7x58tUqFj2dyFjPEILbjWg+eYDzMz7k6XdSKGwVUFo8wPT5AQyfK6MgJN7WA56zjpSW2VNLbTq8gJfeoHbDk3jd/5AdqvB+eB29B/filJCC2FNtJ/Rt/hFbdp/NOG47DQ1fb8Z3w504jVvpvnYWY/qzuBX+jHB6PDWXrLgKbuKUsQhHfR9yeS1NhjW4yyro+/MoDvdsJK7/O67UJyEz1hMc6Y9FraL6uz24rt9MSM8f3GiKQ2msxCciDKGHE5W/HEZx5wtIyn/FZfoy+vNOo85MYrzOjKHrKtYZTxMv2E0N2Uiv7sYyY559mjddO8L41Gcx5e1CnngXYfLDCP7+CtdHPIk9M8wnmxuwJZFc/DueB0scOPJRJc9860fJ/l7CF7thGXSiIuxnVvo/Rk9tHA65PST6RNBzu4cBQSteQUFYaxwZ8+xF6ipG2C+lddUw/VcbCZwv5MjHrdzxRgRNuVbyXi1k0gfxpCZZ+XVdPUuT1Ly3vYL7Xkvi2Jlee6uzYJ4XRz69wTOvxnD0tgVxQweS7BgmzRPRWSNmxawJXpl6iYWvpZF3vJFRBwkPr/Tgq9cK2PhmNDtyzXj2dSGdE4/1TBEPvZKAp8TMgZ21XMjT8tCHWRytFDLXbwxTQzchwQoujqkZPFvOih13cGHLWVLfXULxG0fIuiOEnAYhk3VtVIVHIy+4TaVvKNH9zSg0zkRN9eTT+0+wMf8R9nx2k1apO3PCrFTsLmbllgy2byljYaYLZUMSZnuMUCfzxKGmFcE8fbG1ZZctQEaANCCAupc2MFJeiiw4lJTSOhq3bkRli+CQyXCJyWZsuAntpYt2g7lNRqVo2Ydq5jx7bxUfXUGT61O4VH6OMCab8doxQsJqKWxIx4dcLFYZE6FpUPAjspCFKNViqg4cw2XVU3iV7aZWtQxl6x4UmnScfCU0nj6GcvmTeNzaR63LIlz79zEuTsM7SIqToZAmzR0Yr+7GYcYD+Nb9iS7i31wY12sX6UlZjmPpSUZi70VatINWQyqhWVJkbY10meKZ5vEt2uJc1LNVxOnh+//UMnFbz56vo3joTy0Ft4ZZu16Ftn6Mqc/4cPadFjy2brF/vvKj7YS/5kf9jm6Y7InVT014UD83P+tAnKxE2DKGVCUieJEfl38fIOthKee2NrP8ZX9qu90J956gtLyL5u1tTHk0nFa3UWrPDCKURTF4sphOZzUvLZby5iu3ePKtZHadH8FtbJigmaFU/lzA09/HU94voeKzWyiWJmM4f5sBLw2PpgrZ+lYZ//kolZ8P9OJkGiNtcRD/fFLAuidDOV0rQFDbTsAT2SS7jzN+tRKnVamc/+AKPg+lc+vmIL7GIVY/n8grCb+wed8SbtzSYmrrp9MmvG2qZnhGIr51NfSp3PGSW2i92YXnhgV0fniMxC2LOH7fX6jmx7HCZ5jych3CUB8utDgwLxxqO0206UVkCrqQx/hzs7AfQdi7b1tVM5fZc1psxfZfL5uL3Sba9HniGftbdhHppm2MlTWg76qxY4GulkKU6Qvx6O1CJa/gunktk0Z/wajOYFgMQ7nnMaW+SITgN4pz3fDLDECpv02LZC0R4u+ovBZDoJ+V/oFmHCZn4nhsPz3pjxLc+z1lXdMJC7YwOtCMKD6d0b/2Y77rVYK6v6akPo6YydCn60ESFovrRC6NDutwzH8f38R5WOR91Of24JURg/76GQxJrzBN+BPXSmMI9htA0/cWHVoTEVkqRIUjNOYPE/eUN9HnR3hm5yBtneO4C/TMfjMQqRW6zgyS/k4Qp3t2ElJ+L+Mi2xZxJVFpZioO9aNQOWBpmcCa7oTzhNVuFPdOc6biQB/z3gqk4ssOvBa5IvfUMNpnRirq5/buXqa94s+NPUKqvy0j4u1EMhL07P1PHdP9XPhxRwML38zi6r5qBoUyHlzmzq/brrP+xWj+vGHBo68b2cwYhg4X4jfVFx93EVeONBLxYAo1p2sZkDrxzBIl2166wdYPEvnyHwOeei2aOZGc3nKBwIxg1q9y5+fPKlheuZkph4+wt0HO1Olqdmy/yXffTWHT1ioUoR74uwuZKe5hX48rE0IRjwcOsqNVzYhRgNPgABvvc+PBt5p54d2ptF5twj9AQeGABOOgnoXuOn6oVzErwISosw8vXwX7OpxRFVex4LMlCGaNdlhvLrjXTp/9/17xJy/a4zhsyuX6N17Cb91zOCicmOF5lErDPCbqT+Dg5IIoKB33psMUt0cTliHFp+c2Je6P4F79BQPjybgmKlDrLtHk9CBuBzbQtfJ3YvU/kVsahbukB0+liYnIcDp3/I3jo+8TOfA9BRVRKETdeHs7YQ7xoefPo4jv2cRU7Q9Uu8/C3FjCQIcTmjRvTEU5jE56lAjjHq7XJRCXUoXJHE7ZFQOZ2bVU6O/Bp+g5pOJiew5fYroLgxd0ZLurqLflO1/S0e4k4FSuhLbN1/lcn0He2y0oZqrsKu+RYhd48Bvcfl6BZkMmDsYJLn10hcQVakZax4mc6UJ54TCWq8NErddw8qt2Fj7ly9Uv2vFZ4k5CohtFNxyZkjTK/vebWPFKAFfOSYlfLMFQ1sOulWU8tmkSdSEWOoqGGR0IYPxiGVp/X+6eKuK9jbd4/oPp7DzSh6PFyOLF3hz5rIhH14Vyqhoc6tsxLZyG+OwNxoJ8uCNWwBefVHHPG9M4eqwds61nW+nNt69e5cLZTO7Y1I5QKubBFCFdNf30Lcwkw9DMrKlK9pU74OCmRD5uoKeim0qTM/PUw7R5+dFT1Eq3hzeTB1pQ+ykZ03hy+q1zPHj8IS5/V8hNmQ+Px09w5rNr3PnTHXzxagFPrfXhSJmV7EAzXRo/qveVsHp7FltjvkMgD5RaQx/W0HqoD23JyP+qQVv+yoyWATuXa+v9QrNd7A9bl/A8MaKdtJR4IYrz+jcjOm4RMlUzbZebkabdSbRpH82OU7G2T+BsyKM1+BnCK3YwGj2D6n2nUK3ewOSWXeR2xuFmzsU9Ihuxm5jq3YdxufdFvMp3Um3NxM1wBql7Gp6BUsqOHMd55VMYr+7EGr6KKJ/TlBdOIiBUiqPDZSr6VuI5eBxT5CqEt/9EPG02w6WjBBueRWK14uslwSVCSsvvPYz7OZKc5UJLjg5ThASLlztNO2qRJiownNMRvy2A4s3NuMx2oVb8CIJRC/OyL9DZ4Uf3kbPE3e/JxS/b8ZrtQnOOFs8xmPJ2AFfebiHsDncMhaNIQqVEJCqpOmvGf7WMc1sbmPukD2OtEsxTPFD2tFG/s4fw57w59L2VoYN1hG9LYWrSAGdfaCDMw53zBxvxfziNllMVDDm58Fi2I2+/douN7yXy26Ux3Ia0+M8Jp/6PQjJXhKAdtVCV04zbPakMnS6lW6XmmblS3nztFm98Np2tz+Tbr+lTh1uQ+7rYTzhHpQRHDyda9GImK8do6LPw4BwlhQX9hE12obJ1gpMHW3j54B1cfnIPiWsTye+R4FVWSfSmRZxY+TNh909lhmqE/WcGiJkdxK3SIXxDVajGR7nZDjOVg/QFBVFV0seAWMEjEaP2bVl2IDryRT/Geo007ez+X0VoY0Vs12/wNDHim6fpnvomquovae6JJyTbBTftJVqcH0BWuh/vuADaBJNQN/yDNjSTtktNJKT3UGdYjaT4CxTpi9CX69F4S9BOFGDyWozw3CEGkh7Gs+kb+q1ZeGgcGGy8jjxtGZZTBxlKexy/nl+p74nHW23FJWqQytII0mIKuTG0Ck37l5ijFtF6qY34JAND8lgG8o5jSn0Jl2vP4Se5gnQc5k12otZTSO3nHZimKEhLVdFzQYclRUFNtQDHXi3qKAW9HeOMC0B/SUfKy/7U/9FDxX35pLUt5PrfXcS+koI5v4bG84Nkvx3EtS0tyOeoSExTUbS9BeFMFSKtGQetCXmcgoZDfaRsDaH67SaEmc7MjFZRIfQgwEnL1Q8bSHzDnwufD5H8fBBuJV28s/AmG7bFUB9hZqh9nNYqH8ZO3sQcpGFFipQdn1Ww8s10Tu+uwyAUccdCT37Zdp03Xov8V7Hc3YVodjymkzeQxwUw1cvIH781kv38dG6caGD1vUF8+p+rZG6axdDRG0Rn+HGhzopPkh9zZT1UtxmRpoRj2HeVgMezuJ7bQ1S6H0uCxin/8yaypxZzeUcRXo5GLogDUZZUce9qHwrOttHmYjNuwdoEK++WOnOHpxZZVw+yQDX72p3xrqtj1evT+HJ7CQtWBv13AdqqztMGGGe7cHtr0/8owrWbgzBv/IHWS612wFdasAPHGfORWGC06CLaKc/jWfUhluhZ1OWM4i4qwTHtbpyrLyNRC6nujyMrPI+m3kQsnuO4NORyo3UKgZ46RI4TWMKiGP5jD6Y1bxPc9hW3GmPRqPqRuTsiCPBn+O/jGO/aREzf9+TVx+Eh68V9ioLuWzLEo+cZn76JSf3f0u2ZhbCkAlOoj93aKdzzIklZelqv6shY6Um/ycK1L9txynRm1lQVkaUWzk8V0nBoBImLGZ2DlZhUlc0ARt1FLQapkIYcLcmvzKWGxwj440GC13pSXBKEyFBq//HGzmqZ8nYgu++pIi7JCet0JU5m6L8+TOgaD67+2sXqVwO4+lEbokwnpobI6WoUI0tXcuHtChZvDKT6Tz3Sh0JJ7G3j2tF+nKYruXbUkZZTLUx/M5HJGVpqt7fS2i6391hu92dgOH2Ldic1G2aJ2L61nGe2JvPb8QFczQaSl4aR81k+dz8QzK1eMaMlLTguTGLiQql9WBnUGtkwX8KfP9ehvCed4b+u8NDDwey+aWHZw5EwbqTgcje+H6/F9coNHIZHULtJ+PHTMrZui2HflyV4rkxGZRljQayYokYjlSI10X1N1DqqkVmNuJjHmJqq5tKBOgQz47m2u5znnwqhUupJ9bZjLHg2mW/+6PyfBfhfVZf4WSgdR/pxa58gY0c4NgjO2DFOw90niOAy9YKptF9qYnJqHx2sQnj935PN9rDSZjZTrl2BtHYnjqExCF1t+cFnGVTNY1J0Kx21KgQhMcSM7eVycQRKUyXekyYh9FBSvWMP7o9vxL/tT25r05Dr8ggOj8HkKadqzylUdz9PWO1vtEcsxHx1N7L0fzlnv1unqIp/kpjRg1QpF2HJ/w11/k+k/8ePy1+0cfezflxr0FN0uI+4xe7MDleQ83cPvo96UXZkFNT/BinKpQLCkp2xCMAsgIa9vQSnq7hY8wBiySB+E3vpPj1I6rtB3Hq3FZcZzhiEoM+1nV6+NF0bRi8CSf4Ikc/5cOLDFuLvUNN8ahCfqU4oNWL8+h3pyHDh6tZy0tZ44t5uZjgzEA/zCLU/NeN9vwfHPm8j480EvG4M8mJ2Llu3R1MdYwtEElCR44Hx6HWck4NI9offv60m8+UMyo5V0SdxZt09Gn47P0rSQ1OobxnDcrQATWoQA7uuEJHhz8iohUac8LgjCW1VN4EWHVJ3BSdePsWL70/j6oACwYSRwDgPhvblE3jfNDrOV+Ed7saNXjHxGivDLm5EDbZQYVER7qinwOyBY1s3MQlulF9p5Y5ZrvRaHDnwYSGpl1/DuPl3Gv1DSQoRk7PjJut3zGfbukt4T/H5/xeg7WEs+TyM+c/4UvxJG5oFrozeGKEtcBojqe+jLr+EdLKE0vpYNMMnkSTMwmgds+vzJqa9QbTjr+ReDLNfz44NN9AHrkDjeILSi0qmzxji5tkeFAsewq1oH/XqpUSEHaHzZhLqEEc6C3KQzb4ft4L9NAatxku7l57hREJDZHTcvoQseyX+whxqzXciyvsa1xmLMDFO19XbqNJnISvYiuifS6S8H0Tzt13MeljD8UItPZd0pD3hQ6ZEzM97u5i00AboKqnt7UVqsRITpUSnETFYOkrfoNH+3dvzbSzOEE1PVxL23WSEU5WYAZHWnUnzjRR92oZrohKD4t+TMnyWC9qzWlK2BFLxQRtOc1RY6sYxCWHCS4zuoo6ELWHUfdyINFVJlIODPfa3xUVO7zcVhD/lzZmtbURum0pafSslnQbaTGZqdlnoqNUxd1MsJVfbCZk1ne7KXqw369B6eeFwroiJAG/uSRbyzvZK1m6cysGTPfY/1fLFGva+f51nX4jkcIkZ5/ZOQu+Mp+xAGYGT3WnUCRnr0LLs7mA+eSmfZRvTifASYOjQYvH35HqTxS6QPVsDznIhqoF+suZ4s/tUP9ZgDcG6bopqxnj4g0z2rPidDduSeL/KHff+HpY8MImLzx0i8JnZBLY1oO83UO3mT1u7ganJrjjVNv7vArTFAG44E8+4EJQlBoKf9ibvqpboCDldhweoiHwYyeRpOIs8cDblU9SZQahvA45WV9qVkxHlfcGAMMueWiDrvkq7+ml8+/7A7BWKyCKjJl+Hv48RQ38joqRZjO3bx/iKlwnq+5pK3XTCvMcZ7epAEBnP2J7DjK16ncj2b7neFI2bvI/oWBGtkkBGzh1nYuYm3Mq+plEXx+RsA15nXsah00jAQ7Yc40G8l7txuUDH0HktM7YEkjEAfxRrEbiLaNVJiPE301WuR6lwQDVHRc85Lc6+EpSRMtQGBV3yUSrOhqJ1WsHslE+4ubmZwNdT0Q0OUfdzOVlP+nB7Ty9OajGT57hw4ZsOZm4OpOjtFhxnqZCbrEzUjuGZraL47x7mvxnIjXdacMhS4ekgIFIloTQuiPK3rrN4sz8tv3Qje2wyPsMGhoq66FIJ6TqrJfLVMDT546yfeZl3Pkrk89PjuA0N4rUolt5duYRM80Uud+DW2WYCH5xB36lS2hXuPLdYwZZXinjj3SS+/WfEzpIkzfDi3K+3iX58Bn0Hb7Dq3mC+vWxCODHBc/Ok/PhjA25rM5jtOoQ8xIOjt4yESceIZQC1yoGTDkEoT+URuHk5FXtLGNB483ziGJ++ks+yf9azd91h0tPUtIhVtN7s5LnVbuw5o2XA1d2uhlkdPs6fdXLifQS4drT/zwK0/es3nY6n9MsO9MlyVCboKhklaoU79c1jJGS6cGNLM0MbD9kxPmPYGsJ8zlOWo8AzI4FwUzGN4nDcxwaw1F2nIeplItq/oi8gg/aiMVy4QVCAmGvlk1BJulFrlBDsS88fhxGt2URs/w9cbUxGNl5DSGwIFpWChgP/IL/zWYJb/+BmVyJxM5ooveDKpAwPjG1X6FTcz0zxZnTHzmMWQtAsFy7+1kXiOg2jlQYM14aJfc2fpMoJfu8z2CcugYOSaUkOXP+5E5m3I16r3FGYYdQBvEes3K4IRJ3SgnPtONcDN+AkbKTvnR+Z/qIfuV+24xkuwzVSTuHBXpJXemDunKC/aIT4V/yo+K4Th2i5bQkmozk64l/w5cTnbSx93Iein7pwSv/3ip/u5UVrpJicbWUsXO9D0999xK4PpsdBief5BgYnS7n0UyfT34olsGiIcuEI/UMOXNneZ2vRmD3XBvUU8fTL0RwqtiCtb0EwOxHTqRt2/0aWv4nff220O9OuHa1nxMaSrPZi59F+1iZYuHiuC/nyFCq+vsTTr8Sw60gvZjcV8yIFFF9sxWn5VBpudPHBO5N5/Yk8Fj0zhcoWI8HtDXi/u4bjqR+z8fssyuv0FF7rJ3ZxOI05DdT5h7FguJohlSuSiXGqFBrCHEZoGgCVowV5exfWqZPQnylhOGPKfxfg839ORjxJhu6CjoQXfCn+rB2SFSgGzJgcYFzlwFDeMNNe86fkNxGNd51DU/8lUo8pDLkq8Rkpok6+jJHcE4RlKejpncZE1V6c0+dgahwnJLCUYus6xIIhfCr/oHxiBurx00h9slH5SBi0ZfWp1+BVupta9+W4dh5AqErBzduRjvrLiBPW4Nl3mprRmYQ4HWPcPY36S4M8Mncb17Y345OuwsFdxO1DfWQ8qKGtdITBCj3pL/sjuKDjpsS2KBCkJilBsyR0f9PNWLQUv0QlTRWjeKU7031Oi8pfgmySDO8OEx0+Ik6N5BB/OR6jUkj9RS2zNiXTvLsCY7+R6Ls9KPq9G3mKkx2wrvmrh8hFboyrRZgLRoj5jy85b7cQsswNfekoTt4SBqUCRv/RkvheCNe2NBC0zJ2JEj0Zy9RcV/ui+76KmHUqzmxrZubmaAxFBny9x8hr0NsdbmHPehNUL2bN9Es89moCe/LGcNYPEzU/jPKf8rnj3hBKugR05DXhviqFsfO2wcObh6fCtm3lRCZ74T7JA4kIBso6mbIsnJ/eLOC+97KoOFCGZ7wPPToz4019vPXNDDYsPsmGyv9Q8O55dEIpnhHuNB+4xUPPTmbH3524BagYMQt5MGyUXSN+BI0NECE30DgipsLkjKa3k1WLPdjyfSeP3+dDR9c4dWdrifnzSUae/h5BbIaLddk3YYxeG0EcJGFYBIL8EWJf9OPou82kP6ih8u8ePKY7oReCxt0Rl3AZl3MTEKQ9bFe2yE3XGEt6hqiyn+mLjqemQMDUwDK0njMZG+9irLIIy5T1RGi/paLMijJrOabTBxlJXY9f1w5adVMJ9LWg1bUhiEpDdPQAA7OfIqTjC253p+KvmcCob0cUPwOZpYAu6wM4n3uOuUtLKX67BUm2yt6b6S7pmPmiH8W/dCMPlJC4wI22izr63IVYB0z0FelJftWXm++2Is1wtp9StldItgoPnQP9KjN9N0fQDpnt75XkTUEelE6y+ktu7+/FM9WJFmM8ir5CZAYr4xV6Itd7U/xuK44Zznboxt1VRPmBPua/FUj5lx2YEhVIR8wYOo2oU5S0nBgg7VV/bmxvRZTljOOwmThfBf3xXlx6v5ZFr3tw+91Wpr0SQtuYK+HDPVyq1WK6Okz060E4nhtmOFTI7VYV19+sZkToyKMrPfh2cyEvvjGZ365ZcenuRjE7Bt3+a4Sm+ePh4sClQw1EPjCVUaEjI0cLSc/yYk+ZEIvByHOrXPlieylBj2egP3SN2Uv92VsqwDw8xgs/z+PUSycZio/kPo9eRkbN9Du7cr5TzrrJenI7RNQPCskwteOeGkLexU7aPf1YKWwiv1tC9oMx/LTiL978awEfnxq37z5ZM9uZnO0XyNw6H8HnPWnWf75pZ8V//LnxVTsO6U5IbU+mdhz3OSqu7exm8SsBXHi7GbcFLkjMIDRB0BwXfjuzheyZtRSb1iHJ344ifYkdgqCpkGrhXKYEF9B304HRxFTGrh7AnLoBaek+5O4yCPBDv/sIY6vfIlr3I/lV0cusKEYAACAASURBVLiKu/D2lNkb6tYf/0L66PtED3xPbkU0Sod2AsL8mdA4wY4NZD9goeS2FaFlFM9MH/rerybmVT+K32/FZbozU9JU9uIbtQ02V4ewGK0kPOLLhbcb8FvgimDMSliWyl6Axi4zE74OGCoMqEOliBwE6B2gbOxllN2XUI3koIyRU/ZOK6mvBnHuzXo85rnY+XNZ3jARr/pR91M3Jm8xrTeGyXjOl4Iv2lHPdkFoBWG5Ht873Mn5sZNFz/lR/lMX1hQlctvv7BRAZIKek583s3C9hmuftBH9kBd6vyDE17tRhE5w+tt25m0OpfGYmckZJq7fNuJYYVv7qiJ2SMmj8y6z4YNUft/XiRgLi1cFcnB7Hk88M8kuYnBsaMe8cBoOJ/IZ0VvwXJVMzS8FPPtaDF8e0mKVOHJ/soBjexpxvzuVpl9yWfdCDD8dGyBuqidxSe5YmropNbvgJTYS4C3hco2JZD/sQeaZU5RcHnWxn4xzf1hNyfZ/MCVHEisdpuxwJdG/rePgkp/JWBWGxtWBi2c6ue8uX37PMyF49pdIq3OSkqq9vWRvDaL6yw4mEuWIB0yMa804x8qpO9jP7HeCKNrajHSmConWjGjCijRFxXX1OeIcdlFSEo0qXsHwlfMYZ7yIZuAH6it88M/yJ9h0i2qHmUT1fEiJcgtqx1IsfVLEnkqaCm4gSb2X+KFDXOlIIiLuEvqGBBTejtTsP4rq7g243thFs3opmUHHsVz8EVmQhML9vcQuccfaa6TnxjDTX/WnqVbMUG8/WdNVDJwaRLTUlfIdXVg1YjxW+HJ1WzVTVqjRN44RscwdocnKuFiAsXMCi68jgsZxlH4SO1U3IhFwciSHJcNpTIxb7LeDzAxFX2pJ3OBC4+cdCOMVjDjAQMEQU+71pObkILFPaGj+uRvHIClDIhg7pyV5SyBn3m4meY0nrf8M4hIjZ1gkQJI/zOSX/Lj9ezeu05yoO95PwlIvRFFqSvaPkLbCwtH3mrnnlQAKS51ITjBSeL2PictaEp71pSdXh0+WikvXXbn51k1GVC48munIu5uK2fpxEt+cHMVlREfo3DBqdhWy4oO5NJ2uoql8gLAVMRx88xLrtk/n3KFmlD5OeDoJ6KrqI3x5DH+/dpH1782g4Gg9CY+mEGjo40SfC2nyQc4UGXji9QQOv/APKc+kcrTYROjEAHc9F88HM3fyxM7l1N7sRlvXT7ePL34tjSimhaOub+CywY0YPwdc3CRc6JIh2PBzpFXsL0EvE+BwY5Tw9d525UfoYjf0xaM4B0oYkgoYzxkiaaM/595uIeFuD4bzhnEIkdBCAjXWdYSlixjLPcHw9G32hAKPjLn2SVpQcApdytOY83chnbECt8KDNPiuwmd4H3pLMh5eEtrK85FnLEZ+5QTd6etRl37AUPwTKJoqGNPWIErIJnTkCjXfbiV2SzY9O8uJmSum+mg/IomAkDmu9tMlcK4L86aoKM8ZwXm+ksbjBsadx5GmeNL4Wxvp97hRtbuXoDmuCCdJGRhNYKLsCpppTnj0m+l3d2CkXE9XrxHHtHsZtfoRPfQNYjcRvbZpOVZOnzEAw+f5RD3tQ8W3nUijZDiHSbn2dw+xy90pO9RPWKgMRYKC6n19zNwaSMn2VoRZzsiGzZjHLEx4iNBfGSJlYwBlH7ShmK3CVD/GhJcLM9KkXPx7mMQHFNz6oJW4tZ6Mm9VIVUJGerroONpv7y3zfxpi9holeYVinI19DEsFZPUpeeXZG6x4PZWTB5oxCMXcs0TN95sKeHNjFG9sLufxF2PIaxFi6hzgjtWBfPV6AbM2ZtN94AbJM3250CpmvFPLilmu/PVNBZOfy2LsyDUWfLiIy4fq8E30YanfKN9sKSLxwmv0PvcLxlBfPMLcOPVzOZ9tj2TrV82Ifd1xFFp5IFDH7iYl41YhjwQO8kuzK6NCMfKefjY96Yvg464Z1u4jA4xESBBZQXdliLinfDj9dTtzHtZw67duVFnOiK1gLRoldK0nZ7/tYMVL/lz/rA1xpjOmlI/oq+9FHzKfkLHddMvT7LhYVFQpXepncL76LqL0BZiqaxFEJWA6dJiRZa8T2fkd1xui0KgGkcvNWMPD6PtpH4KH3yFy8FeulQfjJutFfflVst8IoPiKDmOOjqTNAbQenkC5eBL9JaV0GgJJTjWTPK7jaL6Q0NlCqi5KmRC34T9jEsMXmwmaI+XW6XEUkjE0s1WMjsTgIS3D0mOkqmaUoGwXes/rcPZ1RD5JRsXQW6iVRxm+koPMbLXzvZZyA/IoGc03hqk7MUDWOm8arw0x0jRO8iMazn3ShtccFf4hMnJ/6eKuVwK4+kkbogxn+3XbXzBE9Fov+3S7+I0ASt5vRZDljNIsoFPoR3acloqTOiLvcaNgazMuS1yJifOmolFMtO8AJz9vZc6mQPJ3m4ld48bQtS50NUOIo+W41E/gttqd3Bwvat+8RL/ak2dmidn+ZikPb5rK3yd68ckMw7Qvl9UPhPDFmQl7GsJTc6X8/XMd7vfOYMBm67w7iD+vjiOQSdgwz5FfvqtBc1cKhlM32bQjm1+KHRiu6yVrcSDtOy5SmzaD5RN1dBkc6HN2o1LnyDQ/K5KhIYq1EiKtWoxh/ozcaGDA3w+3zk7cPKSEZAXz40NHESzdHGTN3hrI4bVVRD2mQTZmpbt0lID5rpTv72X+liAaPm5HP02Bk8HKRK9tLYGCmn29zNsaxO2vOjAnKeiI2MdIxQmUqfPpvlBD3BwtFf0rUFZ+i3zGv4zF0PXbaEJCsLopaNx9Evk9G4js+pO8ljicTGVoQqJw8FKg7czD6LMW513rCA2qQicD0dUReromyPwshNLtLThmqTBhZTBHR9aL/qQahey6ZsYrK5hbFxzw8SjFLTID7bkaQlboYdSLTicJToIWNHorXXIBVT90kZLpwlCU1F4gtiHLa9hKyfF+SpcVsbQxEybL7Ce5T5+ZDrUDbbt6iM9woXPcbD/1Ama7IJ+AhrMDzHonmCNP1eKocSRmhTttZ7T4Jjsx5ADWvGGiN/hw6qNWpt3lyeDlIQQREiaEAky5QyS+4Ieu3Iyjn5WSX7uQzHAhOVZJ5TURYfOEHH6njuXP+9NwyYrbEg3S+lYajg0Qcpea2wf7mPZUAB2VbvT219h7eKfLZnb9ZFtok07xoSoGJUpCdJ3Il6WQ9+551m9M5OTpbsbcXJkbYqamoAPpvEQufXCJ1z+dzt6/mpB7OxPoCnXlWuLvnExOTi8r5ruT1ycjUt9N0GQ3aiq0yLycaBgAf5WAzkGzXSyx90g3cdO9GBwY59zJdh48cC/FD//CrIdiONctp/rjs0jvTEXwtSnLeuvjNlyTlZidHGja10fqR8Hkv9pI4iMaCr7rYNEnoVz/qI3AJW7o8oZRBUnokQiQFOsJfULDmfda8Fo0m+7odzHVncc5SsnEcAyBkhxyi6IJmipETR+3O+Nw6diPg2oqal8J9ZfPoljwIMprh2jzXkKIpp6W2w6ExrljuPIx05Oq6a5LZMSSj9VqITJOSUlBGO5ZKkav56DUhuC7bIDsTgu/Vg9hVosZHjAyOUJOd5kemb8ET29Hcr9qx32WCiexEFOfCY/FrkzUjaEOlmI1WGi/PYpzqhP9p7W4RMho8VuLw5CUAPed9OcOYdKb8ZrnylitAWWYDMWgmZs2Wu8+Ty5sacZj/r8DieXyEAkb/am+NoSkw4h+woLJx5HBC1qy3grk5iftiKcpEbdNIJIL0bs6QOEosS/4cmlLM6Er1RiKR+kP9mRq+ASiKgHDs+QUvllH1F0eBFkldEb6EmjspPDrdiJf8uPg250s3DwJRcUojT0Ddj47rs+KZaGKG/me1Lx5iYkQX+6IhqPFRsbaB8la6M/Xm67z4KezqdlXjCZSTb3OAVO3jlVrAvnklWvM25hFz5GbJGT6crFVhKFDx9qVXoxZhVSMyolkEEWMHyUlWvqNIpKF/XRoLYTcEU/b12cJfSqbcxd70cqd2b7EgReWnuDh4w9Q+EcprblNqLIj0R25geCZL8Ktprh/gdOuU4Os2BrM+U9aUUfLcYuUc2VPD3GL3Gi+omN42Myyh7zpLxim08sBRwsM5g0R+5g3577vIOzhF+k1RzPh7cnQlbOMeS8mOKKB5pxuArK9mTjbQF/WE4S0fkKL5wYkTeeRuAoweQcz8uceLGs24ZP7LNLq0/jNdaGzfYL4mS5UfdSG0QaB5GiZtMAVkc6CUCIkOMMZzTU9JTPkdOVosVSOEfeIF4UfteGRpMTBS8yto/1MWe6OqW0CTawCib+EjpsjuExV0pijs696tQHwPu0menxEtBQM0Z7wA5GS7+i9fIvJMQp7sZRdH7Jf0zZPi1QqxHv6/2nuvOOrKtN9/929l+ydXukBAgQIJSR0EcXeRh3HGdvoOPYOAipWFHUGe5mijr0r9kJJQg+hBgIhAdJ7snsv9/O+G+ecc885c2fOPXfuWf/oh5219trvetZTfr/f87xWjj3SxvjlBexd3YZtloWQSkHfBhejyq24GoPknZ5G3Tu9LFlRRO3qVtTzbJijSfoO+ilalMb+D/o44/4iDj7XSXiKCWMwQUyThjXTz/C4keAkJXUPt6Cbb6VymJH2WBrmYbDjicPMWlbA5jW9FN1byrimE+zd7SWYqUa/J8DIW/IJhkbQe2gPhq4oHZsU7P6mmblnFvFFAyR9Qe74mUOG5/E3zKbr7e1y8NArm+PEPUFuPdPEn19pwnrZbHzvbeay68ex9suUdEqE5ZjNzFe9NgyNJ7hyWRmvPbGbxZeORhcKUf/uXrLfvo3my55j6kXjMZo1vPVJN3ffNop7b62V/Ttnn5nDG4/t4qbbx6G4bmNpUuR3ip0+Rt2dz677W8heYJNhQ0iVFl6fy6HvBglHkow5w8G217rInmuTSpjmD/s57YVRfLPoAPM3TKRm5Qm0Kz5jvLuWWsuFjA9/xqArj8HsUdg6mojkZdH7+rsofrWa4t5X2H5kHBZ1JwXjhhFzGIk+/lvyFodQtUfRGpXoz0jD914/Y36ewf6GABPGGmne5MbfFabykkz6N7hpMoE6miQscLIVBdQLXHCujYgSBqrdVFyfS+On/Yy+NhvaIhw9HpRtm5ZAkrhegSYBXUcCGMWebVvcFE+18WXiY87WX0hICaFjIcKBhCxALDEVCoXYFwR6jwQwlRhpWN3O1Ftz2fNcJ84SI8ksDQe+HuScOwv46qk2Fv8ml71/6MY6x0pMkSRa5WHirXl8+Uw7C6/Nof4P3TjmpkSvyv0Bii5yotXngLKXhle7iM20UOTQYA8Z6Z2ezo4H6zjjjnw8X3iIXjaG0WEPh95twzzfxpY3upn9wDgcjWp2d7ViiKswdIVQTDTS3juS9b/8jJvvKeHFz1341Tp+MTFBbXUXpgtmcvSlaq68tYT3v+hDkeNg7gg4uKkVxwXT2fzYBq5dNoV1X3WRzExj7BgzGr2aRVdP5JaRL/HZwYt54cNBqZoR+4awYS9Z509lcONhzMOdHPJo6flqP12GNG5eoObB+/az4tGpvPitH8Utn09MBptCTLw5l6O/7yA8w4RKbmHlZtaqIhqf7cQ03kgyQ83+dQNM/1kGrmMh+vb6KL8jnz3PdqCbZZEsg2e9m3GrKvg29DYl6j/RywTiSZ3cwGawqoP00YtR2tUc+WQd9ktuw7FHwCvnYGt7g/za1ym7p4CdNS4mTrZw8C89jL4pl9YaF0mhLlmaz4En27GXmimbb+fEJje+XLGlQ0jeT9mNuWxf045xrlXef2CDm6kPFLL/8TZGrSjAKJp3IwmCgzGSBVrE/jqEEmBQkggnCRgVKDsiNGVch9WXJN3xBgYRFoZiBHxxlEU6+dJpw0miWgVKTxx/mgpNb5QfX+hk7lXZtGx04fPGWXhVDj8+0y77TcJHgtiytLhFyP3WRdkjRWxe1ULRuU6Ce3wIBELIvuJVHiavLOCHh1qYemkmnRtcqMfZiCmjnJ7lZO84A7tW1TPzF1kk9vgpOLeIIbUS95+Okv2LDL5c08aUB6cx5WA3+zwB+sJJdHU+Jvw6mwHDCHTuJtob7byy6BuueXgWWz89iq04G70qQfehPmafN4I/3r+D89ecSvO7dWRNyqHLB6ET/ZxyViEvPlDL4pXz6PlyP3nj05l6QTHr/3yAq19awlNXf0fOjEImWUKofX68Odlsbldx+Ug/HzVp0f5Qi7I4n5lj9fzxyf2cc9cMtn3TglepQ3HNK8XJUUvS2PzHbvIW2CTW5av2MOX+QvY+JMSVqV2QBOwy87oc9v2lB/MwHTnTrVT9qYui+TaMoSTBWh8ly/JlOLIu/yUt0fPlebmK7TTEr5L/PybyInW7yyisMODbvQ/tlPmYX13KmNsGGNjoIrY/QOG5Tqrf6Ob8ewo5sLaDtHvz8f3o4uC7fYy5PJOKWTZZrSpmm9n7Zi8mp5rM6Ra2vNXDqFPT0AYTDG7xMG1FIbXCGy6wyhDbX+cjf5QBpVkld60URnhskxurRUV6mZl0T4IBq5Kqpmdwti2lZEGIoT1+hpeYiKtgqEeJOjchq3shXhDf6YzCoAbZfLX17R5GnmpHF0iib4kwMEqLLSKA2hACZ235epAFywvZ+WALulNsaH0Jwh0R0qabOfrZAAtFjiiKq/k2DL44Zo2GXm2C8rEj8GQOsXd1C/ZFduyuBMXTHOx1ZjD45B4m3JlD7eo2xi+bRMYxF64hL0cDMbR1AYpvyyfDZeNgVwcBsvH19TJmTgYfz6rG9rMK3B9spXJRHh83qAi4Qtx5oY3n1xwk/ep5RD/czOkXDuM9MbfQH+bWcyxyi4bi38ym/c2tXHtjMV8Fs6Rsf+Z0B5pDx/gilMPZjiFCI/LZtnOIDKeG3c9t5oLLR3KoX0n31uOoz69A8f0uejOy+e1cNYq768qS9Z8PMP3STIYagzLklFybze5nO9BXpDyboIFKBQf8+w4Mk01EDAqO/eBiyoXpDNUHcHeFKbsim63PdOA8xSaJ/RMVr5OlqqUhci0ztY+wvwaCM1cyxvsmJ7pGkqbrYbJpDTWvdcvv3vpBLyPm2ciqD+GZZiRW42XMnXk0fzNEzKYkFoNTZtpo+agf3S/SObi6DeNMCzGjkubvhphzZTbdAhLpjTL1ymw2iDx2gY3R8+xkt0ToGCYMzoU+qSB3gY3OGjdjZ1ilCvxwU0Aa6YkNCVrL32KR4Vdojobwj9HLPNGQSJK90E6kPoBtrBH3iRDt7SF5jpTiZ2rJLNRT9XQb9nk2CVkJPaHw3JOuy+GL59pZckseDa92oyi3oEkkcW/zUvzLTDb9uZuzb8+ndm0H+nkpuMa7y0fxZZn4sieQFTtC60vdDE0xSLim2GKkeUYhe1bVcu7KfA490cb4e8bgSZix7zzGEU2SnvUuSlYUk7ktQJPWT5/XyCUTdXzXNIAinsuwch9VNzczZB/FsTe2c909k3jp435UNhM/m6rk63eO4rh4Fsf/uJkrbinh7W+HCBsNnD0qzoFt3TIs73u+hjsfnMI3LVqGFdsxnuigT2MmpNFyqKqN02aYePWxPTzwRBl/rApj6e4l7fRJDL2/FcfkfIbZEvz4eSuKCRW25LVfTGDvaz1YRujJnmpm02vdDF9gxxBMEBCebWk+DU93kJhlTnnDjW7mCNnRc50Y8rTYxhrY+Uk/E890EOmI4DocoPy2ItZFv2KY7k2ORq5msGYz8+eeoDFxPtnVt2BKOyANZ/KF6QQOB3F3RZh+TTY1v2vHOtcqMcmOjweY9fxIml7ukttYfftyJ8W35rL7sVaJP4rDX+1hlugue65DFk2G4Xp2ftRHyRkOiseaOPzDINkXpssc11xmxquCPFeCDrsS19dDGCwqdHOskkLcHb9SXlP//hoKfpmJoylMaLiOkApsUR1DmjDNf+5h0nw7/hE6zCJaqCCjPcq+GhcjL8lg34OtGOZbafugn0XPjWLTwy2UXJzBYI1H9of4NAo0232U3JbLV4+3MvnCDMmAFE634BYzAas8lN1dwLdPtFJxRTbxXT6G0lUSIhqRMRzF2Ag/PHyIxdfncvzdPmZfk8N+Sy7Gz5uxVGr56sUOlqwcg/d7H87xSfYej6Dcmbq3rq1+Rp9lZ8vbUSxjgxKu8e5P56P7NnHNo5Ws/6AJS54Vu1FBT+MAY84cx7srqrj+iUpqPztKxth0kkolvQ39LDy3iJdX7eLs1y8he9M2vKfMoG9XK4cbPNy0QMOKFQe4bmUZb307hDYZ58zzCvlGtIfeWMxnhxXEDrSQcfrElBrmzFvzKT7LSUCroGW9S4o4j21x4xbe5PJMtj7bKfMZ4dliu/yMvDtPLrR5foqA79rgZu5vcmiSzISSnIV2ql/vZvJ953Ikch3s+ALlzNNINnnJ7b9FJuMDm9wsEG/+q12YCnQ4J5rY8WEf45c4UHni9G/3Mm1ZAY1rO8i5KJ1YlkYWJluWHSfn9DS5eNHtPsYuy+fw4+1oys2EVQo6N7qY/5tcDn0zyJg5NpKjxVixpFShJPcEGOoI4zgrDVVbBGW+Fm0oSe8BP6YZZrb3vUFF5DoSeWHS/AmGTEpCO3yE3TFsi+0Y+2PEnGqUgQT9+/yYKyz0fjFI0Xw7IYuS/s8HKTrTwb5nOhh9Rx77VrZgFue54ygCCRLDdAx+P8S0lYXsXt2GeYENZWsYsXtKIluDv8pD+cpCtjzaStp8G+q2CAaHGpdBwYTSSSisbRx9qRPzXCve3T4mz7HTOTyHxte6mHGljvUPtnDOypE0NeooyfRSdcgDm72U3ltA/bsecmdoMXUp6YwFiJlVdB7QUXmJmuYv4fXrtjJ32Xx6P6qlYnE+H9Ur0Xh9/OwUG2++2MDYm+YR+mwH80/P4806CIfi3H2+hRefOshFRx+g5xdr6TGmkW1KUP1VK+N/U0nLtw30aSzcdqGNx5bWccfDZbzynQ+H30PeqWNpfWPLv8ixrttYim+Tm9n3FbFHGFyxAfK01H3az6SznATbwiQ6Iky4JlsuMOVm6aWC27xMv6eADQ+2MEw8cIeKQ18MMv5sB/FjYQbP/j0t8VMZseNmNKoaGZ5iApRdVsCuh1pwzrER1ilo+dHFgt/kyNAeCcSZ8LMMql7oIGOeDa0wllF6DDFIm2PFdyBA70CEzN44/ZkqmkTz0DlOer4cYsq9Bex7sZOSm3LpOeBnaCgq4RMRfocXGkjP19FQ6yGz0iohFVF9ilAaPZzGnsLVpO+8VC7KcAm5uJk60UzMpKRpt5esCisnBNxz8pyMtigD+Rqaql2oE1C4QEjtW5h9VQ6HH29De7FTFi5DO7yMvSSDzX/p4bylhdSv7SAyy4IxnsTXECRjrpX9H/WzZKXIEVvRnSrErDB4KEBmhZXsCZMwqo8RXzfEAYcCayhJ3OCkqNJA9ctdzL/BKpuhKm7Mo0eRhdHtZ8DdT9tXg5TdW8SOB46Tc7aD8pIM6jd2oTpzNOo3G7D+Iov6Gj1mUw8VYzJZWVaN49IK2v5cw6VXjuTdLSEwGbj5FA1/ebWRzItm0PzGdq66q5Q3PulB6bRwwUQFf3npMLfcNY5PDirgcBuOUycQWb+XSFEuC8aqeGntYS55ZC7ffXiMgFLLjRen8+yKWq5fetIDirBTVKTnjmMzpWcz/dWzuZj/2zyOfNKPxqgke56N6r/0MOEMB0lPHE9NqlgRAobEZCMxBfR87+LM5UXUvNCBsVBHfpmZ6g8GmLDYhnIwhmuvnylCMvVEG+rZFvkwQxvdTFteKPG7zJP43b51A5Se4yTeGSE6EEOTq5XN7vFqL5PvLeBojYvchfYUjCKqTxU4D4QouDYLr04hczB9X4ykUy0LK5cGfPUBPN4YubOsUjmtydLIF6KvKUjb8N9CPM7U+BtEjUp5zpAGKTfz+OIUzbFh9CdkzqmJQcs+H+nTzBK6GVtqIWxSkhaFPi1sXNXCOfcVybCsEOH25ly+WdNGxS+zaFk3iEXMq1EpUG73Mv6mXNYJuOb6XPb/sRtrpYWoAvq/GWL2PQV8+XwHC6/Lwd6spCEi5g2CUlPIlMkeat7ppuySDJpe6cZ5tgPzqBw6dkcZVuTii5c7uWhFEds/hdEX2mmp7sSZmcuoYUN0VnvRn5ZO7/Ot2G8cS1tVN1p7OmPyXex/upNWQxHrV1dz7+9n8fE7xzHlWsmxKjh22MW0C8fx/n1VXP34HKrfPczerd0ybbHPH0dWzEvhomKOv76VeUvy8cQ1NFS14LhoBp6NDfizM7lhgYb7793LnWvKeeWDvn+riJ56TjrTbs+TDyW4w0fZ3flsX91K9kwrUauKI18PUnF5llT/Rl0xRl2WyZan2nAsTCXefd+6qFw9jO33tZC3MIUldovmb4HFfTdIIpak+GwnVS93krPAjjaexLvJzZRVRdQ/0oZujoWIWPxqD/N+m8ve93sxlBgZM8HMnpfFUB8rCsFXiyr9+hy+f6mT01YWcmKPT05R7WoMUoRC9l9Yiw3yQSpawjQfD+IwqxlRakYRSjBgUUqIReWKkzSLXWZgXeIzFvvORZWhlNCKP1sjU45kNIlSbFBtVcnFMvbFSDjUKCJJvEZFShlkURHtiRLN1UjDVQcTfP94Kxk2NSV35rPj0VbJxESPhTFZ1SkGZLOXiUvz2fpYKxmL04g2BNBla/HpFUQ3eih9oJCqB1oYfb6TgZ0+DIU6IkYFowtGYxjWR2KDl8ECNa3fDWGe5mTidAs1X0HF2VE+f/iELGwad6oZM9/C3q2tWHUFFE1wc2CnmrETwux6e5Czrshgy34PJn0Bo8a6OFCXpGgybHzGxfRsG08tFcMs59H3aR3TFxXw/TEVwW43V5+fwf131P7Uw/bX/65cW84LD+ziN0tL+WiLn/TBfkwLShhaV4dlYj4lhVq+e+8oU26ezaFPSnOjqAAAHvhJREFUDzFktv/7npDbvy/FvcXDlPtSni0+xSjFnr3Cs60sYtMz7TiLjTjHp1iS0jMcxPtiRJtCjL0hh52rWjAssskLuza4mS3Cypo2ssssxNPVHBRhQVBOx0IMNAaZeUseNatbsS6wpfC79W7KVhVx8Ol2zKVmuo4G8PdHWXhfEbvE9vaLbJgEFtcdRTPOQNfXg8xZWcTRzwfIvtApF0OEW7VawbhyG0E16H0JDu32UparZ2iUTnpdYYAi/H7/YAuTH1hEU/gaphqWpbDApqCsyMOHg6SNMaS2fO2KoMrXcrzKTWGuDtVoPfYweHRIw2ppE+fYoSOCKVsrZfdC7lW/pl2O7DAKjypCaqWVw+sGOH1FkWR4IpUW7MEknraQLJJavhykcmUh2+9vkU1NJl9CVur6EiPT8nMYzPZhqUuyJ+5FNRin35DBvCkRDv8YpeB8A9sfOcGYizNwai30ZjhIc7ej3u4ncWEaP67uZtzpZiKHQ2icKqlyytoXxHlzDns3Gkm39xJ2J+n+YYDNWzXcdqaR1/+Qat30vLOZX90wlhfXuemobv53xvfTPyx/tpLXPulFlYhz2hl5/PhcLVf8eiTVR+O49rajuqASzfo6wqKJqkz5H3fF/X5oNjVPp4BUAcNIlmF5ATvvOyELDFFJ9mxws+CGXI58O0gslGTMOQ6qXumSEIesrja6mbqqiLoHWjAKuZEihSVW/DaXujd7sGRoyJhmYcvbPYxenIbGl8BTm4J7dj/UimGBVRp+msDStOD7wc2Mh4vY/HALw85ySqjCUqjDa1Si3e6j+I48fBqkJ26sdku2Qxw/9XqIKrerIUCaN0H0ZDWv740RylTz3ffnMXaBipLoR0SF9EwJaRu9RMvN7N/hJmfuVAzKYwT3+EmfaCLQFuZYS1Dmia0bXTgztKSVGHFt92KcZZEvgHiZPFUe7HNTPSCRzV4m3ZQr+0NEuK3/czemWRb5ABK1fsZdlcXXz3dw1m35HHy1i8RMs6Q6PbU+hp/rZPN7vZxxez5DjTa6/e2YhHgikcmYEj+J5gTGMi0Hn2wnNtfKkukOao8byS+O8t3qI5yyogjPNxFazQHC8SwmLQzjPK6lI+6hr95PgUaFWSiE4iM5vGs3WTvVfPhFD4pcJ7MK4ciWNrLOm8r6Rzbh9qZaWP+zo6QyjyGrnV/O0fPE8jpWPVrKy1Uxsv0DpC8cR99HtUxaPFyySfu+bf6PDVAk5Rc8NVIKNcXbPe6GHOrXtJGsSC2Y6BupvL9IJtO2CSZUORp2f9rPtAsz8J1IsSQz7syndk27zCdFseL9wUX5w8No+H0H2lITEVMKv5v1yyz6ar14eqNMuTyTmuc7pNhAJO+6+iDH+iPkz7dJo2Cnn5JfZ/P1s+0sujaHxnf6UE8zyXuy6pSkjzTIalkk8Mf3eAmEEimsTyf+Aqn0UUWTtK534TjPIV+U4NEg3+dtxvxcMZX3Fv7VYMXDF+xEj0VB3lSL/H7rUJy9+7x49/kpvTVP5nwiT1QeDtF50CfhHq3Y63eMQRqgOpykbqdbihQmriik6qEWRpzjZGi3D2uBDr9egWKLj8l35/P9Yy1MuiSTvo0ujKMNMt/V7vQz5qZcvnmilVlXZrP/rR7yZlll7/FknZ1EaRJ9jx63zseh93qJTc1gymgFhWEzxwv1dH/STPEkC75RDna9eoLJF9nZ914fiYmFzCgOkmbLZ1tdI/pYkhFDSeLnO3D9Oc6Tt27l7NWLaHlvF8MmZ9HoUlH37oG/aXj/+sOHHp3Ei2sPs2TlHKo/apKR5uLzc3h2+U7uWjGBjw6Ava2D2KKy/7wv+IY/jSUWSzJyiYPqP3alWBLh2apShcfuVS3oT0n1Yvi2eZlxbQ6H3u1DK5qvZ1okwCo61PShJN7tHiYKPZ9E+k/id1UeKpYWUPtMB/axRozDddR90p8qPHqi9O32MfOufOKxJIdf6CI2w4Q5AoMHU1KxvR/2cdryIokJqualrilsdNgwA6oinfQese4IjU1Bymfa6NGnlkgtQnemhh0vdkqPFI5M5kjgLCbbH8H7Rh+mKzL+upbmYJIj290SappcYcerBWsEWg75sXjjWGdZ8atBdRJ4FtWuUDZ7vhoiM0tLaJqJbY+0snhZoexDUc21YBQMSH8U7VgD7d8OMUe8yKKnZL4VU3+cZCRBtFCL5wdRmBXIwsw8xyIRBZVVRcSm4lSdgfaZOnQ9ThQZA7x/ZQunvTWcXTcdZdoteRzvDDHKp8R3VgEnnjpITqXwlBp6t7rx5GhQ90RRJC1kLVIx6BpB9/7dMl9u/EM3DR1W7rrQygtrDlJwRQVDH+6gvtH/dxvfT39YvvJUghsP0GN2csNsJQ89WM/KJ8p4fp2XzJiP8ReUsPe5mv/cAMWF7q4r44Dgfy/OwH00hO9okIm/zaH2qXbMJ0WqMRFalhdQv7ZTEvZCmSuwRAEwDx0M4O+MMPXKLGrWih6JlBFHd/goXpoveywMlZYUfrfBxYLf5lL/ST96s4rhp9jZ9GoXDqOSaXcXsH1VC2mL7Wg6oxJrFDxscINbvgxCNCAwuvr61HClkjIrQUsqv8h3J2gfiqKMJomPTlmhOYoM1559frrG3YZV0cbIxDco1Qo0W7zEyy14tKmlFHNsQiUlBDbvZfw0q8ybhEePdkbIao3SN8sk3/CfrinmAC56oEjijGI/NU+6mmOr21HNMkuoZkhUvpdlUvV6N2fdWcCup9slcC2qeTGfsPBMB9vf6uGsZYUcfakbn2BAYkhxRaIzgtqi5thOD6WPlmH6ooVjlhhjigx0fjLAsNty2fSHMCOGBylekEndO23kzbHRvcuLP72AmdMCJI/CPr9X7na+2GiivUzD0OE0BjuPk96g45WP+1HbjRJeefrRv9/r/e8WWj7FinVSPhNH6HjruYOccssM9nx3Ardax6WnOVm7cier107/2wY4sdLGtesmUP9WL/p8nWRJxMKNPMWONpDAV+tj4tICDj3ZTrIixZIEazwylO1+oRNFlkbKunZ80s/Us50EOyL01fmYfW+BDM/6OamQLuT+UwQ4+0QbzmkWIhYlR74f4oz7ijhU4yL4g5uZ9xfy9WOtskvv6Ed9mKeZ5UNJT9OQN86IR6tA0xWlszkoPda4cqvMVcUR2xfAPkpP2xaPNGKZd7WGpRDgC/8mlphTe6PIQN0WwXMwgG2SEXK1sqko3ByiRVBvTi3aEqP8XmGE2miSptd7yL0uG1MMFJ44PoeK9