Pad(M,nc,nr), Scale(M,lo,hi)

2d88c581-0be8-429e-b901-77451be9ad39 95 4 5 decimal

&[DATE] &[TIME] - &[FILENAME]

Part 1: zoom [+] RGB image

CWD C:\SmathFile CurrentDirectory :

3 appVersion 0.98.6179 ≡

Pad(M,nc,nr), Scale(M,lo,hi)

A robust construct of the Matrix Scale function M Low High Scale min M Min : max M Max : maxmin max min - (1012 -^+ : HighLow High Low - (: i 1 M rows range j 1 M cols range N i j el M i j el min - maxmin / : for for HighLow N * Low + 61 line :

s mwfix

s mwround

M lo hi Scale hi lo - (M M Min - M Max M Min - 106 -^+ / (* lo + :

M nc nr λ Pad A M mwfft2 : insert 'nc' cols in 'A' i 1 A rows range j 1 nc range vert i j el λ : for for a A 1 A rows 1 A cols 2 / Floor submatrix : b A 1 A rows A cols 2 / Floor 1 + A cols submatrix : S a vert b augment transpose : insert 'nr' rows in the transpose 'S' i 1 S rows range j 1 nr range horiz i j el λ : for for a S 1 S rows 1 S cols 2 / Floor submatrix : b S 1 S rows S cols 2 / Floor 1 + S cols submatrix : S a horiz b augment transpose : 111 line :

S cols 2 / Floor

This document . . .

zoom [+] an rgb image, by pixels for accurate

image sizing. Many tools zoom [+] by %.

zoom [-] goes via downsampling first ...

then zoom [+] ... explored below.

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Plug that image in your "SmathFile" C:\SmathFile\CosmosSmall.bmp

This reads Cosmos RGB adjoint matrices Cosmos C:\SmathFile\CosmosSmall.bmp READRGB :

Cosmos RGB augmented matrix for visitors

Cosmos 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mat :

Cosmos cols 210

Cosmos rows 49

t0 1 time :

r Cosmos rows : c Cosmos cols 3 / : 12 mat red Cosmos 1 r 1 c submatrix : green Cosmos 1 r c 1 + (2 c * submatrix : blue Cosmos 1 r 2 c * 1 + (Cosmos cols submatrix : 41 sys

Cmos red green blue 31 mat transpose :

iVBORw0KGgoAAAANSUhEUgAAADEAAABGCAYAAABlu3xlAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACPoSURBVGhDPZvZsyTpedafyqrMyqy96uxbn9Pr9LRm1JqxB1u2FXgRsiURIHCAjZEjwApjLozhT5gbbuCSCAiuiQDfmAggCAghhywhj6SRZtGMema6p5fTy1nq1L5lVmVlVfF780i0nK5z6lRlvuvzPO/3fZP5d//1R6s4WWgazyUnp3KhKDeX03Ieax5PFcex4pWjrJdXPu/K93LKZvioVspoKceRck5GHt/JZh05Gd7PZHjfuXxdrLSaJ4qXK42XiSbLhWarFe/znThREC10vVjXtfK6qnFGpQU3jCVNEynJaDjsqVgu8uNCvclA3X5HDgYUvEB1r6Ri1udeGLNYLZUspQUPnPLAeZJotcpgZFbKZLXCyAxGZbP8zuuS78SLRMlioeVymRq7wLAFvyfcw15/fiXmKg4ucNBss8veS7B1zu1irnY40jiZ4ZxZwx8IWupElGjWizTpj5RbZeUppyCbV7/Z0cXJmXq9ngbjkQU0kxq8+pkR85hrzs34PZt1lct52J1LDbX3Vgmfm+OGeb3EOZxM88LflkR7blHn+3P+vuAjc96PyE64wiAct2fYvTI5goNjC6IaLmJFZD7hvolVRBRrNgw1uOhqMhjzLLLsluXOMlrzynrl8Jaubu7jWEbdblcOr0SWgFvEMSZ1ZD5PM2N/s7Kwf/a+lVYUR4qJWmJRy1xmwbJhl33m8nWp+c+uhPIJY6JM6aww0iUIwdJRMY2qSxm6KpVK6avnWGp48IzvjqZqN9uahXO5jkdmlspSbuPTrj750U/04P178nN5VSoVnCBS6T+LThptnOI+Vlr2as7YPzMudW5GNDGG+tESgxJK79J4e4v37LPp5y/vYY7Y5x2yVFrlVF+6qifZ9Kqt8qo7gSrKK4uR3oygjSm4tO6WGvaHcj1qXq7GraGmnYn6z9tqPzzR6ORCjfqaKsWSOcFDSDcdmUbd4ccsD80TOT+ay5/OVaTBPAzOUqZLDLboWqPO+NkijK2p0Y4BgF3LXPqzld5qzvf42SOagesBDB4/ZzB7KZ/nlnIOF1ng+zlulIR4MJkpopw6523F46kyPNejUkbdAb3QVNENcMu9zA7/44kOjUYE3axcl5thUB2j6+NE9X6km5mituauGolH1ApaTRfy3IL6o0ghaUowbj6npEh1PJprzvcyGO7E9I41Jw/K8bfsMovj9EPR06JA2WdnKlRAPC+joudiKF7wf0N6II5mCgeh6jmKjkBmZpG87AqkGqQ2DsNIOVDJkCEZLHAimcvhBjkaukBP1abSwSrQNQVaH8y1MUq0H7s6WATKnHR1xatpdtpTiRusuqFy/ZkyF2N57UjF/lyFzkzu+USZ5lBeb6rieKn61FXQiyklT9nxTHmcLGdcxZ2e1glINUOGAAmLeoId1ozWI9MwTOvZy4NIFy3NJmMAY6YgCFSt1hWTrSX9k/n3//n7q4gfCvJ1s7YtrzOWz7WZ8xX3e5qMI00dHujRdNVAy7Kvs0kf3MaQYkHd8wvtVRpaWmaAvDgi/XBJzie6AaCY91T2iCjR9qu+JgmG+RnValXKc6kaTqxnixo8aakQ59R/eoElOUW9sU6ePdf+wYEO797R8Yfvpb+PB8O0P4NKiecEcijPzH/88++vFqTbjaTycKGthadDp6QF9de7OEtrbkUpTA0mYZXizrq8RkUvLs519vyZtmgui6pD2pcTIjkHuSjPOZ+PrcH4l6M89/Z2VFqv8l6iB88fUY593bx2XTv1TRVp8DzEsVPZ1MP3P9Y2752/ONGLFy/08u2bQHao44efKqHMEuDYAMTBgRnZ80pF+o+eWDqG6dQe6GRpPGueqz+eaO3wkGjiLU3sEOlfvvWKqmC12xor86KrjZmr5Jjme9qW0w5VgbkqlJ5PnbqdSIVBokbkaDOkHx6cafThsXZjX7+yc1tHmbpGH5/q2Q8/Vpe/BdzLarzf7KqEakiRMInlEekXT54qmUYARSw345AnkI9g5dxLfsp++fe/8SYAJYcm9IaxdvwqDexr0OurH05SzC+4eR3s7mk8Gms2mqTXb/7GFxVQ2zGNmAGhllNkypT+4PM5HlQAw/MZSAogKMILOXo8D2nGEFmjXNNGZU0RwOFCZOIzUxq5litoRAmXgoKazVMyMFOv21FI1rKUUDwN4XoQjwSbyvAoZ26LE7/3jTez6JiA3z5/9Y4Oi+sKzzrALLIBshtH1BkwGHLDDFkzQ9vA3Bzjbxxe1dEVsoWsmHPzQRRqxN/tIS5OBCCXZXEBixuh1dYaECWQTNAM4/N8xhBsg/JpvmhqOsZISuT8/FQhTeznc+q1LhTwaixAXV+SL/In4+I8VWOyyMnw1wy1bkBfs/oCBi1dQd7XlKgVy5XUOCu7fp+GxshtDGg9O0mvYburRrWm3d1dHV69rq3tbe5LD01C2JYAkK0csNjstHV6dq4i5LSCD6ZwwcHOocqlOqKzqlqlpvPTc81msDvfM5EZ89xiwU/fm/AzLpABcsHfrPTnFlhsd4JigGMZVWtlxB/IAgitrXHjclmFQklRCCRixJwbVYJiSjpTE2QQ2cmjY/WaLeCvS7od1YpVHe4caKO6JstuwYGJeT8m9G6xqKzv6aMH97W5vaOTszMkzFwHB1c0Ho9189ZtBZTHdArGY24AqplKTrUWJJkFZi+jTw/jhHnpgpgr5I+TBw5r9Soq3BQs6eTVyeMJrGol0KjXqfmFRmD6YgbWV6paX1sjoshjSqPTvADfQzCbXunBDST15pUjXaGHDG7NKINEMywNDEDx8b2f6mBvT/0O4o3y2NzeSo25fusmMiVWoVxSCEeYarYAO5Srlc7KZBH9ZkMAuUibOmOgUwjyGOvLL+WRLChJF+9xBFRNScXF7es7+zpqbGkJjPb7sGbgq1StYJbpJ2RIONWQPnEmEURG5JAOHlIjKMAB6+swsq8M8iWBcw43t1PiyhLhQbclDz4p1GtAZlZb+7sqlAIMBaJp2QTEdJhhLPornFkiEM2JVFWn4E9v0CtOGUmcA2Kr5UB53yQ3hjG8WG9kacjxBdr96Yu09osYVSADI2RAtuhr7/CKKpDWCMcCJPsCHH/x+JiBKkl7JI+zpnhNK/lEMxqNGGaQMJWyTp4/V2OtBlBAflrI537gj3au7CIrJul3p8hzG7TmOJOQTYt8qu+4LEvpz3zbCeiSgGgX8DKfQ5jhcYG692HTwiRRfjLXuN2jLGZ6xoPvP36oMROfzQFLIrQBiR3eOEIM0mSkO0/tnkOSbaKcJ8MOdWzoVPQDlfy82q2mdne21B+0tXVlj89daGEsXs4zA021ub/DFIlx2GKDmEGp9QUYl94/SyayBt2IzMyCcsF2x8ZJDwhLkIrTLHhNUWer6PcA2KTzK/UKCFXSBLIxiLVeGAwGOm82NSYjY1CjsbmhK9euUpLFdArkaTDyMG3YYrlAVPMgDNmDnCbRWOuba6mRyWxCs9tzwPdCTm4BbVopqL7RYFyO04AY6YGtVjhUDHyDA6lCJitpr5kTNibO3JVGGN/zlzrLxepVcgo3A3UDyAy9k8WQIk0umshAfr0GekFIMT0w42GPj5/IR8tcefmGtg53U2Dw0U0NAGOC1rG6XuDA0NRoqaAZFV/drOvhi0eqbFYZSzHU0AakpBzkFwLKEEWMA3aZAxYbPnLJF9bMoB9zJ2oWLrIBwpSh8UCMMLtYjjCeEbPhaeDGGixBLAyyGg3AeEtnBAcYcwYFboBEzoPlnWFfx0+f4UxFtz73WeVxfDyDsGq+hlGPbAEETHgBtdwii3u7WxqNYWIX9Up5ghApQlkTL0DJHI5F4wElYxMS0xKNngIJFx1LOVNONjogSxxLicFiMa0zvCX142ysSbBUcauoXthhGB+mJOPmA9XX1lNIXi5tNWTMkHQpjcEBeYWyJsDxhBF258YV7b60T5YxIIjRPWNVuUemPWJoQFKPBmq9eAYZxhp3hxhJmdhNKPPui2PFvZYcGjxGciyXPMdBXOLkFAcqWzsKsAMPeJ+v/NN//mdv5o3haOTE0kSD2/TmQGamTkto/Umzz8OY4mjuKTLEIuZDXIZWHvC5okbzEGFghGZkRC95ZMnfqGlzbxMEmqbgsJevawLaufmVJiFOoISJImWJ9Njapi/oxUlLP3nrLzUZtoHzDpwRpEDiEqAlI+3f+u2/rf3P3NVarZYCwCQcmhP/8k3LhqUJD1CxeUbRrApI8uoiLzdc6KCxoZw9LBVgxIySSJATCRJ+xcycY/bIkV4HqDYZkMujhpkUMzb4Z3w006G8aVYnP32gTXrn+PE9ot/UCiE5afXgkJX2AAdtl3TvrW/p7Xe+rWnSB/FiEBBu8Crcu6S/+/U/AU6r6JE5gQAsFpCs0YE1ipWK4zH1GhsyoOcZ6I2wBi1KCaZ+/vSYyOd07doVbdCQ5nQIwY2GU3U79BCfGYcjkgXMugtQBePptXRZh3vCkqofrWn7RkknnfcBg8fMIj9QftlS7+QjnR9/gKKltMIzfedH39SL4VOdjE8YYSOdDlrIlpX+3u/+AX+ndxgRrLtXPKuxua5tgCTzVz9+iEK7nK+nIwRX4qoaMWGh8cPjloIJfAF4hH3qFq/XyMpandSvXHRVkq5ThRHT1ipC66GpcKCxvqYanysWkCwlJIPb070ff0vX/ESn936oVus+fAS0hjl99HFTbnlfv/zbX9HjWVP/6b/9F0iXbHP/XOJrs3pd/+rP/rXK69fVPX7OyDpLtV0ehTFZTeQQ3Owf/tGfvhnTA7bwZXDdcMvKjxc6/egxo+K58oscc+xcvkkHItBlzuhQAtYHa2ub2mLSq9YL6J8aZVOGJ9BTzAQtdNEYOR0lFyrvDlXabEFan+q090O98ZtH2rlZ1LPT+3p6+kwRjVvdrertT99heoxAszGsDcfkqvr6739DB0cv64MfvacOs4Vl2C+CliWQqVHSd976jjLf+t791Rg4y1G/VSfQfr6hzHEvnbjGJ135sOKEgQU5hSP0DIhgwmqGGLQVuyyO7e3jyFpF2zSxKkVAIAEex2p3mjobvq/D1wbauhHrwff/p462i/rJT37A64Gaj5lJrvyS3vnBC6Ja0TtPmKHpxSdPmiBmSV98/Sv6+h/+qT58+6c6O++ovLalz//6b6UIZs4sKNPsGrD/9X/yL95cQUQoKJWEhyF/PB0oO56rzIQ3jxIV/BJl4tL8IBiCz0RYnh5yISaLfG/YQVo/0zPm4s75haJoQlYKahxVtXcw09L/iS7a/5dye66tW2Vm7DOtX8mAOjzHN2kx10ef3NM6csQHhdAQKrkNvXr1rk7vH+vRwweQp69f/+pXMT6jBXxjhDqZ9JA1KNn/892HqxmSwwdm8+OVthcFXbx9X/OTIaXkqlaGUWHl8+YZ2cqowvDiZVGWlF8YjTTjyuZo9JkRFu/zmRDjirVEd+7WtX8n0Y9//G9VarT00mcPlKmipZKJRkyG3qKo9757rAVVMu7A6trRo+NIZ20CmttXIQZEsMnG2duffV2/+rXfg5Q9+tDCaXMEBJhH6ZoGiZmkyi4KdZWFaM40bHbUZdgZDYew6QzJ4SOZcRLmLqCP8oFFy4y5hOUYFHKBWa1AOHrI9wtU1FjdwSMIqaX9raxuv7LHd4YIwIdaekx8hVjBeka/8qWbuna7qC9+6VUmS2RG1Oa7oV60nuvdk/fUnVDSDEjGY59++GEK7TOc8Ne34ax5quOcORG1daF5P1TzwbGe3XtIQwVooxI8kDDvnmuKfPDA/kq1oBK6xiMauWyeC/meQ/TNbZmywCtIhBN5ZusK0rqMUSFItE0faDnQeHqh+jozCpIGnqb+2+ipE9RsQQ+fvKuT0zOVKgxJBw09H58rQmAMYfz+ZAQhxgxmoR5+/ASkQgl0xzzfV6OGmDTMX01jLXq8afVPd6xRQi4QmC5r0sj9fjclrxJZsKUdm7rSRWIQahGjnXDKxylbYK4EFeZnhB7lebCzo2//5Tcvmz0dtBJlC3DHrK8cWqdYN2GIxJn3tH/UYAYRTuT0vPlU+WqgCM4J6bkZYvDsrKlH9x/yXWTNeZvnLrDPS8dnx7Q6OlV1N9BBbV1bGGHlNaSUQoacMWKvj4NDrn67kzbuEHKb20ofJHQ5Yy2A3TNm7ECDdptp0NWkO9W3/sf39JUv/QP99P17lA/TY8XjngOgln5DsM5BF5s5ateOdM7QhSnqd5npKceJjbZoqQniNAYBTdJXIJAKgFKsNxiyCABBM7WAUID94IEVHiXMyfazg2GHh4c6vHrE5FYHRvM4ETKNnah13tRw0NMQzB7asiV4rsVU5QKaC0HYIOpFrwRJu9qu30ReIEeyG2SOsRN3C0ZOjKSACtoJKT8zyeCqUl7T1b1DfeGNX1SjUNV2dUMucttKe8qwNJwMGXEy2ttaQyFepFIjnTfoj7SxGatVtjonVT4lskSbeExhnu+rWlnTtYOXdLR7A32zr+31DW0wKFWLefQaUyE9t0pGch3k/HyIxkL8wbb1YFeH659TOXdLd177GllDCI748Iyrx/2V5zN1RtRbipqxqv4ufSl99NZPlR9iUz/WhgI1sgxJzPMZjMznFjq+9z5ZpYxRCQhvJIirzJ9/84PVduioMVyq995DeUNSCLllIb4xWXFt2SVGljA3eAVTHohhCNBgdknKV0tbYkHP0Fvzme0UFEAQQKAR6OYra3I3LvRg+N/RTk3q/JgeO6cEZvL3thQPuE9mRxcfDHT64RDxd0GNNVTcuKut/ddUIhDNs7EePHik7cqWqpmyDnaPEIFlVXa3lWMkKCNBsl/6+h+/uWLE85Dc0+ZAcTdUYeml4s1lTohh5rLVIsO9S7M5tv7DAGVrxcbimcTmXh+Fy3ydKcAldAlzcRkJUt/blruJjGHIWt+r64MPvq9rtw4osXa62eIsixq1pA9g7N2tu3ranOmv323RN9zbqeq3vvqPdO3O39Abv/plgl9BjE40BEVXBLF9jqp49EKDs66yX/nHf/zmEiglOFpcDOUTzQIqNrG1VeNoImyzxQQZYZoGWiCt8DtjqgNmu+Y8ZZh3L1f2bJxc36YEb19Xlnn5onuqtd11emIEszeBblfPH51qnXH3r797KiE296uv6nt/9Yk6ZObRU9TwCO6JPD1H/ty4+irBrKu2f0NHWwfImYk6zCQrlIPHgLqMYnqYxshMmQHoCw9YNUitNeo6OjrS/va2KikvGA9kVEKy5/nsojvS6KKnUW+Q3tRWM2bzabotvLG9pf2rh+qPRzptniMQryoe+kS8pM/e+LKys6ta868pM9lXpoc6xo/MyFf7SV+P3z1VmT4IMnXduf6Gbt/4HPKmpqntEWKD1qraPTxCJddBRXQbU2FmDsSaQs2DtxZBW4JxygwbeHTKZHXaQwcxmEyWNifgCMNQzkQfES9TVsYbLtMYiUtX57Z2tpEbFTXbNgMkkF1VveZI0ZDArL1O1I8UngPjR39H3cdFLkcHxbu6/w7G0xv1HKDh7mu9DCoWtvWLv/AFZnBK1A8oMfouiVU73NNLL91UtVxSxrYjCCBj7UJdpLNTyKtysK0FdX+uUD0XUmOMHPsIwgZQZltkGDZHI9kpAVuFm1H7A8ZVv1yhhDaVRR4sKL8csn00Dkl7W4ELkm3eVnLu6ePvtfXW/zrX//4P76q4ekNfev1P9MG3WxqflvRrd7+mvdLLev3GF/T3v/wHcBKNERN9nmULcLbPaHMPzZTuEpXoUVvLWuJY9nd+94/eDLwABiQTSBAXZxzgMwKNJtmFMvxuUt2WFm2J10snNUZT5uwleB/UyikcO5DPkj4J4Q1bmC7ykPU1SAmHzh8918XzpppPLwDWsl65/UsatpZ697v31XwGV0xLevnW5zUdeKpX9nXrM2+oDPG++857unb3M6ad6YFEIbOMT2UZtq5s14heTMhE9nf+4T97M4OksD04O6awgIz8LRrp6q7yvDoMPHGeZi8Day7cYaOsSZJCUR6l41VLTI3UJVTW73YZ3ENtbm1oZ2sTZEtg8I7aSO/mM0rGrWmjtg+xHZDRgjbKh2q+COmhu3rp7t/U6eOuggD5ce26Nl79jM6ffYra7WjncB8uQzV3B2Q2D08gQCHnaGQBsMamYW2PDTWkiZ9RnxI6RXo9h8D6eZp+q6K124fy92kwCKcHK6PwVN1g9MThk1YzPdLw4vQ0Xbq5c+e2ikFRbZSwbcYcf/KpIiB1jZkkvyzo+v5nke+0r39VO3uvKahe1auvM+gUNvTqa79G2RTtSAfRnJORW/rk4w/Uf/I0LasSDkRjyoxSTYzpyLIdv4CxqXX+X2JzwCrR2FmAeovU4BinQ0TbiPl5mlnoWeuUwfxQ9Y1NhpwO01aTlMZpXe7sgkoHu6numqG3Bq2uOqcXAIG0WayoaOiGzplOFrroIE+uwNQUV2F9T6Urh6APyFirKVeqqIWssfpfP9pXvVHVuz94WxpO0w39CHFpxrsEKmTOsf5zjAdsDyE9EgRC2cmZOQ1rHJGuRmOgrZLncjndeeUz6bqsHQpZUf95+qBKU9cqVYanip4+OU77ZdgfaNDtgYqgz/YuQIA6JnLhaKzj42Nm5JL4ok5tXWm7jnT1mDFQbLxOEOl922Lj/gI19w8O0Vmupu2h5iERQR2veIaVvh0gGMxCyonUJbZ9S5MYqdnGvB0i+fnlIHltezegqQ2K000T1GYpj6p0GZb4zDrSvcXcsVat6vjxI/ijpxo/72xuoUxBtwhuscU3MP3k4lRLx9ZeZ2qGTVX3qiDOAqUaKVdxbYdEo+mYYOIEBu8f3QBiy+oiQBMEoYPknwD7VhmZKvK/lL0UgLKLf6ZebYvVLmSasmTELjuTERGdD+9/rItRX0VSPDTcxpk66W83MaZcTDcMbWenQcPvbm2lewhdMhJDqCFDTXo0yFZDBhdMjoyluQR0A7uB0Fk8SVfNbXPHxgMbyOxcSFBaU7lST49UeMzZGTIWU/JW5quNoio398i0OUxZONSgaSJ8RfsAo6lLtqwAR2FwDrmQqQR6PuqqZfKjwJRnx3QoGStJ2zi3n+/cfllr6H0rHVvaH00mwHE23Ti3Q1m2I9Trt/Tk8afKooJt+CJFsC8PQkpYAG1NeE55L20t2cmqXK9BqLwPlDOBpYQ8LWUUraG8b27ihPGJrUTb6TBuYL1gXieE2Ty2UwFGhN04VOlwR7mtGvRvKnIzNcqI0hYJbFnx+s1rKTH5DC6dTuey/oHiJcS4cnOMoqGmixlOx+q2LoDZOfyExYjHYiag5rGaejdnwsEoDQq0rGqjDNFGcBUM7cJV9aJiBqxecaVujQSsPIwnjTF/nBH4COMjRqUpZRHztylwOkSGDL2VptRgRPodHElqgYbA4AnGLvnsLaA1sfKjhD766KN0C8w2GsdkIuJzdvbPXpcEpegz5lIq0QhVMIBIR9iKzE5P6KCKbTAbAh4ZgguCUE55QAdox4klaZpj64ipqg0FnPrwhB0gScVVujNpZW7r/zQjhpmWWjBnmzMRv7/oMFHlYWlq88mnD6j3ttY3GqqtrxGhXLoS8uj4SYp01muWITusYhv5IyYz2wX1GbRsInNAq1lIxEcx2G+ok2fWZ9y00sBBK0dbc02A/SzPi3HGyttOyEUg5pjmHjHpDakwx3b8QV2IiG6wVPKanuODbedcxsYdY0eQoZIraJtJa3nCEICer1PPFXrDtMwAbvjokwdA6yhdDcmaqMSIJSW/RMI48ER6WIu/zSiXCMSz+XjJfVfWF6DiHA5IJ0yrMO5nUV1aP3EV6rbPNybeCM6lgzabpH1shyJTnrBt3BkpnNk2rZ3ExBE702Hv2doOH0khOE+UfIJ2/vBYazYkgdN2JtB2/J++eJ6ulFukY1t6J4NVyMv29KZEbkVZZsmWoZf9zbKenh6w0wIzeIFqMPi20wTpRqPtIfDP9gBt39qCMmKSxGeF3M8yY71riUtXO+w4nN1sig6xk5S22TKl4cYMHJEd/xnArfxeWnk6f3qS3mhKbY/BaiEC2+12eozHNmJsO6xIZjzUZrpZgxFOwLTHlS166VFS6xPbiDQi7Y8GOmHusNJJT2Ty6oJC1lsrI1/uSyLhqBwzSp9+WGkwn6TqYgoJLylbINYWBK32jKFhaxywc30RDtnElpBmE1v5mDuNp4p6TH8MTpYxi4Kd44iGYxWYuUtIY8uEXyykKGfckkIwvWWX7VVbJsIJncyzfMohHA/Vo7esgWPUr6kDa1Fb4LYFCzu141ApAfe1DCyB6AEIN6XBDens0K+zwgk7WpA2DVDIvRVRRhGayE5S2pZrusRJcUfnHW0HFS2GoSp+QWV0i23EGGvTxfL5vjkxiadIHTtQQkna9IVVdgLBjkTYs+woaTWPw3wemYasILXWE/TfguBZ9Gl9uGPFbM0sTsCK3Bev0XTEMkPPGulxf6ui/58J00bpTuTPyMvQ5efvFWheO39qm+FTarZSYvinGRc4O2qjo8iclZEZbKcBIqJqUD3lNUAj7R8dam+fcZRAGeqA7KnxdgKhkPOoSGYRGtl6055pW7t2jNrOQRkR2iFH22v3q4g+4N9EapIHgGjr9PSDlZEZnrcBhzq2D+dpWDvlYuuutvluO6or2wauV+CGmUr1Kqg11QCNlPI6JWUnZKxkQkTjlCKOgT+nXtLOTWbq3d0Ukfr9oWLAY4kes4O+dgLHzmcUyOpoNEp1Vp4MmSN2Zt1G55iZAe9gd56xzvNXU4XwRQK3WTnb6eoUncyINOJ5X4F36YydMyozP+dha5vuOvNQkxI3v7Gvp2FPfW7UQX7YioZXL6fziI+Ttg40mCDgIM6dq1e0tredItSDTx8BAAw9RNgyYpvodorHeqtSrdPU9CEXFYREIbCgkVWDHYsALFOotmcNBdyTDeMxqwxbHnKMPGwba2U7+NRyJm04w3Ogi58tXTaedmmkEwTbvbiv3npB0x1Ye6Oq1XpV81peufWSZqTZVKqd7H/p5g3VGJzaw76azBbDwUR5emjF80wPpReaLUet7+LsYDqRVyH6ZNP6qb6F86DTEKK0Q/FiZJ7iiAXOfrd5P0DeWNlRSeTEVCD/7Ee7Nw7SJbbmdOkEwVEf3dNkOLpgyG0GSw3qkNlWWZNCVn1bufazevjsOO2Xlw6vaY0RckGznz19rqdkoeQVaEBunJYMYy6leor6vfHyS6lCsHMh9p6Vat4Oby3RWJTQcA4Pce9xbqVROrBRqtiWnsgkp7b6jtlWV5j5szfJC//jH47Z8VA7qOXQuLa2ZHUelVx1i4yxlZwSRtd5o6Ck4uvpxZk2Nja0ViyrhuafNbuKTltKWgPtl9dVyQZqINutZA0+7Sje537htVSuRPEs3XG1tasQo20ZaMhMMSf7C9TzGGnRoo07CMcxVWPiFkxNkdMDFOiOSyQylEqXZIiUDSR2DjwEp+3sXQz02RG6wHaJSPkcqLPIRAUcqRdUv7avPeZhOiElwUyqr5Dtj57oYGsn5ZAKjTocDNL1qAnNv3W0p+JmjbmAUp0NVdoCLDSldCPVrmxqHmQ18WDkuq+LTKxTerKZhBpRHcbU9s/+s4isYyoWGLQ1JOtyY2v7L1oikMOucLbUKKQn0DS2xpru65GrlOyMYWmwiJngGY3eAzM7Bant48ROXR+fPUv3mG2UNXnSQjwWavQN0V0xjTVuHehs3kcdI8eR0zHvjRjIe4DztEj5eqiFMsq64eoiG+tkFapjC3kASGwUQAdksNlObzqWDoM063Rj68imMJg6vcwZMjJGQhvFz2wVnLLKkUDrJWuwoZ2TKrpoe252c0e6taO/+PAtfRS20vf9jUo6N9v8nJQ9DYhu9SUc0EhnWUTebkWrnZLaXij3sKH81XVN6vRADbm9jvOItQ6SuwczD7mMf4yE0//SBpsN3TL/5i/eYe7GY9DJpEa6P21eGnwReTu9vES/m35xoyRlUiMnm8hs2rKbGI6P4YBqsaRSxtXLm7sqMCtMHjxXphMqbAGMaLMIZw5euaH2ciwPzPe3a+mqoZ0nMfK0OcICmvDMORNCH07o2PfA1xFl3opGaVCNXSqg2nalSkABIyO1HJhruJ01Fsahy96w80XUHhH34Aybj7NwiMe1JDPmlR06zNJ4fZTsqlbQSTwiogu93zvT/Xig5dUtDTYCjXcCTXeL8u/sq0eJVO4cKrNXU99N1Ham6uZidZyZxmSz6Ux0wdXi/Tb9YYt3MyydM+ER/1RjoSlSbrND9E4uq/8HsDyyM5LUK48AAAAASUVORK5CYII= Cmos 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 Cosmos 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Ofo4AWknHZUpBKAIlRjgowrJrc8yaoAIAYjWyD2fC3b5GrJSK+/Ro0ealdDKFtdkFJ3Jwo4uXKdOHSnatGnT7t27e0hSUpBOCmDFO/0FUXYQRBboATl5hEOICStwKoJHQ2jEDnjalDqeQRzK0F2clEr6GFtUZgg4ENNtqC9C/HEsizQoKpEUJr3h6quvvv7669UV3A4rOmjr5r4AZC+qaqZevXpFeWB100035UMOc74yVC+Uad/8uqbpAaDXWYySW9zCM6xEROKpnVLHMyOcGIu62KNEBJTUN1mVCruiYiSpmPNES8ANE6Z1HkwaNGigkMTe6NSp0w033OAhSqpFmmHYoUMH4JRcrVq1rrrqKu1EmNmXCGKMMzU0pAof/S0flgqV07Q7Iw9JjSTd5I4UkDv4lGpJbxBppRlx1IPPdUAhVkUcMI0MK6CLkJEGKlQeekUcWFu2bNmwYUOshF/fc+w6fDF0m04ox8jCLDTNmzcXbyh9wikJaoumbFcVBJd1CgnP/HByQGFIDWAM3U/6OD/EXaIqb3FXbyxo1+qo9C8X2gs+epTVERTuRMIJ4FoJDwJeVU5uT8SeAuA2adIEUEllyCUyYlXOr1KC1a5dO3MoRRAfgihURU+3/NRBScuRxvJfieYvPnLH1YDYekmkuwi9M1MSmWBFH1WgmFWQjlAobnwkIvnyM1NgVBuXMkFLSSyBILQrqp7AEW7ySj0o8Y4dOyLWrFkzIRRpcSGO0pKEpMPTlYxKBW49gF+hBB0TW0THK2EFGhm6ee5qTW7xsUs2ERAfIZCrmgcxxQVzR4UK8jVXiIrV+ZlteC0Mrp74fkNAOwZdfaMU0bjHrTJogpK61+vsxUd2yUY1IyFbtGhBQGyvu+46Xxj4a48GlBKEYhRAUh+Xz9JBrUoWofQEBpwZNIQAH4T1d7Kks2tmODOFknaQD4ZS4mGVispRwFB+09OBCDosVmm1EQqHDFQNPJH0yl4RVRvAUVLugeht+/btMSQjPpaBy6mgIsN1BLHRdoHX6H0uSJDUs2RR3pIon5oQIoanXSzo2gYy1X/9W6bbQo4a1rGICYuyThtRKpgoFR2ZAgZK+fL33LVCycStgImfYnUEGVwa0JvbKBACxKbFdBZjb4MMSvXgVPBQbUgkhSBNCCK4hsNdQ9NdYWNQ1kFLAHFBI1ILigBF/yIKWiRC2jzH6oRXOCSbKzJqSZhDCR+RDh/XDF5lL1jOdYUBKAeSQezFWEvw3Fv0nDnWa9O+gGyRNrIdeqzghiEfbFILK8XjrWXiJe4MhgZNDF6QwcHzDE5xK/BxMtjjjIcSJbjTyjJQCjfPjYo+ruaGLh+RgZAb6LFOASCgkR4izTfcHuo9stEuaam4oaetOnFFwBqisSMWUqjydYYG6AmTidpL6magJ4G5sMAooBEeVjgrnaZ//RWSUNRAhj7JtFKSlYeDr6qqyiQP8xuBBbCgR4NXPlBSr3TQYc2hFHK+HGhlMwNwc9pIJ4oJq4zCkFwSz0ro4WbKdhFnFnPKpPIRdv2T01///Qvz0o8LkZMSOhVA3NspVCByjAnouKVfZ2KgTUZ1b5hDJrXkjI2GEELDvbDpVJi4ZdlzLmVUDrSIzBq5nKQK2NVJiqFyEhob8YEVyoBmIQN6t6XOUP7fOfkAcvXN6uO74Mx+bZ7icBgYouT7IB8HmBiZQwBN+CBJLvg0N0LpTnbZrlX6Ig4O8RJLyQCHAEt07ijDoGCl/eDGjivj8kKOCBBIAsGCL2mjAtocB0xko1st2/Hqs9s1n+H79u37H7AorgEfzgpCAAAAAElFTkSuQmCC green 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 blue

