HOW DOES THIS WORK? This project works by taking a sound (a recorded one as an example) and rounding some of the sample's values to compress it bitwise. WHAT IS THE DIFFERENCE BETWEEN BITWISE AND SAMPLE-WISE COMPRESSION? The difference is that sample-wise compression will make the audio more muffled, while bitwise compression makes the audio more noisy. HOW DO I USE THIS TOOL? Look inside the project's 'Sound' category to find a 'compress sound' block. You can use this in your projects, as long as you export the other custom blocks, otherwise, this won't work. Note: Sound compression save files have no use 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HO3le94XXJJD/vzzz+8saTv8fEsAxDE4Y0MUlt/SnhtmrWufTpPvuy0NeduGqTZgUJox4en02t03p/HnNbb2mnHArgYgEF1wwQWZA9KDiFRgAUidjAPiOkQvvx+AMVBYx7gaUQaAvAPAIZ9PWNjBgZEU88IRRAHYEt2T4RIbAYTYlT+O6ZdSRJvjmNZG487ew0ihFrgOWDg4I0UyX+9dV199dT4Pq5qFLSm7fE9bY36fFOB87+lUGzt2bMEBB8ya2ut0wI/tfvBcHDC+Y9IZQtHNvv71r6d//OMfGUh8d7YbMcCAz4/DGAhwMwAENAA074sD0tFYsQBFVAO1vHyBQOtZ0TOS90h0T2AKJ7UIGceA63MYngkOGCAFPGDzM1hwa2LedW1wjdM8AChfiGTiWpJPUnb53qqrrloA0OzOd77znc6Qda5nSZn66chGhdeOPPLIwg84sG1arwVgjlecOjUTv7PJ1JnRzogAQBsfmc+lVwEEANoGBCCIXeJQh+NUxG4AkN6Ii8qHA6600kp553+Awq0CeOFGUn9blTBaJGI7ZlACjAFALh8JJ1aOwUESfeYzn8muHtc5ywHQ1igSIwIA+SylmDIMYHm2fI++GxwQsMP53ln6ej4scjouPTPaU1927YgjjvjfuuA0vVcCkLtD0oGxT0xniETc4RoAyBIEalYlncw5AJqxACwWLbcHTmfmAxiEaMlHb+TXw60A0HOMFg5qAIz531jTYipPufROiU7omO/RoPBMANCWdhLrV1wiziukixN82223zddZtPyLAicCgCz7ABLHuoEboCuDzD2DJQIgytyxM7QtP+ujRsHJXcfluY6segwVo2UAxnLM+sq1pwMWMyFmQNbdJA1YaoU0cMXV04TLGvubGumARHAAkNXIGqVcU8Q1BjfCcQDKiI/rfGp8YDgbHxflm7MVwQWN2nwdVyEmcAKWPgA6ByTgQSQjFwD514hgYCJmdTx9EHdzH5hwT2KYHuj417/+dSYX8SzhYMRyfKQ+tj9W53BEBwDDUtYuA0bdgJSbx+bxruPK6kvUsm6pBQYImviPMDb08l556IusZffQDZjjnnNuKNwfLV0vH6u3PMqJDQKCy3su2sWDQK3B3Rk2LPFGiQ5dO/zwwwsOuEhtRkMOyAemESFKyoU1A+DaN0xI0556sJgLXvvGF9KDH589P7rYZjulV265ap46NQNgzFjQuRgkwMD3ZXoLV8TJEAsI4rqZC4n7KOZx/eMCLGBxecrTgTiW0UlvUQYr2DuMXiAEMHVAfCL0Ix/5SAYgroQLAjsRqixWM4cxAIb1y8kcHBwnrU+c3fUAxHkl7fAe4GUkMYCIUm0R4OCd6qL9yjGo7CyLNjo+QAPkDCn6IO7nHs6Lc2s/57W8uBN3GzqwmpUTx+qD/hiCfFJMMaoXN5NycWzSwnn4HeV1jpbqYts+ZdUOO+ywQgcc3G9mrxTBsVMWq1LjcCcdwDUCOIjunk6K6zoOQXEUW8cRdfQ+8XtmBq644ops+epA65S5QVipQIgDGtnxVQAjWQcjHADSGYlgwMCZAoDeAYA6NMQ2whPvEi5LRNYnHgZAoGsGB2ShBgDVE7ekb+IsBpHoHAaN+tNj0QVXwqG5qtBGfbQJGHBm4p+eyOJlPcuvTu7//Oc/z/Qylw2oaMn1ppw4Vh/vQW/5JPclgAqVgkHnHVxGuLJ6jBs3LqsKMftj8CujduihhxYccEj/WR0HYDcHpH50tzGFMk9sEMM4iw4gHnSOxvgn6uI6aw9B6Uxi+XSSkCdTWXxf3BGAAVw6m3jTKTgZABqdOCCgAQZxAVgASA8NDgi4xLTnjHB5AFW54X4Jh7TODpdSGYTyqzvQ4thS6IAGEt3P+xgY4hOJYIYHMIdBgxNTk6gc9FBWOwMFKFi7DCQAFvljSQFQyE8vpVqw+oGV3gao6iMYVzlxrF4GOlrIJ7mPzgwjVr53oiU6kAIGNy6pTOXHgDBQfIG18wDs5oDUMgA1HschenSADqYWIL5O1vC4DoAAQVzZvVUHssxMS/GP0WPk14E4GE4qD1ACICIDoI4CDAQjWgEwPi0B9DgXZ7KyqAPy0CmVGx/xKW+uFKH5ZQCyrgOA9VawdgAVbozzm2umn+EmuLL36FR1YbGrB2ChDe4DYMS5QYJWwAeEgCI/gLoPIOhFv8X9lQNUyoljdfYe9I7A4BhkDDnt984AovxbbbVVFunKNACJaIDXj8qoHXLIIQUHHDqgrSkHXFABqQAYX9rUcByHcq8D6H5GNVEICDqag9l1Hadj6DsUYSBigFjboQPptRFIisPhYKxQBAZAYPevU9x3naKto4hMnJGo0cHBAdUBNwMAolHdJHWWuF3UtT7hTuGSCQ5oUEjaYVAACfDzgxJvnMsGBQBSG7RdPRwrLyx84tN1APZuEeDEMAC6rn3+1TU4OEmjPBxKOXGsPoCDI+NwkvsS53jspkHaxDJUC7oYJcpEH++NmR9l1A4++OAiGKEZAHEDindHjBCV6oqA1HoAaoR5UR2Am9CDAMHowykYGK4TXUY3AJ577rnZmWzynvWLK3JjuK8DgSlEL5ADns7yj5AAGKINABkjAUADk7jEQf3co1MBYOh7ZQCGPlgGofeE4zY4YMQTAiAAEGXebb5ZO8xlA4P6M2BwKQaTQYdz63B1AAoDy0859EeDFEjkV3/vx009S1xrqx9dUjlxrM7KYFTJRy9F6/jeXwQtE72xDBXHpl+qKzqQMt4XjvvamDFjCg44bFCtqRVMYW20qVBLbphOBKQCYHAS+h+gGVGUWo2yX7URiQiAaDrKdQAEHgQ3ya4DuG1YySw47hw6nw70LILhHJRk3EcZCIWouCdXiFHO9UGhB0Dv1ZEBQM8AIJGK0GG9A6aE6IBSn9QtABgcsLxvt3ejP503VuVpZ6gQQKGe6oTDaFO4lHBW9fdzLCAhjLJoO+5o4AEgdQKg0RLYlRPHwc29Vz7gBU5Jm4OLo0csQ8VFMQyMQ16DWXv1jTJaAuA8FCtd6O6tOcoAJHKAhWnPkkUoo0vDEB9AhSS5jnMAK9AROToU8eVnfSEKkOASOCEAIiLQAJ5OD+tW5ylThzCAiJAAoHsIbnTjmvQ/5bgf/ssAnU6IGMEyTdUjuEdwwNi8yUACYL5Fg035o0ePzu3H3dQfSIAHbZwbWOrrGCgMEu8gYulk9F95gJVOhmPhasogKdADLYEeXeJYnZWrTPni3D8aBADLPmO6oc9/RJn6IabovLd20EEHFRzQh2Q6vEFlLDpqD6Wt3msQkAqAfHISACKkThHHRtlFTBxAY4xizmbXARBXsegItyDSqBGsNs5c7gOdHJ2E0HQShkMAL4Bo1CIuv9mf/vSnDFD1wBlwD/oZwBJHiA+AOj0s3hBHOk9H1CeGTuhPwQEDgNrheaKM7ov7hiERgNNuZRhwOtg/GoR4BjL1YSBou8EXEdeAGAGu6gaU8iqTKqGcOA4uHvmcuy+pbwAwgiVcJ8ZNGyoTfeib6qou3lUbPXp0oQO+HgD2BAcMABqJgGaqiTtFAxyHK0QDGRqu6zgijy+K5avhxIFwJZzMqHQNAHEYXMrUFEXf9dhOjigx2nUq65cIdh46IG7oB4AAB4D0I3UInTkCU70jpuHKINShYUEGACNgQTs8b62y2EPvMpPDlRROaL45YFO++wAbothxWKXK1PZwnXinfAZTuEjkBSa0NBvjfhyrM04NtPIBcbQHwEKNQGfvkISnCSXzbvRRZnDaXMaBBx5YOKJHDBnQkAOS9Vh/x4yQrglI/ciuB2UOqA5EHHCYXLeEERC4XRCeS0H97FTgOi6p46zbJa50jJEZ+7hwtiIG4hPhOgrAcDgcUOf4B3rlIZrRjLCx80F8slY5RBhXAz2Zm0HHAUZZTHlHo11jcT86kU4MAOJKknYYSGYl6L64r6lFIGREqAtRj/OFcUAkqzNQGpzh/kA7Vjourz3KBSB1wpEMBDQjTtFSfuXEsfqgC+DHoApRrLzggCRNRIGTGlQHZTLK0CcGtzIyAOM7Ic0AyI3xuc99ruGmkq3sDaPirzcgFQDDnxa+Ln49liAlljWsIQYIcAGc6zoO8c2T0guJSSIFaACG4xW3QnyiHTiMXKM1FhT5N/oR2WjnAmEIEGnBARkdjBedr55EJA6oYwOAMReM0zbamNMAilmEAGA4mLVDh4kD5NClDlhsJIJZmwDHAFUHriMA848GgIIzK1/91cszvBpArz4hcoFZHQxGKgRaardy4lg/Giixg63zMEbot8EBxVfGMgGD3qBWJj8mNUedMAwDpXbAAQcUAFx86MCmOmB0cL3+0t0BqQBIbEoAqMOBDtB0tnBzHcw3h8XbSth1HcflIdKXA1qDw8KjD3JmmzbTgYACxByvRm6EDhm13BM6AqDoTzigjgojhKKO4wE28e3dzuWPBfUAJOlwHKw+qWeIyQBgrMEmgoHFgNOp6isSWrsMKFyTK8oxoLCS+eZ0OAAqO+aigRPQdLw6uQeARCoAa5cBp01oqWzlxLF6yyNvuF/i82nKDEOK3h0xitQahhtaAyJA6keDP5ex//77FzpgewBsZkd0tw5YD8DYKhhHMJp49Y08XnWE0oGu6zhEYTHqMKMfkIxg4g2QPIPIRBgOSM/itQfU+Eq8e57T8ZZdEifeFxyQiAE4Bgnu6D3ArlMjGiUAiCPrvPpEtSDCPNMMgHRb89c4GY7OoaxT1d97gYaIUx9uKzRQRyAL5zcwaEf4DQ2aACAAqwPwAglaUnuUE8fqHVNp4YAOh7S2hiFl8yYOf8m0oIGpTIOeNR/z1sqo7bfffoUOuOSwRTpsBfcEAE33IIZOptTS6TiTAUjHaLj5WWARq+c6ABppLEYWM92D6AzXg9HoGedEGDEljEnYFs6HAwGizgx9ShAC0S2vjlQfXBHgHLP2ABAgvSsACLAS0dPIl4pTBgDDDRPbu2mHQWMQMbgcM6rM5tBZ1T/WM+toc7QMJTRQR9wPp+GCoULgYI55Dqge2RKt1bIEcR2tuU7QEkdTThxrgzzyxhRcTMnRf8OQYiDFSjx5RQApkxVPzTGzZaAoIwMwdMDeCsAI7NTJ3BEAJfxH5xNFGm7KB6FM1rtOBNOFRPzG1huAQAeTXycJW8LpEAiodL7gTQAM/ce7HbPilA1kuEoEIwAlMaQzWanAR8fUqeXN1XWeTicG6xMOE6FMwQEBQwJAoLH+Q1AFbsqtRNUANlzTex3jzjFIdLQycLko3z2cnn5pcBognldXADEIcFP50NKAUU4cqw9GwBiTz7H3+gf+MKTKW81RCQCNesMH69+MjudIodq+++5bAHCp4YObcsBYxd8RHbArAlKJ4IihQzRikgUoLIlDGSfQQcKBOJGBz3UAxOqFgwMs3RE3YA3TxRBBtIcOwA1dI9ZN1QEg/55/QAU+ijcnLgASaQFA78X1gM30Hm7oJzUCYKNN1nHZmGsPAMbCdO0ADIaXWD5iHBhJAO2Uz3vDuY4+4Ww3uAzacGNpL0AyrgxO1m1sJwwY6sA/GrREb+Wia6zwi8iXCMOKsCxcOAwpU33C3iSqgfcrk3rjHw3RUhm1ffbZp9AB2wNghIy3CsCuCkjdapfRRWg7InBHcLVouCk14Va4B45IDBAJrus4Ix/3YzWKUjGI6Do6xYglco1+xNM+k/w6mqXIWABWegsA6jQdSIwoJwCoDIo6bsIpjvvVAxDHlXDORnvbGGD1AAxHccQ1CqBlfAGQ+W6WpnbK572OBZWig3/nwGWwRPnqGvv8MFiyDma3spSy6qIOLO2gpQGsHHQNi15ecYIRiBqBqcAVXJyqYAo0AEg3VSb1xr+8nlNGbe+99y50wGVGDO11OiAABgFZuxpvm1ucSewfHZBYpZAbqUa1uU6dgOtRkoWgG4n8aDgEZR5IcjRGrZY5oH+uJh0NXLgf4AGqf+ee5cBmGctDpNOr6Dn0mgiRD0sXx41lAcrQQc1EcAzsiCIJfSsCU4ldnI+rR5kGCbEZ+81E+8v/8qFDz4FuAAAJzElEQVSHuvFilGkQyxgiXF475Ae2KIOx4jq6Oo69bkiZCMWX13PhoDeQ1ZOUknBsEkI+bUc7eWNlXwZg6ICvC4DdGJD6+c9+Jk2fOSu7GSSuCk7OziZiDmchuiRzy3QrnJX1RtziZH7cMnRAx7gEfQvxAZDYpjfGTgX0NXkjmDSCJOh+/HeMpUb7G4aOqy6xyNyx+lmzEcmcNnFtkLSaPEMHi+WYrT7XU/lqe+21VwHAZRdfdIFzQA0nEul2t11/cVp3y50yFwoAEoOdTbE6LBYNERnADYBCt3CrcKfgmkDlnPigX/FLAiCdB5hxKWI91qGEH5FTl45Gmaf4Mwoafesu4h21K5ZYOlY/xlUZgOVll63QAQDLK+VaeaYn87QMwE4FpM7RM4qGNQlgsChJolMRdZtvtkmaNGV6lwMwHKVEgSS4lSgSKU3PinUiQIc7Rmg5vUsYlwEBgNwcOCD9kLiNedsQwYCnXGJJfk5goq8+xQJ21w2ASCGq4pwYBv4AeitA8Qx9rysXnbfy3lbz1Pbcc89CB1x+yeENOSClGwA7Eg9YvzfMmlc9kWoDB6VXbrk6f7qhUQLAAB+Xx63XfSdzQBar94e122rjmuWLbShihoXOwmnLaU3BZz3SV9QlxKpz3I5Y5IIAKJaya0Q2sMX6jVjzSkTjgKapgJUTOmYOynULf6FrABMpAifKACxvvdEKHZSn/xbEthut1K92ySWXtIXO0gyAwtf5bRp9HbP5h2rOSQOXHZmeOnbU7N1R99sofyNEavadkLVumJA5H/BlDvjBTdKkqdOL5Y04RXwioZXGNcsTG/FEuJSpOjpacEBgZzWbLmLQMHKci65GCyoCkUovBMCIAAZA3CY2FgI8AIyYPCAOo6JcN+I7UnxDxLn6lY0W044AGBsMtUIDz/AeLIiNh1qpX62tra2NYi09/cj9acfHe36LrvYqOmGfPxRxdURiIxHWSkPLeYLThZ/OmmdcLLYoow/S1byL8xcAndMdARC9cEBWNBFMZLOIcUtcKwIuXQNAxkfsId1sLjjqF9ajc/ULl47z+u3XWmm3ZxhBC2LrtVbqlwEooxHCRxZ+oXi4me7Xk/f5svjPuupLmQBH7Mb6DBEzpt3iOuCYu8R9iK7YqNJySD43hgmQqRMOSLzy9eGAZiMi5ArwAJBrhS5oFqf+8w3oiFNGwp0jxQq9OK/fgLKVDo4I8QWx+WQr9SsA2ErmhSWPYFbTRREmJWyfX41PETD5vDi0+c3CKna+55575oiU2JaXWoIDxiowHJCVXN77BfDorv5Z8BHlUqZlOUxfAG2kWKoZ5+aDuWFiC95W+sMzBoL29sbUJwEYG3Kb4pLMrhDvgElp5zwVtcHBbPUZHc85Tsn5HRuTm0sG3tjjBQekn5X3flF+nPPp1UuY8n3HLPRIEaAQ5/WbkLcCKM9wIC+IDchbqV+fBGAjwoiaiY266UyiboSvAyBx6zz2ZI5PM5Sdxso0tRRTU60Qv8qTUgXAOSggfgOAHMg4HtBxy9DjnId+Fh+nMaVXTowTk+xVap0CFQDn0Ir4BUBxbIwegKPjcUyzip3HlrfELr2q3iEscCH2TGm9C/p2zgqAc/of+CKQkvvDnK24ON4BVrHz+JRWfKAw1j0EhARNdPWXnBZ2eFYAnNPDwBfGiZkJVi+rVWybGQ3nses8Y4SLpN4hLGpE1EeVWqdABcA5tBK4Km6Q30zMHD+g0C/xgXRC57Gfcnykurz5omKaBe223h19L2cFwBIATYMBoOk0Tm/WrihkU1nO45saLGZcsh6Awq9iWrPvQen1tbgC4By6Eb/mhIEQADmhBaiaCQE25/FZK9NlIoTrARg73b++ruibT1UAnNPvxK+vZgKZIADBB5zCACiq2DmASjihcPb6GYlYlNM3ofT6Wl0BsAHd4pNW3DFCqMqfuHp9ZK6eakaBCoDtADB0ugqA3TeAKgA2oG18VTK+4Vv+ymT3dUXfLLkCYIN+j+/qxgcEy9/Z7Zsw6b5WVwBsB4Bh1VYArADYfRRoB4ARj1cBsPvIX3HAdgAY241VAKwA2H0UaFCyLSz4+MKvF+c9Wok+8rKKA7YDwIhIrgDYfaOhAmAD2kZQQtyqP+++7uh7JVcA7Ht93qtaXAGwV3VH36tMBcC+1+e9qsUVAHtVd/S9ylQA7Ht93qtaXAGwV3VH36tMBcC+1+e9qsUVAHtVd/S9ylQA7Ht93qtaXAGwV3VH36tMBcC+1+e9qsUVAHtVd/S9ylQA7Ht93qtaXADw0ksvzd9ZW9DJXnzTJk9ML014fkFXpXp/D1AgA9D2rb1lY8UlRyyWhnzt/Wn2F8yqtLBTIAPQN3AbfYIhGh+fL+gJYiy39JJp8V8fn/qttG6adtOZadET709pysSUBg9Lrx1r56m8p3padOztqW3Kq2nSWZun/mtsnGojlkv9ll4tP7PIjqenfkuMTJMv2nn283NS+fkhe1yRZr34RJp6zeHF820vj08zH/lTzj1PGXV1WGTHcantlfH5falWS/1X3zDNfPQ2+/E2fr6uDvH8rOf/nbxX/WfcfX3xvPrVhi+b26et2i9FGwast0Nqe/np1H+NDdOs5x/LdInno82vHbtO8p5+S6ycZr34ZJp6zWGp/xobpdqIFdKMu65NQ8fcnNpefXb2e87eonh30Py1U947z/MD1htV0Dny5X6Y83yZrkGXlGpN6ZoBaF+72LvYfnh2efeROp+w8lE5H2YZN25c3tTbuVB1m3n7jJT9j+0K5fOpvrPms582abRNmZ3n7QwvoNNnp+y1bP+82EfPdma+/O27sZLrK62wXFrizm+ntskvpxl3XZcJNuDd22XiaTCiDjv9iTRr/EOpNnh4QiTnEw+f/YlUBBq4/icLgtcTLJ6ffseVuWOAtPy8MnSMDp35xF1Fp9XXYdCWB6faYsvl+/G8us585NZcz1lP3tNuHRo971oMuraXns7gUD8gmnH3j4qytWE2kJbPNBp2yiNp4tg1