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      <p bold="true">Mandelbrot for testing on latest M [i,j] Smath</p>
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      <p bold="true">All modules NUMERIC</p>
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      <p>'iterate' =&gt; sets the contrastexternal to the black inner hub.'iterate' 48 renders well MCD ...not so much effective in Smath </p>
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</imagefile>
      <input>
        <e type="operand">Mandelbrot</e>
      </input>
    </image>
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I+wE9v4Ax2e93ZbPK6n3NNQyoxE8PscYYznGE6/elP3+xkt7n2YiNfzIcLGySBtfZCUsqoXIolglvnTDaxzf7ihjDmiTcf+IIwzjKvkUCwKglGKjBHAO9F+kf3fbVO9qXuV/BHdR8oufJhsmwbSX9t/NZlv3OVG2qDbLKYyiBZZD/gI5Z9ZRtC2Y+/fDUXCZ3tTO85Q/CpmPeR0nw+uLNTO3PSmFIVsT3jGc84nelMZ2pf6zjHOc7RVM55EkJvlH5DjPjpHCRDevYCmS+ynbKKuTPEwblUUuJIJn6Lu/fZiWT2XJEgBKgkCAES3BEBqvT3dX/dw57UfU7Wus/J1P110r8u+9nH9ki+swQVyci4gNgfqIhl34AvcPy1l5jYRxC97yyv85268YftSMQe8/mHKAgAeDGwh5ie/exnn85ylrM0AlCAqEC+R4SznvWs09nOdrbpcpe7XLOXjcAWB8RCfEnCT377WWyS8WKqv6K87OEL28zhM7USfzHiCxv3IEEIEBLYhBTVAIcAVfpHdX+u6UvdF8BR3Z+T/pr9wKrZj6B8YD/bOOockp96j1z2pir2BVZkP5kfP/nofO8LlNcAL9v0LkiLpEgJDGciAEKIl2Czix/Iyj/gRgGAryHMCBm8J2PZgpz2ACBf7ckuMUBk57HLXGewRcKIIfvEGhn5JOP5y2bKwV5r2dpIEAJUEkQFQoBIrPe9p+sn/XnOX+v+kqaPQ8CvdX+d9NfGr89+toWcfdaT0ir59hQsgRS4EMk+/LOHrHMm8O0ru2SZfdjGJrZYJx5UDqGRxhrnyz6Zh7zmsVkDWEng5/322699DQm8j5R8Eic2+VkZ5Ts72Og1BDPHe7Aylx9s8H5AZ5v3vM4v68TGPs7ZQoJeBeYIUKW/1v00fT34afoCft/0VfB76a+NX2qroPbZz640eqOsT7MXItmHf/bgu/VAM885sgQRkSQkS3wQK7ZHrtlnnp/tq8zFNmcCwtczn/nMjQQApwAIECXwOhKYIx76AD2TuAEUwZ0hPhJKHMTIXOQQY30PhaC8SiF7JYwY+N4acQgR+DUkgYBglkD3BPDAR9cf6c99v2/65jr+2vSN6n6kn6GRfqABgzOVmGxmr6wXhL7W22uU9fwCMp8EmlTLYvPsL+P5bA2ymAcIyiOT2MxPPitx1rOXLQjoTLGyJz/tg1zWq/lRg/QCKQNe1zOwgf3ms5et/NNr8RuZ2GdPZ5qPuJIlMfOahGQXLJGIGrHLnvxAHu81EoQAPQlqI+g1XX+kv9b92vQFfMEFPoA2gT+q+xwVPIYDQkBG2Q8AoNlP0Mm9fZQPwRCckCfEsQ54iMkWZyf7ZbcYOBfQ5vLRvsjHfsSWldRQDIDBBjax0Vx+2d8+AEAi+1760pduRAC2jM/wcwZfkICf1JQN9hE/BItf4qIBFyuq5zxxpzoU0Dr+8JmfhjVeFxNxosJbSBACGBwOAbyu8cPESH/qvqYP+PW6t13wBQn4qfvAj5NYC8DeHvuNmjzrs9a6kMYanTqyslHGpvYLiPc1kDXY1toHsPYV0JDU+/a1F4ICIFdAiibAl7nMZZqKXfCCF2xZRynZa99znvOcbbgW+qpp9L5SymeEtl7MxJYSAN+4/OUv3/YUZ/Gwt7Lr7BDda+KlbIid8oSwyC9W5vIVYYckoAK1DPjZfZj0u3en7qfj7+/6OwG/1v1Iv+BG+mv2R+5loPXWps5bU4GnXoiLsFSKfcBkg3WIorzJbK9ZI4DeAzTbKZuf+cIuZ4mZLHKen30VA9J+oQtdaLroRS86Xfayl50ucpGLTBe4wAVa9p///OefLnaxi00Xv/jFpwtf+MLt5/Oe97ztq3ne89VryGGeq6Ihu8ULwa5ylas0MklA/rBXffc+v8WRnWIuZr4iMVVBaLaan9LSSBAChAS95Aqirj/STyZtKHC56/fgC7Qg7RT8SH/N/sg9cGRjeoUeeL+tdGtht7qtR3Erkf0ChjzWIhhJ18Sy12vIYn92sNU5SCAbgWT9pS51qTZkLEICnTqSck0e0M29xCUu0cgga893vvM1sH1vvq/mec3X+rrXjJDJ8LOeAbEogbixn99i4Ht+GV7zM6Wk2HAUY3GUKH5mN1/FbgsJogI18LJf128BKRXQXPcCvo4c+Ou6fQFNze9lfxP4bEIc68hhgOdogPebynwQlOyzl62yEznVbLYoGdbbnwLIJlJrf5mBKGxgj7iwkx3OueQlL9myE8CGNeZ6/QpXuELL4vOc5zwtkwNqBXy7w7oMJDIQQpkQI7Fjh7IgwcQTOdgIhxvd6EbtZ8lK8RAADvz1FY58G5IgKuB72a9WkX7ZICvyoGcd+ORa1mIm8NPtLwXf+eyRlRwxX+YB3hz2Al2volEFPFsRleyzEfgknBKxw9n2sL+rLQUwRwDZYo05VI4tSGc+cAEtswUYEF5jg++9DgwSD7xkdz+S4UvHaA+kco6veglKzEYkVyZy6/DVMwj+iaP6Ly56F00qLCSwOLRPFnEmJAgIvk/2R/pllQ168MkOeSHXAgp8WQLASL4MJreMwUiGY+cc+EiDLOaaJ0u9V38L6Wlk1Il9unaOsY1dwGcLG5zrLH7qa2SBrEdWdjnbmfa3RnaZywfEVpcrCQDiMbDsXJfxI3B3Ovp9nY0QbBM/5SLPHjx3MOAiYcVSGZdwiCMentBKnKYEIUBUwM/JfuyxSFB0z6QkNb8Hv0r+uqwHqowGbA9+an2y3nvsYgOQlSC2cAyr04cgpGwAGNmX+cC3lzOdgzwIY6255rCNzwiAGMhqnXOczVZ2p4x4DxmAPgInAPUjcr6T0e9Vz2IHVTL0JFQgD5+QQdnmk3gidBRPQlBsCb4HCQKGN3X9FsiuPIIN+Gn21HvBdIBALc36lBxnO9c68wGGHF53hkx1hoFofnYu4vnq50pANiBfvxeAkYb91iAbu9gAWD4gNDvYaI317L/iFa/YzkpJoASCX8EwerBGgGboG9aN0Rqj7p9zKZCfz33uc7erpucOvmqKqXdiyT8YeLbiNZhR9i0kiArUX77Ux7Bqvo0EJJJfs74HXhADPDDsL7tynvUBH0mQw+vYGvD8DCjvUYYAY40szsi53q99A/Uie+xGFOfJbO97j+2I4Wc3GXvYDzEEyechZBepBYKA99JfgTF64EYgb3f0e9bzKhn0Jvxmv6GH46Ok4Q81FHdKL2Zi00gg0Am2r6mtpL8+iq3g16wXtCr3fcZX4EmQrGNYBZ8aWG+dEuSrjGUDNaJKXpfR6n/stXfOiP3AzHUSSdkIXOQwRx9B1divP2CzdRotAF/taldr2W+wg9QGiAQ8o4LRA9UDabg9bHf0e9QzKhFCUH0CX1znlUfg85+P4uKrhJZoMF2RAAiAEvD86lWGJKDkuIKv1gNxBHwAsZ99EYkx9rC+1mnvk3MAyVSva2CQw3qGIhggnWtQHT+zwV5VCVJ62BJl89tOD7uwn7qxxToPkmQC/z31dJaegV1XvvKV27XPY17yXzN/u+CPgCXdm8ZoXd0351UiGF6zPreYqJuhFGiq+SwW1GILCXzVaMkS2a+OAEjmptYKHlAEuwc+2e4posZKFtsH29RrwCGNYJunXjnDXp5FANj3DHOGX1fLWq/rSVzpOKCj1bNoCNmFcPZnh7VYrowhNFVT98xFaFnhDFcjPQKfKAYbzWWPJpRS6QEEUmbNyX+AMCpARg9gD3Id5zrXuVZj9L5R98oZObsnAps9WFIO4AIL/kkQaqrcR71XJBBIRJAZGr/IqaABAfgYJVNTcwO8gJJVgJFtpSTZb49IP9I4x5M8hujQgeBP0qzzvexFFlc1+wMs2YrJQLef1xECSZHDXpTGV1dHdtontdH31tgTSfU4/OJz7PMefzVWHtsKKvC3S4AKVg9kBXs7o+6xhAgpDWKjLMAM6OJ43etet+ErkeC4IgEwBQZwajHpFzySa7GgVon1qaL+0Wx9OueQZL/gO8xH0cgy6ZWZ5B8x/CaMTOUca9gEHBKuH8FcmWyfENFzDNnuZ2cgEfvJPMJSMGtCbgqRm4FzZQe7rdP1X+9612vyr7kS5AR2KQECjlFBM3pQ1eylo66re+asOSL4ao3e5kpXulIrcfCTiLCEtzg3EqQUCLbMSvbLDsEVcIvN8ZFyHynzK2XPy4GkYVNf9BFUJLW/Zr8PoiKAek+GyS6wvUcVrHGGx9Ts8B6wPAZWnjR4CMYWpQFhKE4aPBJuL+exwZ4+5+CXXQjndx8+BINwlMAZzmOn5waIRD5Dgv4KmOAaPfjrCFABHAFMcdaNOrfutYkIbKYGyhm/EAEJlAPqDBtEEJ8VCQxA1G5aQGUe8P09oUz2dwTAVMMBquYAVaYJrOwDivVqvz9F8ylkwVcukEWfQCUQDIkoB1BlNSCpkLrvOmNfZADsta997QYsOwHrHN87BxGdzUmPktntffaZ43WA889ZHjNTBiRynt8jIICA5TlAysBOCFABq0AaI7A9faxjNCfrR0SILSFBiMAP/ijPElzcxTiJTslXJBAoQSL/uaqZ7F8S8ZfEmjSZJFPJsHqi0ZCVVf6tl1WyjGr4LZ2Aq00IQIKcZR7wgAlkn1i2F+JhKlVJI6cfQTDzAXjVq161gQzE2Akwd3lyjyjOR8TcSlIXlTh+8pECIA5SJmh5Lj/qA0KASoLtEKAC2oO+adS1lQzriBDbzUV+sacA/FUKxXlVDnxjkmDLznTv/iEJ2e/TxH5Jk+bPPV3HHfnHMOs1bjIOKP7g0hr9godPpNuV01wMRBRnAFlDJvPthQSUyO0C0JQCSZDAQ5s8F/c5R70FAiMmcuy///7t0anexD6C4QwfgEUWvQwfEdaeyGw9uwRHsK0J+JUAlQTbJUAFsALrqd6SUdfMESF29CRAZuUNpmIi3siACJ7ZiPGKBDIzDZx/RErHDki1XybruGW/ALt+Rf6xSXYJokzLbUHnruki8bIdwOYigCyUqZSDceo1FUAkr7MneyIL29wegOw3Y74igKDI/gQLARK0fC8QzqMGlANZ2Iis9hQYcwSqAr6JAJUESwhQgYy9GT5wsm7UudljjgghQU8ECgkDmCmd4ise4ttIoDsWKATw18Q+lKFGyiCZ7BdJaiv5lP1YJJvUUmvJrkwDHrLIfNIP/HTkGFiJRpJ9pSr2YxQS2Yvi+God5UEO5yo7wAV8AuTnfvQB9FXQnAl4dqc5FRTPA4y55wEJaiXB3hKg2miM/MjInDkiVBJUIoQEvqeelFQSwoH6wYd6NxLIDiCSRjU8176AT/rVEAsFTVYBJqDKZmvTI5gnwDI/fQZQgUz6/SwbSbKM9BplkZV6B++bi1RuIgglCBzvA1Y/rJlR308AEzSvXeta12q9gluCs31SxxVxEwl6AoxIMEeAAFgJUO00lvoSIuSMngiVBPzRGMJNEvPbdTuKC4NGAsEHiq6/3vllSz7Na5N0l9iEQaRENufZgKdusizvUxd7m6NPQBw/I5wPrdpPY2Yfv6ix3jnOZqh5wEC6BKkPFlXoR96rwasgCM41r3nNVhP5rRFMMxgShADrSLAvCFB9MeZ8MeJLT4R1JOCLn6mteFJUcYaR5IVXIwFWuPLJjMh4gCfJHurkSqGxAm6y2oa1KQS4wHrip/a4mjiIYlAWgBtYqVS4FUSiMNMHWK2nTn6HwTHOJnCjYPkUTUZ9vQ9eAidovmpAqZWfBS0KUEkwR4CdkCAA9gSoNldfqj8jX6o/cyRAaqXO9RdmMPKRuvQDErF9skjwSb6uUa2XnWQcOAIFYKAAUiZjkMxGiMi2h0GukMikzrt/Iw/CaDLVdgGnNBhpD9nOKMTz0MJc5zCS4tRAZcwFTL0z6ms1gD0RDJ/VY3vNmkqAdSTY1wSodm/XF+fNkYA/ElOfBluYwZPairWy3ZSA5ANINmJHQKrDRhQD+Oq/790WqIenczaVuRQE+A4QYE8VvUcx7ItY6r+zAO89r7nbIxz1sLf1CWIftD5YhsYnzU9GgjcKHMAETEnwm7ZRL7CvSLCUANX2OV+qP5UEzg4JQgA+ufVINr2Wr7Cj7r7CwI2hkQAIpN2tADCugOowxqSmA4ZM+x64yCCLMUtzQTlyU7CXRjLXQq9TDErCEFc/2e89+3pN+UC261//+u1casTxuaDVYGXs/5+PVWXU4CVwwEjgDD7kMXHfD4QA2yVBJUBPgv+WL1GCqAA/fNUU6gPEVLwluRINP7hL2kYCdVktBr6JAPN8gCyTdTIto4ELUMBhk54h10RkQADvWesxsZtFgJbluQoyRPCtpxCysTrNWT1IDVwNWgKX+dYa+ePO7JXgzgVO0AA/1xT2BJgjwToVCAmc3ZNgky/xJ+9VIsQX+4cEVQX44UOxVBduVJjqwsGDO5jAQgvQSCAzAShTSYR/cZQCeA0Yst8AvA29LstJCgWwsUe8yIMwstg871EJLHSg9+yT9xmGQNXxOM3RORIE3AQtAcufedd9RoEDUOQzWVPHHAmWqMASEqzzJf5s8sU+PQnYGAJILNd1NV/yyXr9GEyQAQ6+pwqNBNe4xjXaBg72aZqb3exm081vfvPpJje5yXT1q199usUtbjHd8IY3XBl2gxvcoN2tb3zjG7e117nOddoasnrTm960GeT5PoOssTeDBVTWmScg3jOq4/mZs8maUeAEpZIga425wI1IUAP33yCB87ZDArZXf+Z86UnAHjZLXurr9gV8PZvvNdrUXFJT6D1IsKsEu0qw2xPs9gS7t4Pd28H//rf7nGD3OUEDa/eJ4f81h/uaBNshgrFdX5wXJWBb1CA+SeCNTwxl3u7vDk7DvztAAtkt8Lu/RTwN/xZR1pmgTux+nmDP3mCOBPuKCBlLfakE2EQC/iz6PIHuXdbK2N1PFs2TYESEngTriFDJUG00Rn5kZE7WZq8RAXoS8MP3aTRTevf4ZBHwKkC7nzH8d/Dqzz0J9gURMioZRqPOzR4hQE+CEKCSALElFAxgNvyMoaADQNMXeffa7qeNl/UGS4mwiQxzo67JPiMCVBJUAiA4TMVEvIefNhYImZL6LXMEDZi7f3ewrCxsIsI6MiwZdW1PgJAgNlUS+GquJBV7ZOfvlr878MkiJAgRTJaJAggQwTZx9y+QNpeFJUQwKqAZ60DPyPrsu44ABtv5wR9X9dzuxDhX/i1/gQRoIJqYCVgDKBmUWr37t4jLibCJDMYI7Drq3LpXJUBIELtCACRGgEV/iwhc9ZJckE+SKjtIJ9kWcEGySODM3f2r5GWlIaMCaFRwN426ru6Zs3oCxGZfrVn0V8m+8UaCJZOAiDFRBXVZYAMAMDR0CLH77xMsUwWjArqdUfeo4M8