ataGL3Iji6YlDyyJo4MqYotXibelc9Xj7Uy7dIMjn05SMZUs2yA0uz0y3EePzzWSsVDRby/+ACXvVbMsR+G0CgUjDzDwY/PdZCz0Cb7tXMGEih/5qD9TS+xgjj6hWNRrO8iqzSO+ViEvUd8jL10GLUvNuGYZUHtjROzD6e4dAhzu5Vtx1ul1xs5lEB/ThYHXkjw/vIqrnpsNjXvH2HPSXjlH3Z9/+qERddMwlt3gvjZs9D9WMtgZjbXzNHw8IMHueKuUt7f4PnbBiiuJZLisWc6ZYON6DITOVvHDg/+3iiTL8+SjdoZp9gkhxmv9TPmrjwOPNyKYW5qbkrHRjeVv87hxFeDKDSKFFj7RjfFZzpIeuN4Bc+8ooD9j7ShmWeRId210c28pYWsv+oImb/Nlg87LNoBLkqn6rVuzlhWyL4n22VIE95HpVJQUm6TXk1gder2CINKsA/X41OnVqTvOxc5i+20vtdH7s9TYVZxJIRpmI7k3gD+maa/Ll3/Lh9+XwyDSUVBWeolUfoSHN7vpSzPQN/wlHsUCvGwXkH1k22U31Mgq9ltz3Yw/dY8tj/ZJhU60UCC9rYQfSIHXllI/ZPtaETl2xhmYISW5iq3RBJa1w3KtoM9L3dhHabDXGxg+wcnmSF3HFedl8l3F7BllRAl2GQlX2AqwFnqpblKgVLhInesgcF9YcK5CrKKh9NcM0DJKUl63+mlq1AjU5SKYUW48t2c2ONAMdAscdIdT7XT1WXginPTeeCuuv8bm/t35y5+ZDG972wlZ1o+2eYkm75oYeTVFXT9eASX3vx/NkBxRcGSCM9WITzb852SM9YV6dj1aT9TznUSaBUb/gWZclMe+wVLMtMsk3BBlU2+PY+q1a3kz7QStihp+tHF9Isy8B8MSIB5/K8y/0rii4o7VONl4soCGh5vY/jyApofEbmTFYs7jscdQz1cx+AGNzNXFMofe3izm3giicWsIrcsBeKK6zj2BnEX61H64vgzU1bY9KcexlyTxdD3LkmtiUPrSRAfjGIVxlSsl5yreJnqq13y84mzcwmqA/KBW6Mw0BqS4LjoKxZH8mgIxWg9G0V1Ple0YSY58X4/i14cRd0vG5nwcBE/3n+CxW8Ws/6qRoZfkSkXPbjRw4yVhdQK2q3CIqkxMaa38hdZDO714e6IMO3X2VQ/3S57csQ58U0ept5XKFECkQKJe23fHmDO5elkxEykGbW0qNx8+fIQoyo1mGwmdMksciYPklMXZ6vXK88pd9iIj4TNOzQYWjoo6NPz0lce2quP/bcan7iY067hrnvH8/4BBTS0kbm4hMjG/USLcpg5IoWtyvmAf+sYVmTgruYZkiXRC5ZECZ0b3My5Podjnw+AXkn+HBub3+qhRAzzFqHopGc7vLYTphpT6P5GNwvuKpD8rxAxZJSY2P5xHxME/zsUkwD39Lvz2flEqnF86NNBFjw9gm8fbaH4HCfdNR4yxhllOBs90ogiXythl956P0nRQjpCD/knkzeh8H6rj2GXZTCw24dlmlkaUduH/Uw6N53+QwFUk40pTxaHg1vdZOhVZBYb8VqV2HxJ2hv99HlilJXbJJcsDiHHR6OQxpJ7gVNW0j+KKvWMdALNIQJWpSxMxBSD4lvz2LfdnRpjJ8Dz+wppWNOOeqZZ5q1C8Ft5Yy4HP+jDnKYmb7aNmte7GX6qHU0oKXnoccvyqX+oFd08qwTpI1u9TLk1j0N/6JZMk36kHl13EtVwNYNtYcI+G+POgq7NWoaSvTKilMyYjkbdiLtORWdfP45RBnTtUfLm2flirZLvH9kk2Z7/V4dj3lgy4z5GnFZMw6tbWHhmAV40HNrY8vcZoLix0rOczLwzX4bDyA4fU+/OZ8vqNnKmWwiYFBz70ZViSXZ6iXvijP5FJjWPt+IQiyn2ElnvZuZDRdStaiF9nk3mZ50b3cy/IZdj3w4RCSUYd46TjS93krdQNMAniYqpUuIhXJHFDy93cs6t+ex5oVM2z4u3Jj9Xj3ZMqrAQgK26zg8VQhpPCrYBap9uZ/qd+fi2ejBXpLxWcKcPhUVFXqZWtmKKQ2ytJWT34pgy3YbbpJBqF11PjH0nAswcb5YKGoc7QVdXGNsYg/xd9Y+3w1wLlqE4wXBCwkDu9S5m3V/EjjVtGBUKlOUp4xdRpFwUVEKsWmxEla9jv+gFPkk5Cu532q157DyZH4t7CW90U7ZSTNtqQz/dTECv5LgQXFyeJUf5RvtiTLkyi/ZdahLz0hmoasTZpSLnEgvmr93sMyYJqhSUlY7AHexmxxEr2Q3HGXFJOh/e2M6291r+X9ndv7nug8+W8/uVu7hpeSlvbfKT5erHsmjC32+A4mp3/FCKVwz0Xl7AkbWiGy7FkgxscHPK0kK2vdiBfaSBtGIDWz/qY8pZThJ9UQKHgrIjbItA909NAcShag/T7ilg++NtZJVbUKVrOPDlgGRJAkeCkjLzF2gl6xFuCWOZbqbpswEJWzAQ49AhH2oUjJpkIiK2NjrpySKfDxE7Pw2tN0HCrJSGuF3wsPcUYGiP4D/pIW29MQ40+imbapWVu/g7AdE0HvajVCmIx5OUVtgJaaCxysWYeXaa3+xl3M8zObDFRdkMGwde6CQ23STpN++eVI4qVEBnLC9k96NtaBZYKZlrZ98jrdgqrFJH2fyDi0phPJvdUj095ZIMql/sJOskNRnf6aP4nnwaHm9HV26WnPHADy5m3ZZH3RvdOHJ0FFVaqf5TNwWn2tFHkvh2CsV4IQcfOsHoSzI41hNmWFCHaY6ORI2XjlAc3UgdRWY7Xo2fhuYEXes6+er3bf8U4/vpS5Y9U8nrH/egIslZS7L5Yu2uf8wAxYWecc2WSbdzkV3mWj5RwT5QSN39LWQsSHk2Ic9acFMuzV8NkgwLlsTJesH/LrShS8LQDy6mPzIsJemaZ5XhSGCJ5b/JZfebPVizNGROMVP/bi+5ZzqINQRROjXS006aYcNnVEjAuOugnwJPUjIbopL8CY/b/lgr5csLUbdGMOVqpc7u2Bs9TPx5JvFIkpDgf4G8gQRdTqWcB61bZMPcFcWXIyaK+jGVmmToVCV1BFRhYsfCqEUj/iYXNoeG7k1uyX4IEYR+p182qn+xppWKX2Vx/PMBOWdaMCCxjweZ9HARu//SgyVLg3OqRcIsI09LQ+NN4K71MmVZAQeeaENVmSrCRLiuuLuAfS93yRCrzdOy74sByi/KINYWZuBQgCm35EnvLoxUnCN6TaauLKLqmQHyxysoW+CgTTGMREsDHW0qkof6mXx1NsGtYRrUIV5dsO+fanziyyZU5jJkS+PKuXoeXVbHI6tL/3EDFCzJRU+PlFxs6EhQKj1EIi1yFHEEhKZNKFueaCNjugVtjkYCzOWXZOJuCtIteknuKmD9AyfIOSMtBcP86GbKQ0U0P9uJusRI2Kjg6AYXF9xRyKdPtjL/6mw5vsI8x4rJoGLkZLMcnSHMSEzeUhwMoj4zBa+Ino2AXiH35RB4nDGQ6vcQh0pgfJUWOmrcEh8z9MeIO9Uytxrc4cUx04KzL8ZAhhrFiTCICllU0Fs9ZFRYia5306kVYTlKNJYkmaeVNOWke/LZ9VgrjkV2Yo0hdEJw4FCR3OZl+NJ82bpZfnEGnqNBhhqCzLgpl01PtpEmZkmL4mKzGDxUINkm8zQLUZOSxu+HmH9VNh0/uohFEowUdNwrXWQtSNGjCZGa3J0v6TcRmsNaBY6AHsdUFaEdXjpdUclN69NHsm9nPbGkHs22Pibck89To3bSciL4TzdA8YWrHprIqy8cYdE9c9j62dF/3ADFRW7801ipbBm1xMHGP/4L/yu2PZj+UBG772+R4yZE4SGmbs34dTb17/Shz9KQJfjfN7oZuThNYomDO71MXlbAlhUn5PAj8cCFMDO91ITreIi8U1Osx5KlhQSGojQfDTA+V09ylF6GTeH1BC528P1eci7PxBhOovDFSYgpVdUuxs+1o3DFOLjfR2mlXXbI5f8sXWoBx861S1nZof0+ppXb5L9ZT7PTsdHFyHlCraOjcXc/o6Za2PlQivkR4XZwt48RZzupfbeXJcsLObK2g+hMMyYBcDcHsc2w0PjZAIvuK+Lja45w5mPD5TSEPKEyjyVxnZSxHRRhenaqch8QCiAxkfbdXox2tZSMiW3Dxp/lQDkUp7/OKwemb3u4RW4dIbxeaJuXqTflUf/HLqkEF4qZxIAGfXaczNFFdL1dT+EVWViatWzpShUku37fwe51/f9fjO+nL61ccQr+jQfpszv/awYoLnT7jqk0fD1IueglORLE0xiQIz2qH2mVjdoitU9We5mwooDGZzrRTTDi1qawxLLLMumt9RIbiDHx5xlsfL6TrIUpEUN8b4Axt+VyeIsbZWeEeDRJ7gwLptEGqYUz+xLs3eWRw5MKLkinbbObkZU2KdMSYzJGjDBgHIgTyNdyaLeHSXPs8rzegwHsFhVKd1yO3tiz3S0HkqNScGK3l5xcHdH2iGzQ37PZRelMG2hU9Bzx4d7sIT5GLwUVvg2pyflfPd3GwquzOfRWL5ZZFvmZUnil63Jky+WSm/Kofa5Dqp7ju/1MviVPGrFhYSoHDlZ5mLm8kF1PteOYbEKRoZEFyZTznERaIriagsy6PpfvHm+VfTZiPeM1XtmH3Py7DrSTTcQtSg59O8S8K7LlXnaxwRjjL87gy1cHGV6pRXBBym1ext2TL/FHwzQza0/954fe/93aK8qs2CbmM65I+183wEmVdn69bgIH3upBn6cle4qF6r90S2WL+qSyZdLSAqnUFVSTOBJbUxrDOjEGrlCHc7SB2k/7mX5Bupyv0rvXx1zRD/FQCzGtgikXZTAoHv44PSUTzYRES+VovaTthBi1a4NLqnMizSHsNjUBQXttckmFc3iHD/1MM5HGEGl5WnwmpfRwQsEiBgMJbaH3QICc0QapwfvpvESdH2WZicChAF5fnOTxsKRIkoVame9OujufqgdbyF+SRrAhiDVLi8+slDNrSlcWUv1wC2MvSJeUm26YHr82xZqEqzxMur+QPQ+3kjbbKkOmEEXMvy5Xsh3RYILxF6RT9XIHmXNtpMWgq8rN9FVFsiBRz0pBN4Ob3HL82/73+tBaVBTNtsnCRwD7Gk+c3u1eZtxbgNOVSfX+RuldA9u8EhS/w75ZbjD5P+GYf+VEgnv/ARjmP7rpc24rkD9cJPnCs5ULlmSbh8hgjEk/z6DquU4yT/K/YrCRkEwdfrRNwigSRBWMh5yz3IstQys93VaBJZ7rxJmjY8MrnanZhCuPU/67EfIWJLdrU8oCQYRge3sUV75GfuZ0JRiw/8tnuT0xOrNSFfLwIBw3pMK1uF/b4RDusSkIxyHk72qwR1PKacPuAAc9kZRmsClM+jwru97ulSrn+hc6CUw2ytzS3RrCPtXM8W8GOXVFEXtWt6GcY8HkT5J0xSRA3fvNkJy+KoqVoSo38+8ooPYPXaQV6TEVG2QD1biT0x4C9X4mCRZldavEQYWtqIUC6PY89vyuHcMEI7ZCPTs+7mPa+ekSHRg8EmDmLflsfKwF+4KUDhMhn1tawNG1HWgnmUjYVXy+9Jh8yf4nHUsePfW/7gF/+iGCJRFtm9OFtxOtnMP1mIfr2fV5PzPOT8d7LIT7cICZAsN7vgPV9BT9oqz1M/rmXAk6ix7boFHBsSo3c36RJZvdc2ZZ0Q7XcezTARY/NpxDj7WRdq4D2yST9IDC84kB3nmL7Ljq/TKUWsYb/+odRWuAgCmOivbLUUbCuRraT3pO93cu0k6z07TJxfhxJqmgFg9H9I543u7Dn6OR3kaz1ceY2/NYt6aVM6/LZd/r3dhEK6gCVAeD5J7rZMOfxNDJPPa+2IWx0iJzUrfoAfl5SnBwwT2FHK1ykVApiJiVEsCe9fNMBvf48PdFmXJVNjVPtWGbn1KVR+V8mUJ2PdyKdZ5Vzi9s/dHFnGtzaNvggnCC4eems/WlDomnCtbGJXpXVhVxRHjKcrOkQAXIPf+WPOo/7kejU/DSVYf/J9mevBe7VQBpfwcT8rfufFihnnuaZ0pli3qORT44wf/OvT6Xhg/6MDjV0rNte7uXcWenWBLvZi9TVhTIaabailQSLprhBdAt+iJG35rL0Wc7sY/Q4zUridR4ZM/IpsdbKVychtWsZmyhnhNDUXo6wwwvNZPUKPA0hYhEE+RnaRlyx2Xj0oiJZlQaBX3NQaLRpASfI/EkrZ1hCn5qVO+L0nTYj6o7ikqnJJKmktstzHp4GHvELpmnp4YZ6e1q3AaFrIaFavubh1sovTCDlu8GySg1ExCOuMbLlKUFfPlYC5N/lkH7d0N0eGNkOzWygh+xOE0WJMOFsieUlIyRoB6PPNGOotws1yK02csMMXXixRTtaRipl81hEwTLNBDDs9cvU5kdj7RinJcaNayp9TNejAh5phPDWINcO9FlKKjSJ6b+9/K7/52W/H9tgOJmSk53yLnHItcR6t6Jd+ax9dFWMmdYpOhSjNGY88sserZ6UISTskNsg0iuT01hiR5RmKwqktsg2E+x0bzBRfkV2Rx4t1eGL7lxjGgHvSpLzi0875Z8tr7bw8Qbc2VeVzLHLns0DuxwUzzPzv5Xuhh/fc6/fBZMsH+Xh3Fz7fR8PoD9fKdUMo+ab5c9Hfv2eeV0B9GeOWKJQ1bdp99fRO19LegW26SmMXoiLHOzxnX9cvD5HrEl1zxrSpDgiRHP1TLwvYuKB4skV2s91Ya+O0Y4mSSaqcGgV6Lsj9G/z8eM2/PZ9bt2+fKJQ0jaRKPVgcfbME0XvHBKDTTv8ixadnpIDsWZ/KssNq9txzInNXokvlUokfKpFw36FRaZUx7/wcWca7Jl073YXHvERem8dt5B6jf/zwq9/9qA/1sMUFzwzh9KZbd/6fICDgi+s9wsQ5V7k4dKUXi80oVluB59oY69gvEQI3J7Y7LwKLsrn5qHWrAtSKk8MjK17Hm/j/NWFrF7TRuJSguGcFL2kWTOttHwcR9z7y+i/6MBTBc7Zb+FyAdFtautDxKZYMA+GMflUGGMJgloUjig+WgY32gd5kBSgtnWcJLGLW7pddT1QQovzeC7FzpYeE0Oe1/rximaoEQjfo2HCdfn8N1LnVxwWwH1f+omNtUoc0TxmyddnS2pQsGA7HioFZMwvjgEhL7vDAc73+pBpULuFyJmbCdF+nF3SjUkiqGkXknnN0PMuTmP/e/2YnWoyRLc+mvdcv6gKZrEvd3LpGUFcqKqZpY5xQtv8TL1tjz2vtKFtVCHcYyB3Z/0M26Jg6Q7TtP3g3z59D+X7fhHveP/AgDbOijlJF4UAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel solid"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="pinwheel, branches %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportDifference"><l></l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk,branches %&apos;branches&apos; branchlength %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>50</l><l>60</l><l>0</l><comment w="90" collapsed="true">this is the shortened version of the longer block that determines what shape u make</comment></custom-block></script></block-definition><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush fixa el _ del llapis a _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB(A) vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doRun"><block s="reportAttributeOf"><block s="reportListItem"><block s="reportListIndex"><block var="dimension"/><block var="✐ dimension names"/></block><block var="✐ dimension dispatch"/></block><block s="reportGet"><l><option>self</option></l></block></block><list><block var="value"/><block var="more value"/></list></block></script><scripts><comment x="460.0888671875" y="4175.599999999967" w="251.33333333333334" collapsed="false">Note to myself:  When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding &quot;unfair&quot; values, and &quot;raw HSL&quot; contains the numbers the user actually gave.  It has to be this way because in the case of HSV, there is no &quot;HSV&quot; variable; rather, we use the pen&apos;s actual remembered-by-Javascript color&apos;s HSV coordinates.  So our HSL variable has to be analogous to that.  In both cases &quot;raw&quot; means the numbers the user gave us.</comment></scripts></block-definition><block-definition s="mmap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block></block><custom-block s="mmap %repRing over %mult%l"><block var="function"/><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="✐ update HSL" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportIfElse"><block var="✐ fair?"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block><custom-block s="HSV color"></custom-block></block></block></block></block></script></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIfElse"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="pen"><comment x="0" y="0" w="226" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations>ca:$brush _ del llapis&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>size</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB vector</l></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGBA vector</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><custom-block s="RGB color"></custom-block><block s="reportNewList"><list><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB(A) hex</l></block><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="RGB color"></custom-block></block><block s="doIf"><block s="reportGreaterThan"><block s="getPenAttribute"><l><option>transparency</option></l></block><l>0</l></block><script><block s="doAddToList"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block><block var="rgb"/></block></script></block><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><custom-block s="✐ hexchar %s"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>16</l></block></block></custom-block><custom-block s="✐ hexchar %s"><block s="reportModulus"><l></l><l>16</l></block></custom-block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><block var="rgb"/></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSV vector</l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSL vector</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color number</l></block><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>color</l></block><block var="✐ color scale"/><l>not set</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color</l></block><script><block s="doReport"><custom-block s="✐ current pen color"></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSL"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSV"/></block></block></script></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSL vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ raw HSL"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSV vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block var="✐ raw HSV"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations>ca:$brush augmenta _ del llapis en _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;}&#xD;}</options></input><input type="%n"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>old</l></list></block><block s="doSetVar"><l>old</l><custom-block s="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="old"/><l>not set</l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><custom-block s="✐ set pen to crayon %s %l"><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><l/></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><list><l></l></list></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>list</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block><list><l></l></list></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="error %txt"><block s="reportJoinWords"><list><l>I don&apos;t know how to handle </l><block var="dimension"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="✐ make integer RGB" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="✐ no spaces %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="$brush color %&apos;newcolor&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%clr"></input></inputs><script><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block s="reportTextSplit"><custom-block s="substring of %txt before %txt"><custom-block s="substring of %txt after %txt"><block s="reportJoinWords"><list><block var="newcolor"/></list></block><l>(</l></custom-block><l>)</l></custom-block><l><option>csv</option></l></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="$brush mix colors %&apos;weighted colors&apos; using %&apos;flavor&apos; rules" type="reporter" category="pen"><comment x="0" y="0" w="304" collapsed="false">combines any number of colors, reporting the result of mixing them, either additively (like colored light beams) or subtractively (like paints).  If the result is too bright (additive) or too dark (subtractive), try the &quot;averaged&quot; versions, which will make the brightness more like the brightnesses of the input colors.</comment><header></header><code></code><translations>ca:$brush barreja colors _ amb criteri _&#xD;</translations><inputs><input type="%mult%obj"></input><input type="%s" readonly="true"><options>additive (light)&#xD;additive (averaged)&#xD;subtractive (ideal)&#xD;subtractive (averaged)&#xD;simulated paint&#xD;paint (sRGB corrected)</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>new</l><l>max</l><l>colors</l><l>weights</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>1</l><l/></block><l></l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doSetVar"><l>weights</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>2</l><l/></block><l>1</l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>paint</l></custom-block><script><block s="doDeclareVariables"><list><l>rho-r</l><l>rho-g</l><l>rho-b</l><l>waveforms</l></list><comment w="152.66666666666666" collapsed="true">convert RGB to waveform</comment></block><block s="doSetVar"><l>rho-r</l><block s="reportTextSplit"><l>0.021592459, 0.020293111, 0.021807906, 0.023803297, 0.025208132, 0.025414957, 0.024621282, 0.020973705, 0.015752802, 0.01116804, 0.008578277, 0.006581877, 0.005171723, 0.004545205, 0.00414512, 0.004343112, 0.005238155, 0.007251939, 0.012543656, 0.028067132, 0.091342277, 0.484081092, 0.870378324, 0.939513128, 0.960926994, 0.968623763, 0.971263883, 0.972285819, 0.971898742, 0.972691859, 0.971734812, 0.97234454, 0.97150339, 0.970857997, 0.970553866, 0.969671404</l><l>, </l></block></block><block s="doSetVar"><l>rho-g</l><block s="reportTextSplit"><l>0.010542406, 0.010878976, 0.011063512, 0.010736566, 0.011681813, 0.012434719, 0.014986907, 0.020100392, 0.030356263, 0.063388962, 0.173423837, 0.568321142, 0.827791998, 0.916560468, 0.952002841, 0.964096452, 0.970590861, 0.972502542, 0.969148203, 0.955344651, 0.892637233, 0.5003641, 0.116236717, 0.047951391, 0.027873526, 0.020057963, 0.017382174, 0.015429109, 0.01543808, 0.014546826, 0.015197773, 0.014285896, 0.015069123, 0.015506263, 0.015545797, 0.016302839</l><l>, </l></block></block><block s="doSetVar"><l>rho-b</l><block s="reportTextSplit"><l>0.967865135, 0.968827912, 0.967128582, 0.965460137, 0.963110055, 0.962150324, 0.960391811, 0.958925903, 0.953890935, 0.925442998, 0.817997886, 0.42509696, 0.167036273, 0.078894327, 0.043852038, 0.031560435, 0.024170984, 0.020245519, 0.01830814, 0.016588218, 0.01602049, 0.015554808, 0.013384959, 0.012535491, 0.011199484, 0.011318274, 0.011353953, 0.012285073, 0.012663188, 0.012761325, 0.013067426, 0.013369566, 0.013427487, 0.01363574, 0.013893597, 0.014025757</l><l>, </l></block></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block></autolambda><list></list></block><block var="colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>0.04045</l></block><block s="reportQuotient"><l></l><l>12.92</l></block><block s="reportPower"><block s="reportQuotient"><block s="reportVariadicSum"><list><l></l><l>0.055</l></list></block><l>1.055</l></block><l>2.4</l></block></block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block var="waveforms"/></block></block></script></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block><list><l/><block s="reportNewList"><list><block var="rho-r"/><block var="rho-g"/><block var="rho-b"/></list></block></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="waveforms"/></block></block><block s="doDeclareVariables"><list><l>sum of weights</l><l>combined waveform</l></list><comment w="214" collapsed="true">weighted geometric mean of waveforms</comment></block><block s="doSetVar"><l>sum of weights</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>combined waveform</l><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportPower"><l></l><block s="reportQuotient"><l></l><block var="sum of weights"/></block></block></autolambda><list></list></block><list><block var="waveforms"/><block var="weights"/></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doDeclareVariables"><list><l>T</l></list><comment w="90" collapsed="true">back to RGB</comment></block><block s="doSetVar"><l>T</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l><option>word</option></l></block></autolambda><list></list></block><block s="reportNewList"><list><l>5.47813E-05	0.000184722	0.000935514	0.003096265	0.009507714	0.017351596	0.022073595	0.016353161	0.002002407	-0.016177731	-0.033929391	-0.046158952	-0.06381706	-0.083911194	-0.091832385	-0.08258148	-0.052950086	-0.012727224	0.037413037	0.091701812	0.147964686	0.181542886	0.210684154	0.210058081	0.181312094	0.132064724	0.093723787	0.057159281	0.033469657	0.018235464	0.009298756	0.004023687	0.002068643	0.00109484	0.000454231	0.000255925</l><l>-4.65552E-05	-0.000157894	-0.000806935	-0.002707449	-0.008477628	-0.016058258	-0.02200529	-0.020027434	-0.011137726	0.003784809	0.022138944	0.038965605	0.063361718	0.095981626	0.126280277	0.148575844	0.149044804	0.14239936	0.122084916	0.09544734	0.067421931	0.035691251	0.01313278	-0.002384996	-0.009409573	-0.009888983	-0.008379513	-0.005606153	-0.003444663	-0.001921041	-0.000995333	-0.000435322	-0.000224537	-0.000118838	-4.93038E-05	-2.77789E-05</l><l>0.00032594	0.001107914	0.005677477	0.01918448	0.060978641	0.121348231	0.184875618	0.208804428	0.197318551	0.147233899	0.091819086	0.046485543	0.022982618	0.00665036	-0.005816014	-0.012450334	-0.015524259	-0.016712927	-0.01570093	-0.013647887	-0.011317812	-0.008077223	-0.005863171	-0.003943485	-0.002490472	-0.001440876	-0.000852895	-0.000458929	-0.000248389	-0.000129773	-6.41985E-05	-2.71982E-05	-1.38913E-05	-7.35203E-06	-3.05024E-06	-1.71858E-06</l></list></block></block></block><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><block s="reportVariadicProduct"><list><block var="combined waveform"/><l></l></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="T"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>0.0031308</l></block><block s="reportVariadicProduct"><list><l>12.92</l><l></l></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>1.055</l><block s="reportPower"><l></l><block s="reportQuotient"><l>1</l><l>2.4</l></block></block></list></block><l>0.055</l></block></block></autolambda><list></list></block><block var="new"/></block></block></script></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><l>255</l><block var="new"/></list></block><list><l></l></list></custom-block></block></script></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>add</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><l></l></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportQuotient"><block var="new"/><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block></script></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="new"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doIf"><block s="reportGreaterThan"><block var="max"/><l>255</l></block><script><block s="doSetVar"><l>new</l><block s="reportVariadicProduct"><list><block var="new"/><block s="reportQuotient"><l>255</l><block var="max"/></block></list></block></block></script></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block var="new"/><list><l></l></list></custom-block></block></script><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><block s="reportQuotient"><l></l><l>255</l></block></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block s="reportPower"><block var="new"/><block s="reportQuotient"><l>1</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block><l>255</l></list></block><list><l></l></list></custom-block></block></script><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block var="new"/><l>255</l></list></block><list><l></l></list></custom-block></block></script></block></script></block></script><scripts><script x="512" y="1525.7777777777785"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block><block s="reportQuotient"><block s="reportDifference"><l>100</l><custom-block s="$brush %s from color %obj"><l>transparency</l><l/></custom-block></block><l>100</l></block></list></block></autolambda><list></list></block><block var="colors"/></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;kind&apos; %&apos;value&apos; %&apos;more value&apos;" type="reporter" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block reports a color.  