zoom 1.5 nc 35 : nr 25 : λ 0 : 31 line

zoom 2 nc 70 : nr 50 : λ 0 : 31 line

7035 + 70 / 5025 + 50 / 21 mat 1.5 1.5 21 mat

In this demo, the zoom horizontal/vertical are chosen =

S red nc nr λ Pad : iVrgb S mwifft2 eval : N iVrgb mwabs eval : s N 0255 Scale : r s mwround : 51 line

S green nc nr λ Pad : iVrgb S mwifft2 eval : N iVrgb mwabs eval : s N 0255 Scale : g s mwround : 51 line

S blue nc nr λ Pad : iVrgb S mwifft2 eval : N iVrgb mwabs eval : s N 0255 Scale : b s mwround : 51 line

r r :

g g :

b b :

1 time t0 - min 3.8

Smath from Matlab code ... mwfft2(,) front-end Pad # mwfft2 # mwifft2 # mwabs # mwround 17 mat

rgb for Image Kosmos r g b 13 mat :

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 r 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 g 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iVBORw0KGgoAAAANSUhEUgAAAIwAAABjCAYAAABJ0uhpAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAHp+SURBVHheTb3Xs21Zlp81tvd7H3v9TVe2q7q62pdaJloOAgICIQIjE5KaVlW1kQTBAxE83v+DByAC9MYLREtACEG0kDpQEFI37asqKzNvXnf82d7vzfeNdU415+bK7daaa84xf2OM3xjTrNK3/89/sd/td7EvlSKiHLHfx553wUe/2+/4jcPPpXKF7/id80vbXdS2EfVtKSr3l5b5H+93eVhmFsf/OL9cilq9wlGLWrUSFS7ytVGvRpPXOufWObfGRZbnfSg+dhRp2XxDWcXhXynrWxycWvzxuvPgf/stR37w8109PJfCvGrHF1uOPIXDNtlOv/dU/5/XeA4XbLjJgnM8NvxWuis7Nlyz5lrk4Y3y3nltmTZQcRtD2/OPtvlbcT/+Rx2z8Dy/+G7HORZru/deWy1HuVpFXrxahuVzXnEux/09/e5Hv++KovNeHgrAH2k/dVJ2hfzu/jgnr8t+3kfZvqpU6R8O+if7jO/K222U/upv/rP9Zr+NCp1dKVe52grf3VzA3N0wO58aZyV2Wy7eRWtfiXapRmdTCVtjIymYr7PD7ytW1E3QAIhaNRrNerQ4mhwNQYRgqtyjQisFTZW6lChj50F5u7JCAD7ck7fZ7fnHe2WxpbGr5TpWK+rFtY1Ggz6qxGy6iNl4FjvBXee7Si3Wyy3HKkuoUpeSN1K6FOR3gs/O9355Fz6vEdScz8taObatWmyrpViv17FZbqJCz9ZQJIW+Wi5jteY66lCu1qh/+Q7w1Nh2UE/LshMF3H5D+6jzbrMt7inmNsqbS5BJGbCUKpU8qpRVRcCVrJ99IFAERgGYAjQW4PV3ykDllb3y4rI87A8B4b8t1wuSbLe/Wzb/BGeCpaZy01+ClSaulMnf+if/rLAwd4X+SAuyiOIvP/ORZvG9X9i5dP46ooFEGiChQiXszR0SFyzW1H+FvPxcoFdgCpR2pxmtVoNK2QBQTdk1TtPC1AUMnbPjtxXXbXbodILUcwAX9ytzpOYj6I0S5nMJrdAq+t16s6FTt/zmfblGoQOODd+tFks6a4dlA7CAqGQHrNbZGXXOEZRbPms9anY+0ppTvwntniG4Je1YrFexWaypTyVatXrKaDqfx5yyPb/eblFYNVZITIXkS84AaNRnvQFsgKQACx1Ofct2JHXUSu94v9O6cGxTYby8nIpZKbQ2r7HfEhx5d8XL//1PsNh9donlKk9e+c/OK86jjMIqeaXvPZ1/nFuhHoJKGadl8+C8Mn1Q+uV/9JtcRyO4gDrklZZbAKh450sChjtqaez/CppQW2ERBA3FVW0gtdgiHOGXKLYuapQ34ucqIGig1fWGB5apCYL5rgow6lSqrqC5WdX7YOzWtYgF4lhvBQydx829V41DQegaVndgr2NVaq0m30VMF4uYz5epgXsab2dVOB9oJCgUdkl3ivArNGxHx++xUHXeN7GyZTtE6wGQWmhYFWux5PoR7RhhFqa0aQkg94AvAWwnU+4CICwBkmIs084d1nMJ+lZcp3stwADguHa1WMV2TRn+wJ8WqIJrLgEyLdOGzxuu3WgAwYidabtrujrutQVwmztrZZn3/ZKdrrD5z462wwsAKDMbXwBUd52n8b+0VH6m/OJcbmq/K1muRwAptxr1Lf1Hv/F/YA0phJM9JWsjaBCcaEvf7mcvVAictaOidRra3VajTWtqaAlf5rk7JGB5tBdXY0dRHOfbEC1Lq91AMNaUczC5DUx8i6MpkLhfjQaoAevyNhaVXSypqQIT7f5eRzLZoQrM+1EUrUw/r+nWMmr2VystzAa8ZvdRDw6allaEtjWxLGX413I0i8VwGlUUoFdtpBbvuZZCosV53lOLNedey1olFtR5SltXCu+uPK2EikKDsYxYFX6frJYxp43repm2YM75TjArGC3CBoBusTAKXdmo6XZgWSsJcKgagAEYCFAu472qNLbq/WiS919jBYu+o0+QmV2nK67Q4bo0eaJuVxqgAnth8hRPvP/jbdFv918rUEHHC/dXpmWViC/K23WU/t1/9E/pTwrRFN+hzaOiQOmELIwOqHhjtHhD9bb46nZU4kGtGwfgfj+ex2IKV+Bca6B/L1FGv9OK40EPMGAqqI2Ib2BVtPmr9RLBAbwW7qmNa9DSUFGxpEtbcKc5oFk10MomCEeINTqzyi0ESyEs3JRaSaM2lL8WuJSR7goJrOl4CSki5B/8Q41ewb2wGL0GLgM+c3t+HdOrcbQRynGXunLteraMEue26DwKjsl0GuMVlgMXGrhSHFp2mPLi7unmtKuNXjua/TZ138Ul1wx3uK1WNbYNgIZbXWop6TjdphZCl1RWASgjraEyAqAGF1pzFWUHQLlRcp4yv6NDKME+lrR/hRXcppUp3LKdrnWoUm8tSxVh1rFYjXo9AaPcdtQheYwGgPOL+wo53wNksOCrFk8jIccTMFIJhBGl//Af/yb0QJQWyNpSoBUS6XZS/sZ3Vfx0E4EJng3mdFCux/u9ozgq1WN5OYzh5W3e3Ipu0v9v4tHRYXzhvadxetDPcpcIPaMsNG+xWmCaIZ80qoZA5UCCxUbqphf4jKlWpkGHCBq+0/JUELDmVLCoVTY8AWNjEUiaWu1zSoCy00rQrSjzek6nAxKtiO5oiWW5fnMZ89tp9CDFD/qDaNPuLe3TRdW4fk+nTiazGMNN1ghtTwds7ExukIGC4KQe3Ciag240D7uxpg0360WMEPCyhTwEDG1eYoV0oxJS6ypHsj0CJv94saP4n12TkZkWpmh70X5ft1wnP1Mh7GCtjPWxAMEmX9O1VAFbHasnYORi9uUGmQOt4vesO9fax5TtodKt+ayJKTwMMqBcy2zSrsrP/dKvvGjwgZ9T0BK+PPgswdJSKGwZOjiNChpbXWyit6vGaaUZBzjZymgRMV5GA5vbxeJ0aGEPEvKkPYiPjk7jcbvPd1gIiFKb3zoSRdSnyfsm98jXTYnvSvxOA/mump0uOJAr2ryCk2zncA3KQPaAgUryKh0r0bFl7l0CpyUsQoWyapTfBtQd3EzLSI7vvEebetX1OIBl/PoqRq+vY3mDS6JNDaxPZUaXjuEXtGk/wdJMVxFzLMh0zTXzWN9iSUerKE+2UZ1iefm+uuC9Hol6Zz1QOPsvOz8BwH90jpbPNtHDHIK/cGlKX1dcsxPvQMjHhEBBCVTnAix+mekCBeNL8VXeSxDktZaRn5EL77WEVT5blSxPxea90an9nOSXQvgqy5bPcEoWLCCXgNM/+VzlZ7/zay/kErIMeQx3yMZZuqbzrrVp0vITBZT173Rul45uLbk5wpYDNNHODubeY9DEHXV6qbmBli7Q0i3kUiBI3lJI3KuBu9JlNbAErRLcgtcG5aTJvDPNRhZqZYaX9VoRDvO77ihDP84XNHZCjZJbRD+6nH69FW3eaykqS0k6QpJIUN/F1STGZ0OsyyxKAKUOiI34yoBuy+/yC8FZznIBmJyI77xPWi3qakRlXdXgrBPt0eWYO0EdcaXUH+K7QTMNxfOAT8pJrLsW3HZqCby+SocIqnQHlsN54us+FLbj7//5n5/tG+9bREJ3gEwE8b2/51ttBK8JjMKXJMfxd85NAN6dX0SYWu8/+bxAYS23Awctffu3fnsvGqd0pkgqUKzJRGh2kjpseRRa4WiAvDYC7K5KcUjrj7E0XbTZMFvTZoXUlC6A6dJpRiZbXRG/NYiMDKdN4O0pdG9IDSkUp0Ja/2yCqER8vYLqTGB4Q74cYTpmqO6+zm9GEVQy+Qvn1uFaWkJzIluOKu/buE9BA7RS27e4otUYF4jFkJ8s4VyTm3FMbya4KVwPgu7S6S3Log76eusjp/L6Je5oOideE5AVygWkdlCFDjbaq3JsqOsMU7y0PX2U5LAZ6349JrjUMYX6m25pTbvFoB1VRp6mClSeBIOd7f2Ruy7Gc9d8YT9kt3C+huVP8i6FNdAd+2r9NrgUf1M2uveCy9zluig+3Zq/qXBUdad8ON9O8L5zXPEcOWo8BKJgmS1XmY95dNSPys9/+9fSJUme7FQ7zEOz5Wf9nBygTEWq+P8BWnVabcURpr2z2EWP0Foe0+Hzlg5Z3E6izHmS4gqmenE9jgUdU+I7XY3ZYcmm3MDX7WwVa67b4gb2k3WUZxx8X9ISIFkzpjYmNQ+BSmK3aPueTi3jYrQIhQsCPGteqU8FF1Kacg7l7m7p6JtFrG8g5hfjGL25ieGb61hcjqM830UXt3XY6GCNmoTVCC0tC3LAgnhsuNdsMo8V9fReuroKr7ogLWKnZmQF16M+SwS7QDlMplVMHRgRQuolrgJA1c4wV4tAq3RHDYAip9LaJqnnUPPpgjw/3YudK6D8TDm8S9dzb1UKy5J6np66gFehh17noUvyHumaONJqFbfII6/iMsGpt5G7WNaa/63AhvXpYmEq3/rlX31h6CiRshPSl/JZJJtRrCEMf6/yew1hHqB3D2oABl7Qp6P6xH59HQGuaQ4XmAKYvTkMhLrHam0miyhznRFH5jgoU7DsAYWJryW/L0dzzgMw8gUAo8vQHehHNY2awwQL9cvoiE6UV8kX7MQql5kPqgDg9XARc9zNHEAs88CKAJYtFmZ1M4vJ+SgmZ7exxBWVjZhoT5O2lHGpC4AxI8y2/IYkH0uyBTwLrNJWfkN7BfkG8MiV2oDFiMskoAm7OdHjgghxjfUroZFGTHUipz2AMdS3Ix0OUbvtDa2ZvNDEp25a/lLwGLuQ3uKlcFlGKgAjOxew8D5Bx3XCJzmIvcuRBDzPS4+WwEoLozWEAJsvE3iW7/WCyevvk4CWl8MTvqcoXdKKjrBKPaxw5ad/6dsvRJqmzFvdoy89nZbFyvG9WdgGGt+kwxt0nG6pj7A72lfM+nJKp6v5/DOhZERkGGvZurwMJbOatEvUUoaHoMgvKbdE55Soh1bE3xb8mJlSTsjTbCjlWD/dBcwhcHCZm4k5vAQQTADJ6GIY4/NhzADOBjKudbPsHWBc8nkJeHRhCTrqv8UVzwHu7e04xgDGm3U67Wh36WzuNed6TXcF0CullWkD5NLpdogcm5ljGZos3AIWGrw22UZkVx10on7YSR4zIzrxvDKd5mGTvY/DCnUBQROkA8lV8gO/U5YJwArna2USLHZygsUTCtHZsQKmcFP5dZZn2eZgdKF1Xk2O2hf3nEdLlrzGMig7+4g6CZJUVL7LiI5yBWivCazXNHK5QoMI+SzIDsl8AEisYVYlxBanVjRs6GYd45vbmA6HMkGOdUx4Px4NaRi85mQQzV4r5ju+Xy9jhR9GZ+NiMol3nHc9n8fYMgDUDFBsEVal2eQ+dW5j+RAtrRUWZ4JFGF1NAcA4Jtn5ayIcOEpGWfAk+FMfl2Jktef8GdZkcjECLLdx8/Yqbt7dxOyauwMmrYlRVAWXUuOaOkcJd2cuYwpYxliXKZZjjnWT45V0SbipCscOwW/oqB2EuwwHC1yNofKWUFowrBBR5lkAhHLWlsywhFPHllAedUrA3yfZ7kmt4s5I5k7r5X/2eH4v/5AMa5G0DNyrxqsWSivkOYmw/Cs690efKMxcjIOG9QaWEo7lIG+N8ux4r69jcexT75vX8L0gSmsjau7qaSJQS5SA5dyybmhnmptXia0ha+Y7BAknVHktEkZ7NNp0Ou85F2cN/4AbTGexGE+wMDNQvs1EkRldIwAtwxJBzih/hAZej2dxTbQ0hEDO0OqlloSOXKDBCzp1ybGeafI5JoTShK/zq3mM3o7j+uV13Hx2GfPXtxF8Vx9voj4juhkT2o7QeM7dj+AsuKTkLbxuCI3XWJMtYNpRZgl+Iyk2y9vAlQBV2o2YaU5F1ytR5jeTVTnaDKfZAp4V9ZMMavWwEbFD4OmdaK9jSkvdkPkrACHx12KZi3LMynSAmWMztDn0ofB5X+XcqprL4UCu0afvK8g3Byb5PQFkx9mhHkY7vBEanIZF8X7mzSCpvPevILQATKABCi2M1kXA+OpvyWs4l1OzXO9jrk2Xn4OgFP4n1upPLJJ1qfzk3/w7LwSEoPIE/V7hLf1sraik5hhNaSLcPpp3SKTQ5bUOF9lh4rdTOkqXRkXSrHGdiSnzJwrRVkrMrISDgQ6u5bgJ363RcEeU5xy6D92GxDNZP7eXdEkmZwBtistYcZ5hPbpPiMz9zI8IDAjuBnCsBQ3fleFAktiqobLuDjU3mnIAMnMVlC1vU5tMpTfQRvMY+m41qtFqINwaERLWcDTNOiggXZOZXWWjtipg3e+SthpbGNX4WsLy1Hs4zE6DaJDzEGlhKXCmdgT3zkAC8Vi/MnIxWsoylZ9AoCMzTPc7/yk7jpQN10oBHP5woNXv7TWvz6kjWhEPuYt1Qd7pjuxXrr/vW8f5pBBFfxlSFy5IS+gpxh5SCQxMtC3763/9b7/wF+6fP2jOLJVr8kI7zYraoCbCPsBEDwiXHQTc27l0Dr3KSQVQBIVCtSELhCxgKvhQ8yeclRUT2qLdxkkwl4BBwBjurh00FOnWgYYLLkGYUcjMIYh58py0EloIrNKK6zw2kOYdfEpCap6kYZhMY5wyoJBqWJU2nMNDE2t63uhQrcysNvV3WMNXO7cioaXSZlUTXLaN9iTB5E+dU1CWI9FdI+Qc++HaEla23G1EqYPrw/eXKN/Od56QnaSGOiZmaH1v1bUs9kXyEV+RQQEYyuQnrVdmYrmfnVt0svyK8vjdrLHczsBFS2b0m4DhKIYCuL+3oMj8443Auec/W8HiQf95/0xfWGeBwiu0LCpf/Wt/+0VqPh923ERRFKGVhyAoUG3CzU5qlTO7kcmuPWGzpn7Hq412Pg0GL62N0Yw3zcba4ZajxlBW5nS4j9FXg0MArOAQc1zbGjOerbc+5ix4LwmUoHmtkZWJtRqWo1ttYGmwUlg4o7MVXCQzrloQXgWuHZ4ZbMBupNBqt6LdbhaabiW4h9MrvOcGTZXQ2qFam6ahNvfYE7JrCRN01Ncjx4C4TEAqdLmKbooLogxYTNKtqpTawi1wvxIgWmE1VvA3B2j5X0HyeWsZgscgQXdmMWmBsXzyn5Qf35my15Kla+R625eWne/1ArZdi1VMETGpWABGN6Q1zz6lzpbnVIpMVRQ3yAPx3oGGvuJcwbqF9+yxUCpQg88ECWXH1xIcarODeCtKXVGhNdK2YorT35a8H1PhCY1a2RgsxwbhbbiZPt/G79VwOrQHHzjudjOJJgjmWAdURDhhRbAowxEkYJVmrgP6a9aWztrACRYLwDObAYAZHARXReRSptw2RLdJGLKGw0zgMqurWeZeTPkH1mUPaa1TjPkRzf0cqzMDRFsztkKUhuhaDH+5bfQg5wcHnWh3zB4DYqRdpuc2dOoajoaqZbhbcehY/sN9OpUGQMXVQLRLnGJYbz7I+SGFZcMyIQ+nL0yHU/jdItMI6XY4nDLhqLNhvNzGlIPTKhxWqEi2PZe6O31ERXLUfH/HMbUqK77TTRcOiIPyTFGYu6rye9PhFYICD6NaM/DeS0CJ03TxvOfWNA9AcM4O5TPgKHtQZuaBeBVYOVJeR0Eg+Q5GAzIjIUwmAKBY6sCpSJNyKUxMckM6lKrTJ6uMblb8vm80QF8BGOec2ID5dBETeIYc46TbiwcHBzltQaBoJtum