RgM3UTGwW//sEKQkymcSq2yRbkGWU4AMJGWwmoEDFqEoIewjy7r9UspUMRgWyH3OA11H3yhkjAhhsVgb0RHCBBf+UAwlIWcUYHltIYLLA7f6bRafRf7PIAJyvGEPSsQeAslldli2yppIBGDYPq3pCAKKqhLspZYkEAyxksN46jaav6jcbEFO58DoWe04Re+2dM2J/iMvWettBNHOoSxpKZYzN1qm/JPQ0+a+XBaBkjoc75AJTyCpVUEMt7MkgyABNqagZWQnhwJ4Q1gOiksHrCGV+5gHOe0C0p/2tCbuNnOv99CzWUzXZzm5K4zxk87732E7x/Iw89rCfDBG808y/Y5hgy8Zkk5or+2QhVVCTZY+AaRzVTmQg8TLbAVUdekIAuVcIZznbuSEDEEMAZ1ADZxjKhp+dyylf/ex1AOsL2ICQ/V4URA/A/twQ2MUGweIDorCDjdaEcBTBWXqEU/2/aAqMqAGm+MURCdYoUQWZQ54rGWwMkApEVQd1uy8XCCFbAYQQVcqtQyAAmeM9drFBmdJwssXdHqgaWU2fsuVmQP4ABlTg2suZztn9t403/NvGIUJA8b17uPppojqMVZijRCTwIzKkVDhU0JaqQyWDoCOQueYhjPdcHYGpuXEVZB9g2Zdehm3swn62sMG5zuKnPgDgyhxVYJeznWl/axDNXD4g1qn+XzmPLFc18JrvTYoq6BXUGEyycU8GPYOAYZjgCqZsi0yvU4c5MgABicyPOpjD3t3/38E++v8djEgQILzmMa47fFRB1uWeSTJttI4M6RtqqRDcpWRgA5soi3UUxXxzESLla/f/fLKP/s8nIYIDogZ+9oRv9/+BdCr/fyB5M0SIGsiKWhY8bKEK6qlfOuz+39BOZf83tJ4EhuDXLNz9/yKeRv6/iJUIsp+xCbzXZJVfIWvE0qWnRAguMsg2mbMTMoyulwxNhqdEVFXIp6Htl3Jhn/QPCAHk3DDii2AAji3ONo+vgBYD5yp75vLRvoLJfrcQyqGUiAFFYgOb2Gguv+xvH0HXjNnXY2iqoHTMfaCUL5SOn7KXDZWc8Utc/AZWrCSE88SdaiCbdfzhMz8Na7wuJuJEzRoJHBYiVBJwqJfi3f9X8qnw/5Xsk0U9CUKEGvBKhN3/a/oBK9sRDtnYZ56f7Ut+Y5szZaevsj4EyJ0+D3dCBHPEA0GVWHEDIvVxhviQeXEQI3ORRIwlH0XWr0lG9kqe9DvWiAM79QX82qIE1VFBwZI5Ivg1r9/O6cJTInyg0y0i/UJPBobr0kMGRsyRAQBklfNYm34BgBjNMZnSq4JA5aFRHnXLbPsimD1H6mAf/tkjvQKi2NcNSJDtwzY2scU68VAOgSzzrXE+4iIVVTOPzQCPCuSJXv4E3c+I4X2ZzCdxYpOfqSzf2cFGrwHSHO/Bylx+sMH77KRabPOe1/kVAtjHOY0EWG9SJYEBbA6ECOYl2A716SIfNfNpZI1jSkTtFzzV0zzmJgGkkIFxmjEGkVRPsAS6fwLZ9wsclK1V3qsqsK3+EswZI3UQJFlhPyCFDPzko/O9L3heQ3TkRmiKI8AIhZDOlIHIJl5Izi5+IBv/NH+VBBQgIyTwHmDZQpXsIfP5ak92iYHEcR67zHUGWxBdDNkn1hKSTwgUUlBi9lrL1j1IUIkQNaiBNrcSwUfGfFK4lgi1S8OiG9cv9M0jgBiYZwzIwGgsF6y5fiElol4pe1WIfWynRCSxV4e+d7Avgslu5AoZxMQ+yOB9Z3md7wjBH7YDnj3m80+wBR95xMAeYuoxs5qPCOkFAn4IkL8zcC1kLxslgThQXATQV/GT334WG+QWPzGVdFSZPXxhmzl8RiTxFyO+sHFFgkqEXg2ALchzRDj88MPbB0l9qliJcIs46KCDtvQLni/0zWO9VuYZQ54+pnlcVyKiCmkcQ9aULvY5lxopS+qlIMk02YBwtVQIdsgQZUjPYC5AnO1M7znD8xPlzvvUynw+AAwRzEkvkytkar+vdbguAtt5SItQ4iIWYsRP5wBPArAX+HxBdCol5s4QB+dKGiRGfH6Lu/fZiUT2bCQQtEqCSoSQINk2IoI5Rx555HTYYYdtKRFuEX4fX/uFNI9LbhK1X5grEbVxHKkCP9inPDlX9ipLzksjKbDOCBnSRAIbuUimGPEVQSkUMiIhcMXDGez2urPZ5HU/A8PPCCRmYpg9ogbsZLe59mIjX8yHCxsQ1lp7SYiQQyyR0Tpnsolt9o9CmCfefOALEjvLvC0kqEQICZYQIYE+5phj2kfSa4nwdwqjfmFJ8zjqF9aViDSOc6ogUFRJeUqpoESyLX1DyCDIQLOvPfkOXP5SE3ZRKTYIpDPFRJyQ1NzED1kRmMqIE1/YZJ6m0EBg9vMP+cQBQQFuDX/5Yo5EAKzkUW6dCQs+W+s8yklJEZNKKMf2sQcMnWdvcxsJGB8iMK4ngsUGR3siJMghwrHHHjsdddRRqxLhFnHwwQfv0S/k+cJc8yjQaR7TL6REqG2jErFEFQSMZDofEWVRTwakQzhkAzKS2deeMtJefGUju2QbZQIQIMTOOrGxDtiAY4c1blTW+5kPGkN2BmCvAUeSIBqSme98ezlT0lBXZ7FJVvPf+9ZQLPHjGz+tZ7e5IRy/2LmFBJUIIUElggCGCJy1IUcqEcw9/vjj2183p0T4DZ9+wYMmAaj9gsYp/ULfPPb9ghLBubkSsUQV+MVGfQtCUiYlqicD4iGdgNofyFEF+9nLPoibum0eIJwpjsgpLkhFotnLDt9bL46yWWzFwvf2ZLuvCC++1sOIb3wXG2u8Zi9E4zvSUhnZzw9qR/kqAdhWCWBNI4GDNqmBYTNBwCSHj4iQICOMP0FLiTj00EPbb/f8oeqoX6gPmzb1C6SYdI9KRFShNo6yhL0jVaBQSlVPBmcqSc4CBuVBNMGzp/3EjK9spl7mmmeOYIsHW8yhaOLGD+CLA7IjsZ8poJ+tQyS2SxDgUkpr7a1MJPthwU9qSB0pRLJfUim/IwJYI04Ux7o9SFCJ4LBKBBuuI4I9rM0ac0888cT2d4xKxBFHHDEdcsghw35BvQbE0odNZJvTsmRUItY1juxlKx/5pWRVMjhfeQIM+aZCSOcM2Q4Yewoqv+2BxIKPpEiJCM4SAzZQQEpADdklCymRtWKOWPwBjnJJdcTRa2KJTOwQX/sCM9lPHbyHiOwWQ2pr754A7KoEoGArElQiWFiJwIhKBBlUicCouT7BGvNTIvyFs0fVc/1Cfh+R5nGuXyDB6RdypcxTx52UCH6FDOxgg2yiSAiIfMoR9bG/QNpTDOzDT+AhLSKYgyjigajOJdHi7Hs22YvN5gCETWKJsIhiX/ux11y2+t65SMTXUfZLrpALLmzsS0AIIH6NBA4LCSoRAFmJYOMQwaaMJbUMCxGiCtnD2qw5+eSTp+OOO679i6n+9Kz2C/3zhU0Pm0b9Qq6USoSsS4ng+HZKBHvYwg4ZTpWcq0Q4C6j2pzj2tFeIQNEQVmlAQmewW+aJLUAoA8DF0BpEcCYbgGI/oLNN/PmRtc5DcOpHDcUh2e/ZhH3E3Hxn2AsZoz4hAB+c5fwVCSoRAFiJYNNKBICOiFDLg/3slT2qKpx00kntH8Co/UKeL6R55NBc89j3C8iwqV/YdIuoJYKtCMoevYvsQkblCQFlnnOABxABthefxcV8tnnfOfw231niJAbOAah1eiKKhWCAsT6kZDe7qIdzKIwM5i9l1I9IGNnvbPuyAxbWUA0+28daMREfc9kF10aCgIYElQgMqURgVCUCZxBBZjmQk3156FXBemtPOeWUVb9w9NFHt37B84W9bR775wt72y8gqP5FuWIDVSLRUQXKI7hAFAfr+Ye4VEr28R1RnYHcehs+sMn5zjUPcZHA++JI7sWPfWymPuRfOeQ7YoqP7BdXcRZ3RGML/6yjhpJBLAK++Xxk24oElQiCUIlgciWCTSoROBIiRBU41quC/bJP1vuXUE444