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush color amb _ _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;X11/W3C name&#xD;&#126;&#xD;fair HSL=fair HSL vector&#xD;fair HSV=fair HSV vector&#xD;HSL=HSL vector&#xD;HSV=HSV vector&#xD;RGB (0-255)=RGB vector&#xD;RGB hex</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more value"/></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l><l>50</l><block s="reportListItem"><l>2</l><block var="value"/></block></list></block></block><block s="doSetVar"><l>kind</l><l>fair HSL vector</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>color number</l></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>3</l></list></block><l>300</l></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="color"/><l>42</l><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportLessThan"><block var="color"/><l>60</l><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>crayon</l></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block s="reportListItem"><l>1</l><block var="value"/></block></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><l></l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="color"/></block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ color from X11 name %s"><block var="value"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB hex</l></block><script><block s="doReport"><custom-block s="✐ color from RGB hex %s"><block var="value"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>color</l></block><script><block s="doReplaceInList"><l>1</l><block var="value"/><custom-block s="✐ RGB from color %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><block s="doSetVar"><l>kind</l><l>RGB vector</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB vector</l></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block><l>0</l></list></block><l>255</l></list></block></block><block s="doIf"><block s="reportOr"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></block></block><script><block s="doIf"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSV vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSL vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block var="color"/></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSV brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>100</l><block s="reportCDR"><block var="color"/></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSL brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block s="reportQuotient"><block s="reportCDR"><block var="color"/></block><block s="reportNewList"><list><l>100</l><l>50</l></list></block></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block></script></block-definition><block-definition s="$brush %&apos;kind&apos; from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations>ca:$brush _ del color _&#xD;</translations><inputs><input type="%s" readonly="true"><options>nearest color number&#xD;crayon number&#xD;fair hue&#xD;&#126;1&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%obj"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>crayon number</l></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><block var="color"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><block var="color"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>nearest color number</l></block><script><block s="doReport"><custom-block s="✐ color number near color %s"><block var="color"/></custom-block></block></script></block><block s="doDeclareVariables"><list><l>rgb</l><l>hsl</l><l>hsv</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>transparency</l></block><script><block s="doReport"><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB vector</l></block><script><block s="doReport"><block var="rgb"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGBA vector</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB hex</l></block><script><block s="doReport"><block s="reportJoinWords"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ byte to hex %n"><l></l></custom-block></autolambda><list></list></block><block var="rgb"/></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="rgb"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="rgb"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="rgb"/></block></block></script></block><block s="doSetVar"><l>hsv</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>false</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSV vector</l></block><script><block s="doReport"><block var="hsv"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>hue</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>value (brightness)</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSL vector</l></block><script><block s="doReport"><block var="hsl"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>saturation (HSL)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>lightness</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script></block><block s="doIfElse"><block s="reportOr"><custom-block s="text %txt contains %txt"><block var="kind"/><l>HSL</l></custom-block><custom-block s="text %txt contains %txt"><block var="kind"/><l>lightness</l></custom-block></block><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair lightness</l><l>fair saturation (HSL)</l></list><comment w="53.333333333333336" collapsed="true">HSL</comment></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportListItem"><l>3</l><block var="hsl"/></block><l>34</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>1.96</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.82353</l></block></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>6.94444445</l></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block var="fair lightness"/></block></script></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block var="fair lightness"/></block></script></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.3</l><comment w="90" collapsed="true">early orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportListItem"><l>3</l><block var="hsl"/></block></list></block></block></script></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>scaled HSV brights</l></list><comment w="53.333333333333336" collapsed="true">HSV</comment></block><block s="doSetVar"><l>scaled HSV brights</l><block s="reportVariadicProduct"><list><l>100</l><block var="✐ HSV brights"/></list></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportListItem"><l>3</l><block var="hsv"/></block><l>67</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>1.96</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.82353</l></block></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>6.94444445</l><comment w="90" collapsed="true">early brown</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.3</l><comment w="53.333333333333336" collapsed="true">orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportListItem"><l>3</l><block var="hsv"/></block></list></block></block></script></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><comment w="98.66666666666667" collapsed="true">fair something</comment></block><custom-block s="error %txt"><l>Can&apos;t get here -- please post project and screenshot to forum.</l></custom-block></script></block-definition><block-definition s="✐ current pen color" type="reporter" category="pen"><comment x="0" y="0" w="172.66666666666666" collapsed="false">This block reports the pen color&#xD;(as a color, not as a list of numbers).</comment><header></header><code></code><translations>ca:✐ color de llapis actual&#xD;</translations><inputs></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><custom-block s="RGB color"></custom-block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;pt:lança _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="✐ set pen to crayon %&apos;which&apos; %&apos;more&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations>ca:✐ fixa el llapis de color _ _&#xD;</translations><inputs><input type="%s"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block var="which"/></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportNotEquals"><block var="color"/><l></l></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;ca:fixa el llapis al color r: _ g: _ b: _&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;ca:fixa el llapis al color h: _ s: _ v: _&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_hsv(h, s, v)</l><list><block var="h"/><block var="s"/><block var="v"/></list></block></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>r</l><l>g</l><l>b</l></list></block></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>clr_hsv(clr)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block></list></block></block></script></block-definition><block-definition s="✐ hexchar %&apos;nybble&apos;" type="reporter" category="pen"><comment x="0" y="0" w="245.33333333333334" collapsed="false">Takes a value from 0 to 15 and reports&#xD;the corresponding hexadecimal digit.&#xD;&#xD;For internal use of the color library.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportLessThan"><block var="nybble"/><l>10</l></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></list></block></block></block></block></script></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos; %&apos;set pen?&apos;" type="predicate" category="pen"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><block s="doIfElse"><block var="set pen?"/><script><custom-block s="$brush set pen %s to %s %mult%s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block><list><l></l></list></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script><script><block s="doSetVar"><l>✐ X11 catch</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="best match"/></block></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ dimension names</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l><l>✐ X11</l><l>✐ crayon colors</l><l>✐ fair hue table</l><l>✐ colors</l><l>✐ brights</l><l>✐ pivots</l><l>✐ HSV brights</l><l>✐ HSL brights</l><l>✐ HSV colors</l><l>✐ HSL colors</l><l>✐ X11 catch</l><l>✐ dimension names</l><l>✐ dimension dispatch</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>✐ HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>255,250,250,snow&#xD;248,248,255,ghostwhite&#xD;245,245,245,whitesmoke&#xD;220,220,220,gainsboro&#xD;255,250,240,floralwhite&#xD;253,245,230,oldlace&#xD;250,240,230,linen&#xD;250,235,215,antiquewhite&#xD;255,239,213,papayawhip&#xD;255,235,205,blanchedalmond&#xD;255,228,196,bisque&#xD;255,218,185,peachpuff&#xD;255,222,173,navajowhite&#xD;255,228,181,moccasin&#xD;255,248,220,cornsilk&#xD;255,255,240,ivory&#xD;255,250,205,lemonchiffon&#xD;255,245,238,seashell&#xD;240,255,240,honeydew&#xD;245,255,250,mintcream&#xD;240,255,255,azure&#xD;240,248,255,aliceblue&#xD;230,230,250,lavender&#xD;255,240,245,lavenderblush&#xD;255,228,225,mistyrose&#xD;255,255,255,white&#xD;0,0,0,black&#xD;47,79,79,darkslategray&#xD;47,79,79,darkslategrey&#xD;105,105,105,dimgray&#xD;105,105,105,dimgrey&#xD;112,128,144,slategray&#xD;112,128,144,slategrey&#xD;119,136,153,lightslategray&#xD;119,136,153,lightslategrey&#xD;190,190,190,gray(X11)&#xD;190,190,190,grey(X11)&#xD;128,128,128,gray(W3C)&#xD;128,128,128,grey(W3C)&#xD;211,211,211,lightgrey&#xD;211,211,211,lightgray&#xD;25,25,112,midnightblue&#xD;0,0,128,navy&#xD;0,0,128,navyblue&#xD;100,149,237,cornflowerblue&#xD;72,61,139,darkslateblue&#xD;106,90,205,slateblue&#xD;123,104,238,mediumslateblue&#xD;132,112,255,lightslateblue&#xD;0,0,205,mediumblue&#xD;65,105,225,royalblue&#xD;0,0,255,blue&#xD;30,144,255,dodgerblue&#xD;0,191,255,deepskyblue&#xD;135,206,235,skyblue&#xD;135,206,250,lightskyblue&#xD;70,130,180,steelblue&#xD;176,196,222,lightsteelblue&#xD;173,216,230,lightblue&#xD;176,224,230,powderblue&#xD;175,238,238,paleturquoise&#xD;0,206,209,darkturquoise&#xD;72,209,204,mediumturquoise&#xD;64,224,208,turquoise&#xD;0,255,255,cyan&#xD;0,255,255,aqua&#xD;224,255,255,lightcyan&#xD;95,158,160,cadetblue&#xD;102,205,170,mediumaquamarine&#xD;127,255,212,aquamarine&#xD;0,100,0,darkgreen&#xD;85,107,47,darkolivegreen&#xD;143,188,143,darkseagreen&#xD;46,139,87,seagreen&#xD;60,179,113,mediumseagreen&#xD;32,178,170,lightseagreen&#xD;152,251,152,palegreen&#xD;0,255,127,springgreen&#xD;124,252,0,lawngreen&#xD;0,255,0,green(X11)&#xD;0,128,0,green(W3C)&#xD;0,255,0,lime&#xD;127,255,0,chartreuse&#xD;0,250,154,mediumspringgreen&#xD;173,255,47,greenyellow&#xD;50,205,50,limegreen&#xD;154,205,50,yellowgreen&#xD;34,139,34,forestgreen&#xD;107,142,35,olivedrab&#xD;189,183,107,darkkhaki&#xD;240,230,140,khaki&#xD;238,232,170,palegoldenrod&#xD;250,250,210,lightgoldenrodyellow&#xD;255,255,224,lightyellow&#xD;255,255,0,yellow&#xD;255,215,0,gold&#xD;238,221,130,lightgoldenrod&#xD;218,165,32,goldenrod&#xD;184,134,11,darkgoldenrod&#xD;188,143,143,rosybrown&#xD;205,92,92,indianred&#xD;139,69,19,saddlebrown&#xD;160,82,45,sienna&#xD;205,133,63,peru&#xD;222,184,135,burlywood&#xD;245,245,220,beige&#xD;245,222,179,wheat&#xD;244,164,96,sandybrown&#xD;210,180,140,tan&#xD;210,105,30,chocolate&#xD;178,34,34,firebrick&#xD;165,42,42,brown&#xD;233,150,122,darksalmon&#xD;250,128,114,salmon&#xD;255,160,122,lightsalmon&#xD;255,165,0,orange&#xD;255,140,0,darkorange&#xD;255,127,80,coral&#xD;240,128,128,lightcoral&#xD;255,99,71,tomato&#xD;255,69,0,orangered&#xD;255,0,0,red&#xD;255,105,180,hotpink&#xD;255,20,147,deeppink&#xD;255,192,203,pink&#xD;255,182,193,lightpink&#xD;219,112,147,palevioletred&#xD;176,48,96,maroon(X11)&#xD;128,0,0,maroon(W3C)&#xD;199,21,133,mediumvioletred&#xD;208,32,144,violetred&#xD;255,0,255,magenta&#xD;255,0,255,fuchsia&#xD;238,130,238,violet&#xD;221,160,221,plum&#xD;218,112,214,orchid&#xD;186,85,211,mediumorchid&#xD;153,50,204,darkorchid&#xD;148,0,211,darkviolet&#xD;138,43,226,blueviolet&#xD;160,32,240,purple(X11)&#xD;128,0,128,purple(W3C)&#xD;147,112,219,mediumpurple&#xD;216,191,216,thistle&#xD;255,250,250,snow1&#xD;238,233,233,snow2&#xD;205,201,201,snow3&#xD;139,137,137,snow4&#xD;255,245,238,seashell1&#xD;238,229,222,seashell2&#xD;205,197,191,seashell3&#xD;139,134,130,seashell4&#xD;255,239,219,AntiqueWhite1&#xD;238,223,204,AntiqueWhite2&#xD;205,192,176,AntiqueWhite3&#xD;139,131,120,AntiqueWhite4&#xD;255,228,196,bisque1&#xD;238,213,183,bisque2&#xD;205,183,158,bisque3&#xD;139,125,107,bisque4&#xD;255,218,185,PeachPuff1&#xD;238,203,173,PeachPuff2&#xD;205,175,149,PeachPuff3&#xD;139,119,101,PeachPuff4&#xD;255,222,173,NavajoWhite1&#xD;238,207,161,NavajoWhite2&#xD;205,179,139,NavajoWhite3&#xD;139,121,94,NavajoWhite4&#xD;255,250,205,LemonChiffon1&#xD;238,233,191,LemonChiffon2&#xD;205,201,165,LemonChiffon3&#xD;139,137,112,LemonChiffon4&#xD;255,248,220,cornsilk1&#xD;238,232,205,cornsilk2&#xD;205,200,177,cornsilk3&#xD;139,136,120,cornsilk4&#xD;255,255,240,ivory1&#xD;238,238,224,ivory2&#xD;205,205,193,ivory3&#xD;139,139,131,ivory4&#xD;240,255,240,honeydew1&#xD;224,238,224,honeydew2&#xD;193,205,193,honeydew3&#xD;131,139,131,honeydew4&#xD;255,240,245,LavenderBlush1&#xD;238,224,229,LavenderBlush2&#xD;205,193,197,LavenderBlush3&#xD;139,131,134,LavenderBlush4&#xD;255,228,225,MistyRose1&#xD;238,213,210,MistyRose2&#xD;205,183,181,MistyRose3&#xD;139,125,123,MistyRose4&#xD;240,255,255,azure1&#xD;224,238,238,azure2&#xD;193,205,205,azure3&#xD;131,139,139,azure4&#xD;131,111,255,SlateBlue1&#xD;122,103,238,SlateBlue2&#xD;105,89,205,SlateBlue3&#xD;71,60,139,SlateBlue4&#xD;72,118,255,RoyalBlue1&#xD;67,110,238,RoyalBlue2&#xD;58,95,205,RoyalBlue3&#xD;39,64,139,RoyalBlue4&#xD;0,0,255,blue1&#xD;0,0,238,blue2&#xD;0,0,205,blue3&#xD;0,0,139,blue4&#xD;30,144,255,DodgerBlue1&#xD;28,134,238,DodgerBlue2&#xD;24,116,205,DodgerBlue3&#xD;16,78,139,DodgerBlue4&#xD;99,184,255,SteelBlue1&#xD;92,172,238,SteelBlue2&#xD;79,148,205,SteelBlue3&#xD;54,100,139,SteelBlue4&#xD;0,191,255,DeepSkyBlue1&#xD;0,178,238,DeepSkyBlue2&#xD;0,154,205,DeepSkyBlue3&#xD;0,104,139,DeepSkyBlue4&#xD;135,206,255,SkyBlue1&#xD;126,192,238,SkyBlue2&#xD;108,166,205,SkyBlue3&#xD;74,112,139,SkyBlue4&#xD;176,226,255,LightSkyBlue1&#xD;164,211,238,LightSkyBlue2&#xD;141,182,205,LightSkyBlue3&#xD;96,123,139,LightSkyBlue4&#xD;198,226,255,SlateGray1&#xD;185,211,238,SlateGray2&#xD;159,182,205,SlateGray3&#xD;108,123,139,SlateGray4&#xD;202,225,255,LightSteelBlue1&#xD;188,210,238,LightSteelBlue2&#xD;162,181,205,LightSteelBlue3&#xD;110,123,139,LightSteelBlue4&#xD;191,239,255,LightBlue1&#xD;178,223,238,LightBlue2&#xD;154,192,205,LightBlue3&#xD;104,131,139,LightBlue4&#xD;224,255,255,LightCyan1&#xD;209,238,238,LightCyan2&#xD;180,205,205,LightCyan3&#xD;122,139,139,LightCyan4&#xD;187,255,255,PaleTurquoise1&#xD;174,238,238,PaleTurquoise2&#xD;150,205,205,PaleTurquoise3&#xD;102,139,139,PaleTurquoise4&#xD;152,245,255,CadetBlue1&#xD;142,229,238,CadetBlue2&#xD;122,197,205,CadetBlue3&#xD;83,134,139,CadetBlue4&#xD;0,245,255,turquoise1&#xD;0,229,238,turquoise2&#xD;0,197,205,turquoise3&#xD;0,134,139,turquoise4&#xD;0,255,255,cyan1&#xD;0,238,238,cyan2&#xD;0,205,205,cyan3&#xD;0,139,139,cyan4&#xD;151,255,255,DarkSlateGray1&#xD;141,238,238,DarkSlateGray2&#xD;121,205,205,DarkSlateGray3&#xD;82,139,139,DarkSlateGray4&#xD;127,255,212,aquamarine1&#xD;118,238,198,aquamarine2&#xD;102,205,170,aquamarine3&#xD;69,139,116,aquamarine4&#xD;193,255,193,DarkSeaGreen1&#xD;180,238,180,DarkSeaGreen2&#xD;155,205,155,DarkSeaGreen3&#xD;105,139,105,DarkSeaGreen4&#xD;84,255,159,SeaGreen1&#xD;78,238,148,SeaGreen2&#xD;67,205,128,SeaGreen3&#xD;46,139,87,SeaGreen4&#xD;154,255,154,PaleGreen1&#xD;144,238,144,PaleGreen2&#xD;124,205,124,PaleGreen3&#xD;84,139,84,PaleGreen4&#xD;0,255,127,SpringGreen1&#xD;0,238,118,SpringGreen2&#xD;0,205,102,SpringGreen3&#xD;0,139,69,SpringGreen4&#xD;0,255,0,green1&#xD;0,238,0,green2&#xD;0,205,0,green3&#xD;0,139,0,green4&#xD;127,255,0,chartreuse1&#xD;118,238,0,chartreuse2&#xD;102,205,0,chartreuse3&#xD;69,139,0,chartreuse4&#xD;192,255,62,OliveDrab1&#xD;179,238,58,OliveDrab2&#xD;154,205,50,OliveDrab3&#xD;105,139,34,OliveDrab4&#xD;202,255,112,DarkOliveGreen1&#xD;188,238,104,DarkOliveGreen2&#xD;162,205,90,DarkOliveGreen3&#xD;110,139,61,DarkOliveGreen4&#xD;255,246,143,khaki1&#xD;238,230,133,khaki2&#xD;205,198,115,khaki3&#xD;139,134,78,khaki4&#xD;255,236,139,LightGoldenrod1&#xD;238,220,130,LightGoldenrod2&#xD;205,190,112,LightGoldenrod3&#xD;139,129,76,LightGoldenrod4&#xD;255,255,224,LightYellow1&#xD;238,238,209,LightYellow2&#xD;205,205,180,LightYellow3&#xD;139,139,122,LightYellow4&#xD;255,255,0,yellow1&#xD;238,238,0,yellow2&#xD;205,205,0,yellow3&#xD;139,139,0,yellow4&#xD;255,215,0,gold1&#xD;238,201,0,gold2&#xD;205,173,0,gold3&#xD;139,117,0,gold4&#xD;255,193,37,goldenrod1&#xD;238,180,34,goldenrod2&#xD;205,155,29,goldenrod3&#xD;139,105,20,goldenrod4&#xD;255,185,15,DarkGoldenrod1&#xD;238,173,14,DarkGoldenrod2&#xD;205,149,12,DarkGoldenrod3&#xD;139,101,8,DarkGoldenrod4&#xD;255,193,193,RosyBrown1&#xD;238,180,180,RosyBrown2&#xD;205,155,155,RosyBrown3&#xD;139,105,105,RosyBrown4&#xD;255,106,106,IndianRed1&#xD;238,99,99,IndianRed2&#xD;205,85,85,IndianRed3&#xD;139,58,58,IndianRed4&#xD;255,130,71,sienna1&#xD;238,121,66,sienna2&#xD;205,104,57,sienna3&#xD;139,71,38,sienna4&#xD;255,211,155,burlywood1&#xD;238,197,145,burlywood2&#xD;205,170,125,burlywood3&#xD;139,115,85,burlywood4&#xD;255,231,186,wheat1&#xD;238,216,174,wheat2&#xD;205,186,150,wheat3&#xD;139,126,102,wheat4&#xD;255,165,79,tan1&#xD;238,154,73,tan2&#xD;205,133,63,tan3&#xD;139,90,43,tan4&#xD;255,127,36,chocolate1&#xD;238,118,33,chocolate2&#xD;205,102,29,chocolate3&#xD;139,69,19,chocolate4&#xD;255,48,48,firebrick1&#xD;238,44,44,firebrick2&#xD;205,38,38,firebrick3&#xD;139,26,26,firebrick4&#xD;255,64,64,brown1&#xD;238,59,59,brown2&#xD;205,51,51,brown3&#xD;139,35,35,brown4&#xD;255,140,105,salmon1&#xD;238,130,98,salmon2&#xD;205,112,84,salmon3&#xD;139,76,57,salmon4&#xD;255,160,122,LightSalmon1&#xD;238,149,114,LightSalmon2&#xD;205,129,98,LightSalmon3&#xD;139,87,66,LightSalmon4&#xD;255,165,0,orange1&#xD;238,154,0,orange2&#xD;205,133,0,orange3&#xD;139,90,0,orange4&#xD;255,127,0,DarkOrange1&#xD;238,118,0,DarkOrange2&#xD;205,102,0,DarkOrange3&#xD;139,69,0,DarkOrange4&#xD;255,114,86,coral1&#xD;238,106,80,coral2&#xD;205,91,69,coral3&#xD;139,62,47,coral4&#xD;255,99,71,tomato1&#xD;238,92,66,tomato2&#xD;205,79,57,tomato3&#xD;139,54,38,tomato4&#xD;255,69,0,OrangeRed1&#xD;238,64,0,OrangeRed2&#xD;205,55,0,OrangeRed3&#xD;139,37,0,OrangeRed4&#xD;255,0,0,red1&#xD;238,0,0,red2&#xD;205,0,0,red3&#xD;139,0,0,red4&#xD;255,20,147,DeepPink1&#xD;238,18,137,DeepPink2&#xD;205,16,118,DeepPink3&#xD;139,10,80,DeepPink4&#xD;255,110,180,HotPink1&#xD;238,106,167,HotPink2&#xD;205,96,144,HotPink3&#xD;139,58,98,HotPink4&#xD;255,181,197,pink1&#xD;238,169,184,pink2&#xD;205,145,158,pink3&#xD;139,99,108,pink4&#xD;255,174,185,LightPink1&#xD;238,162,173,LightPink2&#xD;205,140,149,LightPink3&#xD;139,95,101,LightPink4&#xD;255,130,171,PaleVioletRed1&#xD;238,121,159,PaleVioletRed2&#xD;205,104,137,PaleVioletRed3&#xD;139,71,93,PaleVioletRed4&#xD;255,52,179,maroon1&#xD;238,48,167,maroon2&#xD;205,41,144,maroon3&#xD;139,28,98,maroon4&#xD;255,62,150,VioletRed1&#xD;238,58,140,VioletRed2&#xD;205,50,120,VioletRed3&#xD;139,34,82,VioletRed4&#xD;255,0,255,magenta1&#xD;238,0,238,magenta2&#xD;205,0,205,magenta3&#xD;139,0,139,magenta4&#xD;255,131,250,orchid1&#xD;238,122,233,orchid2&#xD;205,105,201,orchid3&#xD;139,71,137,orchid4&#xD;255,187,255,plum1&#xD;238,174,238,plum2&#xD;205,150,205,plum3&#xD;139,102,139,plum4&#xD;224,102,255,MediumOrchid1&#xD;209,95,238,MediumOrchid2&#xD;180,82,205,MediumOrchid3&#xD;122,55,139,MediumOrchid4&#xD;191,62,255,DarkOrchid1&#xD;178,58,238,DarkOrchid2&#xD;154,50,205,DarkOrchid3&#xD;104,34,139,DarkOrchid4&#xD;155,48,255,purple1&#xD;145,44,238,purple2&#xD;125,38,205,purple3&#xD;85,26,139,purple4&#xD;171,130,255,MediumPurple1&#xD;159,121,238,MediumPurple2&#xD;137,104,205,MediumPurple3&#xD;93,71,139,MediumPurple4&#xD;255,225,255,thistle1&#xD;238,210,238,thistle2&#xD;205,181,205,thistle3&#xD;139,123,139,thistle4&#xD;0,0,0,gray0&#xD;0,0,0,grey0&#xD;3,3,3,gray1&#xD;3,3,3,grey1&#xD;5,5,5,gray2&#xD;5,5,5,grey2&#xD;8,8,8,gray3&#xD;8,8,8,grey3&#xD;10,10,10,gray4&#xD;10,10,10,grey4&#xD;13,13,13,gray5&#xD;13,13,13,grey5&#xD;15,15,15,gray6&#xD;15,15,15,grey6&#xD;18,18,18,gray7&#xD;18,18,18,grey7&#xD;20,20,20,gray8&#xD;20,20,20,grey8&#xD;23,23,23,gray9&#xD;23,23,23,grey9&#xD;26,26,26,gray10&#xD;26,26,26,grey10&#xD;28,28,28,gray11&#xD;28,28,28,grey11&#xD;31,31,31,gray12&#xD;31,31,31,grey12&#xD;33,33,33,gray13&#xD;33,33,33,grey13&#xD;36,36,36,gray14&#xD;36,36,36,grey14&#xD;38,38,38,gray15&#xD;38,38,38,grey15&#xD;41,41,41,gray16&#xD;41,41,41,grey16&#xD;43,43,43,gray17&#xD;43,43,43,grey17&#xD;46,46,46,gray18&#xD;46,46,46,grey18&#xD;48,48,48,gray19&#xD;48,48,48,grey19&#xD;51,51,51,gray20&#xD;51,51,51,grey20&#xD;54,54,54,gray21&#xD;54,54,54,grey21&#xD;56,56,56,gray22&#xD;56,56,56,grey22&#xD;59,59,59,gray23&#xD;59,59,59,grey23&#xD;61,61,61,gray24&#xD;61,61,61,grey24&#xD;64,64,64,gray25&#xD;64,64,64,grey25&#xD;66,66,66,gray26&#xD;66,66,66,grey26&#xD;69,69,69,gray27&#xD;69,69,69,grey27&#xD;71,71,71,gray28&#xD;71,71,71,grey28&#xD;74,74,74,gray29&#xD;74,74,74,grey29&#xD;77,77,77,gray30&#xD;77,77,77,grey30&#xD;79,79,79,gray31&#xD;79,79,79,grey31&#xD;82,82,82,gray32&#xD;82,82,82,grey32&#xD;84,84,84,gray33&#xD;84,84,84,grey33&#xD;87,87,87,gray34&#xD;87,87,87,grey34&#xD;89,89,89,gray35&#xD;89,89,89,grey35&#xD;92,92,92,gray36&#xD;92,92,92,grey36&#xD;94,94,94,gray37&#xD;94,94,94,grey37&#xD;97,97,97,gray38&#xD;97,97,97,grey38&#xD;99,99,99,gray39&#xD;99,99,99,grey39&#xD;102,102,102,gray40&#xD;102,102,102,grey40&#xD;105,105,105,gray41&#xD;105,105,105,grey41&#xD;107,107,107,gray42&#xD;107,107,107,grey42&#xD;110,110,110,gray43&#xD;110,110,110,grey43&#xD;112,112,112,gray44&#xD;112,112,112,grey44&#xD;115,115,115,gray45&#xD;115,115,115,grey45&#xD;117,117,117,gray46&#xD;117,117,117,grey46&#xD;120,120,120,gray47&#xD;120,120,120,grey47&#xD;122,122,122,gray48&#xD;122,122,122,grey48&#xD;125,125,125,gray49&#xD;125,125,125,grey49&#xD;127,127,127,gray50&#xD;127,127,127,grey50&#xD;130,130,130,gray51&#xD;130,130,130,grey51&#xD;133,133,133,gray52&#xD;133,133,133,grey52&#xD;135,135,135,gray53&#xD;135,135,135,grey53&#xD;138,138,138,gray54&#xD;138,138,138,grey54&#xD;140,140,140,gray55&#xD;140,140,140,grey55&#xD;143,143,143,gray56&#xD;143,143,143,grey56&#xD;145,145,145,gray57&#xD;145,145,145,grey57&#xD;148,148,148,gray58&#xD;148,148,148,grey58&#xD;150,150,150,gray59&#xD;150,150,150,grey59&#xD;153,153,153,gray60&#xD;153,153,153,grey60&#xD;156,156,156,gray61&#xD;156,156,156,grey61&#xD;158,158,158,gray62&#xD;158,158,158,grey62&#xD;161,161,161,gray63&#xD;161,161,161,grey63&#xD;163,163,163,gray64&#xD;163,163,163,grey64&#xD;166,166,166,gray65&#xD;166,166,166,grey65&#xD;168,168,168,gray66&#xD;168,168,168,grey66&#xD;171,171,171,gray67&#xD;171,171,171,grey67&#xD;173,173,173,gray68&#xD;173,173,173,grey68&#xD;176,176,176,gray69&#xD;176,176,176,grey69&#xD;179,179,179,gray70&#xD;179,179,179,grey70&#xD;181,181,181,gray71&#xD;181,181,181,grey71&#xD;184,184,184,gray72&#xD;184,184,184,grey72&#xD;186,186,186,gray73&#xD;186,186,186,grey73&#xD;189,189,189,gray74&#xD;189,189,189,grey74&#xD;191,191,191,gray75&#xD;191,191,191,grey75&#xD;194,194,194,gray76&#xD;194,194,194,grey76&#xD;196,196,196,gray77&#xD;196,196,196,grey77&#xD;199,199,199,gray78&#xD;199,199,199,grey78&#xD;201,201,201,gray79&#xD;201,201,201,grey79&#xD;204,204,204,gray80&#xD;204,204,204,grey80&#xD;207,207,207,gray81&#xD;207,207,207,grey81&#xD;209,209,209,gray82&#xD;209,209,209,grey82&#xD;212,212,212,gray83&#xD;212,212,212,grey83&#xD;214,214,214,gray84&#xD;214,214,214,grey84&#xD;217,217,217,gray85&#xD;217,217,217,grey85&#xD;219,219,219,gray86&#xD;219,219,219,grey86&#xD;222,222,222,gray87&#xD;222,222,222,grey87&#xD;224,224,224,gray88&#xD;224,224,224,grey88&#xD;227,227,227,gray89&#xD;227,227,227,grey89&#xD;229,229,229,gray90&#xD;229,229,229,grey90&#xD;232,232,232,gray91&#xD;232,232,232,grey91&#xD;235,235,235,gray92&#xD;235,235,235,grey92&#xD;237,237,237,gray93&#xD;237,237,237,grey93&#xD;240,240,240,gray94&#xD;240,240,240,grey94&#xD;242,242,242,gray95&#xD;242,242,242,grey95&#xD;245,245,245,gray96&#xD;245,245,245,grey96&#xD;247,247,247,gray97&#xD;247,247,247,grey97&#xD;250,250,250,gray98&#xD;250,250,250,grey98&#xD;252,252,252,gray99&#xD;252,252,252,grey99&#xD;255,255,255,gray100&#xD;255,255,255,grey100&#xD;169,169,169,darkgrey&#xD;169,169,169,darkgray&#xD;0,0,139,darkblue&#xD;0,139,139,darkcyan&#xD;139,0,139,darkmagenta&#xD;139,0,0,darkred&#xD;144,238,144,lightgreen</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark 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s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ pivots"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSV brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSV brights</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,1,1&#xD;0.0196078431372549,1,0.6666666666666666&#xD;0.06944444444444443,0.8633093525179856,0.5450980392156862&#xD;0.08823529411764708,1,0.6666666666666666&#xD;0.08300653594771241,1,1&#xD;0.10457516339869281,1,1&#xD;0.16666666666666666,1,1&#xD;0.20915032679738563,1,1&#xD;0.3333333333333333,1,1&#xD;0.47222222222222227,1,0.9411764705882353&#xD;0.5,1,1&#xD;0.5836601307189543,1,1&#xD;0.6666666666666666,1,1&#xD;0.7058823529411765,1,1&#xD;0.7503267973856209,1,1&#xD;0.8333333333333334,1,1&#xD;0.9581699346405229,1,1&#xD;1,1,1</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSL brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSL brights</l><block s="reportTextSplit"><custom-block s="multiline 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%mlt"><l>0,0,0&#xD;0,0,50.19607843137255&#xD;0,0,75.29411764705883&#xD;0,0,100&#xD;0,100,50&#xD;0,100,16.666666666666664&#xD;6.944444444444444,75.94936708860757,30.980392156862745&#xD;1.1904761904761905,100,13.725490196078432&#xD;8.30065359477124,100,50&#xD;7.142857142857142,100,27.450980392156865&#xD;16.666666666666664,100,50&#xD;13.596491228070173,100,22.35294117647059&#xD;33.33333333333333,100,50&#xD;33.33333333333333,100,5.88235294117647&#xD;50,100,50&#xD;50,100,9.803921568627452&#xD;66.66666666666666,100,50&#xD;66.66666666666666,100,12.549019607843137&#xD;81.4814814814815,100,17.647058823529413&#xD;83.33333333333334,100,50&#xD;0,0,0</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension names"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension names</l><block s="reportNewList"><list><l>color</l><l>color number</l><l>crayon</l><l>fair hue</l><l>size</l><l>transparency</l><l>X11/W3C name</l><l>fair saturation (HSL)</l><l>fair lightness</l><l>fair HSL vector</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>fair HSV vector</l><l>hue</l><l>saturation (HSL)</l><l>lightness</l><l>HSL vector</l><l>saturation (HSV)</l><l>value (brightness)</l><l>HSV vector</l><l>red</l><l>green</l><l>blue</l><l>RGB(A) vector</l><l>RGB(A) hex</l></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension dispatch"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension dispatch</l><block s="reportNewList"><list><block s="reifyScript"><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><list></list></block></list></block></block></script></block></script><scripts><script x="327.1142578125" y="21806.466666666656"><block s="reportTextSplit"><custom-block s="multiline %mlt"><l></l></custom-block><l><option>csv</option></l></block></script></scripts></block-definition><block-definition s="✐ crayon number of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportEquals"><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></block></block><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>5</l><block var="table entry"/></block></block></script></block><block s="doReport"><l>not a crayon</l></block></script></block-definition><block-definition s="✐ RGB from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="color"/><l><option>list</option></l></block><script><block s="doReport"><block var="color"/></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="color"/></block></block></block></block></script></block></script></block-definition><block-definition s="✐ X11 name of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportEquals"><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></block></block><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></block></autolambda><list></list></block><block var="✐ X11"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="table entry"/></block></block></script></block><block s="doReport"><l>not an X11 color</l></block></script></block-definition><block-definition s="✐ make fair hue table" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>hues</l><l>fair hues</l><l>hue table index</l><l>fair hue ceiling</l><l>bottom hue</l></list></block><block s="doSetVar"><l>hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>fairhue10</l><l>1</l><l>1000</l><script><custom-block s="$brush set pen %s to %s %mult%s"><l>fair hue</l><block s="reportQuotient"><block var="fairhue10"/><l>10</l></block><list><l></l></list></custom-block><block s="doIf"><block s="reportGreaterThanOrEquals"><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block var="fairhue10"/></list></block><block var="hues"/></block></script></block></script></block><block s="doReplaceInList"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block><l>1000</l></block><block s="doSetVar"><l>hues</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportCONS"><block s="reportNumbers"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="hues"/></block></block><block s="reportListAttribute"><l><option>columns</option></l><block var="hues"/></block></block></block></block><block s="doSetVar"><l>fair hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>hue10</l><l>1</l><l>1000</l><script><block s="doSetVar"><l>fair hue ceiling</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>2</l><l/></block><block var="hue10"/></block></autolambda><list></list></block><block var="hues"/></block></block><block s="doSetVar"><l>bottom hue</l><block s="reportListItem"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="fair hue ceiling"/></block><l>1</l></block><block var="hues"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="hue10"/><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><block var="bottom hue"/></block><block s="reportQuotient"><block s="reportDifference"><block var="hue10"/><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="fair hue ceiling"/></block><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block></block></list></block></list></block><block var="fair hues"/></block></script></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l><option>last</option></l><block var="fair hues"/></block><l>1000</l></block><block s="doSetVar"><l>✐ fair hue table</l><block s="reportQuotient"><block var="fair hues"/><l>10</l></block></block></script></block-definition><block-definition s="✐ include transparency %&apos;rgb&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block var="transparency"/></block><l>255</l></list></block><l>100</l></block></block></script><script><block s="doSetVar"><l>transparency</l><l>255</l></block></script></block><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="✐ extract rgba values %&apos;value&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l></list></block><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>costume</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block></block></script></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></block><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block></script><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block></script></block></script></block><block s="doReport"><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block></script></block-definition><block-definition s="✐ RGB from HSV %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>value</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>value</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block var="value"/><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>1</l></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>2</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>3</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>4</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>5</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="value"/><block var="chroma"/></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ RGB from HSL %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>lightness</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>1</l></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>2</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>3</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>4</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>5</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="lightness"/><block s="reportQuotient"><block var="chroma"/><l>2</l></block></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ color number near color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l><l>hue</l><l>saturation</l><l>lightness</l><l>hsl</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="color"/></custom-block></block><block s="doSetVar"><l>hue</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="doSetVar"><l>saturation</l><block s="reportListItem"><l>2</l><block var="hsl"/></block></block><block s="doSetVar"><l>lightness</l><block s="reportListItem"><l>3</l><block var="hsl"/></block></block><block s="doIf"><block s="reportLessThan"><block var="saturation"/><l>25</l><comment w="107.33333333333333" collapsed="true">Nearly grayscale.</comment></block><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="lightness"/><l>50</l></block><script><block s="doReport"><block s="reportQuotient"><block var="lightness"/><l>10</l></block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><l>5</l><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><l>50</l></block><l>5</l></block></list></block><block s="reportQuotient"><l>14</l><l>15</l></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>2</l><comment w="70.66666666666667" collapsed="true">Red family</comment></block><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="lightness"/><l>50</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>14</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="lightness"/></block><block s="reportDifference"><l>100</l><l>50</l></block></block><l>6</l></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="lightness"/><l>16.6</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>20</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>16.6</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>25</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>8.7</l><comment w="137.33333333333334" collapsed="true">Brown/orange family</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportDifference"><block var="lightness"/><block s="reportDifference"><l>100</l><block var="saturation"/></block></block><l>15</l><comment w="62" collapsed="true">brown</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>0.9</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>25</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></list></block></block></script><script><block s="doReport"><block s="reportDifference"><l>35</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></block></block></script></block></script><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>40</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>7</l><l>14</l><l>28</l></custom-block></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>17</l><comment w="75.33333333333333" collapsed="true">yellow</comment></block><script><block s="doIf"><block s="reportLessThan"><block s="reportCombine"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="color"/><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block></block></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><l>45</l></block><script><block s="doReport"><l>54.7</l></block></script></block><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>50</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>14</l><l>27.75</l><l>22.3</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>34</l><comment w="75.33333333333333" collapsed="true">green</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>60</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>32</l><l>20</l><l>6</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>52</l></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>70</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>49</l><l>6</l><l>10</l></custom-block></block></script><comment w="75.33333333333333" collapsed="true">cyan</comment></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>67</l><comment w="74" collapsed="true">blue</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>80</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>64</l><l>10</l><l>13</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>83.33333333</l><comment w="74" collapsed="true">purple</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>81.5</l></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>82</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>85</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="hue"/><l>66.666</l></block><block s="reportDifference"><l>81.48</l><l>66.666</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>90</l></block></script></block></script><script><block s="doReport"><block s="reportDifference"><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>17.6</l></block></block><l>5</l></list></block></block></block></script></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><l>50</l></block><l>5</l></list></block></list><comment w="90" collapsed="true">left of black</comment></block></block></script></block-definition><block-definition s="✐ HSL/HSV (hsl? %&apos;HSL?&apos; ) from RGB %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b">false</input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l><l>max</l><l>min</l><l>chroma</l><l>hue</l><l>value</l><l>lightness</l><l>saturation</l></list></block><block s="doSetVar"><l>red</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>green</l><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>blue</l><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>color</l><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>min</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>chroma</l><block s="reportDifference"><block var="max"/><block var="min"/></block></block><block s="doIfElse"><block s="reportEquals"><block var="chroma"/><l>0</l></block><script><block s="doSetVar"><l>hue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="red"/></block><script><block s="doSetVar"><l>hue</l><block s="reportModulus"><block s="reportQuotient"><block s="reportDifference"><block var="green"/><block var="blue"/></block><block var="chroma"/></block><l>6</l></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="green"/></block><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="blue"/><block var="red"/></block><block var="chroma"/></block><l>2</l></list></block></block></script><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="red"/><block var="green"/></block><block var="chroma"/></block><l>4</l></list></block></block></script></block></script></block></script></block><block s="doSetVar"><l>hue</l><block s="reportVariadicProduct"><list><l>60</l><block var="hue"/></list></block></block><block s="doIfElse"><block var="HSL?"/><script><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="max"/><block var="min"/></list></block><l>2</l></block></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="lightness"/><l>0</l></block><block s="reportEquals"><block var="lightness"/><l>1</l></block></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="lightness"/></list></block></list></block></block></script><script><block s="doSetVar"><l>value</l><block var="max"/></block><block s="doIfElse"><block s="reportEquals"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block var="value"/></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="value"/></list></block></list></block></block></script></block></script></block-definition><block-definition s="✐ color number in %&apos;family&apos; family, from H: %&apos;hue&apos; S: %&apos;saturation&apos; L: %&apos;lightness&apos; $nl rising hue: %&apos;max hue&apos; $nl rising min lightness: %&apos;rise&apos; falling min lightness: %&apos;fall&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><block var="max hue"/></block><script><block s="doIfElse"><block s="reportLessThan"><block var="lightness"/><block var="rise"/></block><script><block s="doReport"><block s="reportDifference"><block var="family"/><l>5</l></block></block></script><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="family"/><l>5</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="rise"/></block><block s="reportDifference"><l>50</l><block var="rise"/></block></block><l>5</l></list></block></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="lightness"/><block var="fall"/></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block></block></script><script><block s="doReport"><block s="reportDifference"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="fall"/></block><block s="reportDifference"><l>50</l><block var="fall"/></block></block><l>5</l></list></block></block></block></script></block></script></block></script></block-definition><block-definition s="✐ byte to hex %&apos;byte&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><custom-block s="✐ nybble to hex %n"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="byte"/><l>16</l></block></block></custom-block><custom-block s="✐ nybble to hex %n"><block s="reportModulus"><block var="byte"/><l>16</l></block></custom-block></list></block></block></script></block-definition><block-definition s="✐ nybble to hex %&apos;nybble&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="nybble"/><l>10</l></block><script><block s="doReport"><block var="nybble"/></block></script><script><block s="doReport"><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="nybble"/><l>10</l></block><block s="reportUnicode"><l>a</l></block></list></block></block></block></script></block></script></block-definition><block-definition s="✐ limits %&apos;color&apos;" type="reporter" category="pen"><comment x="0" y="0" w="90" collapsed="false">hue mod 100, other components cut off at [0, 100]</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportCDR"><block var="color"/></block><l>0</l></list></block><l>100</l></list></block></block></block></script></block-definition><block-definition s="✐ set pen to fair hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>old value temp</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>trans</l></list></block><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doSetVar"><l>trans</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="more"/></block><block s="getPenAttribute"><l><option>transparency</option></l></block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="✐ brights"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block var="trans"/></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to color number %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l><l>old value temp</l></list></block><block s="doSetVar"><l>✐ color scale</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="color"/><l>42</l></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportLessThan"><block var="color"/><l>60</l><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>color number</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB hex %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportLessThan"><l></l><l>0</l></block><block s="reportGreaterThan"><l></l><l>15</l></block></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to X11 name %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="value"/><block s="reportListItem"><l>4</l><l/></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>true</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>true</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ color from X11 name %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ no spaces %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="color"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="color"/></custom-block></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>false</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="color"/><l> not found.