Uvn52WBdJ4MXjST3ZwP+mVxWtDVAHrR0f/aAn/d5zyhjnr6Z854AfKt0zQC8+OKLi+9v+C6FD7AAmY0Z7YPnI8zA4Z4PrcTnR+34bgNsoes+R+VbG5J9U2zmY1sz302LL0Aqw1fK7bXiIzDu+8yVT1K57quVq686Mg0/d+OmzHbwrhenKZf8byPvjnLlzj7vfe2VESBsr16dfV4nA36jFCBs9v726jdk7+vS5K+P6ihJi/xD9rk+Tb5w+w49Xxght9xyS4ce7K7MSy+1VFrtsm26q/iq3F5GgbncMD5BEB/w62X1rKqzkFKg8gMupB37RmlWBcA3Sk8tpPX8f0Bkw54trmAvAAAAAElFTkSuQmCCHOW DOES THIS WORK? This project works by taking a sound (a recorded one as an example) and rounding some of the sample's values to compress it bitwise. WHAT IS THE DIFFERENCE BETWEEN BITWISE AND SAMPLE-WISE COMPRESSION? The difference is that sample-wise compression will make the audio more muffled, while bitwise compression makes the audio more noisy. HOW DO I USE THIS TOOL? Look inside the project's 'Sound' category to find a 'compress sound' block. You can use this in your projects, as long as you export the other custom blocks, otherwise, this won't work. Note: Sound compression save files have no use currently.

pt:executa no modo turbo _

pt:o som _ ca:so de nom _ §_soundsMenu

quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.

pt:desenha o gráfico do som _ ca:dibuixa el so _ §_soundsMenu1offset-2

records an audio snippet and reports it as a new sound, or zero if the user cancels

pt:$circleSolid-1-255-0-0 uma nova gravação ca:$circleSolid-1-255-0-0 enregistra

Pick a sound and the compression rate. The lowest compression rate is 2. Instead of compressing the sound sample-wise, this reporter compresses the sound bit-wise.

Throw an error. Makes a red halo appear around the script that runs it, with the input text shown in a speech balloon next to the script, just like any Snap! error. This is useful to put in the second script of SAFELY TRY after some other instructions to undo the partial work of the first script.

pt:lança o erro _

10.0001 0.001 0.01 0.1 1 10 100 1000 10000 100000

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