9SlnSaTkUMEOIJUgkwKnhFCcBwOIMbnrmEGi5TZ/AhpcEe6vtkCL5oB5CAivp8l7TAa26KgqggDtCKcw93vAvZwtM62veDXpw9E4Li6vYzgeIzDDY1oNC3VOTqNpeh4hcn8Jq5OonFi1pY6WJXjMBuvuytxTV/wj0qxW0+nWxfaHYTtHWeuLAlXo0Cad0ynhFvc1OrYYP2tyah50miPmHSy4ZWR2GrCvUQLn61iHnBLBPZ374P0FQvIgvqti8RuI0nG6QakO1/Q+8jzOM0Lk/s7x0VLOKXtMX42Q7ZjAZUa5S2SkfLQ6xWi3VkmppZ7dG6Go/Pjf+c4LTTWoACwFw9a/a2a1LpqyzKPYGRx1CmvVIITUe0djzMGoOZrTJTfX3Qx63RgMemnSJkRHuqZeB00mfPa8hedRXBvAWY68ZWk0obsCgJnH0drYAD57fxGsCda9SFJTCyjXZJeTstCRLGNOBKbrsB22UO5hGc5NNXUwxXJNsXBbojePxRLeBEAMWTXfTvXUGkoPWw24Du1fYpGMAB2t99jwfiGgePX+GRb/6LVwvwq33mxgvdo5JFL2O4EkeJe7BEUbkLe0zHYm3xs9SVSt/4J6LCSztItTMb5aPsFCN2kxuEYQakXatD6tiqDzFfk4l8dkqYlXFdZpqU6JWKZsBc0CWSwIdo3wuD+ytM4aDgRM3+lVOGyPpsS+p36Vn/glACNJs2MyTues/BMshX/eUvEUYB2B4WqSqKL1Wgf9pZldNdJQ9eHJURwdDnBTO9ALEeW10ainIASTfj/T39wh/a6mmAYb2gmQJM7cW38tYbbjzSdklGWFuUeDeiRv0LVwXQeOIOhn3G80miQHaXKOYaUg1Lw4jULA2Pm2x84VtYaTWtBOm47VfWJB031Shxb1Nlchh1M2rS7cByu0xDLNcJvexxmDHkUEQgWpjxI0SmlhhduAJidlYSVm16OYXNwS5i+ihxU4qreINCNmN+OYXI9zcFZFooikAGVcPhUouAsy1u05kKo1cfijhYU6wEUe1JrR1ZpgzcpY4QpKrJvLCWAqDeUKcOcbG8isaL9uOdMBAsU+5z4mCe+9SYLef9RHniQ5b6moP/XLv/LCxkqyjN1trNrkGzUz579QsESvTXQkuZ1i1tegs4151oyuMW8bEHwKUN5//gRS2cLk4VKopJ1tNDTH/JmT6CLEQbeTFXB+ihraprMkVaLdsRh9Z0H67ATdFHDnKOZ6yCTlIgssyiI7qsP9jLoEwwwLUgBNm4NCo01aLAVxnx21XU5C7xAtNenQFq89LQEdJFkvLEwBGPMX3lCNq0Jgyybq0jLR09zHFQ+NlBvnaBGRj5bCeykztbxBp+lWR++uY3oxTNfxoN1NwMi9bs9u4xYgzSH+hsoqhpPV6i1+p81zrQPWvAJgdDkmKtu4pR5OcqDrgdtVHT/DPe+HAFnehGy1/gJV62X6wADGSVxzc0fIZKvCUE/Huu4zyiLE6EvrmcgBLLp4SXQXWQHiO8uCQHMuBsf98IBCEHyZG+BabzTGhDsRqNyuRw3SWOLVofxKm8J4v0FzTWipZ0U6GhOrGwIwSwSi++ohjH6rjRZqAeRICD2zvXQG6DdEdWae0YwqN8etbfg+M5zUx07VFxfh+y5mAFFg1AGnIbPnmL3ODDYCUgFyIFWt5z6m/T36vV4cwrMGvT5WEOtBfTJDKrkTqLRaQyQR3u003SuETMuQWfUucnBqQiocwq16DzkFRw13USfkrwOI8u0s4nIateEqDjdY4Wo7jnbwmCnnTTbRXGDu5WU38xifjWJ+JTeTxOM2KWMPGMoLLPVyH/1NJR5UmvGk3oljAFMbU6/zUazOhlG6nUeL81pzrPX5OG5/+DZuP3kXO7heB7A1IO6CaQUf3OEdRKYewOBG51cEPA7ZwJVoS0ZfuD8HdrUuTeRS+fnv/toLG54Eh0YXemlZIBKkiRRdiObJBJVxv6Z7gFVwpFZfnKGsQOM6ows1Re3PpRicn1MjedWq6FOdQ5JlUiFD+nuCNcNCjCbT9KmO0ejKzOesAIj8otNp5bmCJ6eNAvL7lLWvdrQmVEvlnF6tkuM/2Tb+nMzd0KoAxGazdRc2wy84Tw2UvxhVeUhmbWfjzq2ZyQU5KNddebopymwgyCKMR3hyDL43p1Lle6/V9qyQhUeb+z05fRCPD4+jgRw2UywCwNIta7nN91iPtKi0Q64hGaUrcpDUWY5HuiDcmVZqN4KHXI44hrEmknSCWr9ST24kUV4QJRpdtZxxh/V0YHSo5acfM8SmGbQqrWeG2bxPS6RVoQ3yN+ufMxZQ5paG4ee/86sJGDmBpFYfago654pa+fxMQfwTNLoKE2CaXglcDvPjloz5sWOxwRSaiBsPxzG8HaUp1Zy14RRqodM7jS4kz6attTAJKl+xBHMaY2JK91inof4JXF1MGxMteZVTKNFiTAUfTV3txKZWgrotJa7Uw3R/C2ArDMv0nCIP00lL4liSTM/ilkQyc6zBHLO+Qqu1yGZ6c6iAe2nNEoCUn3yFXqxwoaTddmUhd4eCT0uFxePSnE9jOw/7/Xh0cpKj3LPbaYzhLU7jaMNBnJQloVXtckIYrxbnHF3nFR23enFca0V3zS/U0ZH4GWBZUM4OC5sT2GiPJFjeIogdbe/o2gCubnoOYBbISquSuR3acZ8YFKSCo/hHm/isfM2MG1x4mqPdlW8BGAmg4PBQRU0sZapZGSkLIc6bmkjlEIHT0TSzqzUE2aZizrZTeAkkypGV5zwSeQoN8HfzCk5nMERsUo7uw/J1JwJSl8SpaVX8Sw4h8bsDreNU8o/CzdBZnO/3Jts8pwMQukRjZiunZn65nwCSBygwgSNfkTTjRGiYQkIbUbUlmr7CBbjQzXyHnWXHNbEyCjMzvdyjGJ/hvn7QillXfssIj6+SzGerfOMrnYG063ZeE55EfVaE+s6BntLZElkVKvWbMst0eh0r0UI5urTH6PKgxSGxheSWcTvzN7cxeXeTKx4cf3JWoRGn1t7IVc7SRr5Hg370KMd+leSaLqpI5DnMPJdxrY6cFysDCkpyT0tsu/US/Lnqg2sdxEzACJ/CzNNwLQ3SBzY2ObUyTXAeoJ4elW3LR7Y0PMM6Gujg2obPJqO68IOjQ3MwaDvnzccIhrIVshZGFyXfsPMUqObe5RktXI7kVFdmPVoSUjTExtgHOexPvayr1dFC2W8LyrTaXcL5HrxE1E0hrnO+L6yRnYaLoD73qyJ31LtYkqHFot8Aigk+k1vpvwGBmllESrgPvvNechZHjAW/1lTTzwUp2GLy0x1xpFCNkkMiulK5k7Vf0KGOi5mC2BHtoO5crwVDSSnTWLYOSPvdbhwc9KMLWFQ4ucf6Aovy9jaWV0RUXJ+KSJtaHK52MCdjriUjGgDT5Z7WaYkcXAuljBtdrDRyr6h8gKXsq65T0CLfdEO897pkcpSlMjg+1YSjJmD4jU5AYBRqwzO04iQbIeL0f5oxox7zA2qz4bRZxU7JOSmVnIF/9eo8k00PT0/iCx++H320Y06Y66CheRxN3u7OTxdzWAvNNwfQaGFNkuRSF7VWQNCQTG2Lepm8DJQe1WUKOLVda7Cg4+h+OqaD1WrbguQwWq6ctgG6PFdOpJUpxk20CnRUvrftdhaXUpdi9J46Uqr3V1gC0r+UB+XJyUyqOVShVZXcZwTHbzkOg5BKgotOa3WxLIBfIE6mcyK5pV2RaQr5nO017LUtdpgpAa2v4LaOU1z79edncfMS+V5Noo4sOwDCAVOjsRwe0G1TaptrOtzTcpX1AneVY3rUyeGJEn2J+dDn3FkZ2mcbAYv0w3oJbHFwH+0pMyOoZoPz/tR3vvtCgd4PbSfCUkAF8lNrAJADUpnksTNpRA5EVhtxiKk0bX/5+XlcvDzLVQVP8dOPjiF2IDVn3wEuSbHl2zArYcicg2gw8hy3QaC+2oH2jVYlO4nPBWh1R/lF+lKtj1ZjBffwcEqCkU6DULXm3BqabDhtUk6E30+ytivtoA2gkDtJqBOg3CcnE3GNGV6toCsmaEFasxQi7RBETkHQkgoY3auC1dWYNS/G4UCQQqZTq9SzhjKoyU5mHwEYZ+fJBXsCKXM/RZhuV8nDdIMmJgXCjPNvcV83by5jcTXKFQ99zjH3pGIvkaHuRuVuAiAtU9dluvyZnHOJjFFmRp8ovZO4TAsYYgsawZJRse1X9rZNxeG9ddBYVChXwNSNqL8FYDzDE3PRktK5E5JM30aoGf65mI3SESZCojGCpV+uEQ6O4/r1eU4vcCTb+bGmxzXbA9zTAb7Um+fcEEFIJS3ThviqJjnRJ+9MPQoXVIA4AaPwq4IYaWEx6mounSG9N6zeggktjIRUktvpdPMes/k8RuMRwMEFOlmbBgugTN4hYG4FQAUt4PC+wol7GrYLZGqA5gkk2q8MFCJ1FDjyFlP1arGArqq51NmUgqPWmJyo5pxe+BJgwWblhCqTmeZCBLC8RnMvcHUD5pNM9KnlWQ/KXxi1wRcdhTf6GWixzBxzL62+B14sOz6tLuXoHYz4bKegMaEpSAVXhtAcAjsFrqz9S2F48JbrbUKuzAAoui+XN7txQuIjh9vzpoXZ97uceOMQPd+ZhRWFJuS6vU52sJlh52FkZaiUjHrQ7+br5fllfPbDlxkpdTj/5MFx9Aa9aOPL2/hQVzvSzGzQylCdcnQLmt+0JjRei2RZCsHO1m1az5xUZAX940VS67pqh54Fz15OBdHrcV8tlvzG+uW13HPlEtbFDBCtaKvtUkCCxno4Uu2QAfLgXGSf8lB6/rahrnZkklvAajhsB2myjTq0IGqyc2Bd7lqmnZUWJJcLhnMnj01iTjlaG/nElLrcTqfZgT341xGcRT7iYOMKjrJ0Hg7EuEzU5rSSR4eHRFpdwIXLRWl17bqlPtd6aLUms1lcXt7E9fVtWqccD8NaetDoHNR0jZZryFxPVSEyrFK+n1uog0MVZok1FSqvXsB2CR6tTALGkFULYKdkPkPzjRAEiZptVKCPS21HQGZFJVQOzE2Hk/TnB5I0OIQm+poKD53sRKMKt0BtKLfJda1eO4lgDkV4D12H2oCAdFea9pYg4TfrYGhteGqk4qG70brojrQqWhLNpkMHcgC5iB3o+I0aUUyo5nvM0GYtT6DTeb/DWmmx9rs7kNCRW0Dj+3JJqwGH4aiUdaGAxMyF0Rl1pIcx3wqVfwA1iS5/2VZkobJqQeQt1sUxnCHEf0oHKsPkRbRf95vGiI7WzVrV1G7ktQHk45thjK5uCSbmcBL4ie7NtnKtHZhTDpCNKQuBpus3ez69442L8Sz7w7m9PbjdQbcTfZTJiEpgtIgS5aEt2oJ6RRdv0YH7ZJoEeSbnVAkAm3TE9lX+9K9894VzdbOV1DXnjHLYEN2FZlqw+LPrXhz8o7uiCQZqU5AJOl3p6A3LhKWr21lOcZCl609NjMkR5Ao5wIWQJNj3mVfDtzS/nCOAtAxaCO+fa6NT29OYJFi1brlWGLLtFErdkkbHe1i2g4OdfgsgEfViSRaLKeYXlyP/0coACE2EipLDHt5DQFOILsixqbLn40RKgKm0h1vkmhdDXvkLncVrzhtJi8Z1yofywEpadQGuNdXNqp0TrQWWTo6QnJDS7USV7sAxLGSgG5T4Wicane76ZjRKt6pCdzqSYNwe7yWrroUyDZH5K9qeI9lwOceNPHJlBnJVIZVZr9+JzgArxHXyFw8tkqCWP6Y7w5oiSo6iTVqULSJ2ENRlzTVkWPkzv/IrL0S361D8V2ROBQiX0sF2lMJVg1OrEYiEzwEuF7AdlurRM5/hEtMpZM6RWMrSteT4DSDIcSEKESiaOE2pPlsfrtUQGClQ7qUf1zzrlnLkGIHprtSsJgLWumhZ7KGCcxXZXdFvnVPrcAMStP1+jXYsYsGxofOtvBZTYSgwuUOGshSgdpdN+5s9EyzJl+jAHbyLcuQVJvK0K/apM9+KUBvh08HcXZ+eY0BGe1XcjjxhQdu0OrYtZcJp1D7TBQe0U9AYnUpOF47sC2LaK5E13WBHdiHHCUBcXBWaUEUGAkcly1Fnr4U/OiUi59NQP++j/daamfNy5NxxMPCedbX9KrDy6mh1UDTls+C+ytL6u7bKye1D+mBDHbuuGiisB8BIRBkWqiXckdfsaCrGvfO9k7utACUmenNAisoYMZW4iSbRsM6kkT7TuSe3d37bheVpECivSuXqsnwtG3/pbrihpNjs8Ay/rsnuco6CzQnNuknNMWfaYdo+p37W0GI1WWFW6vwmSJZzfkfYLUxrxwnptgnNk3raW95W5PNejqZF0Kq669QScK02S85BaMiwXMWKJGWlzbgoZwH6SU1UNmZLlwBmqRJQRofONZuMQAv3hJwymYlFUia2q885HoJ0AreZLRd0hMpaSotyeX0DYBYEC91479nDePzoBI7SSYVxzE0Lo4vICMiBXyyLOSEHgc0LuQrViVyumeoYuvNqfsYpsJpBx/K6RGI7wvs5kRdsPD2EA5tVAFfhcMDUcb8FgNTa8RE5mbMR9XRDkZzjPwQJhPLVz5IcG6n10d4aQpq19TBR5PRIE3ZO2TR5Z9jp4bkrQsXJdJbjQ44TKWhNYt3IgY5SQzTFprHNHcijxvjeq7OrnLvrd6fHh3FwMEiuokXQDbj9RI0GS3iT56AJTaxK1WWqd7ykAqHNvWfanIe1yd0jqIND+j+a5+O1lNNqor2CnI6dYzldemLjvadHkYxDM6mvVs85wuZc0kKmwok9tRnedMf/TAjaUTn4ShtNXsovVKZjokZnIhr93MBRnFLRpDN0PXPkNR6PMypzVP/0+CCOD/vwxhblYU0BoIm/W/jNGP6oKzIvJDhMY6i0WhddnmF2E2XyfaY0kJ/2uWueB2tZBlyrKxf7jWI3xPXdTZlwcleJc5N407dSkdzuhQML45gDbxCRXMJXoxPxooD07TmwiJDdBkOEOuvMG5pjmVNpU9SaQseVZOFqlP7ekHOKoIZESzNuThF0EnCis3RLOSgJ6JxpJ+dxrk1ur3Ezidlwmvzm8PAg0+MublOb7NTMt3CYM1JLdakmlWgG/WqSyimYzpOBR0Gy3RpN82vEZM5GGuP6p/0G64lwPLa89yjtkMXeSAXXs/IcZOG6J65Zw9c2AMp0gR2TDUKYAr4gnrI7vud3uiNXeiqPDfWW13Vo3xEhvwOPc8DieJLpCadAGEA4W9HprD3cxxGcw90SlHudRnbkGMhsdjPKPW3myEdrUsLlKfcO4O0DfIdp7levJrmmbjBHZFSNHpbPedlrQvXl7SSjpKYj2NfTGH9+GfOzW6jFOq2MK0G0WrZHxTJy1FXiDYyCqBjttDd8UdNVm5wXw83Uovvf9QclvvdwUZsNdCTW8Qu5iwRORGulTPGnhQE0Zoi1XVpnhxaKji/mosh1MqSmYmolpogyjVowj3yny8oBSoTvRkc1wYIw+BrkQ8KbRiS6LPuPMHqNNu9WaXn6B5C9vpEZugXfofncCwEAjg2AWMx3cTtccKhJVXw5oW2zD4jw3zPgt6DMBBMtwqfWnEJJ+3a0veAcuySNJuEy+ZjWuJCVk8pcDeGyGSPIZw9OeW3nKtHR9ShHuAftTgJodDOO4fUQ+dXi2cPTeHJ6nNMJdlhpLXktFXYZUwCzREmdRGWkU10DWmQlMFVkNyHIsSn7kD9zUEY6TWRtdCvYr99extWri3RFjnw7JWLx9iZuX57F+N01gQuhPMYgXZrch7JUNmcrZOtkxUgzeYzmVRLn9/pov3cTIH2s4ygCYQMBkqgZIRhhaFJ9FVjF/BDPgz7yu5N/3PnAofpUSDRS4isQ+oNeDA56ySNybzjOl9zKWYyqBJs+1ErltiCAq46bcrMjXWj6fdxQ1WWpTYDl5kPu9LAkhF0SUuIj6z20rt9N0liQZjgAgt0gbPoRLuCQh5lWBWuoCmHliBJWZm8k5kivGWL8O1akSTnOhTEBaA7JSKJH+R0sggC9d2PKyNSCymJ0Iw/RvRgluUxXKmCYrDxHYyzqZJ4Z3gfHR3F6dJjZ2haKrJvRqk8BiQOWWhbn6CKFHD8q5hDTXzTGKKwI0dEc/pzwbkhfpCOMRonYCLmd3bfhfnXA1qNdLnluUubmBqt3PoyYLKNfw8oB8hz8FQ/0QRoON8pTS/wzvpcAFwkysVKgVO2nXfk5O8pz/YoKGJaa+XWqo2arSMDpZgAOmmNeZI4fXMyKJJJD5fp1B/UyswkIDJcz9NYKcS/LdrRbE+1MPc2rc4SNngQaJ1EB/gMwVrEMsZK/uMmiyUdnCM4WNH5LeXRWIwmjQwmCn8prLrmJvEZS1u42iURa2XkT+RbEU9fZbgKCuuTUvA9cSKByuXkl2+psPJOVhqwmFy1X4mp4qkItKMfIzVSBBFa5OV9IK3zc7ycnMWd1/u4yLcKzRw/Ssjj1Q4vt3ZzeqZV69/osLt5c5ErOYg4SEEa2LtPREghA6yZYtdwKJudF0xeG37rkEUHICHqg/T/u9ePE/XsquG0U6KjRjhPae+xUCt4f1OgbLHJuFMnvmb+hz3J4JreA4GYSo0SSvUDHFaOn6hafqaCfrZaoc56EnzNvwJ/WYYnPMzzOsJky9OMuqXAagEmkGeh29p3+2Hka+n7ZUxM0N+Qv3MvOTsvFee6kIJexjj0IoKO+sB86wxD8Lv/Bq67TPfK6/G4OR8HN4Ux2vKpgJtgIS4AYQW23REGQkjLWCBkARoTmni64s+HwJiaQTjHVajnW4z2JzrA+bgMiGXdBnQT1+GgQJycD7kndibCKjLmaRJ24l53Yxw30qbtWN1cioBQCRnIseEa4Icllh4qY6e06kowc5HLmVVyqcgWgrnAVWpcMm7EG8ke5ku5H5TN01jJbcZVC75CL51AgdxqdUGetnYGI5wvM57i+EziVwDimrV959jS+8cEH8bjbjxLuyrnHfazew8EgZ0iKA0qVA+jf0TjMrNIWpb6mBvJqLiXfCC4qIecpMIU14HMmg/isjzMrmFrMoexskBZCtn19cYOvHiUw74m10YVzWI4www498BXaK00rpasboxUS5swXdMx06uqwaGZjXS/DZ3CXdZJHCCrnqTptc0GjOTmjhVaHjsCVrLaEiasplmWNezFcd0L0kPD2Guq0AFzyItrmP9qXe7wBekXhPBsVRFfYG6CRj4jgjjHqdVxh1gkQV4FyamFEu9eMo+NBWi8V0fErBaerdtTaKRhORjvs97Bmrqhw6qmZWVwECrSi/mevL+Ly7TXC3UQPd2qWVk6TQQZ1U+nkVMpTRdeVzxyjQ46OZZnGcPjhcjTC/eJC07o3YoDMT7ByA4BgAKO1+fLTp/HhgwdET5ucebBFyR/3B/Hs8DDXe5n2SMBkPoTX+3yMICiQSq/7SoejImna9NnmMvD4AXeMMmSzjCswH+EoKMYawdnhFMl3Oa+XRmo5bq6GcUHIPMIfF6PEnMs9zVs43nR0chg1wOv1mCjuQ8fTePM58oUMnztoEpzFTmq0i3BaIFTzNzgOh0KaYdXcq9ecURcLcHzSj/5RB2RhJbbT2NcBzIB7VBdxefs6zq5e8n4WRw9bMThsZKQ1XRC1mPC7lwFWrAlQjh5hWR4RvR13otqh7QIMvuTOWXtkolzcSGjAPQ9PBzklVEuXKyIQqUm5IdZW5XKM7SGuSKUxnHf8JykC/7mT+fCKjkbTG5BtCbLR2P1cFZVRKyYY78d95ItjLOv9jp0ONo7mBB6zWX52LLCPGzVbbifJe3RpR11cK2Wvhri/T94mKZbjPKReh1XIPBFVTuWwU0W86NR6OFJs4+7zFNoAOz+Bxbn+2cl2ahltMlmVWsNZgmgNaPTv8iHJl+5LLZDF7zDBuqYxVkZLM0ZoCshwzYzm/bBAcilulQk16qALuL26wc3MEjRdop4WHeL2FQLShJLXSIZ1Iy0Eq2WwbK2U+wAfApb+gQk+2lqDW5RHtIEwsjHBEiyje4CraM9RljFtucX/33CMaNsKUBK2d7gPAG0PmnH8+DCOsS41lGW5Mb+E+1FxANQSd7cCZFq0I0juAH7j4jijFZXEFQk5gSrJfBEpus+M/MxJVnK+GyKo84vr3AQgo0dNKJ0iIASdE55MWOpmzb6rng56akGWeAknS7mrRH5GUb3GuTDNHmBHMU8enmQ22nMEb/YfZV+izJ/94PO4xLrs8Qh1+szcjMtXOlgJrVvlL/+Dv5cTqFzTmyvq0E7dSc5hpZIybGFSzGXhxqKJwl3VV5kXh2GdaWm3NM3RUNFP5zkfVq5zP0Ha7w39zNc6a32JBmnm5D8FoS4Ipa6NNiZRzRwKpnxKxGQGWoJqmKyPdqzL6wzHvYASeG+EYBiID6asDu6gd9AFBA4AXqLFt5wjGZ3QjFEcHJTiS18+iWdP+4BrGG/ffAY5vMTF7eEfkGEE2+VV0NVxf61uI45Pj6J32A+3Mrl1BSX1sgPUYEeLN9z3AC0+PhykBTB/5C5WS1yMnGyKhbVNOVsOTZd/dAG6E6ec/3t2fpWAEWDSA/tEEDh523VETnrSEjvtICkiClqMkhOxIpMc9gBExWoAzue8LqT79OERYDlC4SDglGk95TRaYset3l5cxhmHO6nXkHv7sJPrxHODRJSzBddLl+QAmUI2JE7Cy5/WRAtjh2ju7v+cqO0yEIXjxBq3tdgIOC+jErmLtQrBZ4mhSSSTXC68d9zEmWISOsnc1IgEAd3ics4vr+JmOLorGzBQp4y2UmBYGTRhTKOWqzmmR9XEEspf0Jxc8AUw9/iDer0FZ8ANwPbNIk/x30szv/CV/kkjHj9pxpOndbjHNlr9cRw8mMcHX6rEh1/Bwh3NEPobhHyGxVnE6eMyAq4AkGo8eNyKB88GWJZBtA7hJFidVQWLWkF5migIQKq20Xh4VYMQv518CwskeceaWJeMnGivh5ZcvmUmVmXMRWWAyIX2ElTXdRXTKmkfHb5BnnMAMYes5w5XWDN35/TpKm5eJJgETS5AwyplYpT3jh8JEIFy+OAoaijQisjQLe0tw9eL0TA+efUm3pzBW7CEhw5d2E8uSSHMro6XcYBL7BKcVP7Sf/b3XuQYjywJsyMQ7Gx9QroGO1+k8FlQOSSfURCWJLcwddI02iNrN3Gn+8nlrByaUq/K6IFC3LLdDLCaowBzGgII9p6FOV2lRlifDNElid4VwUhuy/CWMp1TpmMqpvwBbGGS5RhIkfKpHqTWXS+JCDaLKDcgvf1SdLAknd4OC7Hh8zZ6pyX4imM/duYFluJtuqBOrxIPH3bhFYDjuIulaOP3cRuHCPHhYfQeHMBPqjGXPMNznO/SxJXK7WynY1KmAJxfTNfFGPfjmI8uyCXCarRu3PkrBwe9JKCSfEE1RoHGWCjBg/CTM9oHuasGnE4OJYAwW8kZDZk911yLA4YqmTLTBXl+FW7ZAiwHJwdxCD9sYCm1Og7TON9Z95h5mQmum7onR80D3glhbgB63Z/2ZE8fRK+KS/r7f++FBDNpdQLGvi3Mu//3fUZDAsaDxjka2sCkOBGH3skNB0u4JZ+d5FhFrh4ATKa1ncnmNe7sIFjUJgmwjZO3mOnNmXB8l9MUsUgOJjoouuGz+RitnRHRGu1arNFOwGPuQ5+/gZg5cSr3oKHzNtxosVI7J1iWMQT3Bks4gU9EHgFn2TXGcfKkGk+fOT3yLP7wD/+f+PTz78FxqvFjX38Wz54dwHUMxwFZF95jUrBJHfrUtVuL2Xoew8ktFnVPZ2DN6IglZtxcklzkkKjC0fhFuqJi44HhDZEYFlQlOur1cm5KDuQiHiMjJ5vdwOucg6tbVTbK21FxlaAIOAr3pOzMnOdKAMM3+wk5u52IIJKXujJAznJ4epgBhYlF+9JEqlHnyHnCDjHAKXWJg0Gf9gJe7qcSdjm/iaVx5cUUg6BVKh2ooFoLK5SA4D8PqmClErX8XiTzeOUwYtRSNNybhdDPDZkz12K2kcOtVY3YDcPMPv7JAjasDl+lq6PxNjzJM/fI3caVijyKw/xnjrLWYPJ87+SqkYOSlzcQs4sY698hhDn/A8DsOCyjjgXq9IkmThu4Gtxhd4IVeB3D+Q/Q4O8j5B9geb6PG/wBvvhV9FpXkOxrtPEc93bO+ddR61xgql/Fqvoqdr2riMNhLBpncb34JC6GfxyXw49jOH0NGIcACU7VNqBDabBm+vkGgHEeryBwxcQOhdoApjnudDWeIJ8d5h7LKt8AQIvr21ij5WZetxwubXVLkNxVXBnSYcrQcTlHvDEfubZ9DqF3oNIB3NzzWBcDJASFbqiF63HVweHBIIcE5JT8iBLi8oiELt5dx9X5LRxyEy2XsDThUPRn0+1M0JY2/esuXu5wOr8pxgsdS6z8G7/6qy+c96DQczE81mbLzXPSMBWzU0VwIonKCiycQT5cq7kGyS7nHBLp3C6iutgF4opuCZdB+4q5JggUcAiQtF4aqWygVtfISxrFSXkfLZJ34z6Ci2u0OG7cOF1oNYgsMG9VEO6gWonGVWotPhMl7dcoJNrZ0QUB0jp8qHyG+7qO7skMfnET17ffi1evfjsmtx9HdQ+xjWvucou7KcXD9/rR6u3j/Oqz+Oz1D9CoRRzAWeqH9biZQUKv3gC4EffD7bQIr3sQYUw2iI95rtbE3fX73Luf4fHw/CYml6PMVM9MmOFqWrR1IG8BWJsFoS/8Kic72elYWK2xewPn6LhgQQl8VVl/dKBgWjKjGkRDfZQDfYbgMnI1GoKAD44HcQQ5d/eIjKJwWy7wm8AdL86uY3g5TC8waGBJAIqDu4IyczpYPl3UBK41c0Tb+9LmMhyw8hcBTAlf574jkq4tQHTuSi7REN1Uyo71jW7JDhY0VW5Wd5MdQi4XlJdm69xU2X1OjILuZ6DbqAzdKTPnjUCW1uqBYJFk8+o5FMt5YBKz6qQgx0EUQOGzEQzWo9VxPAlSDYAcDCuXG5jSoxxiWOGGbscXuAssRm0Mx5lE62geJ+/t4vAJjd6/ASy/G+dv/4geuOIaIoHahGhjFQ+eduLR+wPaPo9X734Y16NV9B9EPP7iA1xQOa4odzS5wkRX4tHTo3jI0SW8do7NBDBY1wYd0zs6wr02MkN9A2BuLm/TMuquXLR/gIlvy9nojJ3ZauSjxcacp7xyPRDgBwLFP2SjYhXWHlBxnVY+51jLUSDDhvLKSUVMC0f5uutDQvoeHMkcksMdzjNybOsaEJvbcX5Mt45lMZNNX2aU7B/1MVtvpLTgfjo8eeUG9xwPmlH5RQDjnmzmQrQwgsWoSbBoUdRwD5xIIt/8TG6SiGmrYVFqK1wB93ISsYkeh9tzZyUtkbwCtBZLYOk07mFSLTkT98nRcF0RAkjr4tf8z+9Xa1k/2sfpTo4yy9txrIhz5DYuwS1h4Tq1dnQakLnNPC6uX6eFWKwv0PRZDB7iMo4h5JXLGA4/jdvrzxD2iKinHg+f0XkQ4VJVqwU5rqPhHJUWhPhoFw8gvYMDQmWI7WxmPmaN1hKaPjEs5X5Ea+ObG4CLZYVLtSG6Dm9sXW6LCR/RKSYqJ4TQyksXa0TkWJojxqYbckkszc8hFhUMGfNrGhcbqqwMo1fORxYwyMnzVSzBYURmQCAoJMcCyCTogBDaAVGz40Zkt3CjC/jKpVaP+jgG2Kw6f8YUB/RBoN71k+Cawr2kp/sGkSD3XHDvXRvL96QblT/3K7/6wjBt42glQCliev0mKKbm1C2zih6ChnLwCjTYmwIQJxC7oY2vjpo69+N+vMQxFOeMyuQlWoItR3bRNMvJVZC6PYGKRbP0LqTA2WWSXieRGxracDnKGr8NGpInVQkk1rdLjjnuT6LmVmeXNPgt5eBmussoNYZxNfwEy/JHdODnCGgRJ6eteGx4/LiHxSjHfD2O2+EV3GaIKQ/IcD9OHuOKiMbWC1zJFLBsVwiUnsIdOqh5dXUVV4Sg8/EY3gRBRJOdcuHA4PTtVYzPbrAs8KcxnARZ1J3JhqtJYMC73DkKCgtSJLW6GGVvegPtRv7mddYgY2lnOY3C6FHA8K/oADpTQgiodNvJCbE0DoC644UWN90KMnU+kpbumsNEqdbMXJjc0zXhjoZLei3XzZaMnHRrNVyuRHe4hLRTn+oxPOj5ICq/8CvffbHk5ve7M4oolz2YpNNUwYsLBNJJItw434FFJwflzkccTudzEo+ThDam4zFvTtUUHFoHXZ2gsWHdQYfQtdjqQ4DkGiS1DEDonjomjAjp9MsiHpvEb/IEKo7/FSgHDawK1HgJWNzEeT2dRL00hyTPOKYQ2SUdOY7J7FW8evuHcXb2Q24wiZPjZjwCKD0TUDRusZ5k+n9uh9Gucg1gtNBsGrNcwz0mEFVcXQnN2Zc2cTu6ic9fvYzXb14ncNpo3eFhtxgDQ3bji9tiQd+biySW2vM6EqRrsCxpowkwBIrLRIhYUBb3KuYtAAEwiAJHnB3kSPsUoMw55BOmGnTjFFIc8rsEitETVsJRedyRg5ryu9zdnOjGeTbOzjN5qLwdBsiJroAlZw1wvso4RYZOC3WWYv8QV9aqxnBLsLFC0XnffNSP8tNeVH7mu99+sQKduV6aRmPl0x/KyDWd9494EdCCxd/U+KY5FD7UOE9ro3VxWl9O9qHCIrxYv1scmk0b7pYTiD/ntjim4QizDc35op6DNk/dFNG9XRQSwOGu6e/NMzpQls8HUGuxmy7HWBDi7la3aMqczsMFlYZYjLeE1++o6wiAbIicqjE4aUFszVyu4CTXMRrf0BEbIhvK6qLdfD927fOcqGVHh6OCGAbAC6DoysVqGnMAti+vCcGbcfzgMM2/UaaTmq4hk2/fQJDPhzlyX4f8N4k4mnUA3urEwAd4tbvUrwLtQ/tx026PL1jcV8edN33Wozxvihxm22W+d/tZ1zE5ZqZFUckEyf36aImvYXgunaWfTEWY83FoRBeUYKGOKnFOGaWPKDL5lH2lVdG6+KAzM8IGQeMd/YAbrkAFfGhY+agVy+N6VH76u995seGmTliWx9hJ/ul3nXeR+59IdGmU6XgrmckdTJvPSSrhItz0T8C4MaEDWOnL+d31zfrWpiaSxjiQeHlrZzr6XM1wz12grLj5GOeyOCVhOB4BXsq9M7V+78yvPlzBXSedFippKyY4l+mcIS7vAiCMsLjXcTP+PK7Hn2EtZvH0g3Y8/RCfDm+pduh9rO9iM4vxdIhO7KNNGO4gYoUoAF3menmX5HHHAZC4P4QOXoUrRPuOTwfx8MEB7hag04Yqltb0wYio483L83j39oYO8rlQANvtOZpuWnQUD05O4+jwCEvQ4r4lyDkWZKUFWWcGN5++xq0y4EAxqUkGCvasQHEbf0FRTIanXoKF77U0kr+MKOk3dyA3/5ObSpotxuLblw5DOK5nkTlbgH6x/pjvjKC06CbrtGS3DlZiXaqH8KHHR9E86OST5WYD+v6nvoOF4aQMgfkvH7FHoe6l1kS9zAcUDB4U07GOChtK6psTMOYZJpgtgOMSWZ+b6NxWd4gyjFMbXAftTDobZpguuV4brtGYnFRFS10sl6sDsEzyHtPmjgPlEle/51p8Zs6FnQyd+7pAllJEB/UmgPE6ZqvzmCzfxWR1FrvqbTQO0HJC7DUWwWculxu0AZezg++s+dfo1eLgIVrfb2DzEFppC6HdYz0w8SbrKF/FwG/k2FeLtjsHpg1fmd4QlZ3d5jCHE9LHk1V89sl5XL66iequGkf94xh0sUAdONHhSRweHdOpdZRliTYvsKTyxR3AuXM7CF+WYnIyH1uMmHOJ6t3hrD2VLmWRVgWwIDizupsN13ggy9ypgXs4lGI2XWtSzO+F3gKqJNcASAMgT3SsUAPgEM+Sew/nkN41tKIL4JFNA6Jfatdig7ItDyjjm1iYKTfDhmRIV3CGfZIi9x2R6xXroQuUG8KZlc19SYya6Pgx0cAckoeNyL1MBIxILpBv6p62YamcknniXFUsxQw27ox5l9pqjUxp65I85+HDkzg+ISzstzOLqtlVCxaYTWoDoDC9+AGjl/H4FrIrD7lGY99i1odx+LAWjz7AcXVm8er68/j+5+/iBg7kiHOPyKjqinaNDYB0XKhCyLhdEy05Dxig1JyyQAMEs3xM9+yE8GKRPu4M7vT2s6u4xv3UcSOHD08BaDvOXg/j9s1t9BvdeO/5B3H64AnuSAKPxeWGN2j++fVtjAG7g3o1lKIEiDFGvFYoA6Kfy2EAb5LYYocG5/NoXUwxyGO0Brp53zssYKTmgK0kN3eeEOSKH0umK5I9KVv7QWOg7iVZ5sgZCrxKtiebJe6PiA6Q9J4cxh5FmkH0d9SxetKNzTGy+gYWRvPoyLIIdhBRK2DYlUsRvAGHA4l7OynX7axzqcJRi2gHzbt6cxmXby/zYVmSYbdlzZ0zOdzIsEhvOxWyHYPDQbofCTTQTIuiphgRCUQrfz8SqxBrmEmXpTiVQp5zeILGPjzkfSlGkNCbGyKj6Q285xxXcxGdo4gvfv1RfPRjJxA3AHP5Jt7eHCCIMdaDrzpol2uNUNAt3GQFmXWd9RrOlNlZeNEaLuOS2Uwr2H5kYXgvUZ1NfPrJFLOP0tC1zpI7ffiY9g5wlZtYjxy8O4xnAObg4AHXELONXEMN0Ch/jlUpOQL+8DgOn57E4MEgukedaPZbgAjQYOU85E5qvgOYOWENsNzvQZdwQE5aJMfg7ocIdEkOPTjkYFCRqyr41n9iSMsuauwbOaR0QcvkIOcGFlzt1uPo0VE8ev9htB70Ywy/u90QmWJhWg/7sTpoROUn/y4chkKcdyLiAGWaKblL8hdck6G+0zh9GuwS4Zo86gsY/LHPUhxC9i5fXeTCcbo68yLyGGeT1ThPIFqwOwg4E06IO/fFSdHu7GC+xmEIWbp76I4mkxhOp7gYEE9HGWk5a63rkpGu4JHYLeAKRDnwnQkEdgKHifIMItqIpx/hCh7ij6tzCOUEojuKowdEYPhgiax7xvjPuSzzGZ3PPRUc+IDsOtiG9gFoZ7S5hQcIjgrhvlyiAsDqaNEBwj05PoaHHURphWUew+l47dUBQAtAlzu4iApWEc5EkyW6zW43rdHxs0dx8OQ0+g9pP5yoj5Wrt3