</l></list></block></custom-block></script></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="color"/></custom-block><l></l></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>false</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="✐ X11 catch"/><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block-definition><block-definition s="✐ color from RGB hex %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportLessThan"><l></l><l>0</l></block><block s="reportGreaterThan"><l></l><l>15</l></block></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></list></block><block var="transparency"/></custom-block></block></script></block-definition><block-definition s="✐ CMYK from RGB %&apos;rgb&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>cmy</l><l>k</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportQuotient"><block var="rgb"/><l>255</l></block></block><block s="doSetVar"><l>k</l><block s="reportCombine"><block var="rgb"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>cmy</l><block s="reportQuotient"><block s="reportDifference"><block var="k"/><block var="rgb"/></block><block var="k"/></block></block><block s="doReport"><block s="reportConcatenatedLists"><list><block var="cmy"/><block s="reportNewList"><list><block s="reportDifference"><l>1</l><block var="k"/></block></list></block></list></block></block></script></block-definition><block-definition s="✐ RGB from CMYK %&apos;cmyk&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>cmyk</l><block s="reportDifference"><l>1</l><block var="cmyk"/></block></block><block s="doReport"><block s="reportVariadicProduct"><list><l>255</l><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="cmyk"/></block><block s="reportListItem"><l>4</l><block var="cmyk"/></block></list></block></list></block></block></script></block-definition><block-definition s="lighten %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicSum"><list><l>50</l><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></list></block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="darken %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportDifference"><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block><l>100</l></block><list><l></l></list></custom-block></block></script><scripts><script x="191" y="20.28888888888893"><block s="reportCombine"><l/><block s="reifyReporter"><script></script><list></list></block></block></script><script x="101.9951171875" y="193.40000000000006"><block s="reportNewList"><list><l>-75</l><l>-75</l><l>-100</l></list></block></script><script x="39.666666666666664" y="116.77777777777779"><block s="reportCombine"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l>0</l></block></autolambda><list></list></block><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></block><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script></scripts></block-definition><block-definition s="$brush color %&apos;color&apos; at weight %&apos;weight&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="color"/><block var="weight"/></list></block></block></script></block-definition><block-definition s="plot %&apos;waveform&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="gotoXY"><l>-72</l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>100</l><block s="reportListItem"><l>1</l><block var="waveform"/></block></list></block><l>50</l></block></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>36</l><script><block s="gotoXY"><block s="reportVariadicSum"><list><l>-72</l><block s="reportVariadicProduct"><list><l>4</l><block var="i"/></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>200</l><block s="reportListItem"><block var="i"/><block var="waveform"/></block></list></block><l>50</l></block></block></script></block></script><scripts><script x="426" y="41.55555555555558"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>72</l><l>-50</l></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>-72</l><l>150</l></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;color&apos; and %&apos;dimension&apos; %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%s" readonly="true"><options>fair hue&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>old</l><l>transp</l></list></block><block s="doSetVar"><l>transp</l><custom-block s="$brush %s from color %obj"><l>transparency</l><block var="color"/></custom-block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color number</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>255</l></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>100</l></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script></block></script><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>color</l><block var="color"/><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block></script></block-definition><block-definition s="✐ set pen to lightness %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to color %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%l"></input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></block></block></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen size to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setSize"><block var="value"/></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen transparency to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block></script></block-definition><block-definition s="✐ set pen red to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen green to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block var="value"/><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen blue to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block var="value"/></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ constrain %&apos;value&apos; %&apos;low&apos; %&apos;high&apos;" type="reporter" category="pen"><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="reportLessThan"><block var="value"/><block var="low"/></block><script><block s="doReport"><block var="low"/></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><block var="high"/></block><script><block s="doReport"><block var="high"/></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><block var="value"/><l>0</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more"/></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>4</l><block var="value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="value"/></block><l>100</l></list></block><l>255</l></block></block></block></script></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>255</l></custom-block></autolambda><list></list></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen to HSL saturation %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to HSL vector %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more value"/></block><block s="reportListItem"><l>2</l><block var="more value"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more value"/></block></list></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doSetVar"><l>✐ HSL</l><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>100</l></custom-block></autolambda><list></list></block><block s="reportCDR"><block var="value"/></block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block var="✐ HSL"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen saturation (HSV) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>saturation</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>saturation</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen value (brightness) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>brightness</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to h: %n s: %n v: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportQuotient"><block var="✐ raw HSV"/><l>100</l></block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doIf"><block var="✐ fair?"><comment w="118" collapsed="true">if USED TO BE fair</comment></block><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportQuotient"><block s="reportModulus"><block var="value"/><l>100</l></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block><l>100</l></block></custom-block></script></block><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSL) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><custom-block s="✐ update HSL"></custom-block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair lightness %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><custom-block s="✐ update HSL"></custom-block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair HSL vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair lightness %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSV) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair value (brightness) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair value (brightness) %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="index"/><l>0</l></block><block var="string"/><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><l>1</l><block s="reportDifference"><block var="index"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="203.33333333333334" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="index"/><l>0</l></block><l></l><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><block s="reportVariadicSum"><list><block var="index"/><block s="reportStringSize"><block var="marker"/></block></list></block><l></l></custom-block></block></block></script></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><custom-block s="use case-independent comparison"></custom-block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><custom-block s="to lower case %txt"><block var="small"/></custom-block><custom-block s="to lower case %txt"><block var="large"/></custom-block></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doIfElse"><block s="reportNot"><block var="tf"/></block><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>_case indepent</l></list></block><block s="doApplyExtension"><l>var_set(name, val)</l><list><l>_case indepent</l><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></script><script><block s="doApplyExtension"><l>var_delete(name)</l><list><l>_case indepent</l></list></block></script></block></script></block-definition><block-definition s="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportLetter"><block s="reportNumbers"><block var="start"/><block s="reportIfElse"><block s="reportEquals"><block var="end"/><l>0</l></block><block s="reportStringSize"><block var="str"/></block><block var="end"/></block></block><block var="str"/></block></block></block></script></block-definition><block-definition s="text %&apos;string&apos; contains %&apos;marker&apos;" type="predicate" category="operators"><comment x="0" y="0" w="218" collapsed="false">Reports True if the first input string contains the second input string, otherwise false.&#xD;&#xD;Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportGreaterThan"><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block><l>0</l></block></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="275.3333333333333" collapsed="false">Reports the input text with lower case letters instead of capital letters in the input.  Uses the user&apos;s locale&apos;s rules for case conversion.</comment><header></header><code></code><translations>pt:em minúsculas _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="use case-independent comparison" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>var_get(name)</l><list><l>_case indepent</l></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="draw polygon %&apos;sides&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="pinwheel, branches %s size: %s backup: %s"><block var="sides"/><block var="size"/><l>0</l><comment w="90" collapsed="true">this is the shortened version of the longer block that determines what shape u make</comment></custom-block></script><scripts><script x="273.45703125" y="95.83333333333331"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block></script></scripts></block-definition><block-definition s="Squiral Block" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>2</l><script><block s="down"></block><block s="doFor"><l>number of squares</l><l>100</l><l>1</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="number of squares"/></list></block></block><block s="turnLeft"><l>90</l></block></script></block><block s="bounceOffEdge"></block></script></block></script></block-definition><block-definition s="Make art" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>150</l><script><block s="doWarp"><script><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>10</l><l>-30</l><block var="i"/></custom-block></script></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></block-definition><block-definition s="Count up" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>tens</l><l>0</l><l>9</l><script><block s="doFor"><l>ones</l><l>0</l><l>9</l><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="tens"/><block var="ones"/></list></block><l>0.3</l></block></script></block></script></block></script></block-definition><block-definition s="Squiral going out not in" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>270</l></block><block s="bounceOffEdge"></block></script></block></script></block-definition><block-definition s="Art squiral" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Squiral Block"></custom-block></script></block-definition><block-definition s="Art squiral 2" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Art squiral"></custom-block></script></block-definition><block-definition s="Art Squiral Loop" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Squiral art" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>10</l><script><custom-block s="Squiral Art mini unit"></custom-block></script></block></script></block-definition><block-definition s="failed pinwheel spin project" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>24</l><script><block s="down"></block><block s="setColor"><color>203,0,250,1</color></block><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>15</l><l>20</l><l>70</l></custom-block><block s="turn"><l>30</l></block><block s="forward"><l>100</l></block><block s="bounceOffEdge"></block></script></block></script></block-definition><block-definition s="another cool pinwheel spin" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>40</l><script><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>15</l><l>20</l><l>70</l></custom-block><block s="turn"><l>15</l></block><block s="forward"><l>50</l></block></script></block></script></block-definition><block-definition s="FINAL POLYGON" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>30</l><script><custom-block s="draw polygon %s %s"><block s="reportRandom"><l>1</l><l>10</l></block><l>5</l></custom-block><block s="bounceOffEdge"></block></script></block><block s="doWait"><l>3</l></block></script></block-definition><block-definition s="Squiral Art mini unit" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><block s="reportRandom"><l>.1</l><l>3</l></block></block><custom-block s="Art squiral"></custom-block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>60</l></block></block></script></block-definition><block-definition s="Ending" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>3</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>See ya next week!</l><l>2</l></block></script></block-definition><block-definition s="Reg Polygon" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>10</l><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>60</l></block></block><block s="doGotoObject"><l><option>random position</option></l></block><custom-block s="draw polygon %s %s"><block s="reportRandom"><l>1</l><l>10</l></block><l>3</l></custom-block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list id="11081"><item><ref mediaID="Stage_cst_abstract-geometric-grid-background-modern-260nw-1583680492"></ref></item></list></costumes><sounds><list struct="atomic" id="11082"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="34.999999999998465" scale="0.4" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="182.04,255,63,1" pen="tip" id="11087"><costumes><list id="11088"><item><ref mediaID="Sprite_cst_wes"></ref></item><item><ref mediaID="Sprite_cst_ppat"></ref></item></list></costumes><sounds><list struct="atomic" id="11089"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="151.33333333333337" y="10" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="101.33333333333337" y="192.33333333333292"><block s="receiveGo"></block><custom-block s="FINAL POLYGON"></custom-block><block s="clear"></block><custom-block s="Reg Polygon"></custom-block><custom-block s="Squiral art"></custom-block><custom-block s="Ending"></custom-block></script><script x="385" y="149.16666666666669"><block s="clear"></block><custom-block s="Squiral Block"></custom-block></script><script x="372" y="211.16666666666669"><block s="clear"></block><custom-block s="draw polygon %s %s"><block s="reportRandom"><l>3</l><l>10</l></block><l>3</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="direction" style="normal" x="18.897637795274704" y="18.897637795275607" color="74,108,212" hidden="true"/><watcher var="✐ color scale" style="normal" x="15.047021943573554" y="275.36050457680255" color="243,118,29" hidden="true"/><watcher var="✐ colors" style="normal" x="70.72100313479609" y="0" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="✐ last set as"><l>RGB</l></variable><variable name="✐ fair?"><bool>false</bool></variable><variable name="✐ color scale"><l>0</l></variable><variable name="✐ HSL"><list struct="atomic" id="11112">0,100,50</list></variable><variable name="✐ last crayon"><l>42</l></variable><variable name="✐ last X11"><l>0</l></variable><variable name="✐ raw HSL"><list struct="atomic" id="11113">0,100,50</list></variable><variable name="✐ raw HSV"><list struct="atomic" id="11114">0,100,100</list></variable><variable name="✐ X11"><list id="11115"><item><list struct="atomic" id="11116">255,250,250,snow</list></item><item><list struct="atomic" id="11117">248,248,255,ghostwhite</list></item><item><list struct="atomic" id="11118">245,245,245,whitesmoke</list></item><item><list struct="atomic" id="11119">220,220,220,gainsboro</list></item><item><list struct="atomic" id="11120">255,250,240,floralwhite</list></item><item><list struct="atomic" id="11121">253,245,230,oldlace</list></item><item><list struct="atomic" id="11122">250,240,230,linen</list></item><item><list struct="atomic" id="11123">250,235,215,antiquewhite</list></item><item><list struct="atomic" id="11124">255,239,213,papayawhip</list></item><item><list struct="atomic" id="11125">255,235,205,blanchedalmond</list></item><item><list struct="atomic" id="11126">255,228,196,bisque</list></item><item><list struct="atomic" id="11127">255,218,185,peachpuff</list></item><item><list struct="atomic" id="11128">255,222,173,navajowhite</list></item><item><list struct="atomic" id="11129">255,228,181,moccasin</list></item><item><list struct="atomic" id="11130">255,248,220,cornsilk</list></item><item><list struct="atomic" id="11131">255,255,240,ivory</list></item><item><list struct="atomic" id="11132">255,250,205,lemonchiffon</list></item><item><list struct="atomic" id="11133">255,245,238,seashell</list></item><item><list struct="atomic" id="11134">240,255,240,honeydew</list></item><item><list struct="atomic" id="11135">245,255,250,mintcream</list></item><item><list struct="atomic" id="11136">240,255,255,azure</list></item><item><list struct="atomic" id="11137">240,248,255,aliceblue</list></item><item><list struct="atomic" id="11138">230,230,250,lavender</list></item><item><list struct="atomic" id="11139">255,240,245,lavenderblush</list></item><item><list struct="atomic" id="11140">255,228,225,mistyrose</list></item><item><list struct="atomic" id="11141">255,255,255,white</list></item><item><list struct="atomic" id="11142">0,0,0,black</list></item><item><list struct="atomic" id="11143">47,79,79,darkslategray</list></item><item><list struct="atomic" id="11144">47,79,79,darkslategrey</list></item><item><list struct="atomic" id="11145">105,105,105,dimgray</list></item><item><list struct="atomic" id="11146">105,105,105,dimgrey</list></item><item><list struct="atomic" id="11147">112,128,144,slategray</list></item><item><list struct="atomic" id="11148">112,128,144,slategrey</list></item><item><list struct="atomic" id="11149">119,136,153,lightslategray</list></item><item><list struct="atomic" id="11150">119,136,153,lightslategrey</list></item><item><list struct="atomic" id="11151">190,190,190,gray(X11)</list></item><item><list struct="atomic" id="11152">190,190,190,grey(X11)</list></item><item><list struct="atomic" id="11153">128,128,128,gray(W3C)</list></item><item><list struct="atomic" id="11154">128,128,128,grey(W3C)</list></item><item><list struct="atomic" id="11155">211,211,211,lightgrey</list></item><item><list struct="atomic" id="11156">211,211,211,lightgray</list></item><item><list struct="atomic" id="11157">25,25,112,midnightblue</list></item><item><list struct="atomic" id="11158">0,0,128,navy</list></item><item><list struct="atomic" id="11159">0,0,128,navyblue</list></item><item><list struct="atomic" id="11160">100,149,237,cornflowerblue</list></item><item><list struct="atomic" id="11161">72,61,139,darkslateblue</list></item><item><list struct="atomic" id="11162">106,90,205,slateblue</list></item><item><list struct="atomic" id="11163">123,104,238,mediumslateblue</list></item><item><list struct="atomic" id="11164">132,112,255,lightslateblue</list></item><item><list struct="atomic" id="11165">0,0,205,mediumblue</list></item><item><list struct="atomic" id="11166">65,105,225,royalblue</list></item><item><list struct="atomic" id="11167">0,0,255,blue</list></item><item><list struct="atomic" id="11168">30,144,255,dodgerblue</list></item><item><list struct="atomic" id="11169">0,191,255,deepskyblue</list></item><item><list struct="atomic" id="11170">135,206,235,skyblue</list></item><item><list struct="atomic" id="11171">135,206,250,lightskyblue</list></item><item><list struct="atomic" id="11172">70,130,180,steelblue</list></item><item><list struct="atomic" id="11173">176,196,222,lightsteelblue</list></item><item><list struct="atomic" id="11174">173,216,230,lightblue</list></item><item><list struct="atomic" id="11175">176,224,230,powderblue</list></item><item><list struct="atomic" id="11176">175,238,238,paleturquoise</list></item><item><list struct="atomic" id="11177">0,206,209,darkturquoise</list></item><item><list struct="atomic" id="11178">72,209,204,mediumturquoise</list></item><item><list struct="atomic" id="11179">64,224,208,turquoise</list></item><item><list struct="atomic" id="11180">0,255,255,cyan</list></item><item><list struct="atomic" id="11181">0,255,255,aqua</list></item><item><list struct="atomic" id="11182">224,255,255,lightcyan</list></item><item><list struct="atomic" id="11183">95,158,160,cadetblue</list></item><item><list struct="atomic" id="11184">102,205,170,mediumaquamarine</list></item><item><list struct="atomic" id="11185">127,255,212,aquamarine</list></item><item><list struct="atomic" id="11186">0,100,0,darkgreen</list></item><item><list struct="atomic" id="11187">85,107,47,darkolivegreen</list></item><item><list struct="atomic" id="11188">143,188,143,darkseagreen</list></item><item><list struct="atomic" id="11189">46,139,87,seagreen</list></item><item><list struct="atomic" id="11190">60,179,113,mediumseagreen</list></item><item><list struct="atomic" id="11191">32,178,170,lightseagreen</list></item><item><list struct="atomic" id="11192">152,251,152,palegreen</list></item><item><list struct="atomic" id="11193">0,255,127,springgreen</list></item><item><list struct="atomic" id="11194">124,252,0,lawngreen</list></item><item><list struct="atomic" id="11195">0,255,0,green(X11)</list></item><item><list struct="atomic" id="11196">0,128,0,green(W3C)</list></item><item><list struct="atomic" id="11197">0,255,0,lime</list></item><item><list struct="atomic" id="11198">127,255,0,chartreuse</list></item><item><list struct="atomic" id="11199">0,250,154,mediumspringgreen</list></item><item><list struct="atomic" id="11200">173,255,47,greenyellow</list></item><item><list struct="atomic" id="11201">50,205,50,limegreen</list></item><item><list struct="atomic" id="11202">154,205,50,yellowgreen</list></item><item><list struct="atomic" id="11203">34,139,34,forestgreen</list></item><item><list struct="atomic" id="11204">107,142,35,olivedrab</list></item><item><list struct="atomic" id="11205">189,183,107,darkkhaki</list></item><item><list struct="atomic" id="11206">240,230,140,khaki</list></item><item><list struct="atomic" id="11207">238,232,170,palegoldenrod</list></item><item><list struct="atomic" id="11208">250,250,210,lightgoldenrodyellow</list></item><item><list struct="atomic" id="11209">255,255,224,lightyellow</list></item><item><list struct="atomic" id="11210">255,255,0,yellow</list></item><item><list