YQtzxdGzSNnSS0g6pPHnTaPpHopGfjMpnyQFRn1KjLRWc4AGCDtw29rKJesBSjZthdyihl79UPOktXUT+ytBxigxU2SsZWqUDo+OptC6l/EEUbm2gsGSl7kn69sc2bAF39r4OHMRgLsCViVCCZVIlhciQBEQxAdnPIwUgX7Z9+6X/bxj2XV5rF/2LTTm4TmMWQACDIIynbIwG4285utbKFOSpR6D2AAyWR7knmJYA2bnIEwypF5VANJfW9PCWSdvkbvISbOZo/XkZgveg1nSoiAzzakY6/4W2P/yH8PvrjDFA6w5t+KBJUINq5EcFgFzoYjIqg/I1VABoY6I/v35MpetXn0sGnuJoEMaicyLHkMPSJDXyZqzzBqINnObjbzX4DVYyUCeCRfpldVsM5cwPCPr753vr3NVVr4QPnEBgnZwj42uxEl++3Vg8/O1P5k/zrwrYU125CtfbIoAHmjEsGCSgQbzRHBoTKAMSNVGJWIdWSwn4dNlQy5SewNGebKxOiBU3+1jDqIVWwPIdisPDnPOa6tari9xAORzDcP8FRAX6PvsYc9gUmV2MI+JSFgmgMLsWNDBT/Sr0m1/xLw4cAmuDQl8EIlAoCWEsGBFTiB61UBGbCe4SkRm8hQCRYy9NfKnZChNpCAkLn1NgE4MprnDLVURB16QvBBjGJ/tV2jh2j2BFSIJTb2kzjOkL3qfkAUA/sFePECmLMj+8l8ce/Bt7aCz8YefD7Yr5EgoJg0RwQb9kDNEUHQOJfAMTrB20SGnDUig717MtQyMeoZ1t0mcrXMc4Y8dBqpg2CHEHyrapey1/szils/vN4DFtDFKEA5C3mQSDlB0B747NfvFfDZV8Fnu31XJJgjgo12QoTIaV8i1pHBuT0Z6lk9IUY9w+g2oZuf+yVV/Y1lvV7mwZPsTCMZQkQh4uM6sgt6fIyfGXmtZqZ1Acee9kY8wCNiBX4EvtiJ4Rz42Z+dUaNGgt7IkGCOCA5cQgSGc6AvEUvIUM9eR4ichwz1apnnDO7lOvk8dKq/vq6loqpDHkmPCBGFIO8kPKRQ+6u/UcIkAL8z+F9/9r555lsb0O0pjpuAT9ZX8HtyJfMr+M5jZyNBZWtYOiKCw5YQgdEhgozZDhmqLSMyzBFidLaHTu72eRyd3030pSLqkN9PpHcYESIlQw8RUugjohQhhtsGcsheYBpiUUdeN8dcayroAT6gbwI+Wb8JfPEHPjyo2RYSzBHBQUuIMAdG6umIDIwKGRjL6J4MvS3siC2VECM7eltSKqo6pJFM7xBCpJn0HKCWDD1EJYVbRiWGBhM5lBEEoRwGotQRwI0e9AAf0LcDvIQK+FGdEfhRm0aCGvQ+8EuIMAdADX4kcx0ZGFvJMFKHSohKit6mSs4RMap9sdGohKAQfjmjZGgo9RBRCaRwy6AUlRhuA8jhipc96zk5O/ZUwAN6gA/oc8D34Nesr+BH9nvwJSf1WZGgD/YSIoShS4kQiRyRITU0ZOjVYY4QlRS9fb2NvZ0Zsbfavbej7lfPyvlGBdwYgd4Dz/cKfM36XvIDvhj34MNB2XIVbiSoAV5ChBi6lAhGiODQWi9DhnTaIUNVh02EmCNFT4zYXO2O7RkVpDoqkHWM5mbUfet5sSE2xcYAXkEP8AF9BPyc5I/AF/uAr4fR4K5IsIQINbA1qDWYCYAAzRFB88SIdNaMY2TI0KvDJkLMkaLaXu2PD9WP+DIaFcC5MVpX9855RmyogI9AD/AV9DngR5Kf5rOCL/YBX5+iZ2kkGAVzXxEhZOiJwAjGhAyMDBmqOiwhxBwp1hEjI0BU3+qo4G0a/dq6t5EzY0fsqoBX0AN8BX0O+DnJF1cxDvga0oCvedXENhLMZVUlQg1anOT4HBFChjkiGLlv52rVl4qlhFhHijliVP8yAk4d8XvJGK2v++fMCrZRAa+gj7J9DvhR1gd8MQ74bizAd4vxZNTzjxUJ5ohQAxRn1xEhZFhKBKqQ6xNja6lYSog5UoyIET8z4m987keAWzJG6+v+OTN2xK4KeAV9LttHwI+yPuDL+hH4rrUehDUS9AGqAeHcEiKEDEuIEDJUItQ7da8O6wjRk6IqxRwxQo5KkBqDOgLcktGvrXsbI7BHgFfQ57K9At/X+pHkA99zjAq+Zxyus40ECUZ1+r9BhJChEiFkQIT6kKWqwxwhNpGiJ0ZPjkqQjEqUjIC3bozW1X1zXsDuAQ/ofaaPsr1K/Qj4PusDvodawPcMA/ieaRx44IHT/wDhQDgVinE3HAAAAABJRU5ErkJggg==</raw>
    </picture>
  </region>
  <region id="19" left="342" top="792" width="163" height="26" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math fractionType="none" decimalPlaces="1">
      <input>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="1">time</e>
        <e type="operand">t0</e>
        <e type="operator" args="2">-</e>
      </input>
      <contract>
        <e type="operand" style="unit">min</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.3</e>
      </result>
    </math>
  </region>
  <region id="20" left="18" top="846" width="147" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Export *.pngREADBMP  =&gt; .bmp)</p>
    </text>
  </region>
  <region id="21" left="189" top="846" width="54" height="40" color="#ffff00" bgColor="#010101" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>vectorize drops timing 21 min  ... down 1.3 min</p>
      </description>
      <input>
        <e type="operand">Z</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="function" preserve="true" args="1">vectorize</e>
      </input>
    </math>
  </region>
  <region id="22" left="630" top="855" width="324" height="346" border="true" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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</raw>
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  </region>
  <region id="24" left="1458" top="1323" width="178" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="6">
      <input>
        <e type="operand">0.460938</e>
        <e type="operand">1.453125</e>
        <e type="operand">i</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">abs</e>
      </input>
    </math>
  </region>
</regions>