Qx0nsARZtFqirlh5zKAVjc787Rb/NkxcAj7geC65QQk6RJGwCLwwCC535+tNbdv1xfRD8betdw+yZnHRw1Gu1AbE+eU7cnJ7jydizpMh+duK7R/32sPICeNZHLz/7yd14k86ZggXCPUrolw2VnEnh7JzZLADPND1BN1vnYPvMvPmbG7UTdlbvtNqAVwmJ+VxVy+uXBQSLeB1hdQ3ppWwwcgOPIfVX4l3VAozSzmYfA1Ko5C6Ml+QcV2/D58uIyXr96gzu7yQ2ht5jjxXxMJxMhdcpYMEDagutsx1jDCZZkCVDoYEhvl8hG96awc721sEFomxVRHtaziSuqNagc4MUz0E403jVLAKjspGjXFKEIZULJeqUDET+K5Tjisz/Ein3/ItrRi8dHz4kUm/H605u4fIebJvx6cPggjiG+Auzhk0dxeIoZRAsFrMtitrhC14DPAa71sjMcrTfNkXaYKuWmzADGTnd0288q4D1YcgIcwHD+jZ/vH/TuRLKkEyilHFTldQqrUagDkQrWVMfxYzjXQ+oFsb/Fi1wRES7lfFg/ASOAJsir8vO/9O0XgiCFxJGAoRBBkmuk7Uwq7Clyh9zVGoE7SGZm1z1jqysaMUGNIME+NML8jaTWbLG7afcVNJYms8RorBZF/2roZ2bRRhtJOfbx4PFpsT0I1sT0t4mrGSTMh41fXFzFy5ev4s3bs5iMAQNCM++zQ9PamPODQ6c8OE1xiIW6iRm9OVvP4DeE2hBfZ8G5LZqRBvhNJcjxLBSwjeUyg6tGT6Y7OlAlN9kGGcQql/d1yG4b0Jbi3Ws4zOt1jK4izl7dxh/93jDefX5OFHcaD/pPY3y5ju//wRt+X8Xjk8fx3uNngKtD+wu+sKLw87N38fr1q7i4fBfX1xdxdXNFSE8475gYGnlvRVQuXUmu5dLi6cLpcHNbys0O02qYxsjcFvXPoQTPR2GVeU4jwa23sOo0mih0QiQ5wWLC9Z48iEfPH0b7sJfzY8abRVwvsPCAeN+DQx338oksM4A8Q3ErP/e3fulFjvmIUsCS4TOVzAnGfJPPG/J7/me4KYJNb9cAgzs4OKWhAlCdF+PjcEyNr/DvJo6w6hl9mcl0OuHg6DBOTiC9gMjM763rqBcu6SjncLpD8U4hPDw+LJJ+Pj5Gos3vJtaKOcPUlc8+JbUEYMz++pyCFtpQa7gOahLXQ8CymhFWI0yiosXWjXyKDXX035ltduAQF2veR6vT7eEWaJ/TIi+vijRDvdFB2G3aQGeUGvAz6o3r+eSTcXz8/RXAIVICHLMJHUYEdNB6TJ3q8e6z23j7aoiVbeK6iI5K9bi8Gce7sytAfxlnbwHLq1d8fptZ5vFMYM9pGx3ivB/qIb+Q/6VLpNP3HBWCiZz6ocLx2bSDluOe50gBXB6TkY8H7x2fygFezrVMnxI7xTIpQxXzvQ+fxRGWxSeWzADJbEdESaSzx9pWBvAciO/aVISywt5VvvXXf+kFkAQUdDxgSZKLyXPKQk6Igu1xPgIDNHSWUxVcQOV6lh7sv7GhYvAYH8KwmwAWH3DFex8PLJHW0rjvrWh35NS0tS7IzK65BHmJk4kMvbldhoOaWo2xOxU04S5tzhlALo2wTiGLgz6uDK0x3N0YoqKxazTD1QBXw+s4u7zEqixysvZHX3kaJ48P0gRfXGJmEZjWq9dzzzkEhOXaADgVxQHYOZZyNVfge8g5BL19FM1aD0tL/eAoy2mZ9rjvHNxnhLUMrchJPDv9MKqbDmAZxeefELENce+7JjxrH2fnw3hFUHBuit5BQDjawukQCLZp+OoELTiCUaG5Kec1O9dHxXILtjpBRG5lxndabKd93I/TZZSjNtNv+i77sVhFUOSIilmT5bRITprSnTkD7/GTh/EIa65sOdEFxrEAsmvAUjZZl66oFZt6MStvDWC8ReUv/o2/+8L5FzkfxVfA4xiDE6HkMU0A48qcJpWqI1TBko/upSEHVdg+oqzh7316/G6COeW17iOK+b1TbyZwHLo0NF8BHlP8hn7uxP3gwQkoPwE0mErQ4sjvlVM1b65zMpXm2zyMu0a414z73Dpr3ukAayzZZs4rh50+gQBP5pja0W2c1S9jdLGDt7Tiqz/+frz3wWnyIufJDkdEN7keCdECWud4uJHjgvL09+0mIaWRmYvX9k0ChEG0qz3OCSJB5+NCELE6x23IKh152H4QjwfPo189iuG7ZXzyvct48zkWA1Bh2WM0JIqZYTmcP4RrrtNWE2GDR4fxAJL58Blu7PFRnOKOT4gg5XVuJtlrcWDhHE3uOl/FkWWCDAMK0xZmbLX8RYIUqyCfoS1OUXDetUpZ5FoMZgCNn3nfR/Gev/cknj17jAK3ciLWGO5kAtGA3m3knc1YByzu7r7CUmhdTCo6i7LyV/7TX38hOHLonI5wiwfB4QLxfNoGnS1g3Dq8DaJ9fIs7ZzrnRQvT2WO6FridsQk8OgNCyDdYJPwmAu13C3JrjsfFZYakqoM7Xnb9vqFlMewjPpBHUY8cugcozjDLfAjfOzjp2qZcg3yFK8MSbJfcF1foBCsjhg1+duXyEKKlFWSyCecaoCk13JVbaowBpDPa9psVMIc3GVFQTwcE13PJYRUeRPTSPYrSukqITF3mCJtj+G4eLz/GpbyaYkla8aD3OE46j3HJ/ZjfluL67Twu3szj+mwVkxEhuCyxRCdT1uMn78UHX/hCPP/iB/Hg/SdxDGc4BSgnAGVAlCTpdIjExX05igyxbhE4dMqNDCKIaZA/HMp1SYDGHbokuFKHfIwfne7CP61/PuwDpdbCOKgod3TXc7fJ16IIltNHpzmqjXlIy+NMPfeiMSItQwGqzk+G8zhavcQjLukP0JeZ/NJ/9y/+EJxsIDrzGEMO6bu7hBGHnQ60HMPRv7tu15lz7jTtajlB4xQH98YfvhvG9HySo8fLoQ+icLv3ekYHR71BolyWryvKZBShnTPTnOBs6t9Mb43IwWcXJenDJS22RAYAYe1hlICFcua9i9LNMO+HhN6uczo/i+n0Eho1xPVcxnhxFpvqbc5pefA+nXa8j01lFIv9DUBcxPFJlWgFN3dC/ZsGspTJPX1ibAMNrEJu97jZFdZhPQGUi0qMsSzv3k7i8nJBu/q4oOdx1DqK0eUsPv/4Im7PVyhLPyqbQSwnuOI1LmbwJJ4+/3I8fvoR/OwRlgU5dCmbNpsg2xId7AjTfY6BylqCY2nlwTKBA5aBY+dYrvOm+U4ukyE2Xe2YnAvhdG/OBTahSJGoKhyTPjS7m+N5AEv+2HVLuZMD3B/E3RYDMrmrY3WufnDcSndUgujGoB5ruN+Ez5dVsFERTLsY0Oel3/hXn+VYwDWhwBg/n4DhBnZwGULr4KK5mOQ3HpjAnLQvmJw0MV7n9uVr+EtpTlFYmfEVVuBmRCfvMOlESW3nZ2BqB/2Cw3A/Q2ZJrFbEvICPlmlyFETXeRibjJBM6LkvnfOAV3AMd+32aaxVQLO/HsXq8ob7X8VsfhPT1S1kF3e2uYp1+SZ2DaKO6jgmq4sYTd8izVo8e76MH/vaI6KDNpEIvy1uA++JZekmub4aA3b67WiA9jf6MblZxfkbJ0HRWeVuTGZliCvhPi7HDl2OVoBlhklpx9Pjj+LZyUfRKB/Qud3oHz2LB8++GO3BA8DhYj+UAh5iGt62L7fJGpJLuX7KqZhaCHNZDi9UiMwkB7s9Lv3ezVCGiBA0JutUdjdslCTqopyHVCzrgUIDQi13QZgLi72Bj2hRBJ8JVKNGJ7Xv63gZ5003cUEEDzOAMgTMZyjTRT56LuKh+ahf//X/6kVXdi0iIUl9TOEAf+uTwZyG2SFsdmci0/5O/G5gt9xwxie6ylt8xG8Z19ChsKNePw7a/Wg5HxSQ6S6cfZazznAFjl1ouQrkUw6WLNf88GqDfc6ADN6EXT4MAgEJXk2rI61upe7id8eZMlvJtYNjyPCTozh4yH0PEHXbhuPX0YoVGrzhdbHDHcFz5liNbqcaT54+wET3Y3g9j1efYxnHKAVt3wD4d5/Bo15BcbFuh82j2Eyr8fblOG6Ihlp8Pjh8CHCr8enH5/HHv/8mXr8cxXzE9bC5wzZuBqty0H1AfQ+oez/q9T5WAfLoyPqSDgSNRpAO9OZ8ZpTPji74I5ZBeo37caqmzt3xJ3eNcPMkAYNx8P9gxqEc6AKycWDW1Qf3D9NwOoo8VD5jLsZNDsYowvmF652IyiYz7o1yc5hdN8+llTeSEsgTAoYFVk9wLThmZp65pw/GqPz6d//LF3KUzApS4TaE1UcMNwCJ7qgrYDiS+GJVYAS5L0llxQ2dcYcgepDfAYSu1+5ReVg+4KFoUC7RXUEo5znULodxyat/DjBKdp1MZbjuDDufdWSYbZp+j4a4QaE5ypylpnBxSxWA5L65NmbnvjDHkMOHvaj1CAu3kzgfncerm7fx8updvB3inkzeVSkH31yHy7SwZgJwSd3fvp3Fm9e4tbH5FsjpZAs/wh3OUIAKQAYE0+tdvPrhKN7AXZAzTWoAaoD1bhyvXs7j5sIHjqHdRES7Fa5oXsUdUxdAeHOFy7he4EJRFMJy1CQjMdMMRi458kwnye/ke03k6HMGqrh6JEyPE00iQyezhUk73PDKEWgqUrwi15FEfJzH5GaYe8wMr26LlaW3kxhy3KCwpjDkcCbrjG/sbwd/3dHhZjQkvB/mVmkuZntH0JFP0sNdbZCZDzvVuxxRr9Lv/t9v900QeYtGOaZU15rwmWrSaRBgAOGWD5kM0uzx3nkybtcuCfVZOh2Q7RZd+tk91sZn+5gfub0exzWVH0JUXZuj1XA14+HRQa6jHhwNcjKVA37ufpCjtBJeTDbYxL/ij+loE0/plmisXEfL4tNOffq+40L1yhou8Tb+6Pd/J37/D/51vHz7w7iZGFqPotnaEoE04VJOhXB7jAWARmj47Fs4kNEYwVccDGgvbTfqOBwcxLMHx7S7EmdYoE8/vYmzm3XghWItv6l3AFwpbgHc8MznaKNYRFK96gHHcZz0nuDSHgICyb4Dro+J1N6HMx3l3Bf37a27fMVBTnEB+F3ya47rfsRZkOzXWACiwM0C8o1oJLVGQg4HZCBAf8hlnApCgziQO8BymEXiqwVyB/cl/SXXcPqCa8/LBBROhXXHMdMP002xvNdFv7MK5XbxNE8O4+SjR1F+NohRz2B9H++hLKXv/dbbvWHyLX7UCT0S3HyWjyYTE3oPGDfhm4lOtcNKOH0B0DjTzj1M1s4JkexCSmvUT9KFdUvCppVxoZa8JVcz0unmYBxUdJ304WEvX1tu/uOUBsJoSa+5gZw4hBbqqx0kc2uyXgetNn19fYnmXMXt6DI+efmD+J3f++34+OX3CRFH8ASjLZfKVuLhaTeO+mi4DHI5oiMmAN59YLCa7R2AgjdQ6dtbeBv++osfEdUQSUzOh/GD338V19e4SKzuOwjwD86rMaYD+oNatIliFlgQBwX76wNC7RMs02Ectk7i4fET6nkE6rmvD8M6PcF9HhG21qTYOdXCzZCcimky0oFVA4tinxwAc+eiTB246aHcRkWWn+hi5HQ5ngQ4XM8uWPzN1QRmTEzo6f7NLjtWKFn2WVECpoJ8wQsyRQmw6KOl2XD6BwyMS7iofj2Onp/E4y8/jcp7h3Fj1oN7fLQDMJ/+1sXeR6vcoMHuTO18WZ+O6liFm/jVAa8TqVx/65NInYNrWt9MqFbGCd9WdElUlI+c4TsjKc2tzyPSpGa2Nwka/psGujLAAS9wljmWYg9ZD9zaQTfX1GAO0sIILBex2WizvSgNIIXnXJ+j/S/j9auX8cmbz+IPPvlefO/zj+N2CYkFJO1eDReEu8xBQngPVmwzG8didI2lMrRfU8d95N4wcB8tzeUl5UP0vvThs7Qw4/NxfP79t6nhrf5BXEF8f4fQ+jMq3sC1HuzRVJSpDJ96unsaX33/K0RP70W3eQiP69AEJF0C/PC+vUk0OnBLp8+xpMs9HZ5WFdlITJCFqQh1ueAoZq/4kvLBV/ISZw/IZApugkoBVJNunpbPSDC8RtZaD62LqzDdoMCVk/fTZHUzDTigORjPmyNLqTf+Er63j9Ee19yM6D05iIdfeBL7x914V8e6096vRDtKn/3zy/1BtZUWRrLZkthy5HxTrEhOHcE0Slq1EpIzVw840mlYJ6gcjMwBBF7lHNK1HAnFZ07wsZknQANy3a98xDbaGOM/XR9alk9fBxyO93QH7Vx+6viH1ghZJcjc9t31PYvxTYyuz+L87HW85vj8/HW8un5Lh97gb3FTgIP+QSA7IgG05RCy3GsCbsjv1TXgH1N2JZfC9g0hsTxXt0MUgqiuWYtHuA43GFyPsCy3qyT0XdwUAVH88aeX8cN3l/h2d5yE3DvzvtyO96sfxLe++TPxza9+g3ud5PwZN1usQhR3VGZOJ08BpQmyGZYyZ9tJ7tFcgaNcTIwJGqeS3ANGAMlnckCY3wRMrh5F+RyoreFe5ICu23a/QcHkVdiiLMNnIblWXe7ibqZO1vLB62bXTYrqEksEAm1k7tpw4s4YIkMnTh0+P431g1a8qWAIqO/X9r0o/fCfvtsPSs0YChisTAuL4nbiOb8Xta6jHY4XmUl0v7lcPoKQROx4Nk0g+RznZss95GTqNIkGuQbmzdt3cXZ2lYk1Q3f9IP/LEVPBkK4GINgY8y3FCgGJKQTQPA3nOc5kx7vwa3Z7G5NrOnw2igmu5WoC6x9dxM38NqDUcAM6wWUhao3bcCBE0wMDwHeM22vBjdYSayIm59f0juBPCGuymMTl7Q3tDfhMOw4gNa762w6X0YesvvfwSY4038LDvvfD15DlW6wnkWQdAW7rcD1A2T+Nr370pfj6l78Wz5+8BxAPIfZt2khYTAfOVTDkN3VahjwF+RZbc6C9yPJ+slOuO+KzHW9uJldV8F5FVTFlrCofp6JIBXHOGXMqo+5ICyPwAKm0QFfk6HQ+TVYrTz/skbEWSGCawqgPoPdHPSLMWozLq7gFMJV+MzqPDmIF/ztv4Eko+6trLMzH/+vrfX/jDPECMD6IEk4IKcfEcROjJYmt61vcNcmHRjYwjXa8i7qdcJyZRcK67GAql5s6D0dxfn4ZNzB3G20Y7T4p/q4pVDtstplcLavpM/9xGhaI3/jS+2uNtLo7rMPs5ibmsPnNCiuzh1Tjfq7mhImuowYsC9zMNGe6Ezms0AqE6JZjPYiqe7R1TXlzA+s8mk1ivJ3HDre1r5oXmuOWsEjtahwdHOYE88XFOLS+P/nVr8ZXvvhRDpj+3u//IF6/voJLEc4fPIoOZFfwlFG6GucedA7io/c+iB/7+o/F44/ejzK8IRfLe+CGc0UpsqXZaVUEjRPMtLXmp3JmIcBaE1AYODgv11H9e+DIcQrXjBXB3QgI5ZWJOoTlEI8htxssOoxiwKBXc1F9s40VQVFzZSsWw4ToFgvj2JH5L/Mwo4oWBprRRalPujE/rsdFm/piBL46a0bpk//lzf5gDWAgPWPQX5nxIz7bgSqJpo/3dyTa/fKncJgSmmc6nZ6n4nS4vhMBeG4+jZRGuUHiBlObGyRyI7XCzQJz8x8a6DmurFO7cvKxwwA0SI0RILouBwl1a8AJAXBQ5h4TvpsjwAVh5GIUU6KgyZaQEeDc4GYmlLeEgyRoFtMs+6h+GKeHR1g/yJ7WDbC6ZcjnV2fxcn2GhSPCMQ3Ojz5Ak1tjLfrwBULvm2k+X/pPfeMb8Yt/5ltYn4P4oz/6NH7vdz/O8aEHx4/j+aPncTI4RSGaMZ5AIm/nOY724Rc+iPe+9qXoPTqhXXAKlEFLsLcDkZsRj3JRhi54d+4tGpKWW9BkCI31dhdu5wQZgDhF1N8EjAOOOfclnbrtwhP8/wDjrEe3VxFYAqaKpTPb6waRORV0Xcz7dXR6CXfxu+QwRpyuSgQwtYNWDAfleFNb0u+7+MasA4f5x2f7QyzM7Rq27K6POGoXZPlcH6f/bWaY+dE8rYsEVovjuuk1fjfHHugA/eeEa53xb3ZRK6FvdTMgx0Zk8J4jF8llDjRKkrmig1U1tYSCAAve905jkCNWWGECPjShBABrfonwJk7NHF/n1mObimHhNAEzcsTa5au+Unan1I4PHj/FRTzJ0V4XsN9ipc6G5/Fy+C7Oq7daelwwWod2TbSYtIs4LXc6p9JxEI34ha/8ePx7//a/Gd/45k/E2eU4/q/f/NfxvT/8NHrtQXztK1+LL330RULxY+RTiisiK+fGOH+nczyIJx89jUePj8Ot4k0HVCCbmsxM4KlQdK7y2AKIdD0EClpgZZZ7vNxZYcGk5Za7cFZao3RhgMeUh2OADiILQom4mRwVWwXEQyWrcY9jQrFsq9+73svlLBMsc65aoMkTostRizsAmHKvERetTXwa03xw2s8tD6PyD/7j/+JFbeFcXUwh5HQ9XsZ0CEDS3xI5TRaZ/JloXbizKwkwH3frnxeFBbEBdLIuqQ1IilUCRTZXrYaxZhgoac00to0F0bmBUVacUJHfk/kDkBQGQlMLTeBJuJxdt6HDVyatAPMcK+HEKk28xE6XKN1zVr4bQJ+2j+NrH30lvgGn+ABOcdjqE+qZTMNVwoNmAKoGUJpbB+HgNjZDvw5YnDhlrwjeLr8/w5J8/cs/Fl/92o/HwfFD2oE2LkpxCLl9/vyDePrs/Xj46Ek8AZinJ6d0UKWYxnB1RX194r3JSFzk1pUJOmLkARidVaf1KXga95fH8P5H+7QYautGPYgm3d/FJbldIkmjSqPJPPjehKSRTz7G0GU9cknL1NkJSoClARjCO29NKaAcukoXzM1QsjUEKS1PA51sAegmkTKu+hpX7yGJfrIB8N/9K7/2QqsypoBcgE1ovHCVIUiWLOVEHRsCiTIN7R75hnjWRkJpWt998AeQytMHR5jpQyKNRna+mVuZe+4aDii0FveAEGD3hyY0G2eZWhlePV83p8vTTwgc571olrkt4MS0o2Ka9BLWYM8xQ0Md4DzsHMbPfOOb8Yt/7s/GN77+4zFo92OJElxDwK9cqTB1zAw/X4V3EAGVIPGZeUUZfB6T37dwMW2ioEG9G48PH8YHzz/EUjyNBmWV+a3XGsRTyPCTJ8+jf3SSBNdJVM5hriIPN4D2iSprXKhLay8Aqc8QWPJ5hSXOfW8wCPdzV3wqS87IU4O0CjoaZIJ9AVhYADrW1Ry5USUg83cBpxXSxfm1GWNH3AWgSqkFyxUZyM9z5EsTrPUUPmhOzAfXu6OVK193WB1XB6wBy6KJ26ZyU+57q4vnsy7u8RLq8O2/+msv3PnZJZHmYfJ5AvpTbuy+be6P6xSFNq8+i8jFT3KOdp/v3fTPBycQWXRzc2SiDrTC3QquiTokvloHPW2xaFxg0BgbSyNkKLoi19hkmlzSjGb5nUkpV0omh/Ecrs9dqHwFLIaAmYQCsAuEMpQkQs4fnT6Kn/3Jn4o/+2d/Ib7xk9/IRWSz21m8/vRNvHnzLtxxG5FiKevIXd5kWr4eLcGzr0eVONOBjUGtEwfNXi4Z6bUcvxqg3cd5dHu0u3sQB5TdOwYsyEeR6bZ9LnQD7Xf2fY/Iw8Vojig7l9kdFNzIxy03fBRxpvxxHw6oYnCw1kom9SaVRknJ34oHhogB5IbbUS4qn1MbzPpKYHOGo1xIgPCb1EDlzHQG/9B5gAYoAJtE13Aa4gNIcFGuVmjCsnhdYFmmeK4ZVnDKfUZYmQW/uSXIIyeW/f2/9p+/aFCJqXNJqG4DbXPPWB9X63ZXPtbXyUvOljMz2+AGPuypjzU5fHyamwNWufEW9zDD3LnT0tXldYxGIwSxLvJKqTHZ+vxg5fUARkrmCHwvMfN7CZ2htq+e73VqWfFMAfiPDSBs1ufWML2gN8Zz3ekuHj96Gn/6F/4UYPnT8f5HH3FhJa7OrhMsr169jVs6zUlTLpHpNLQAgA7LKcHtVds5Maq+QyEgZz2iqxOA4ZPMHCLZArL+yYN48v6HcXR4mmWvrKKWhXqs0X5dpPv9uaOm24VVeBXUOUsfAOQc5rFRDxZjjrxnG2SGxkMDfN6RUzdyTx76Q3dco+WGvllPuGA+PhmB5Nxe5OJEKcWU44DWhetM92tZ5DyOwWHO+YH/KMfRasPoEvWq6eZQcoQRm1YlNvVSrhCYQHyHZYIeZO6y6SkKOrZNgPrJCnf9g//55b5Lxc+0MNynvQcw6OCGjsR55IkVDiuqClRBbVUTiGZ7bA1Rz87j4vWbuDwnxIXvuJ+bnVzDJBtGG1Ia8bgvmw/yNNTLcJDDpJ3hpodmM/MQ3CwjC10f7wVeGabtsYacG2raQXtQv6Qz3fTGqRM/8c2vx0/9zDfj+MFxDEdDgPIy3nz2ebx785q6nceU78qY5cYdP9CKOXIrWZcHuUG1+9uaX9Ii9rGirrh0aUz/6DR+4Rf/fPziX/rLcYwVu7wcxs1wgtVtp/V10ra7LKgTwDp2WGvh3oF71Oi8q1dn8cM//iTO3l4k4TWX5cMy9hBRR6Odkul0A9dhNTjaLYIGO9YkJHV18vcOwBA6JFVAevSS1gjw0De5dDlldye/u0ParJ1Os8WxwtUsAYZbvOzonzHg0O3MQd4c1F2X1zn/xbE6h2Wukfnb8ioOSrX4C5t+lH74G58TJUVc0WEzOqhbamKS3f2xCK13gMlVAA5/+wxF95Vxtn4OenEsxpO4fXdOp7y7W/ph5teVkuUcH9G0mvQzaZVjJpBT/bzmMc0kR46J0JE/WoyF1BWEQinm4eividj2TuXnHH5foU23Y8wxHPrhg4fxkz/9E/F1XFD7YJAPyHzz2Wdx9urzuLw4i5tbyOd8kiPdNS0TgvDpHnIzAe7ecigoVhSNA6hjSKohfz69jfMFpzzlG9/86fipn/1WHMFbZlzghGpBLZfLKAPtTGtqdIl7QmnjwPExuN9sOMvFfqOLW37DkmBh5k4vNVymP3OpMC7ZFY2CFU/Jd1QKMrrVfACYWtM14O1ibguuPSe18d7pIuaXnEKrvP2TBmhhvLYADAdyW1P2Gr4iIFbo45BfryG9uh85ywV+5poOdzdU8zxXAOptLOMAi/qX9wDm9/+nj/cnOLQhDV2A9i6ErslnI6ap829d4ZeAsUEIEAuzxKw6/3buHBNcz/DyJs29UxS0PgJGsiWibYAmUu1TM3LWO1Ym8w80JCMEGmv+QStjvsacQhI8UO8cGgFkXmezWyIsZAdwtSwTwNxq9eLrX/0KgPlmDB4+jIvhOD77BKC8fg0YLrEWt5DnJaSNiMcltpparKJ94NYbbolxeTXM6Rfu9ZIDnwDLRwfKsqqYcEd3mw0X3j2K97/w5Xjy5a9En4ioikVwu/0lADNaIyLGUtFbtMPZc070Qpn5o7Ow3uawfNqZmyYv4Y1TZDsHMK5m5IxUIkPozGFJcnG9ph7cUEj3Xdf9wad8WLnFeisVOXe9pH9ccJ/RKW11HMlhFRUg+QqvWtWd0y55v6B1hBAABqsCUMxhTQCOG+jflLD2XKLS3qIEFwDogMb9hW07Sv/yf/z9/Slh5JAauJN8V5fEHdy3RP8KE84JUjYpZ4kR+fh4XLeIWBFWryaEaCPcEFZEFGsmd/chsvVMlcOK8B6HjKIYoAGARD+X8HtBhPlT4Hxn9KBEfG9ElTtVcZ6k14VeriU2hD58+Di++KUvxUfvvwc57+Z4zfVoHBe4xouzd4D4kvMwp0fdePr0ISS1i7uco+m4p9sxZaNlEJELtP7q4pp6wm9aLWULqLBmaJfPC3AAdIE18FE4Dx4/j6988yfiva9+ORpH/VQEV09qda1vkkrKMZrzO3Mnpu1z8JCIzKXELuD3SXbLhUrCNVyY1hZQFJyO79e0cYNVBryWx38oUEET5E65YSUyNllq7kg5amncLEHX2oSjOMTiFvYBSASLo9TmYGZoi9uRucdvWpgtPIp2zOjfIWC55TtzYPaKpPeqsotD7v3nN60o/bN/+K/2JwBmTIWtSGdFCAXb0QwvaNButIi1iTsAMdPU4lrkLTn6bGNwW1u/U8NsGI3Ycp7ZWtfXaDoFTO41K1gEARVRMO6tKzYMDRMgfGc4mMtc0BQF4FNBzOHkNAcjIjp8PBwSrQziaz//M/HjP/1T8IQWbvGCCARrwn1NIr49O8sNgLqH7fjoy88hwc9ypt6EiOUM95mPCYRszlGIqwuI+sWVvRCH8BGfKEJvcO8lmqtbQnCTBeR6A1c6ji9jYT78yhejeXJA+OllxWP01GgVI7OzuGrTALoFl67mg8c0PyBDUutsRPNFOX0SV6RlsM3E2Kk4qWIoh2ZEzkcfAjAsgdlfiLEWzbzWZDlHUVROJIm85SXOIWoAlNxntwNg4EPeQyvl7DkBs7G/uWaIdbl25SUAMvq6BXyCyP7Qso849wIacIQ1/ktrAPO//df/PAEzwxybcOouMKNz0IcWLIg+VtfTmCDQm5zruk3BuO7YicPOT6HmUUaLtALmBRS6oHEdtqn5nN1OCKRmFBaF6+81KcHEl5QHZAqLRLsFmbxAAFUEEIfXUrUMJ318ztMPn8cXfvIn4uS99zNtPnp3hqUbxhyA+VBxSa8P3Hry4aN49tETQv5W1lGhuNPBzcUNRP0ybi/GmZw092Q7jnrdOD05zH6bXl/FHBA6GLjk3iOjGyR9enwazz98LwaQa4hddpCTqx0FVkYL3PUad03Io9HFcNCJtNPQ1yWsTmqSoSUybCtA8VlPWgcfV6OlcTK8y3dzpwbARgkED/BKqIIDlyqko9xOpUQ9EWPhepwdVxBWyuHV6MfDrLyPEx4ZzTqKifJu+c6Jc0OASc+lVRlpZegt80EONfj+guOYPvyLSyzWX/23/sYLJBgzKqAWu7zEUVKfEuZa6Nzi3d2icUWOdhq9KIU0xVidNL2CBeTqw5O8UY444B6pHTJ8EW0FzaHkZGQq6Mipm/tJ9hSMgnKurkMKuilHWO/3i4HbxhhhNTqd+NKPfSm++s0fj97pSU7qMipzMwGF4JM8JriIZrcRzz58Go8/eJK8xKW1LvIXlPVGk/KJiCh0S6TSdCnM4SGu6zCOH57Go2ePctmuo+ryLEwdZWB16DQ5xwz5JOug/kYlRntVXEAJs5/pAL5vmqvqQFDNQNOZuh6ttnvCGHora+fRWHZudUtHrwGInb9Elk6scmbelA4cI+vc0VKrrKUAXCUsiNajMmhF7aATTdxunaPC++C7PSHzhghrxi1GuJQxVmJkIg6eMqJVgkZLM+HAoXJPrB5dsBBY1o/3NhGiEXM+t+nQ58ir8h/8O3/zxW6GucUXlmHzfYSp7z3Dp787v0RbZvQ8XhUhaO6lQ/5TU+8zsaJdsia7T45Cw0xYbVNT7Eg+8+KsfJelKmCjCiuYKXCEJuETPHZStVYvNIbKeq6Rw8r7813/+Cjexx08+uh9OqgeU4AgZ3JSkMtqHXU2DM/J4c9P0yy7r4wPt1CLlIQJL41jqd2J1sEh1qfH0Y2uuzGcHkeLjs6J6nCAUr8dO97nBkgeCA4HWQyOAlZNt/vmmEIwMuHm4j7bUIYP7QGFc33yueC0tey0DbPAANA1WUHHS0S38DPdya6FLADfvSvZUPYK3rFB0Up8Dtqz45q1WVks6IJjjgWZId8ZgBsDDvMoI0A3pKY3e6IeXM4IoEwAyYTzppw3N7wGqHMqO7cvEI1W3LDbDab4Kq0iLQQ0++jSuvcxYZW//Vd++QVqyX+ut6nFUR3AQMhevXwTb16+y4csNbnQDKJE1zmlzkjPNbt8r+qU1TKNrEqH2dVF6KfzO/+vJeG3/OP7HJm1DM2xgsSXC8qSNSaS2EGmzII6FRSVTVNsNrROON7r9qPrXJMO2oR1wD6nRbSXMpSnnBqF10ycIfi8Mb8bNfjMZ3MUc1yQ7rd35LLbQS4Htp5NH3TV64X79G2wni7VbQ16Wefp1aiYfurMedMOo1nMAat8yw2bG9S3jOKVkE9JfkKdk6NQtlFmLUf5nTfUxvoASLM1XKvVlShb/+R81LnWb0VVsm2Y3wMgTj1oYokA1IJzBMaELh4BhCt41uV6HherGcc0zlbzOOfz5WYeN5DmawCjW5liSeaCyqkcvK65p5swLpCP1kV+Yx0SIPQXvZsTtlaIzxxNh/dfMTv+7X//Oy9K4wWEdhM+fuWw2ogNJPf1q3dx+e4yn23sth/Ow8jNlBFeB1C5xtcIyHkSdrp+OgUgWHRT94BBo2kff1SIipiBNBlnB6HDXM9PdLIAEjB7aui8YTvJCedC38nQugPzN24ymDPsfQ/ALduowykVGLhoKHReM65DMG5OlEMauAixkyPEktBeJ11GlVu5PtsMqbs8udmjqQNXEdC8TNztsSQup3WqZqY/AYQP5JD85xa01ndu7oVzPA9gbeF/PrDD/f9gpRKITIA6XlUGRKbuc4mrgQNlaKXTKmNpnKm/Rhe0AoLDzh7rTojcrhazuFzO4gZgXPHq+wsAcg1AbgHPDSDS7UxNxul20O6F7s78C/IwWSBA1E2jM60HNaWtBbcs3GYxhaVFROd5pmEHWNmvlnHl/+S/+a399uwadC6j3e/Hk3Yv1jfT+P7HL+P87WW0aG+nUoPbgkQ6sYt2uPRVFyKvcdt055KafMt5urgoekXjfKf1mDEkbxYXsRZjQX6mrB2A8DfPyT8+J4hoSC7A4p5J9+hE9DY2nNc/PIhnz5/EI8JkM6zeQw5VciBGMkdRuXpSM2gSRF+POc/H42EhDcdr1L/W6gBsSONwRsSCO8Zi5qZK3EfBiS4fs7zDxZlKGF2P4/z1dVxxOEALlhRBWlfn+DhSnJlaeIwPzbJuujYzuYjQhuN6qQuCzyeRAAYBYmetAEQ+SqeGNcXFZKoeN2ViTdCYRMh5MtTTyfjupaxxl0e5ResSyRLxJ2Fe2+lYEbVHF68VEeM50EsfSMrlUSqy0z5z42gOk37UjmAGkPJ7bnCJTBZce039Tsu1+MUVSve///f/kkB7HJf4/Qom+9hFaGjE9Wiaw9+CxcVrPqZXT9JrEnY6twQXJse5vkSA0zmcQKZOB1NBBcmnBI2dr2URAFbaJ6qZrCt27dzhBiGUaHaeDJydWmiElCseEZCL+XVFRj8zGtsjnH7//ae5VYVAkOPYUd53uUa78d8diJ8Dom47NiJaca6yc4IVmNyiDl9xhFrXpJvJxJcElPo4YOczrg1LnSm/9jE6uKexA5g/PIvXH7+J1WwV/XYbigHJRQ6uo3JA1nqYeXW2vhspuS2Yrm+NUuyxhpos8yeqk8nACm4zpxQAdPoCrgJAMHkLjiW8xHXN0nStgsTZPyNRFVOO53du9rgWOoL8DiDyQxXHQxcjKM2Yay3tF4cxpA/uRm5YL6CrKAq0PXnlivOwJdHDGq4pcwqHOuT9z03oz9/5h7+7r6Fl7zaEWxTXAxwd7rQ3a4jWHOBzXZA/zwG+bY7y4oxyzu7Hn34en336Klc2mpnVeqidAiZHnblxjp4CxgIwVIwKaP4yE6xFQYgCiL6kg5CpfoTKOrlHt5aAoZMVgpohWcz9Y456UYcEOlHLZxO51NY12StMsovWmgCmRkOXmPAFnS5Z97F31svwdol1MaxzK406HexIsBv3mMxLwpuNKDRTPnLz+iY+/YOX8RbQuJdft+racwQsGAG3Uawj+cU2bYASK6NFoSCFkYeBg0Mq+VQ1E2kQXEeI9226qw9X6dVj0YKU1jlPIovFGctXaNeWchxAVKY50k8ZlidgXFOkfBMMeWh7oAR0fkanvNea6G5VDq2yBtg9gCg082O6IJdEF4ChLfSBj+1b07AJdTwEF98aUubZ//D9fXu6ipcQpnPDUQjngIbW+m7U141DAKOVUcBTd2dYuqqgTIg6i+9/8jK+971P4vbSZwdRCW5szsKeN/IxJHbysOnzzMvQ3mKHBhAuUKik/KVI3AEuTKL85f6ZPdlx/uO9OYocgBNVCK7tjgeHhJJwFKdhHD32iWODnFj1xsX5gPTBs5N48uSY+2wBPMGj8kZYDmk4atxotOL4iPCZzpw6OQsX6DMjHRh0DrOamNM6ILrDVwDm//003v7gXfHkliTl6Oa95aJeZnSTsyk/QFNOq1JosZbWUeZ7F5AzFl2k7lTIE+5B3asPOrE5bMSsW4kJrmnsWimOMeetqHcKEDlrEXKOC0pqOR7FhCyB5IGMsz7qRBFtmj9zFqHKYT8JDtePmYooYeEl5M7dFnBylhrK6sS7BYC5bZbiECT9+Wva9qv/yT94AZjiCqFeI+Tc6x4rsEA7Z9xxzndux3m95oB0uTzC3MAtmiwzv4F0OTOr1MeIEf87t8LBrQ1as0WDJHCbJhYE7dn363dzLxAiYeO+W3x2dleJ985UD67z8XgVNM4cQ3RqaCCfB7hKjg2VX7tQqkNDKW+JMDXh9aNmdB8BmMo2Pn73Jj6/OY/yQSNOPnyU+7RNIISuJth6PdrryOyO17LD+xiCIRHFlDbtqY+JLj9LLO0ocx7yACeZOe9ZF5LtcGYadZNzrPm8NMQlUl46a43Phr5z6jdBtlO62VHiNW1dIC+Xc0xKqzx320FWHMpsQ7uWnDPDZ+R1tMc5t27ok1M/BAg2Q4uZbp8+UhHMj+VsvbtX+Vix0SUskDbkXr0qHocxYdIcvhc8pj6S/gFAvs5yyyi6hH5NPeRSTQD0eE4//7e/8dt70TQCGGPAkM9DVkhYiPtMq04CvGI9qIxElfcuSJuhpT700klSar03zknhHM6GE93FJPBiPkuOZ4D0DLPpABuiRjqU5pQDG5RzOKjP3QlJlvVXRcMKDuDDQs3XuBOkTN9yXD15cHyQs8hefv4mhuMxPOconn/wLPmJwwmm6uUakmjnFDs/Nqcycl8jQLcUcdG7o8HmWfzOXbTc/Ej36dNJLt/d5E7bubkOcjGkN6+jJaViqdl8m9bTObTWz4DAr/PRNrTDzz7RVSth0tLnSxtOu4GyORgJ7wKQmFhzmxl3gXKSumVk8KDpUD6K5v6fn70zJ93LjP9jdeSPBgXyS+SrVVdmyLxmPyMLeiP5m4PG/JDcSPDYL3ss+4aQXvf0fLaP/w9+9QAingJGuwAAAABJRU5ErkJggg== Kosmos