struct="atomic" id="11211">255,215,0,gold</list></item><item><list struct="atomic" id="11212">238,221,130,lightgoldenrod</list></item><item><list struct="atomic" id="11213">218,165,32,goldenrod</list></item><item><list struct="atomic" id="11214">184,134,11,darkgoldenrod</list></item><item><list struct="atomic" id="11215">188,143,143,rosybrown</list></item><item><list struct="atomic" id="11216">205,92,92,indianred</list></item><item><list struct="atomic" id="11217">139,69,19,saddlebrown</list></item><item><list struct="atomic" id="11218">160,82,45,sienna</list></item><item><list struct="atomic" id="11219">205,133,63,peru</list></item><item><list struct="atomic" id="11220">222,184,135,burlywood</list></item><item><list struct="atomic" id="11221">245,245,220,beige</list></item><item><list struct="atomic" id="11222">245,222,179,wheat</list></item><item><list struct="atomic" id="11223">244,164,96,sandybrown</list></item><item><list struct="atomic" id="11224">210,180,140,tan</list></item><item><list struct="atomic" id="11225">210,105,30,chocolate</list></item><item><list struct="atomic" id="11226">178,34,34,firebrick</list></item><item><list struct="atomic" id="11227">165,42,42,brown</list></item><item><list struct="atomic" id="11228">233,150,122,darksalmon</list></item><item><list struct="atomic" id="11229">250,128,114,salmon</list></item><item><list struct="atomic" id="11230">255,160,122,lightsalmon</list></item><item><list struct="atomic" id="11231">255,165,0,orange</list></item><item><list struct="atomic" id="11232">255,140,0,darkorange</list></item><item><list struct="atomic" id="11233">255,127,80,coral</list></item><item><list struct="atomic" id="11234">240,128,128,lightcoral</list></item><item><list struct="atomic" id="11235">255,99,71,tomato</list></item><item><list struct="atomic" id="11236">255,69,0,orangered</list></item><item><list struct="atomic" id="11237">255,0,0,red</list></item><item><list struct="atomic" id="11238">255,105,180,hotpink</list></item><item><list struct="atomic" id="11239">255,20,147,deeppink</list></item><item><list struct="atomic" id="11240">255,192,203,pink</list></item><item><list struct="atomic" id="11241">255,182,193,lightpink</list></item><item><list struct="atomic" id="11242">219,112,147,palevioletred</list></item><item><list struct="atomic" id="11243">176,48,96,maroon(X11)</list></item><item><list struct="atomic" id="11244">128,0,0,maroon(W3C)</list></item><item><list struct="atomic" id="11245">199,21,133,mediumvioletred</list></item><item><list struct="atomic" id="11246">208,32,144,violetred</list></item><item><list struct="atomic" id="11247">255,0,255,magenta</list></item><item><list struct="atomic" id="11248">255,0,255,fuchsia</list></item><item><list struct="atomic" id="11249">238,130,238,violet</list></item><item><list struct="atomic" id="11250">221,160,221,plum</list></item><item><list struct="atomic" id="11251">218,112,214,orchid</list></item><item><list struct="atomic" id="11252">186,85,211,mediumorchid</list></item><item><list struct="atomic" id="11253">153,50,204,darkorchid</list></item><item><list struct="atomic" id="11254">148,0,211,darkviolet</list></item><item><list struct="atomic" id="11255">138,43,226,blueviolet</list></item><item><list struct="atomic" id="11256">160,32,240,purple(X11)</list></item><item><list struct="atomic" id="11257">128,0,128,purple(W3C)</list></item><item><list struct="atomic" id="11258">147,112,219,mediumpurple</list></item><item><list struct="atomic" id="11259">216,191,216,thistle</list></item><item><list struct="atomic" id="11260">255,250,250,snow1</list></item><item><list struct="atomic" id="11261">238,233,233,snow2</list></item><item><list struct="atomic" id="11262">205,201,201,snow3</list></item><item><list struct="atomic" id="11263">139,137,137,snow4</list></item><item><list struct="atomic" id="11264">255,245,238,seashell1</list></item><item><list struct="atomic" id="11265">238,229,222,seashell2</list></item><item><list struct="atomic" id="11266">205,197,191,seashell3</list></item><item><list struct="atomic" id="11267">139,134,130,seashell4</list></item><item><list struct="atomic" id="11268">255,239,219,AntiqueWhite1</list></item><item><list struct="atomic" id="11269">238,223,204,AntiqueWhite2</list></item><item><list struct="atomic" id="11270">205,192,176,AntiqueWhite3</list></item><item><list struct="atomic" id="11271">139,131,120,AntiqueWhite4</list></item><item><list struct="atomic" id="11272">255,228,196,bisque1</list></item><item><list struct="atomic" id="11273">238,213,183,bisque2</list></item><item><list struct="atomic" id="11274">205,183,158,bisque3</list></item><item><list struct="atomic" id="11275">139,125,107,bisque4</list></item><item><list struct="atomic" id="11276">255,218,185,PeachPuff1</list></item><item><list struct="atomic" id="11277">238,203,173,PeachPuff2</list></item><item><list struct="atomic" id="11278">205,175,149,PeachPuff3</list></item><item><list struct="atomic" id="11279">139,119,101,PeachPuff4</list></item><item><list struct="atomic" id="11280">255,222,173,NavajoWhite1</list></item><item><list struct="atomic" id="11281">238,207,161,NavajoWhite2</list></item><item><list struct="atomic" id="11282">205,179,139,NavajoWhite3</list></item><item><list struct="atomic" id="11283">139,121,94,NavajoWhite4</list></item><item><list struct="atomic" id="11284">255,250,205,LemonChiffon1</list></item><item><list struct="atomic" id="11285">238,233,191,LemonChiffon2</list></item><item><list struct="atomic" id="11286">205,201,165,LemonChiffon3</list></item><item><list struct="atomic" id="11287">139,137,112,LemonChiffon4</list></item><item><list struct="atomic" id="11288">255,248,220,cornsilk1</list></item><item><list struct="atomic" id="11289">238,232,205,cornsilk2</list></item><item><list struct="atomic" id="11290">205,200,177,cornsilk3</list></item><item><list struct="atomic" id="11291">139,136,120,cornsilk4</list></item><item><list struct="atomic" id="11292">255,255,240,ivory1</list></item><item><list struct="atomic" id="11293">238,238,224,ivory2</list></item><item><list struct="atomic" id="11294">205,205,193,ivory3</list></item><item><list struct="atomic" id="11295">139,139,131,ivory4</list></item><item><list struct="atomic" id="11296">240,255,240,honeydew1</list></item><item><list struct="atomic" id="11297">224,238,224,honeydew2</list></item><item><list struct="atomic" id="11298">193,205,193,honeydew3</list></item><item><list struct="atomic" id="11299">131,139,131,honeydew4</list></item><item><list struct="atomic" id="11300">255,240,245,LavenderBlush1</list></item><item><list struct="atomic" id="11301">238,224,229,LavenderBlush2</list></item><item><list struct="atomic" id="11302">205,193,197,LavenderBlush3</list></item><item><list struct="atomic" id="11303">139,131,134,LavenderBlush4</list></item><item><list struct="atomic" id="11304">255,228,225,MistyRose1</list></item><item><list struct="atomic" id="11305">238,213,210,MistyRose2</list></item><item><list struct="atomic" id="11306">205,183,181,MistyRose3</list></item><item><list struct="atomic" id="11307">139,125,123,MistyRose4</list></item><item><list struct="atomic" id="11308">240,255,255,azure1</list></item><item><list struct="atomic" id="11309">224,238,238,azure2</list></item><item><list struct="atomic" id="11310">193,205,205,azure3</list></item><item><list struct="atomic" id="11311">131,139,139,azure4</list></item><item><list struct="atomic" id="11312">131,111,255,SlateBlue1</list></item><item><list struct="atomic" id="11313">122,103,238,SlateBlue2</list></item><item><list struct="atomic" id="11314">105,89,205,SlateBlue3</list></item><item><list struct="atomic" id="11315">71,60,139,SlateBlue4</list></item><item><list struct="atomic" id="11316">72,118,255,RoyalBlue1</list></item><item><list struct="atomic" id="11317">67,110,238,RoyalBlue2</list></item><item><list struct="atomic" id="11318">58,95,205,RoyalBlue3</list></item><item><list struct="atomic" id="11319">39,64,139,RoyalBlue4</list></item><item><list struct="atomic" id="11320">0,0,255,blue1</list></item><item><list struct="atomic" id="11321">0,0,238,blue2</list></item><item><list struct="atomic" id="11322">0,0,205,blue3</list></item><item><list struct="atomic" id="11323">0,0,139,blue4</list></item><item><list struct="atomic" id="11324">30,144,255,DodgerBlue1</list></item><item><list struct="atomic" id="11325">28,134,238,DodgerBlue2</list></item><item><list struct="atomic" id="11326">24,116,205,DodgerBlue3</list></item><item><list struct="atomic" id="11327">16,78,139,DodgerBlue4</list></item><item><list struct="atomic" id="11328">99,184,255,SteelBlue1</list></item><item><list struct="atomic" id="11329">92,172,238,SteelBlue2</list></item><item><list struct="atomic" id="11330">79,148,205,SteelBlue3</list></item><item><list struct="atomic" id="11331">54,100,139,SteelBlue4</list></item><item><list struct="atomic" id="11332">0,191,255,DeepSkyBlue1</list></item><item><list struct="atomic" id="11333">0,178,238,DeepSkyBlue2</list></item><item><list struct="atomic" id="11334">0,154,205,DeepSkyBlue3</list></item><item><list struct="atomic" id="11335">0,104,139,DeepSkyBlue4</list></item><item><list struct="atomic" id="11336">135,206,255,SkyBlue1</list></item><item><list struct="atomic" id="11337">126,192,238,SkyBlue2</list></item><item><list struct="atomic" id="11338">108,166,205,SkyBlue3</list></item><item><list struct="atomic" id="11339">74,112,139,SkyBlue4</list></item><item><list struct="atomic" id="11340">176,226,255,LightSkyBlue1</list></item><item><list struct="atomic" id="11341">164,211,238,LightSkyBlue2</list></item><item><list struct="atomic" id="11342">141,182,205,LightSkyBlue3</list></item><item><list struct="atomic" id="11343">96,123,139,LightSkyBlue4</list></item><item><list struct="atomic" id="11344">198,226,255,SlateGray1</list></item><item><list struct="atomic" id="11345">185,211,238,SlateGray2</list></item><item><list struct="atomic" id="11346">159,182,205,SlateGray3</list></item><item><list struct="atomic" id="11347">108,123,139,SlateGray4</list></item><item><list struct="atomic" id="11348">202,225,255,LightSteelBlue1</list></item><item><list struct="atomic" id="11349">188,210,238,LightSteelBlue2</list></item><item><list struct="atomic" id="11350">162,181,205,LightSteelBlue3</list></item><item><list struct="atomic" id="11351">110,123,139,LightSteelBlue4</list></item><item><list struct="atomic" id="11352">191,239,255,LightBlue1</list></item><item><list struct="atomic" id="11353">178,223,238,LightBlue2</list></item><item><list struct="atomic" id="11354">154,192,205,LightBlue3</list></item><item><list struct="atomic" id="11355">104,131,139,LightBlue4</list></item><item><list struct="atomic" id="11356">224,255,255,LightCyan1</list></item><item><list struct="atomic" id="11357">209,238,238,LightCyan2</list></item><item><list struct="atomic" id="11358">180,205,205,LightCyan3</list></item><item><list struct="atomic" id="11359">122,139,139,LightCyan4</list></item><item><list struct="atomic" id="11360">187,255,255,PaleTurquoise1</list></item><item><list struct="atomic" id="11361">174,238,238,PaleTurquoise2</list></item><item><list struct="atomic" id="11362">150,205,205,PaleTurquoise3</list></item><item><list struct="atomic" id="11363">102,139,139,PaleTurquoise4</list></item><item><list struct="atomic" id="11364">152,245,255,CadetBlue1</list></item><item><list struct="atomic" id="11365">142,229,238,CadetBlue2</list></item><item><list struct="atomic" id="11366">122,197,205,CadetBlue3</list></item><item><list struct="atomic" id="11367">83,134,139,CadetBlue4</list></item><item><list struct="atomic" id="11368">0,245,255,turquoise1</list></item><item><list struct="atomic" id="11369">0,229,238,turquoise2</list></item><item><list struct="atomic" id="11370">0,197,205,turquoise3</list></item><item><list struct="atomic" id="11371">0,134,139,turquoise4</list></item><item><list struct="atomic" id="11372">0,255,255,cyan1</list></item><item><list struct="atomic" id="11373">0,238,238,cyan2</list></item><item><list struct="atomic" id="11374">0,205,205,cyan3</list></item><item><list struct="atomic" id="11375">0,139,139,cyan4</list></item><item><list struct="atomic" id="11376">151,255,255,DarkSlateGray1</list></item><item><list struct="atomic" id="11377">141,238,238,DarkSlateGray2</list></item><item><list struct="atomic" id="11378">121,205,205,DarkSlateGray3</list></item><item><list struct="atomic" id="11379">82,139,139,DarkSlateGray4</list></item><item><list struct="atomic" id="11380">127,255,212,aquamarine1</list></item><item><list struct="atomic" id="11381">118,238,198,aquamarine2</list></item><item><list struct="atomic" id="11382">102,205,170,aquamarine3</list></item><item><list struct="atomic" id="11383">69,139,116,aquamarine4</list></item><item><list struct="atomic" id="11384">193,255,193,DarkSeaGreen1</list></item><item><list struct="atomic" id="11385">180,238,180,DarkSeaGreen2</list></item><item><list struct="atomic" id="11386">155,205,155,DarkSeaGreen3</list></item><item><list struct="atomic" id="11387">105,139,105,DarkSeaGreen4</list></item><item><list struct="atomic" id="11388">84,255,159,SeaGreen1</list></item><item><list struct="atomic" id="11389">78,238,148,SeaGreen2</list></item><item><list struct="atomic" id="11390">67,205,128,SeaGreen3</list></item><item><list struct="atomic" id="11391">46,139,87,SeaGreen4</list></item><item><list struct="atomic" id="11392">154,255,154,PaleGreen1</list></item><item><list struct="atomic" id="11393">144,238,144,PaleGreen2</list></item><item><list struct="atomic" id="11394">124,205,124,PaleGreen3</list></item><item><list struct="atomic" id="11395">84,139,84,PaleGreen4</list></item><item><list struct="atomic" id="11396">0,255,127,SpringGreen1</list></item><item><list struct="atomic" id="11397">0,238,118,SpringGreen2</list></item><item><list struct="atomic" id="11398">0,205,102,SpringGreen3</list></item><item><list struct="atomic" id="11399">0,139,69,SpringGreen4</list></item><item><list struct="atomic" id="11400">0,255,0,green1</list></item><item><list struct="atomic" id="11401">0,238,0,green2</list></item><item><list struct="atomic" id="11402">0,205,0,green3</list></item><item><list struct="atomic" id="11403">0,139,0,green4</list></item><item><list struct="atomic" id="11404">127,255,0,chartreuse1</list></item><item><list struct="atomic" id="11405">118,238,0,chartreuse2</list></item><item><list struct="atomic" id="11406">102,205,0,chartreuse3</list></item><item><list struct="atomic" id="11407">69,139,0,chartreuse4</list></item><item><list struct="atomic" id="11408">192,255,62,OliveDrab1</list></item><item><list struct="atomic" id="11409">179,238,58,OliveDrab2</list></item><item><list struct="atomic" id="11410">154,205,50,OliveDrab3</list></item><item><list struct="atomic" id="11411">105,139,34,OliveDrab4</list></item><item><list struct="atomic" id="11412">202,255,112,DarkOliveGreen1</list></item><item><list struct="atomic" id="11413">188,238,104,DarkOliveGreen2</list></item><item><list struct="atomic" id="11414">162,205,90,DarkOliveGreen3</list></item><item><list struct="atomic" id="11415">110,139,61,DarkOliveGreen4</list></item><item><list struct="atomic" id="11416">255,246,143,khaki1</list></item><item><list struct="atomic" id="11417">238,230,133,khaki2</list></item><item><list struct="atomic" id="11418">205,198,115,khaki3</list></item><item><list struct="atomic" id="11419">139,134,78,khaki4</list></item><item><list struct="atomic" id="11420">255,236,139,LightGoldenrod1</list></item><item><list struct="atomic" id="11421">238,220,130,LightGoldenrod2</list></item><item><list struct="atomic" id="11422">205,190,112,LightGoldenrod3</list></item><item><list struct="atomic" id="11423">139,129,76,LightGoldenrod4</list></item><item><list struct="atomic" id="11424">255,255,224,LightYellow1</list></item><item><list struct="atomic" id="11425">238,238,209,LightYellow2</list></item><item><list struct="atomic" id="11426">205,205,180,LightYellow3</list></item><item><list struct="atomic" id="11427">139,139,122,LightYellow4</list></item><item><list struct="atomic" id="11428">255,255,0,yellow1</list></item><item><list struct="atomic" id="11429">238,238,0,yellow2</list></item><item><list struct="atomic" id="11430">205,205,0,yellow3</list></item><item><list struct="atomic" id="11431">139,139,0,yellow4</list></item><item><list struct="atomic" id="11432">255,215,0,gold1</list></item><item><list struct="atomic" id="11433">238,201,0,gold2</list></item><item><list struct="atomic" id="11434">205,173,0,gold3</list></item><item><list struct="atomic" id="11435">139,117,0,gold4</list></item><item><list struct="atomic" id="11436">255,193,37,goldenrod1</list></item><item><list struct="atomic" id="11437">238,180,34,goldenrod2</list></item><item><list struct="atomic" id="11438">205,155,29,goldenrod3</list></item><item><list struct="atomic" id="11439">139,105,20,goldenrod4</list></item><item><list struct="atomic" id="11440">255,185,15,DarkGoldenrod1</list></item><item><list struct="atomic" id="11441">238,173,14,DarkGoldenrod2</list></item><item><list struct="atomic" id="11442">205,149,12,DarkGoldenrod3</list></item><item><list struct="atomic" id="11443">139,101,8,DarkGoldenrod4</list></item><item><list struct="atomic" id="11444">255,193,193,RosyBrown1</list></item><item><list struct="atomic" id="11445">238,180,180,RosyBrown2</list></item><item><list struct="atomic" id="11446">205,155,155,RosyBrown3</list></item><item><list struct="atomic" id="11447">139,105,105,RosyBrown4</list></item><item><list struct="atomic" id="11448">255,106,106,IndianRed1</list></item><item><list struct="atomic" id="11449">238,99,99,IndianRed2</list></item><item><list struct="atomic" id="11450">205,85,85,IndianRed3</list></item><item><list struct="atomic" id="11451">139,58,58,IndianRed4</list></item><item><list struct="atomic" id="11452">255,130,71,sienna1</list></item><item><list struct="atomic" id="11453">238,121,66,sienna2</list></item><item><list struct="atomic" id="11454">205,104,57,sienna3</list></item><item><list struct="atomic" id="11455">139,71,38,sienna4</list></item><item><list struct="atomic" id="11456">255,211,155,burlywood1</list></item><item><list struct="atomic" id="11457">238,197,145,burlywood2</list></item><item><list struct="atomic" id="11458">205,170,125,burlywood3</list></item><item><list struct="atomic" id="11459">139,115,85,burlywood4</list></item><item><list struct="atomic" id="11460">255,231,186,wheat1</list></item><item><list struct="atomic" id="11461">238,216,174,wheat2</list></item><item><list struct="atomic" id="11462">205,186,150,wheat3</list></item><item><list struct="atomic" id="11463">139,126,102,wheat4</list></item><item><list struct="atomic" id="11464">255,165,79,tan1</list></item><item><list struct="atomic" id="11465">238,154,73,tan2</list></item><item><list struct="atomic" id="11466">205,133,63,tan3</list></item><item><list struct="atomic" id="11467">139,90,43,tan4</list></item><item><list struct="atomic" id="11468">255,127,36,chocolate1</list></item><item><list struct="atomic" id="11469">238,118,33,chocolate2</list></item><item><list struct="atomic" id="11470">205,102,29,chocolate3</list></item><item><list struct="atomic" id="11471">139,69,19,chocolate4</list></item><item><list struct="atomic" id="11472">255,48,48,firebrick1</list></item><item><list struct="atomic" id="11473">238,44,44,firebrick2</list></item><item><list struct="atomic" id="11474">205,38,38,firebrick3</list></item><item><list struct="atomic" id="11475">139,26,26,firebrick4</list></item><item><list struct="atomic" id="11476">255,64,64,brown1</list></item><item><list struct="atomic" id="11477">238,59,59,brown2</list></item><item><list struct="atomic" id="11478">205,51,51,brown3</list></item><item><list struct="atomic" id="11479">139,35,35,brown4</list></item><item><list struct="atomic" id="11480">255,140,105,salmon1</list></item><item><list struct="atomic" id="11481">238,130,98,salmon2</list></item><item><list struct="atomic" id="11482">205,112,84,salmon3</list></item><item><list struct="atomic" id="11483">139,76,57,salmon4</list></item><item><list struct="atomic" id="11484">255,160,122,LightSalmon1</list></item><item><list struct="atomic" id="11485">238,149,114,LightSalmon2</list></item><item><list struct="atomic" id="11486">205,129,98,LightSalmon3</list></item><item><list struct="atomic" id="11487">139,87,66,LightSalmon4</list></item><item><list struct="atomic" id="11488">255,165,0,orange1</list></item><item><list struct="atomic" id="11489">238,154,0,orange2</list></item><item><list struct="atomic" id="11490">205,133,0,orange3</list></item><item><list struct="atomic" id="11491">139,90,0,orange4</list></item><item><list struct="atomic" id="11492">255,127,0,DarkOrange1</list></item><item><list struct="atomic" id="11493">238,118,0,DarkOrange2</list></item><item><list struct="atomic" id="11494">205,102,0,DarkOrange3</list></item><item><list struct="atomic" id="11495">139,69,0,DarkOrange4</list></item><item><list struct="atomic" id="11496">255,114,86,coral1</list></item><item><list struct="atomic" id="11497">238,106,80,coral2</list></item><item><list struct="atomic" id="11498">205,91,69,coral3</list></item><item><list struct="atomic" id="11499">139,62,47,coral4</list></item><item><list struct="atomic" id="11500">255,99,71,tomato1</list></item><item><list struct="atomic" id="11501">238,92,66,tomato2</list></item><item><list struct="atomic" id="11502">205,79,57,tomato3</list></item><item><list struct="atomic" id="11503">139,54,38,tomato4</list></item><item><list struct="atomic" id="11504">255,69,0,OrangeRed1</list></item><item><list struct="atomic" id="11505">238,64,0,OrangeRed2</list></item><item><list struct="atomic" id="11506">205,55,0,OrangeRed3</list></item><item><list struct="atomic" id="11507">139,37,0,OrangeRed4</list></item><item><list struct="atomic" id="11508">255,0,0,red1</list></item><item><list struct="atomic" id="11509">238,0,0,red2</list></item><item><list struct="atomic" id="11510">205,0,0,red3</list></item><item><list struct="atomic" id="11511">139,0,0,red4</list></item><item><list struct="atomic" id="11512">255,20,147,DeepPink1</list></item><item><list struct="atomic" id="11513">238,18,137,DeepPink2</list></item><item><list struct="atomic" id="11514">205,16,118,DeepPink3</list></item><item><list struct="atomic" id="11515">139,10,80,DeepPink4</list></item><item><list struct="atomic" id="11516">255,110,180,HotPink1</list></item><item><list struct="atomic" id="11517">238,106,167,HotPink2</list></item><item><list struct="atomic" id="11518">205,96,144,HotPink3</list></item><item><list struct="atomic" id="11519">139,58,98,HotPink4</list></item><item><list struct="atomic" id="11520">255,181,197,pink1</list></item><item><list struct="atomic" id="11521">238,169,184,pink2</list></item><item><list struct="atomic" id="11522">205,145,158,pink3</list></item><item><list struct="atomic" id="11523">139,99,108,pink4</list></item><item><list struct="atomic" id="11524">255,174,185,LightPink1</list></item><item><list struct="atomic" id="11525">238,162,173,LightPink2</list></item><item><list struct="atomic" id="11526">205,140,149,LightPink3</list></item><item><list struct="atomic" id="11527">139,95,101,LightPink4</list></item><item><list struct="atomic" id="11528">255,130,171,PaleVioletRed1</list></item><item><list struct="atomic" id="11529">238,121,159,PaleVioletRed2</list></item><item><list struct="atomic" id="11530">205,104,137,PaleVioletRed3</list></item><item><list struct="atomic" id="11531">139,71,93,PaleVioletRed4</list></item><item><list struct="atomic" id="11532">255,52,179,maroon1</list></item><item><list struct="atomic" id="11533">238,48,167,maroon2</list></item><item><list struct="atomic" id="11534">205,41,144,maroon3</list></item><item><list struct="atomic" id="11535">139,28,98,maroon4</list></item><item><list struct="atomic" id="11536">255,62,150,VioletRed1</list></item><item><list struct="atomic" id="11537">238,58,140,VioletRed2</list></item><item><list struct="atomic" id="11538">205,50,120,VioletRed3</list></item><item><list struct="atomic" id="11539">139,34,82,VioletRed4</list></item><item><list struct="atomic" id="11540">255,0,255,magenta1</list></item><item><list struct="atomic" id="11541">238,0,238,magenta2</list></item><item><list struct="atomic" id="11542">205,0,205,magenta3</list></item><item><list struct="atomic" id="11543">139,0,139,magenta4</list></item><item><list struct="atomic" id="11544">255,131,250,orchid1</list></item><item><list struct="atomic" id="11545">238,122,233,orchid2</list></item><item><list struct="atomic" id="11546">205,105,201,orchid3</list></item><item><list struct="atomic" id="11547">139,71,137,orchid4</list></item><item><list struct="atomic" id="11548">255,187,255,plum1</list></item><item><list struct="atomic" id="11549">238,174,238,plum2</list></item><item><list struct="atomic" id="11550">205,150,205,plum3</list></item><item><list struct="atomic" id="11551">139,102,139,plum4</list></item><item><list struct="atomic" id="11552">224,102,255,MediumOrchid1</list></item><item><list struct="atomic" id="11553">209,95,238,MediumOrchid2</list></item><item><list struct="atomic" id="11554">180,82,205,MediumOrchid3</list></item><item><list struct="atomic" id="11555">122,55,139,MediumOrchid4</list></item><item><list struct="atomic" id="11556">191,62,255,DarkOrchid1</list></item><item><list struct="atomic" id="11557">178,58,238,DarkOrchid2</list></item><item><list struct="atomic" id="11558">154,50,205,DarkOrchid3</list></item><item><list struct="atomic" id="11559">104,34,139,DarkOrchid4</list></item><item><list struct="atomic" id="11560">155,48,255,purple1</list></item><item><list struct="atomic" id="11561">145,44,238,purple2</list></item><item><list struct="atomic" id="11562">125,38,205,purple3</list></item><item><list struct="atomic" id="11563">85,26,139,purple4</list></item><item><list struct="atomic" id="11564">171,130,255,MediumPurple1</list></item><item><list struct="atomic" id="11565">159,121,238,MediumPurple2</list></item><item><list struct="atomic" id="11566">137,104,205,MediumPurple3</list></item><item><list struct="atomic" id="11567">93,71,139,MediumPurple4</list></item><item><list struct="atomic" id="11568">255,225,255,thistle1</list></item><item><list struct="atomic" id="11569">238,210,238,thistle2</list></item><item><list struct="atomic" id="11570">205,181,205,thistle3</list></item><item><list struct="atomic" id="11571">139,123,139,thistle4</list></item><item><list struct="atomic" id="11572">0,0,0,gray0</list></item><item><list struct="atomic" id="11573">0,0,0,grey0</list></item><item><list struct="atomic" id="11574">3,3,3,gray1</list></item><item><list struct="atomic" id="11575">3,3,3,grey1</list></item><item><list struct="atomic" id="11576">5,5,5,gray2</list></item><item><list struct="atomic" id="11577">5,5,5,grey2</list></item><item><list struct="atomic" id="11578">8,8,8,gray3</list></item><item><list struct="atomic" id="11579">8,8,8,grey3</list></item><item><list struct="atomic" id="11580">10,10,10,gray4</list></item><item><list struct="atomic" id="11581">10,10,10,grey4</list></item><item><list struct="atomic" id="11582">13,13,13,gray5</list></item><item><list struct="atomic" id="11583">13,13,13,grey5</list></item><item><list struct="atomic" id="11584">15,15,15,gray6</list></item><item><list struct="atomic" id="11585">15,15,15,grey6</list></item><item><list struct="atomic" id="11586">18,18,18,gray7</list></item><item><list struct="atomic" id="11587">18,18,18,grey7</list></item><item><list struct="atomic" id="11588">20,20,20,gray8</list></item><item><list struct="atomic" id="11589">20,20,20,grey8</list></item><item><list struct="atomic" id="11590">23,23,23,gray9</list></item><item><list struct="atomic" id="11591">23,23,23,grey9</list></item><item><list struct="atomic" id="11592">26,26,26,gray10</list></item><item><list struct="atomic" id="11593">26,26,26,grey10</list></item><item><list struct="atomic" id="11594">28,28,28,gray11</list></item><item><list struct="atomic" id="11595">28,28,28,grey11</list></item><item><list struct="atomic" id="11596">31,31,31,gray12</list></item><item><list struct="atomic" id="11597">31,31,31,grey12</list></item><item><list struct="atomic" id="11598">33,33,33,gray13</list></item><item><list struct="atomic" id="11599">33,33,33,grey13</list></item><item><list struct="atomic" id="11600">36,36,36,gray14</list></item><item><list struct="atomic" id="11601">36,36,36,grey14</list></item><item><list struct="atomic" id="11602">38,38,38,gray15</list></item><item><list struct="atomic" id="11603">38,38,38,grey15</list></item><item><list struct="atomic" id="11604">41,41,41,gray16</list></item><item><list struct="atomic" id="11605">41,41,41,grey16</list></item><item><list struct="atomic" id="11606">43,43,43,gray17</list></item><item><list struct="atomic" id="11607">43,43,43,grey17</list></item><item><list struct="atomic" id="11608">46,46,46,gray18</list></item><item><list struct="atomic" id="11609">46,46,46,grey18</list></item><item><list struct="atomic" id="11610">48,48,48,gray19</list></item><item><list struct="atomic" id="11611">48,48,48,grey19</list></item><item><list struct="atomic" id="11612">51,51,51,gray20</list></item><item><list struct="atomic" id="11613">51,51,51,grey20</list></item><item><list struct="atomic" id="11614">54,54,54,gray21</list></item><item><list struct="atomic" id="11615">54,54,54,grey21</list></item><item><list struct="atomic" id="11616">56,56,56,gray22</list></item><item><list struct="atomic" id="11617">56,56,56,grey22</list></item><item><list struct="atomic" id="11618">59,59,59,gray23</list></item><item><list struct="atomic" id="11619">59,59,59,grey23</list></item><item><list struct="atomic" id="11620">61,61,61,gray24</list></item><item><list struct="atomic" id="11621">61,61,61,grey24</list></item><item><list struct="atomic" id="11622">64,64,64,gray25</list></item><item><list struct="atomic" id="11623">64,64,64,grey25</list></item><item><list struct="atomic" id="11624">66,66,66,gray26</list></item><item><list struct="atomic" id="11625">66,66,66,grey26</list></item><item><list struct="atomic" id="11626">69,69,69,gray27</list></item><item><list struct="atomic" id="11627">69,69,69,grey27</list></item><item><list struct="atomic" id="11628">71,71,71,gray28</list></item><item><list struct="atomic" id="11629">71,71,71,grey28</list></item><item><list struct="atomic" id="11630">74,74,74,gray29</list></item><item><list struct="atomic" id="11631">74,74,74,grey29</list></item><item><list struct="atomic" id="11632">77,77,77,gray30</list></item><item><list struct="atomic" id="11633">77,77,77,grey30</list></item><item><list struct="atomic" id="11634">79,79,79,gray31</list></item><item><list struct="atomic" id="11635">79,79,79,grey31</list></item><item><list struct="atomic" id="11636">82,82,82,gray32</list></item><item><list struct="atomic" id="11637">82,82,82,grey32</list></item><item><list struct="atomic" id="11638">84,84,84,gray33</list></item><item><list struct="atomic" id="11639">84,84,84,grey33</list></item><item><list struct="atomic" id="11640">87,87,87,gray34</list></item><item><list struct="atomic" id="11641">87,87,87,grey34</list></item><item><list struct="atomic" id="11642">89,89,89,gray35</list></item><item><list struct="atomic" id="11643">89,89,89,grey35</list></item><item><list struct="atomic" id="11644">92,92,92,gray36</list></item><item><list struct="atomic" id="11645">92,92,92,grey36</list></item><item><list struct="atomic" id="11646">94,94,94,gray37</list></item><item><list struct="atomic" id="11647">94,94,94,grey37</list></item><item><list struct="atomic" id="11648">97,97,97,gray38</list></item><item><list struct="atomic" id="11649">97,97,97,grey38</list></item><item><list struct="atomic" id="11650">99,99,99,gray39</list></item><item><list struct="atomic" id="11651">99,99,99,grey39</list></item><item><list struct="atomic" id="11652">102,102,102,gray40</list></item><item><list struct="atomic" id="11653">102,102,102,grey40</list></item><item><list struct="atomic" id="11654">105,105,105,gray41</list></item><item><list struct="atomic" id="11655">105,105,105,grey41</list></item><item><list struct="atomic" id="11656">107,107,107,gray42</list></item><item><list struct="atomic" id="11657">107,107,107,grey42</list></item><item><list struct="atomic" id="11658">110,110,110,gray43</list></item><item><list struct="atomic" id="11659">110,110,110,grey43</list></item><item><list struct="atomic" id="11660">112,112,112,gray44</list></item><item><list struct="atomic" id="11661">112,112,112,grey44</list></item><item><list struct="atomic" id="11662">115,115,115,gray45</list></item><item><list struct="atomic" id="11663">115,115,115,grey45</list></item><item><list struct="atomic" id="11664">117,117,117,gray46</list></item><item><list struct="atomic" id="11665">117,117,117,grey46</list></item><item><list struct="atomic" id="11666">120,120,120,gray47</list></item><item><list struct="atomic" id="11667">120,120,120,grey47</list></item><item><list struct="atomic" id="11668">122,122,122,gray48</list></item><item><list struct="atomic" id="11669">122,122,122,grey48</list></item><item><list struct="atomic" id="11670">125,125,125,gray49</list></item><item><list struct="atomic" id="11671">125,125,125,grey49</list></item><item><list struct="atomic" id="11672">127,127,127,gray50</list></item><item><list struct="atomic" id="11673">127,127,127,grey50</list></item><item><list struct="atomic" id="11674">130,130,130,gray51</list></item><item><list struct="atomic" id="11675">130,130,130,grey51</list></item><item><list struct="atomic" id="11676">133,133,133,gray52</list></item><item><list struct="atomic" id="11677">133,133,133,grey52</list></item><item><list struct="atomic" id="11678">135,135,135,gray53</list></item><item><list struct="atomic" id="11679">135,135,135,grey53</list></item><item><list struct="atomic" id="11680">138,138,138,gray54</list></item><item><list struct="atomic" id="11681">138,138,138,grey54</list></item><item><list struct="atomic" id="11682">140,140,140,gray55</list></item><item><list struct="atomic" id="11683">140,140,140,grey55</list></item><item><list struct="atomic" id="11684">143,143,143,gray56</list></item><item><list struct="atomic" id="11685">143,143,143,grey56</list></item><item><list struct="atomic" id="11686">145,145,145,gray57</list></item><item><list struct="atomic" id="11687">145,145,145,grey57</list></item><item><list struct="atomic" id="11688">148,148,148,gray58</list></item><item><list struct="atomic" id="11689">148,148,148,grey58</list></item><item><list struct="atomic" id="11690">150,150,150,gray59</list></item><item><list struct="atomic" id="11691">150,150,150,grey59</list></item><item><list struct="atomic" id="11692">153,153,153,gray60</list></item><item><list struct="atomic" id="11693">153,153,153,grey60</list></item><item><list struct="atomic" id="11694">156,156,156,gray61</list></item><item><list struct="atomic" id="11695">156,156,156,grey61</list></item><item><list struct="atomic" id="11696">158,158,158,gray62</list></item><item><list struct="atomic" id="11697">158,158,158,grey62</list></item><item><list struct="atomic" id="11698">161,161,161,gray63</list></item><item><list struct="atomic" id="11699">161,161,161,grey63</list></item><item><list struct="atomic" id="11700">163,163,163,gray64</list></item><item><list struct="atomic" id="11701">163,163,163,grey64</list></item><item><list struct="atomic" id="11702">166,166,166,gray65</list></item><item><list struct="atomic" id="11703">166,166,166,grey65</list></item><item><list struct="atomic" id="11704">168,168,168,gray66</list></item><item><list struct="atomic" id="11705">168,168,168,grey66</list></item><item><list struct="atomic" id="11706">171,171,171,gray67</list></item><item><list struct="atomic" id="11707">171,171,171,grey67</list></item><item><list struct="atomic" id="11708">173,173,173,gray68</list></item><item><list struct="atomic" id="11709">173,173,173,grey68</list></item><item><list struct="atomic" id="11710">176,176,176,gray69</list></item><item><list struct="atomic" id="11711">176,176,176,grey69</list></item><item><list struct="atomic" id="11712">179,179,179,gray70</list></item><item><list struct="atomic" id="11713">179,179,179,grey70</list></item><item><list struct="atomic" id="11714">181,181,181,gray71</list></item><item><list struct="atomic" id="11715">181,181,181,grey71</list></item><item><list struct="atomic" id="11716">184,184,184,gray72</list></item><item><list struct="atomic" id="11717">184,184,184,grey72</list></item><item><list struct="atomic" id="11718">186,186,186,gray73</list></item><item><list struct="atomic" id="11719">186,186,186,grey73</list></item><item><list struct="atomic" id="11720">189,189,189,gray74</list></item><item><list struct="atomic" id="11721">189,189,189,grey74</list></item><item><list struct="atomic" id="11722">191,191,191,gray75</list></item><item><list struct="atomic" id="11723">191,191,191,grey75</list></item><item><list struct="atomic" id="11724">194,194,194,gray76</list></item><item><list struct="atomic" id="11725">194,194,194,grey76</list></item><item><list struct="atomic" id="11726">196,196,196,gray77</list></item><item><list struct="atomic" id="11727">196,196,196,grey77</list></item><item><list struct="atomic" id="11728">199,199,199,gray78</list></item><item><list struct="atomic" id="11729">199,199,199,grey78</list></item><item><list struct="atomic" id="11730">201,201,201,gray79</list></item><item><list struct="atomic" id="11731">201,201,201,grey79</list></item><item><list struct="atomic" id="11732">204,204,204,gray80</list></item><item><list struct="atomic" id="11733">204,204,204,grey80</list></item><item><list struct="atomic" id="11734">207,207,207,gray81</list></item><item><list struct="atomic" id="11735">207,207,207,grey81</list></item><item><list struct="atomic" id="11736">209,209,209,gray82</list></item><item><list struct="atomic" id="11737">209,209,209,grey82</list></item><item><list struct="atomic" id="11738">212,212,212,gray83</list></item><item><list struct="atomic" id="11739">212,212,212,grey83</list></item><item><list struct="atomic" id="11740">214,214,214,gray84</list></item><item><list struct="atomic" id="11741">214,214,214,grey84</list></item><item><list struct="atomic" id="11742">217,217,217,gray85</list></item><item><list struct="atomic" id="11743">217,217,217,grey85</list></item><item><list struct="atomic" id="11744">219,219,219,gray86</list></item><item><list struct="atomic" id="11745">219,219,219,grey86</list></item><item><list struct="atomic" id="11746">222,222,222,gray87</list></item><item><list struct="atomic" id="11747">222,222,222,grey87</list></item><item><list struct="atomic" id="11748">224,224,224,gray88</list></item><item><list struct="atomic" id="11749">224,224,224,grey88</list></item><item><list struct="atomic" id="11750">227,227,227,gray89</list></item><item><list struct="atomic" id="11751">227,227,227,grey89</list></item><item><list struct="atomic" id="11752">229,229,229,gray90</list></item><item><list struct="atomic" id="11753">229,229,229,grey90</list></item><item><list struct="atomic" id="11754">232,232,232,gray91</list></item><item><list struct="atomic" id="11755">232,232,232,grey91</list></item><item><list struct="atomic" id="11756">235,235,235,gray92</list></item><item><list struct="atomic" id="11757">235,235,235,grey92</list></item><item><list struct="atomic" id="11758">237,237,237,gray93</list></item><item><list struct="atomic" id="11759">237,237,237,grey93</list></item><item><list struct="atomic" id="11760">240,240,240,gray94</list></item><item><list struct="atomic" id="11761">240,240,240,grey94</list></item><item><list struct="atomic" id="11762">242,242,242,gray95</list></item><item><list struct="atomic" id="11763">242,242,242,grey95</list></item><item><list struct="atomic" id="11764">245,245,245,gray96</list></item><item><list struct="atomic" id="11765">245,245,245,grey96</list></item><item><list struct="atomic" id="11766">247,247,247,gray97</list></item><item><list struct="atomic" id="11767">247,247,247,grey97</list></item><item><list struct="atomic" id="11768">250,250,250,gray98</list></item><item><list struct="atomic" id="11769">250,250,250,grey98</list></item><item><list struct="atomic" id="11770">252,252,252,gray99</list></item><item><list struct="atomic" id="11771">252,252,252,grey99</list></item><item><list struct="atomic" id="11772">255,255,255,gray100</list></item><item><list struct="atomic" id="11773">255,255,255,grey100</list></item><item><list struct="atomic" id="11774">169,169,169,darkgrey</list></item><item><list struct="atomic" id="11775">169,169,169,darkgray</list></item><item><list struct="atomic" id="11776">0,0,139,darkblue</list></item><item><list struct="atomic" id="11777">0,139,139,darkcyan</list></item><item><list struct="atomic" id="11778">139,0,139,darkmagenta</list></item><item><list struct="atomic" id="11779">139,0,0,darkred</list></item><item><list struct="atomic" id="11780">144,238,144,lightgreen</list></item></list></variable><variable name="✐ crayon colors"><list id="11781"><item><list struct="atomic" id="11782">0,0,0,black,0</list></item><item><list struct="atomic" id="11783">18,18,18,gray7,1</list></item><item><list struct="atomic" id="11784">36,36,36,gray14,2</list></item><item><list struct="atomic" id="11785">54,54,54,gray21,3</list></item><item><list struct="atomic" id="11786">72,72,72,gray28,4</list></item><item><list struct="atomic" id="11787">92,92,92,gray36,5</list></item><item><list struct="atomic" id="11788">109,109,109,gray43,6</list></item><item><list struct="atomic" id="11789">127,127,127,gray50,7</list></item><item><list struct="atomic" id="11790">145,145,145,gray57,8</list></item><item><list struct="atomic" id="11791">163,163,163,gray64,9</list></item><item><list struct="atomic" id="11792">181,181,181,gray71,10</list></item><item><list struct="atomic" id="11793">200,200,200,gray78,11</list></item><item><list struct="atomic" id="11794">218,218,218,gray85,12</list></item><item><list struct="atomic" id="11795">236,236,236,gray92,13</list></item><item><list struct="atomic" id="11796">255,255,255,white,14</list></item><item><list struct="atomic" id="11797">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="11798">255,105,180,hot pink,16</list></item><item><list struct="atomic" id="11799">255,0,127,bright pink,17</list></item><item><list struct="atomic" id="11800">227,11,93,raspberry,18</list></item><item><list struct="atomic" id="11801">229,43,80,amaranth,19</list></item><item><list struct="atomic" id="11802">255,0,0,red,20</list></item><item><list struct="atomic" id="11803">144,0,32,burgundy,21</list></item><item><list struct="atomic" id="11804">153,0,0,cherry,22</list></item><item><list struct="atomic" id="11805">164,0,0,dark candy apple red,23</list></item><item><list struct="atomic" id="11806">192,0,0,sanguine,24</list></item><item><list struct="atomic" id="11807">128,0,0,maroon,25</list></item><item><list struct="atomic" id="11808">201,0,22,crimson,26</list></item><item><list struct="atomic" id="11809">217,77,17,Lists,27</list></item><item><list struct="atomic" id="11810">255,8,0,candy apple red,28</list></item><item><list struct="atomic" id="11811">255,56,0,coquelicot,29</list></item><item><list struct="atomic" id="11812">139,69,19,saddle brown,30</list></item><item><list struct="atomic" id="11813">123,63,0,chocolate,31</list></item><item><list struct="atomic" id="11814">107,68,35,kobicha,32</list></item><item><list struct="atomic" id="11815">112,66,20,sepia,33</list></item><item><list struct="atomic" id="11816">149,69,53,chestnut,34</list></item><item><list struct="atomic" id="11817">101,67,33,dark brown,35</list></item><item><list struct="atomic" id="11818">150,75,0,brown,36</list></item><item><list struct="atomic" id="11819">153,101,21,golden brown,37</list></item><item><list struct="atomic" id="11820">184,115,51,cinnamon,38</list></item><item><list struct="atomic" id="11821">210,105,30,copper,39</list></item><item><list struct="atomic" id="11822">255,127,0,orange,40</list></item><item><list struct="atomic" id="11823">255,88,0,Pantone orange,41</list></item><item><list struct="atomic" id="11824">255,117,24,pumpkin,42</list></item><item><list struct="atomic" id="11825">243,118,29,Variables,43</list></item><item><list struct="atomic" id="11826">232,97,0,Spanish orange,44</list></item><item><list struct="atomic" id="11827">204,85,0,burnt orange,45</list></item><item><list struct="atomic" id="11828">203,65,11,sinopia,46</list></item><item><list struct="atomic" id="11829">204,119,34,ochre,47</list></item><item><list struct="atomic" id="11830">237,145,33,carrot,48</list></item><item><list struct="atomic" id="11831">242,133,0,tangerine,49</list></item><item><list struct="atomic" id="11832">255,255,0,yellow,50</list></item><item><list struct="atomic" id="11833">230,168,34,Control,51</list></item><item><list struct="atomic" id="11834">184,134,11,dark goldenrod,52</list></item><item><list struct="atomic" id="11835">218,165,32,goldenrod,53</list></item><item><list struct="atomic" id="11836">244,196,48,saffron,54</list></item><item><list struct="atomic" id="11837">236,213,64,sandstorm,55</list></item><item><list struct="atomic" id="11838">255,219,88,mustard,56</list></item><item><list struct="atomic" id="11839">255,215,0,gold,57</list></item><item><list struct="atomic" id="11840">254,227,62,egg yolk,58</list></item><item><list struct="atomic" id="11841">251,225,8,rubber duck,59</list></item><item><list struct="atomic" id="11842">0,255,0,lime,60</list></item><item><list struct="atomic" id="11843">141,182,0,apple green,61</list></item><item><list struct="atomic" id="11844">98,194,19,Operators,62</list></item><item><list struct="atomic" id="11845">34,139,34,forest green,63</list></item><item><list struct="atomic" id="11846">0,128,0,green,64</list></item><item><list struct="atomic" id="11847">0,100,0,dark green,65</list></item><item><list struct="atomic" id="11848">3,192,60,dark pastel green,66</list></item><item><list struct="atomic" id="11849">80,200,120,emerald,67</list></item><item><list struct="atomic" id="11850">62,180,137,mint,68</list></item><item><list struct="atomic" id="11851">0,161,120,Pen,69</list></item><item><list struct="atomic" id="11852">0,255,255,aqua,70</list></item><item><list struct="atomic" id="11853">0,139,139,dark cyan,71</list></item><item><list struct="atomic" id="11854">0,123,167,cerulean,72</list></item><item><list struct="atomic" id="11855">113,166,210,iceberg,73</list></item><item><list struct="atomic" id="11856">4,148,220,Sensing,74</list></item><item><list struct="atomic" id="11857">0,128,128,teal,75</list></item><item><list struct="atomic" id="11858">135,206,250,light sky blue,76</list></item><item><list struct="atomic" id="11859">0,191,255,deep