spool to file [r, g, b] ... read back below ...

r CWD rKos wfile 1

g CWD gKos wfile 1

b CWD bKos wfile 1

r CWD rKos rfile :

g CWD gKos rfile :

b CWD bKos rfile :

Cosmos r g b 13 mat :

Read this . . .

Collapsed rgb below are those zoom 1.5

If you want rgb zoom 2 => you have to

isolate r-g-b piecewise [separately].

luminosity algo takes only resident data.

]]> 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Cosmos r [zoom 1.5]

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mat :

x c 10 x ≤ (x 256 ≤ (& cases :

lo 40 : hi 180 : 12 mat

t0 1 time :

x f 0 x lo ≤ 255 x hi ≥ lo hi 21 mat 025521 mat x linterp cases :

x f x c *

You need that one for scaling grayscale image M lo hi Scale hi lo - (M M Min - M Max M Min - / (* lo + :

recast better timing x algo x f :

... Vectorize rectangular image over a luminosity algo ...

i 1 r rows range j 1 r cols range R i j el r i j el algo eval : for for r_lum R 0255 Scale : 21 line

i 1 g rows range j 1 g cols range G i j el g i j el algo eval : for for g_lum G 0255 Scale : 21 line

i 1 b rows range j 1 b cols range B i j el b i j el algo eval : for for b_lum B 0255 Scale : 21 line

NUMERIC matrix mwround matrix 0 round vectorize ≡

r_lum r_lum 0 round vectorize :

g_lum g_lum 0 round vectorize :

b_lum b_lum 0 round vectorize :

raw dark image Kosmos r g b 13 mat :

illuminated image Ω r_lum g_lum b_lum 13 mat :

1 time t0 - min 1.6

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 Kosmos 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 Cmos

40...200

r f vectorize accepted square 'r' ... ≡

rectangularmatrix 0 round vectorize accepted ≡

Part 2: zoom [-] demo stuff

v p replicate k 1 : ii 1 v rows range v ii el 0 ≡ continue if j 1 v ii el range T k j + 1 - el p ii el : for k k v ii el + : 31 line for T 31 line :

M h v Zoom p 0 : i 1 M rows range p i el h : for N 0 : j 1 M cols range N 1 j el p M j col replicate : for i 1 M rows range p i el v : for Z 0 : j 1 N transpose cols range Z 1 j el p N transpose j col replicate : for Z is Double nest of nests subscript the output... Unest data Z transpose 1 el : v data 1 el : j 2 data cols range v v data j el augment : for v 131 line :

You need that one for scaling grayscale image M lo hi Scale hi lo - (M M Min - M Max M Min - / (* lo + :

n 13 :

m 2 :

i 1 n range j 1 n range D i j el i j + m mod : for for

D D 0255 Scale :

iVBORw0KGgoAAAANSUhEUgAAAA0AAAANCAIAAAD9iXMrAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAzSURBVChThckhEgAwDMOw/v/TXXchYTIQ8Vy7S7Fb7IjdYkfsFjtit9gRu8WO2C32d+YBAQn7BasM7EAAAAAASUVORK5CYII= D

t0 1 time :

upsmapling is integer uprep D 66 Zoom :

1 time t0 - 2.39 s *

Implicit 'zoom fractional' Up/Down sampling M h v zoomfract h v ≡ (h v | (1 ≠ (& (implicit conditions ≡ i 1 M rows h * (range j 1 M cols v * (range dnSample i j el M i h / Ceil j v / Ceil el : h 1 ≥ dnSample i j el M i h / Floor j v / Floor el : cases for for dnSample 31 line :

Downsampling is unique [0.5,0.5] dnup uprep 0.5 0.5 zoomfract :

up D 22 zoomfract :

iVBORw0KGgoAAAANSUhEUgAAABoAAAAaCAIAAAAmKNuZAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABkSURBVEhLpcuxDcBAAMLA33/pREpcuKB603BC4vx5vnQTT8XpPEx5yk5nm3gqTudhylN2OtvEU3E6D1OestPZJp6K03mY8pSdzjbxVJzOw5Sn7HS2iafidB6mPGWns0083fucF/g67D52MqzOAAAAAElFTkSuQmCC up 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 uprep iVBORw0KGgoAAAANSUhEUgAAACcAAAAnCAIAAAADwcZiAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADoSURBVFhHtc0xjgVBCAPRuf+ld5PHhwB1hJ2gKkvm++WvgpOmown8wMN0NIEfeJjgNF6Ne7hYwatxDxcr+GmC03iYjibwAw/T0QR+4GGC03g17uFiBa/GPVys4KcJTuNhOprADzxMRxP4gYcJTuPVuIeLFbwa93Cxgp8mOI2H6WgCP/AwHU3gBx4mOI1X4x4uVvBq3MPFCn6a4DQepqMJ/MDDdDSBH3iY4DRejXu4WMGrcQ8XK/hpgtN4mI4m8AMP09EEfuBhgtN4Ne7hYgWvxj1crOCnCU7jYTqawA88TEcT+IF/5vv+AYKY052XnlVnAAAAAElFTkSuQmCC dnup iVBORw0KGgoAAAANSUhEUgAAAA0AAAANCAIAAAD9iXMrAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAzSURBVChThckhEgAwDMOw/v/TXXchYTIQ8Vy7S7Fb7IjdYkfsFjtit9gRu8WO2C32d+YBAQn7BasM7EAAAAAASUVORK5CYII= D

1 time t0 - 12.64 s *

RESUME ZOOM [-] RGB IMAGE via Fourier procedure: 1. Downsample by ½ then pad by pixels 2. That will zoom [-] by pixels in either or both directions from ½ up to 1 REMARK: Fourier zoom [+] up to 2 is ultimate in quality-faithful Fourier zoom [-] loses pixels in the first step of downsampling.

Part 3: Understanding Pad(M,nc,nr)

M nc nr Pad A M : i 1 A rows range j 1 nc range vert i j el 0 : for for a A 1 A rows 1 A cols 2 / Floor submatrix : b A 1 A rows A cols 2 / Floor 1 + A cols submatrix : S a vert b augment transpose : i 1 S rows range j 1 nr range horiz i j el 0 : for for a S 1 S rows 1 S cols 2 / Floor submatrix : b S 1 S rows S cols 2 / Floor 1 + S cols submatrix : S a horiz b augment transpose : 111 line :

L H N X N intervals U 0 : dx H L - N / : i 1 N 1 + (range U i el L dx i * dx - (+ : for U 51 line :

L 1 - :

H 1 :

N 49 :

U L H N X :

V U :

U rows 50

Generate the symmetric square matrix x y f U V Sym r 1 : i 1 U rows range c 1 : j 1 V rows range M r c el U i el V j el f eval : c c 1 + : 21 line for r r 1 + : 31 line for M 31 line :

xx yy f 255 xx 2^yy 2^+ (- 0.5 / exp * :

pie xx yy f U V Sym 2512 Pad :

spot xx yy f U V Sym :

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spot 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pie

are complex data
Smath image does not
plot, MCD Picture tool
plots complex image red green blue 31 sys nc nr λ Pad

Open Lena

Lena

X 12345661 mat :

X mwifftshift 45612361 mat

Y 12345661 mat :

data X mwifftshift Y augment :

view data o 5 red plot :

data char size clr plot k 1 data rows range r3 k el char : r4 k el size : r5 k el clr : 13 mat for data r3 r4 r5 augment 21 line :

data view 2 1 sys

Times Table n T i 1 n range j 1 n range T i j el i j * : for for T 21 line :

M Min Max Scale Max Min - (M M min - M max M min - 1012 -^+ / (* Min + :

Zo 48 T :

The Delta Matrix

gray 48 <=> Δ (*

ω Zo 0255 Scale :

N ω mwifftshift :

n s Δ i 1 n range j 1 n range Δ i j el i j + s 1 + ≤ : for for Δ 21 line :

M 2004848 Δ (* :

Δelta M :

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ω 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 N

Ω Δelta mwifftshift :

108 Δ 11111111001111111000111111000011111000001111000000111000000011000000001000000000000000000000000000001010 mat

88 Δ 111111111111111011111100111110001111000011100000110000001000000088 mat

To round 'N' ... you must export the data to isolate. Transit via file => useless. If you round 'N' above ... it returns 'ω' .

N isolated data

N 69.0925 71.8606 74.6287 77.3969 80.165 82.9331 85.7013 88.4694 91.2375 94.0056 96.7738 99.5419 102.31 105.0782 107.8463 110.6144 113.3825 116.1507 118.9188 121.6869 124.4551 127.2232 129.9913 132.7594 2.6574 5.4255 8.1937 10.9618 13.7299 16.498 19.2662 22.0343 24.8024 27.5706 30.3387 33.1068 35.8749 38.6431 41.4112 44.1793 46.9475 49.7156 52.4837 55.2518 58.02 60.7881 63.5562 66.3244 71.8606 74.7395 77.6183 80.4972 83.376 86.2549 89.1337 92.0126 94.8914 97.7703 100.6492 103.528 106.4069 109.2857 112.1646 115.0434 117.9223 120.8011 123.68 126.5588 129.4377 132.3165 135.1954 138.0743 2.7681 5.647 8.5258 11.4047 14.2835 17.1624 20.0413 22.9201 25.799 28.6778 31.5567 34.4355 37.3144 40.1932 43.0721 45.9509 48.8298 51.7086 54.5875 57.4663 60.3452 63.2241 66.1029 68.9818 74.6287 77.6183 80.6079 83.5975 86.5871 89.5766 92.5662 95.5558 98.5454 101.535 104.5245 107.5141 110.5037 113.4933 116.4828 119.4724 122.462 125.4516 128.4412 131.4307 134.4203 137.4099 140.3995 143.3891 2.8789 5.8684 8.858 11.8476 14.8372 17.8267 20.8163 23.8059 26.7955 29.7851 32.7746 35.7642 38.7538 41.7434 44.733 47.7225 50.7121 53.7017 56.6913 59.6809 62.6704 65.66 68.6496 71.6392 77.3969 80.4972 83.5975 86.6978 89.7981 92.8984 95.9987 99.099 102.1993 105.2996 108.3999 111.5002 114.6005 117.7008 120.8011 123.9014 127.0017 130.102 133.2023 136.3026 139.403 142.5033 145.6036 148.7039 2.9896 6.0899 9.1902 12.2905 15.3908 18.4911 21.5914 24.6917 27.792 30.8923 33.9926 37.0929 40.1932 43.2935 46.3938 49.4941 52.5944 55.6947 58.795 61.8954 64.9957 68.096 71.1963 74.2966 80.165 83.376 86.5871 89.7981 93.0091 96.2201 99.4312 102.6422 105.8532 109.0643 112.2753 115.4863 118.6974 121.9084 125.1194 128.3304 131.5415 134.7525 137.9635 141.1746 144.3856 147.5966 150.8076 154.0187 3.1003 6.3113 9.5224 12.7334 15.9444 19.1554 22.3665 25.5775 28.7885 31.9996 35.2106 38.4216 41.6327 44.8437 48.0547 51.2657 54.4768 57.6878 60.8988 64.1099 67.3209 70.5319 73.7429 76.954 82.9331 86.2549 89.5766 92.8984 96.2201 99.5419 102.8637 106.1854 109.5072 112.8289 116.1507 119.4724 122.7942 126.1159 129.4377 132.7594 136.0812 139.403 142.7247 146.0465 149.3682 152.69 156.0117 159.3335 3.211 6.5328 9.8545 13.1763 16.498 19.8198 23.1416 26.4633 29.7851 33.1068 36.4286 39.7503 43.0721 46.3938 49.7156 53.0373 56.3591 59.6809 63.0026 66.3244 69.6461 72.9679 76.2896 79.6114 85.7013 89.1337 92.5662 95.9987 99.4312 102.8637 106.2961 109.7286 113.1611 116.5936 120.0261 123.4585 126.891 130.3235 133.756 137.1884 140.6209 144.0534 147.4859 150.9184 154.3508 157.7833 161.2158 164.6483 3.3218 6.7542 10.1867 13.6192 17.0517 20.4842 23.9166 27.3491 30.7816 34.2141 37.6465 41.079 44.5115 47.944 51.3765 54.8089 58.2414 61.6739 65.1064 68.5389 71.9713 75.4038 78.8363 82.2688 88.4694 92.0126 95.5558 99.099 102.6422 106.1854 109.7286 113.2718 116.815 120.3582 123.9014 127.4446 130.9878 134.531 138.0743 141.6175 145.1607 148.7039 152.2471 155.7903 159.3335 162.8767 166.4199 169.9631 3.4325 6.9757 10.5189 14.0621 17.6053 21.1485 24.6917 28.2349 31.7781 35.3213 38.8645 42.4077 45.9509 49.4941 53.0373 56.5805 60.1238 63.667 67.2102 70.7534 74.2966 77.8398 81.383 84.9262 91.2375 94.8914 98.5454 102.1993 105.8532 109.5072 113.1611 116.815 120.469 124.1229 127.7768 131.4307 135.0847 138.7386 142.3925 146.0465 149.7004 153.3543 157.0083 160.6622 164.3161 167.97 171.624 175.2779 3.5432 7.1971 10.8511 14.505 18.1589 21.8129 25.4668 29.1207 32.7746 36.4286 40.0825 43.7364 47.3904 51.0443 54.6982 58.3521 62.0061 65.66 69.3139 72.9679 76.6218 80.2757 83.9297 87.5836 94.0056 97.7703 101.535 105.2996 109.0643 112.8289 116.5936 120.3582 124.1229 127.8875 131.6522 135.4168 139.1815 142.9462 146.7108 150.4755 154.2401 158.0048 161.7694 165.5341 169.2987 173.0634 176.8281 180.5927 3.6539 7.4186 11.1832 14.9479 18.7125 22.4772 26.2419 30.0065 33.7712 37.5358 41.3005 45.0651 48.8298 52.5944 56.3591 60.1238 63.8884 67.6531 71.4177 75.1824 78.947 82.7117 86.4763 90.241 96.7738 100.6492 104.5245 108.3999 112.2753 116.1507 120.0261 123.9014 127.7768 131.6522 135.5276 139.403 143.2783 147.1537 151.0291 154.9045 158.7799 162.6552 166.5306 170.406 174.2814 178.1568 182.0321 185.9075 3.7647 7.64 11.5154 15.3908 19.2662 23.1416 27.0169 30.8923 34.7677 38.6431 42.5185 46.3938 50.2692 54.1446 58.02 61.8954 65.7707 69.6461 73.5215 77.3969 81.2723 85.1476 89.023 92.8984 99.5419 103.528 107.5141 111.5002 115.4863 119.4724 123.4585 127.4446 131.4307 135.4168 139.403 143.3891 147.3752 151.3613 155.3474 159.3335 163.3196 167.3057 171.2918 175.2779 179.264 183.2501 187.2362 191.2223 3.8754 7.8615 11.8476 15.8337 19.8198 23.8059 27.792 31.7781 35.7642 39.7503 43.7364 47.7225 51.7086 55.6947 59.6809 63.667 67.6531 71.6392 75.6253 79.6114 83.5975 87.5836 91.5697 95.5558 102.31 106.4069 110.5037 114.6005 118.6974 122.7942 126.891 130.9878 135.0847 139.1815 143.2783 147.3752 151.472 155.5688 159.6657 163.7625 167.8593 171.9561 176.053 180.1498 184.2466 188.3435 192.4403 196.5371 3.9861 8.0829 12.1798 16.2766 20.3734 24.4703 28.5671 32.6639 36.7607 40.8576 44.9544 49.0512 53.1481 57.2449 61.3417 65.4386 69.5354 73.6322 77.729 81.8259 85.9227 90.0195 94.1164 98.2132 105.0782 109.2857 113.4933 117.7008 121.9084 126.1159 130.3235 134.531 138.7386 142.9462 147.1537 151.3613 155.5688 159.7764 163.9839 168.1915 172.399 176.6066 180.8142 185.0217 189.2293 193.4368 197.6444 201.8519 4.0968 8.3044 12.5119 16.7195 20.9271 25.1346 29.3422 33.5497 37.7573 41.9648 46.1724 50.3799 54.5875 58.795 63.0026 67.2102 71.4177 75.6253 79.8328 84.0404 88.2479 92.4555 96.663 100.8706 107.8463 112.1646 116.4828 120.8011 125.1194 129.4377 133.756 138.0743 142.3925 146.7108 151.0291 155.3474 159.6657 163.9839 168.3022 172.6205 176.9388 181.2571 185.5753 189.8936 194.2119 198.5302 202.8485 207.1667 4.2076 8.5258 12.8441 17.1624 21.4807 25.799 30.1172 34.4355 38.7538 43.0721 47.3904 51.7086 56.0269 60.3452 64.6635 68.9818 73.3 77.6183 81.9366 86.2549 90.5732 94.8914 99.2097 103.528 110.6144 115.0434 119.4724 123.9014 128.3304 132.7594 137.1884 141.6175 146.0465 150.4755 154.9045 159.3335 163.7625 168.1915 172.6205 177.0495 181.4785 185.9075 190.3365 194.7655 199.1945 203.6235 208.0525 212.4815 4.3183 8.7473 13.1763 17.6053 22.0343 26.4633 30.8923 35.3213 39.7503 44.1793 48.6083 53.0373 57.4663 61.8954 66.3244 70.7534 75.1824 79.6114 84.0404 88.4694 92.8984 97.3274 101.7564 106.1854 113.3825 117.9223 122.462 127.0017 131.5415 136.0812 140.6209 145.1607 149.7004 154.2401 158.7799 163.3196 167.8593 172.399 176.9388 181.4785 186.0182 190.558 195.0977 199.6374 204.1772 208.7169 213.2566 217.7964 4.429 8.9687 13.5085 18.0482 22.5879 27.1277 31.6674 36.2071 40.7469 45.2866 49.8263 54.366 58.9058 63.4455 67.9852 72.525 77.0647 81.6044 86.1442 90.6839 95.2236 99.7634 104.3031 108.8428 116.1507 120.8011 125.4516 130.102 134.7525 139.403 144.0534 148.7039 153.3543 158.0048 162.6552 167.3057 171.9561 176.6066 181.2571 185.9075 190.558 195.2084 199.8589 204.5093 209.1598 213.8102 218.4607 223.1112 4.5397 9.1902 13.8406 18.4911 23.1416 27.792 32.4425 37.0929 41.7434 46.3938 51.0443 55.6947 60.3452 64.9957 69.6461 74.2966 78.947 83.5975 88.2479 92.8984 97.5488 102.1993 106.8498 111.5002 118.9188 123.68 128.4412 133.2023 137.9635 142.7247 147.4859 152.2471 157.0083 161.7694 166.5306 171.2918 176.053 180.8142 185.5753 190.3365 195.0977 199.8589 204.6201 209.3812 214.1424 218.9036 223.6648 228.426 4.6505 9.4116 14.1728 18.934 23.6952 28.4564 33.2175 37.9787 42.7399 47.5011 52.2623 57.0234 61.7846 66.5458 71.307 76.0682 80.8294 85.5905 90.3517 95.1129 99.8741 104.6353 109.3964 114.1576 121.6869 126.5588 131.4307 136.3026 141.1746 146.0465 150.9184 155.7903 160.6622 165.5341 170.406 175.2779 180.1498 185.0217 189.8936 194.7655 199.6374 204.5093 209.3812 214.2531 219.1251 223.997 228.8689 233.7408 4.7612 9.6331 14.505 19.3769 24.2488 29.1207 33.9926 38.8645 43.7364 48.6083 53.4802 58.3521 63.2241 68.096 72.9679 77.8398 82.7117 87.5836 92.4555 97.3274 102.1993 107.0712 111.9431 116.815 124.4551 129.4377 134.4203 139.403 144.3856 149.3682 154.3508 159.3335 164.3161 169.2987 174.2814 179.264 184.2466 189.2293 194.2119 199.1945 204.1772 209.1598 214.1424 219.1251 224.1077 229.0903 234.0729 239.0556 4.8719 9.8545 14.8372 19.8198 24.8024 29.7851 34.7677 39.7503 44.733 49.7156 54.6982 59.6809 64.6635 69.6461 74.6287 79.6114 84.594 89.5766 94.5593 99.5419 104.5245 109.5072 114.4898 119.4724 127.2232 132.3165 137.4099 142.5033 147.5966 152.69 157.7833 162.8767 167.97 173.0634 178.1568 183.2501 188.3435 193.4368 198.5302 203.6235 208.7169 213.8102 218.9036 223.997 229.0903 234.1837 239.277 244.3704 4.9826 10.076 15.1693 20.2627 25.3561 30.4494 35.5428 40.6361 45.7295 50.8228 55.9162 61.0096 66.1029 71.1963 76.2896 81.383 86.4763 91.5697 96.663 101.7564 106.8498 111.9431 117.0365 122.1298 129.9913 135.1954 140.3995 145.6036 150.8076 156.0117 161.2158 166.4199 171.624 176.8281 182.0321 187.2362 192.4403 197.6444 202.8485 208.0525 213.2566 218.4607 223.6648 228.8689 234.0729 239.277 244.4811 249.6852 5.0934 10.2974 15.5015 20.7056 25.9097 31.1138 36.3178 41.5219 46.726 51.9301 57.1342 62.3383 67.5423 72.7464 77.9505 83.1546 88.3587 93.5627 98.7668 103.9709 109.175 114.3791 119.5832 124.7872 132.7594 138.0743 143.3891 148.7039 154.0187 159.3335 164.6483 169.9631 175.2779 180.5927 185.9075 191.2223 196.5371 201.8519 207.1667 212.4815 217.7964 223.1112 228.426 233.7408 239.0556 244.3704 249.6852 255 5.2041 10.5189 15.8337 21.1485 26.4633 31.7781 37.0929 42.4077 47.7225 53.0373 58.3521 63.667 68.9818 74.2966 79.6114 84.9262 90.241 95.5558 100.8706 106.1854 111.5002 116.815 122.1298 127.4446 2.6574 2.7681 2.8789 2.9896 3.1003 3.211 3.3218 3.4325 3.5432 3.6539 3.7647 3.8754 3.9861 4.0968 4.2076 4.3183 4.429 4.5397 4.6505 4.7612 4.8719 4.9826 5.0934 5.2041 0 0.1107 0.2215 0.3322 0.4429 0.5536 0.6644 0.7751 0.8858 0.9965 1.1073 1.218 1.3287 1.4394 1.5502 1.6609 1.7716 1.8823 1.9931 2.1038 2.2145 2.3252 2.436 2.5467 5.4255 5.647 5.8684 6.0899 6.3113 6.5328 6.7542 6.9757 7.1971 7.4186 7.64 7.8615 8.0829 8.3044 8.5258 8.7473 8.9687 9.1902 9.4116 9.6331 9.8545 10.076 10.2974 10.5189 0.1107 0.3322 0.5536 0.7751 0.9965 1.218 1.4394 1.6609 1.8823 2.1038 2.3252 2.5467 2.7681 2.9896 3.211 3.4325 3.6539 3.8754 4.0968 4.3183 4.5397 4.7612 4.9826 5.2041 8.1937 8.5258 8.858 9.1902 9.5224 9.8545 10.1867 10.5189 10.8511 11.1832 11.5154 11.8476 12.1798 12.5119 12.8441 13.1763 13.5085 13.8406 14.1728 14.505 14.8372 15.1693 15.5015 15.8337 0.2215 0.5536 0.8858 1.218 1.5502 1.8823 2.2145 2.5467 2.8789 3.211 3.5432 3.8754 4.2076 4.5397 4.8719 5.2041 5.5363 5.8684 6.2006 6.5328 6.865 7.1971 7.5293 7.8615 10.9618 11.4047 11.8476 12.2905 12.7334 13.1763 13.6192 14.0621 14.505 14.9479 15.3908 15.8337 16.2766 16.7195 17.1624 17.6053 18.0482 18.4911 18.934 19.3769 19.8198 20.2627 20.7056 21.1485 0.3322 0.7751 1.218 1.6609 2.1038 2.5467 2.9896 3.4325 3.8754 4.3183 4.7612 5.2041 5.647 6.0899 6.5328 6.9757 7.4186 7.8615 8.3044 8.7473 9.1902 9.6331 10.076 10.5189 13.7299 14.2835 14.8372 15.3908 15.9444 16.498 17.0517 17.6053 18.1589 18.7125 19.2662 19.8198 20.3734 20.9271 21.4807 22.0343 22.5879 23.1416 23.6952 24.2488 24.8024 25.3561 25.9097 26.4633 0.4429 0.9965 1.5502 2.1038 2.6574 3.211 3.7647 4.3183 4.8719 5.4255 5.9792 6.5328 7.0864 7.64 8.1937 8.7473 9.3009 9.8545 10.4082 10.9618 11.5154 12.069 12.6227 13.1763 16.498 17.1624 17.8267 18.4911 19.1554 19.8198 20.4842 21.1485 21.8129 22.4772 23.1416 23.8059 24.4703 25.1346 25.799 26.4633 27.1277 27.792 28.4564 29.1207 29.7851 30.4494 31.1138 31.7781 0.5536 1.218 1.8823 2.5467 3.211 3.8754 4.5397 5.2041 5.8684 6.5328 7.1971 7.8615 8.5258 9.1902 9.8545 10.5189 11.1832 11.8476 12.5119 13.1763 13.8406 14.505 15.1693 15.8337 19.2662 20.0413 20.8163 21.5914 22.3665 23.1416 23.9166 24.6917 25.4668 26.2419 27.0169 27.792 28.5671 29.3422 30.1172 30.8923 31.6674 32.4425 33.2175 33.9926 34.7677 35.5428 36.3178 37.0929 0.6644 1.4394 2.2145 2.9896 3.7647 4.5397 5.3148 6.0899 6.865 7.64 8.4151 9.1902 9.9653 10.7403 11.5154 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53.0373 0.9965 2.1038 3.211 4.3183 5.4255 6.5328 7.64 8.7473 9.8545 10.9618 12.069 13.1763 14.2835 15.3908 16.498 17.6053 18.7125 19.8198 20.9271 22.0343 23.1416 24.2488 25.3561 26.4633 30.3387 31.5567 32.7746 33.9926 35.2106 36.4286 37.6465 38.8645 40.0825 41.3005 42.5185 43.7364 44.9544 46.1724 47.3904 48.6083 49.8263 51.0443 52.2623 53.4802 54.6982 55.9162 57.1342 58.3521 1.1073 2.3252 3.5432 4.7612 5.9792 7.1971 8.4151 9.6331 10.8511 12.069 13.287 14.505 15.723 16.9409 18.1589 19.3769 20.5949 21.8129 23.0308 24.2488 25.4668 26.6848 27.9027 29.1207 33.1068 34.4355 35.7642 37.0929 38.4216 39.7503 41.079 42.4077 43.7364 45.0651 46.3938 47.7225 49.0512 50.3799 51.7086 53.0373 54.366 55.6947 57.0234 58.3521 59.6809 61.0096 62.3383 63.667 1.218 2.5467 3.8754 5.2041 6.5328 7.8615 9.1902 10.5189 11.8476 13.1763 14.505 15.8337 17.1624 18.4911 19.8198 21.1485 22.4772 23.8059 25.1346 26.4633 27.792 29.1207 30.4494 31.7781 35.8749 37.3144 38.7538 40.1932 41.6327 43.0721 44.5115 45.9509 47.3904 48.8298 50.2692 51.7086 53.1481 54.5875 56.0269 57.4663 58.9058 60.3452 61.7846 63.2241 64.6635 66.1029 67.5423 68.9818 1.3287 2.7681 4.2076 5.647 7.0864 8.5258 9.9653 11.4047 12.8441 14.2835 15.723 17.1624 18.6018 20.0413 21.4807 22.9201 24.3595 25.799 27.2384 28.6778 30.1172 31.5567 32.9961 34.4355 38.6431 40.1932 41.7434 43.2935 44.8437 46.3938 47.944 49.4941 51.0443 52.5944 54.1446 55.6947 57.2449 58.795 60.3452 61.8954 63.4455 64.9957 66.5458 68.096 69.6461 71.1963 72.7464 74.2966 1.4394 2.9896 4.5397 6.0899 7.64 9.1902 10.7403 12.2905 13.8406 15.3908 16.9409 18.4911 20.0413 21.5914 23.1416 24.6917 26.2419 27.792 29.3422 30.8923 32.4425 33.9926 35.5428 37.0929 41.4112 43.0721 44.733 46.3938 48.0547 49.7156 51.3765 53.0373 54.6982 56.3591 58.02 59.6809 61.3417 63.0026 64.6635 66.3244 67.9852 69.6461 71.307 72.9679 74.6287 76.2896 77.9505 79.6114 1.5502 3.211 4.8719 6.5328 8.1937 9.8545 11.5154 13.1763 14.8372 16.498 18.1589 19.8198 21.4807 23.1416 24.8024 26.4633 28.1242 29.7851 31.4459 33.1068 34.7677 36.4286 38.0894 39.7503 44.1793 45.9509 47.7225 49.4941 51.2657 53.0373 54.8089 56.5805 58.3521 60.1238 61.8954 63.667 65.4386 67.2102 68.9818 70.7534 72.525 74.2966 76.0682 77.8398 79.6114 81.383 83.1546 84.9262 1.6609 3.4325 5.2041 6.9757 8.7473 10.5189 12.2905 14.0621 15.8337 17.6053 19.3769 21.1485 22.9201 24.6917 26.4633 28.2349 30.0065 31.7781 33.5497 35.3213 37.0929 38.8645 40.6361 42.4077 46.9475 48.8298 50.7121 52.5944 54.4768 56.3591 58.2414 60.1238 62.0061 63.8884 65.7707 67.6531 69.5354 71.4177 73.3 75.1824 77.0647 78.947 80.8294 82.7117 84.594 86.4763 88.3587 90.241 1.7716 3.6539 5.5363 7.4186 9.3009 11.1832 13.0656 14.9479 16.8302 18.7125 20.5949 22.4772 24.3595 26.2419 28.1242 30.0065 31.8888 33.7712 35.6535 37.5358 39.4182 41.3005 43.1828 45.0651 49.7156 51.7086 53.7017 55.6947 57.6878 59.6809 61.6739 63.667 65.66 67.6531 69.6461 71.6392 73.6322 75.6253 77.6183 79.6114 81.6044 83.5975 85.5905 87.5836 89.5766 91.5697 93.5627 95.5558 1.8823 3.8754 5.8684 7.8615 9.8545 11.8476 13.8406 15.8337 17.8267 19.8198 21.8129 23.8059 25.799 27.792 29.7851 31.7781 33.7712 35.7642 37.7573 39.7503 41.7434 43.7364 45.7295 47.7225 52.4837 54.5875 56.6913 58.795 60.8988 63.0026 65.1064 67.2102 69.3139 71.4177 73.5215 75.6253 77.729 79.8328 81.9366 84.0404 86.1442 88.2479 90.3517 92.4555 94.5593 96.663 98.7668 100.8706 1.9931 4.0968 6.2006 8.3044 10.4082 12.5119 14.6157 16.7195 18.8233 20.9271 23.0308 25.1346 27.2384 29.3422 31.4459 33.5497 35.6535 37.7573 39.8611 41.9648 44.0686 46.1724 48.2762 50.3799 55.2518 57.4663 59.6809 61.8954 64.1099 66.3244 68.5389 70.7534 72.9679 75.1824 77.3969 79.6114 81.8259 84.0404 86.2549 88.4694 90.6839 92.8984 95.1129 97.3274 99.5419 101.7564 103.9709 106.1854 2.1038 4.3183 6.5328 8.7473 10.9618 13.1763 15.3908 17.6053 19.8198 22.0343 24.2488 26.4633 28.6778 30.8923 33.1068 35.3213 37.5358 39.7503 41.9648 44.1793 46.3938 48.6083 50.8228 53.0373 58.02 60.3452 62.6704 64.9957 67.3209 69.6461 71.9713 74.2966 76.6218 78.947 81.2723 83.5975 85.9227 88.2479 90.5732 92.8984 95.2236 97.5488 99.8741 102.1993 104.5245 106.8498 109.175 111.5002 2.2145 4.5397 6.865 9.1902 11.5154 13.8406 16.1659 18.4911 20.8163 23.1416 25.4668 27.792 30.1172 32.4425 34.7677 37.0929 39.4182 41.7434 44.0686 46.3938 48.7191 51.0443 53.3695 55.6947 60.7881 63.2241 65.66 68.096 70.5319 72.9679 75.4038 77.8398 80.2757 82.7117 85.1476 87.5836 90.0195 92.4555 94.8914 97.3274 99.7634 102.1993 104.6353 107.0712 109.5072 111.9431 114.3791 116.815 2.3252 4.7612 7.1971 9.6331 12.069 14.505 16.9409 19.3769 21.8129 24.2488 26.6848 29.1207 31.5567 33.9926 36.4286 38.8645 41.3005 43.7364 46.1724 48.6083 51.0443 53.4802 55.9162 58.3521 63.5562 66.1029 68.6496 71.1963 73.7429 76.2896 78.8363 81.383 83.9297 86.4763 89.023 91.5697 94.1164 96.663 99.2097 101.7564 104.3031 106.8498 109.3964 111.9431 114.4898 117.0365 119.5832 122.1298 2.436 4.9826 7.5293 10.076 12.6227 15.1693 17.716 20.2627 22.8094 25.3561 27.9027 30.4494 32.9961 35.5428 38.0894 40.6361 43.1828 45.7295 48.2762 50.8228 53.3695 55.9162 58.4629 61.0096 66.3244 68.9818 71.6392 74.2966 76.954 79.6114 82.2688 84.9262 87.5836 90.241 92.8984 95.5558 98.2132 100.8706 103.528 106.1854 108.8428 111.5002 114.1576 116.815 119.4724 122.1298 124.7872 127.4446 2.5467 5.2041 7.8615 10.5189 13.1763 15.8337 18.4911 21.1485 23.8059 26.4633 29.1207 31.7781 34.4355 37.0929 39.7503 42.4077 45.0651 47.7225 50.3799 53.0373 55.6947 58.3521 61.0096 63.667 4848 mat :

U N 0 round vectorize :

RGB 1.25 U * 0 U * 1.75 U * 13 mat :

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