sky blue,77</list></item><item><list struct="atomic" id="11860">30,144,255,dodger blue,78</list></item><item><list struct="atomic" id="11861">0,127,255,azure,79</list></item><item><list struct="atomic" id="11862">0,0,255,blue,80</list></item><item><list struct="atomic" id="11863">25,25,112,midnight blue,81</list></item><item><list struct="atomic" id="11864">0,51,153,dark powder blue,82</list></item><item><list struct="atomic" id="11865">0,71,171,cobalt,83</list></item><item><list struct="atomic" id="11866">21,96,189,denim,84</list></item><item><list struct="atomic" id="11867">0,0,128,navy blue,85</list></item><item><list struct="atomic" id="11868">70,130,180,steel blue,86</list></item><item><list struct="atomic" id="11869">74,108,212,Motion,87</list></item><item><list struct="atomic" id="11870">100,149,237,cornflower,88</list></item><item><list struct="atomic" id="11871">106,90,205,slate blue,89</list></item><item><list struct="atomic" id="11872">128,0,255,violet,90</list></item><item><list struct="atomic" id="11873">143,86,227,Looks,91</list></item><item><list struct="atomic" id="11874">111,45,168,grape,92</list></item><item><list struct="atomic" id="11875">75,0,130,indigo,93</list></item><item><list struct="atomic" id="11876">160,32,240,x11 purple,94</list></item><item><list struct="atomic" id="11877">255,0,255,magenta,95</list></item><item><list struct="atomic" id="11878">153,50,204,dark orchid,96</list></item><item><list struct="atomic" id="11879">207,74,217,Sound,97</list></item><item><list struct="atomic" id="11880">127,0,127,purple,98</list></item><item><list struct="atomic" id="11881">139,0,139,dark magenta,99</list></item><item><list struct="atomic" id="11882">0,255,255,cyan,100</list></item><item><list struct="atomic" id="11883">255,0,255,fuchia,101</list></item><item><list struct="atomic" id="11884">18,18,18,grey7,102</list></item><item><list struct="atomic" id="11885">36,36,36,grey14,103</list></item><item><list struct="atomic" id="11886">54,54,54,grey21,104</list></item><item><list struct="atomic" id="11887">72,72,72,grey28,105</list></item><item><list struct="atomic" id="11888">92,92,92,grey36,106</list></item><item><list struct="atomic" id="11889">109,109,109,grey43,107</list></item><item><list struct="atomic" id="11890">127,127,127,grey50,108</list></item><item><list struct="atomic" id="11891">145,145,145,grey57,109</list></item><item><list struct="atomic" id="11892">163,163,163,grey64,110</list></item><item><list struct="atomic" id="11893">181,181,181,grey71,111</list></item><item><list struct="atomic" id="11894">200,200,200,grey78,112</list></item><item><list struct="atomic" id="11895">218,218,218,grey85,113</list></item><item><list struct="atomic" id="11896">236,236,236,grey92,114</list></item></list></variable><variable name="✐ fair hue table"><list id="11897"><item><list struct="atomic" id="11898">0,0</list></item><item><list struct="atomic" id="11899">0.1,0.4490048</list></item><item><list struct="atomic" id="11900">0.2,0.7917349397590361</list></item><item><list struct="atomic" id="11901">0.3,1.323783606557377</list></item><item><list struct="atomic" id="11902">0.4,1.5577075630252102</list></item><item><list struct="atomic" id="11903">0.5,1.8819460580912863</list></item><item><list struct="atomic" id="11904">0.6,2.2386749999999993</list></item><item><list struct="atomic" id="11905">0.7,2.7028660714285713</list></item><item><list struct="atomic" id="11906">0.8,3.0121628959276014</list></item><item><list struct="atomic" id="11907">0.9,3.315934497816594</list></item><item><list struct="atomic" id="11908">1,3.6112710280373834</list></item><item><list struct="atomic" id="11909">1.1,3.90595</list></item><item><list struct="atomic" id="11910">1.2,4.127571428571427</list></item><item><list struct="atomic" id="11911">1.3,4.297762318840579</list></item><item><list struct="atomic" id="11912">1.4,4.489283257918553</list></item><item><list struct="atomic" id="11913">1.5,4.7677722772277225</list></item><item><list struct="atomic" id="11914">1.6,5.039333333333333</list></item><item><list struct="atomic" id="11915">1.7,5.304873846153846</list></item><item><list struct="atomic" id="11916">1.8,5.403663157894737</list></item><item><list struct="atomic" 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struct="atomic" id="12789">89.1,95.25383333333333</list></item><item><list struct="atomic" id="12790">89.2,95.27933333333333</list></item><item><list struct="atomic" id="12791">89.3,95.30483333333333</list></item><item><list struct="atomic" id="12792">89.4,95.33033333333333</list></item><item><list struct="atomic" id="12793">89.5,95.35583333333332</list></item><item><list struct="atomic" id="12794">89.6,95.38133333333333</list></item><item><list struct="atomic" id="12795">89.7,95.40683333333332</list></item><item><list struct="atomic" id="12796">89.8,95.43233333333333</list></item><item><list struct="atomic" id="12797">89.9,95.45783333333334</list></item><item><list struct="atomic" id="12798">90,95.48333333333333</list></item><item><list struct="atomic" id="12799">90.1,95.50883333333334</list></item><item><list struct="atomic" id="12800">90.2,95.53433333333334</list></item><item><list struct="atomic" id="12801">90.3,95.55983333333333</list></item><item><list struct="atomic" id="12802">90.4,95.58533333333334</list></item><item><list struct="atomic" id="12803">90.5,95.61083333333333</list></item><item><list struct="atomic" id="12804">90.6,95.63633333333334</list></item><item><list struct="atomic" id="12805">90.7,95.66183333333333</list></item><item><list struct="atomic" id="12806">90.8,95.68733333333333</list></item><item><list struct="atomic" id="12807">90.9,95.7154</list></item><item><list struct="atomic" id="12808">91,95.74600000000001</list></item><item><list struct="atomic" id="12809">91.1,95.7766</list></item><item><list struct="atomic" id="12810">91.2,95.80600000000001</list></item><item><list struct="atomic" id="12811">91.3,95.8315</list></item><item><list struct="atomic" id="12812">91.4,95.857</list></item><item><list struct="atomic" id="12813">91.5,95.88250000000001</list></item><item><list struct="atomic" id="12814">91.6,95.908</list></item><item><list struct="atomic" id="12815">91.7,95.93350000000001</list></item><item><list struct="atomic" id="12816">91.8,95.959</list></item><item><list struct="atomic" id="12817">91.9,95.9845</list></item><item><list struct="atomic" id="12818">92,96.01</list></item><item><list struct="atomic" id="12819">92.1,96.0355</list></item><item><list struct="atomic" id="12820">92.2,96.061</list></item><item><list struct="atomic" id="12821">92.3,96.0865</list></item><item><list struct="atomic" id="12822">92.4,96.112</list></item><item><list struct="atomic" id="12823">92.5,96.1375</list></item><item><list struct="atomic" id="12824">92.6,96.163</list></item><item><list struct="atomic" id="12825">92.7,96.1885</list></item><item><list struct="atomic" id="12826">92.8,96.214</list></item><item><list struct="atomic" id="12827">92.9,96.23949999999999</list></item><item><list struct="atomic" id="12828">93,96.265</list></item><item><list struct="atomic" id="12829">93.1,96.2905</list></item><item><list struct="atomic" id="12830">93.2,96.316</list></item><item><list struct="atomic" id="12831">93.3,96.34150000000001</list></item><item><list struct="atomic" id="12832">93.4,96.367</list></item><item><list struct="atomic" id="12833">93.5,96.39250000000001</list></item><item><list struct="atomic" id="12834">93.6,96.418</list></item><item><list struct="atomic" id="12835">93.7,96.4435</list></item><item><list struct="atomic" id="12836">93.8,96.469</list></item><item><list struct="atomic" id="12837">93.9,96.49449999999999</list></item><item><list struct="atomic" id="12838">94,96.524</list></item><item><list struct="atomic" id="12839">94.1,96.5546</list></item><item><list struct="atomic" id="12840">94.2,96.5852</list></item><item><list struct="atomic" id="12841">94.3,96.61316666666667</list></item><item><list struct="atomic" id="12842">94.4,96.63866666666667</list></item><item><list struct="atomic" id="12843">94.5,96.66416666666666</list></item><item><list struct="atomic" id="12844">94.6,96.68966666666667</list></item><item><list struct="atomic" id="12845">94.7,96.71516666666666</list></item><item><list struct="atomic" id="12846">94.8,96.74066666666667</list></item><item><list struct="atomic" id="12847">94.9,96.76616666666666</list></item><item><list struct="atomic" id="12848">95,96.79166666666666</list></item><item><list struct="atomic" id="12849">95.1,96.81716666666667</list></item><item><list struct="atomic" id="12850">95.2,96.84266666666666</list></item><item><list struct="atomic" id="12851">95.3,96.86816666666667</list></item><item><list struct="atomic" id="12852">95.4,96.89366666666666</list></item><item><list struct="atomic" id="12853">95.5,96.91916666666665</list></item><item><list struct="atomic" id="12854">95.6,96.94466666666666</list></item><item><list struct="atomic" id="12855">95.7,96.97016666666667</list></item><item><list struct="atomic" id="12856">95.8,96.99566666666666</list></item><item><list struct="atomic" id="12857">95.9,97.0635</list></item><item><list struct="atomic" id="12858">96,97.14000000000001</list></item><item><list struct="atomic" id="12859">96.1,97.21650000000001</list></item><item><list struct="atomic" id="12860">96.2,97.293</list></item><item><list struct="atomic" id="12861">96.3,97.34633333333333</list></item><item><list struct="atomic" id="12862">96.4,97.39733333333334</list></item><item><list struct="atomic" id="12863">96.5,97.4725</list></item><item><list struct="atomic" id="12864">96.6,97.54899999999999</list></item><item><list struct="atomic" id="12865">96.7,97.62549999999999</list></item><item><list struct="atomic" id="12866">96.8,97.702</list></item><item><list struct="atomic" id="12867">96.9,97.7785</list></item><item><list struct="atomic" id="12868">97,97.85499999999999</list></item><item><list struct="atomic" id="12869">97.1,97.9315</list></item><item><list struct="atomic" id="12870">97.2,98.008</list></item><item><list struct="atomic" id="12871">97.3,98.0845</list></item><item><list struct="atomic" id="12872">97.4,98.14066666666666</list></item><item><list struct="atomic" id="12873">97.5,98.19166666666666</list></item><item><list struct="atomic" id="12874">97.6,98.264</list></item><item><list struct="atomic" id="12875">97.7,98.3405</list></item><item><list struct="atomic" id="12876">97.8,98.417</list></item><item><list struct="atomic" id="12877">97.9,98.4935</list></item><item><list struct="atomic" id="12878">98,98.57</list></item><item><list struct="atomic" id="12879">98.1,98.64649999999999</list></item><item><list struct="atomic" id="12880">98.2,98.72299999999998</list></item><item><list struct="atomic" id="12881">98.3,98.7995</list></item><item><list struct="atomic" id="12882">98.4,98.85066666666667</list></item><item><list struct="atomic" id="12883">98.5,98.90249999999999</list></item><item><list struct="atomic" id="12884">98.6,98.979</list></item><item><list struct="atomic" id="12885">98.7,99.0555</list></item><item><list struct="atomic" id="12886">98.8,99.13199999999999</list></item><item><list struct="atomic" id="12887">98.9,99.20849999999999</list></item><item><list struct="atomic" id="12888">99,99.285</list></item><item><list struct="atomic" id="12889">99.1,99.3615</list></item><item><list struct="atomic" id="12890">99.2,99.438</list></item><item><list struct="atomic" id="12891">99.3,99.5145</list></item><item><list struct="atomic" id="12892">99.4,99.59100000000001</list></item><item><list struct="atomic" id="12893">99.5,99.64500000000001</list></item><item><list struct="atomic" id="12894">99.6,99.696</list></item><item><list struct="atomic" id="12895">99.7,99.7705</list></item><item><list struct="atomic" id="12896">99.8,99.8235</list></item><item><list struct="atomic" id="12897">99.9,99.86175</list></item><item><list struct="atomic" id="12898">100,100</list></item></list></variable><variable name="✐ colors"><list id="12899"><item><list struct="atomic" id="12900">0,0,0</list></item><item><list struct="atomic" id="12901">128,128,128</list></item><item><list struct="atomic" id="12902">192,192,192</list></item><item><list struct="atomic" id="12903">255,255,255</list></item><item><list struct="atomic" id="12904">255,0,0</list></item><item><list struct="atomic" id="12905">85,0,0</list></item><item><list struct="atomic" id="12906">139,69,19</list></item><item><list struct="atomic" id="12907">70,5,0</list></item><item><list struct="atomic" id="12908">255,127,0</list></item><item><list struct="atomic" id="12909">140,60,0</list></item><item><list struct="atomic" id="12910">255,255,0</list></item><item><list struct="atomic" id="12911">114,93,0</list></item><item><list struct="atomic" id="12912">0,255,0</list></item><item><list struct="atomic" id="12913">0,30,0</list></item><item><list struct="atomic" id="12914">0,255,255</list></item><item><list struct="atomic" id="12915">0,50,50</list></item><item><list struct="atomic" id="12916">0,0,255</list></item><item><list struct="atomic" id="12917">0,0,64</list></item><item><list struct="atomic" id="12918">80,0,90</list></item><item><list struct="atomic" id="12919">255,0,255</list></item><item><list struct="atomic" id="12920">0,0,0</list></item></list></variable><variable name="✐ brights"><list id="12921"><item><list struct="atomic" id="12922">255,0,0</list></item><item><list struct="atomic" id="12923">170,20,0</list></item><item><list struct="atomic" id="12924">139,69,19</list></item><item><list struct="atomic" id="12925">170,90,0</list></item><item><list struct="atomic" id="12926">255,127,0</list></item><item><list struct="atomic" id="12927">255,160,0</list></item><item><list struct="atomic" id="12928">255,255,0</list></item><item><list struct="atomic" id="12929">190,255,0</list></item><item><list struct="atomic" id="12930">0,255,0</list></item><item><list struct="atomic" id="12931">0,240,200</list></item><item><list struct="atomic" id="12932">0,255,255</list></item><item><list struct="atomic" id="12933">0,127,255</list></item><item><list struct="atomic" id="12934">0,0,255</list></item><item><list struct="atomic" id="12935">60,0,255</list></item><item><list struct="atomic" id="12936">128,0,255</list></item><item><list struct="atomic" id="12937">255,0,255</list></item><item><list struct="atomic" id="12938">255,0,64</list></item><item><list struct="atomic" id="12939">255,0,0</list></item></list></variable><variable name="✐ pivots"><list struct="atomic" id="12940">0,5.8,12.5,18,25,30.5,37.5,44.5,50,59,62.5,69,75,79.25,87.5,93.75,97,100</list></variable><variable name="✐ HSV brights"><list id="12941"><item><list struct="atomic" id="12942">0,1,1</list></item><item><list struct="atomic" id="12943">0.0196078431372549,1,0.6666666666666666</list></item><item><list struct="atomic" id="12944">0.06944444444444443,0.8633093525179856,0.5450980392156862</list></item><item><list struct="atomic" id="12945">0.08823529411764708,1,0.6666666666666666</list></item><item><list struct="atomic" id="12946">0.08300653594771241,1,1</list></item><item><list struct="atomic" id="12947">0.10457516339869281,1,1</list></item><item><list struct="atomic" id="12948">0.16666666666666666,1,1</list></item><item><list struct="atomic" id="12949">0.20915032679738563,1,1</list></item><item><list struct="atomic" id="12950">0.3333333333333333,1,1</list></item><item><list struct="atomic" id="12951">0.47222222222222227,1,0.9411764705882353</list></item><item><list struct="atomic" id="12952">0.5,1,1</list></item><item><list struct="atomic" id="12953">0.5836601307189543,1,1</list></item><item><list struct="atomic" id="12954">0.6666666666666666,1,1</list></item><item><list struct="atomic" id="12955">0.7058823529411765,1,1</list></item><item><list struct="atomic" id="12956">0.7503267973856209,1,1</list></item><item><list struct="atomic" id="12957">0.8333333333333334,1,1</list></item><item><list struct="atomic" id="12958">0.9581699346405229,1,1</list></item><item><list struct="atomic" id="12959">1,1,1</list></item></list></variable><variable name="✐ HSL brights"><list id="12960"><item><list struct="atomic" id="12961">0,100,50</list></item><item><list struct="atomic" id="12962">1.9607843137254901,100,33.33333333333333</list></item><item><list struct="atomic" id="12963">6.944444444444444,75.94936708860757,30.980392156862745</list></item><item><list struct="atomic" id="12964">8.823529411764708,100,33.33333333333333</list></item><item><list struct="atomic" id="12965">8.30065359477124,100,50</list></item><item><list struct="atomic" id="12966">10.457516339869281,100,50</list></item><item><list struct="atomic" id="12967">16.666666666666664,100,50</list></item><item><list struct="atomic" id="12968">20.915032679738562,100,50</list></item><item><list struct="atomic" id="12969">33.33333333333333,100,50</list></item><item><list struct="atomic" id="12970">47.22222222222223,100,50</list></item><item><list struct="atomic" id="12971">50,100,50</list></item><item><list struct="atomic" id="12972">58.36601307189543,100,50</list></item><item><list struct="atomic" id="12973">66.66666666666666,100,50</list></item><item><list struct="atomic" id="12974">70.58823529411765,100,50</list></item><item><list struct="atomic" id="12975">75.0326797385621,100,50</list></item><item><list struct="atomic" id="12976">83.33333333333334,100,50</list></item><item><list struct="atomic" id="12977">95.81699346405229,100,50</list></item><item><list struct="atomic" id="12978">100,100,50</list></item></list></variable><variable name="✐ HSV colors"><list id="12979"><item><list struct="atomic" id="12980">0,0,0</list></item><item><list struct="atomic" id="12981">0,0,50.19607843137255</list></item><item><list struct="atomic" id="12982">0,0,75.29411764705883</list></item><item><list struct="atomic" id="12983">0,0,100</list></item><item><list struct="atomic" id="12984">0,100,100</list></item><item><list struct="atomic" id="12985">0,100,33.33333333333333</list></item><item><list struct="atomic" id="12986">6.944444444444444,86.33093525179856,54.509803921568626</list></item><item><list struct="atomic" id="12987">1.1904761904761905,100,27.450980392156865</list></item><item><list struct="atomic" id="12988">8.30065359477124,100,100</list></item><item><list struct="atomic" id="12989">7.142857142857142,100,54.90196078431373</list></item><item><list struct="atomic" id="12990">16.666666666666664,100,100</list></item><item><list struct="atomic" id="12991">13.596491228070173,100,44.70588235294118</list></item><item><list struct="atomic" id="12992">33.33333333333333,100,100</list></item><item><list struct="atomic" id="12993">33.33333333333333,100,11.76470588235294</list></item><item><list struct="atomic" id="12994">50,100,100</list></item><item><list struct="atomic" id="12995">50,100,19.607843137254903</list></item><item><list struct="atomic" id="12996">66.66666666666666,100,100</list></item><item><list struct="atomic" id="12997">66.66666666666666,100,25.098039215686274</list></item><item><list struct="atomic" id="12998">81.4814814814815,100,35.294117647058826</list></item><item><list struct="atomic" id="12999">83.33333333333334,100,100</list></item><item><list struct="atomic" id="13000">100,0,0</list></item></list></variable><variable name="✐ HSL colors"><list id="13001"><item><list struct="atomic" id="13002">0,0,0</list></item><item><list struct="atomic" id="13003">0,0,50.19607843137255</list></item><item><list struct="atomic" id="13004">0,0,75.29411764705883</list></item><item><list struct="atomic" id="13005">0,0,100</list></item><item><list struct="atomic" id="13006">0,100,50</list></item><item><list struct="atomic" id="13007">0,100,16.666666666666664</list></item><item><list struct="atomic" id="13008">6.944444444444444,75.94936708860757,30.980392156862745</list></item><item><list struct="atomic" id="13009">1.1904761904761905,100,13.725490196078432</list></item><item><list struct="atomic" id="13010">8.30065359477124,100,50</list></item><item><list struct="atomic" id="13011">7.142857142857142,100,27.450980392156865</list></item><item><list struct="atomic" id="13012">16.666666666666664,100,50</list></item><item><list struct="atomic" id="13013">13.596491228070173,100,22.35294117647059</list></item><item><list struct="atomic" id="13014">33.33333333333333,100,50</list></item><item><list struct="atomic" id="13015">33.33333333333333,100,5.88235294117647</list></item><item><list struct="atomic" id="13016">50,100,50</list></item><item><list struct="atomic" id="13017">50,100,9.803921568627452</list></item><item><list struct="atomic" id="13018">66.66666666666666,100,50</list></item><item><list struct="atomic" id="13019">66.66666666666666,100,12.549019607843137</list></item><item><list struct="atomic" id="13020">81.4814814814815,100,17.647058823529413</list></item><item><list struct="atomic" id="13021">83.33333333333334,100,50</list></item><item><list struct="atomic" id="13022">0,0,0</list></item></list></variable><variable name="✐ X11 catch"><l>0</l></variable><variable name="✐ dimension names"><list struct="atomic" id="13023">color,color number,crayon,fair hue,size,transparency,X11/W3C name,fair saturation (HSL),fair lightness,fair HSL vector,fair saturation (HSV),fair value (brightness),fair HSV vector,hue,saturation (HSL),lightness,HSL vector,saturation (HSV),value (brightness),HSV vector,red,green,blue,RGB(A) vector,RGB(A) hex</list></variable><variable name="✐ dimension dispatch"><list id="13024"><item><context id="13025"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin><context id="13031"><inputs></inputs><variables></variables><receiver><ref id="11087"></ref></receiver><origin></origin></context></context></item><item><context id="13033"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13039"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13045"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13051"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13057"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13063"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13069"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13075"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13081"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13087"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13093"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13099"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair HSV vector 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set pen to HSL vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13129"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13135"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13141"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13147"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13153"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13159"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref id="11087"></ref></origin></context></item><item><context id="13165"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11087"></ref></receiver><origin><ref 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" 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" mediaID="Sprite_cst_wes"/><costume name="ppat" center-x="81" center-y="99" 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" 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