Remove all Black Pixels A.iterate getImageData()
B. TypedArray.copyWithin
{"ScriptPreparationCode":"\r\n//our image\r\nvar imag = new Image();\r\nimag.decoding = \u0027sync\u0027;\r\nimag.src = 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ytNH\u002BsKgtAaBztHSsV64rqGrIqmqw8wkIyykY2jhomZqrGhgZWNsCwdTvJwPBwPFjISElPT1Da5ubDx\u002BhaOghwFD3HwY6\u002BousbBBOIDqfp7lAx0DPzMqiqaujpm/ygJdfUd9AzczsFhcX8AQhFfvnc8OQKIBdsGSqGVPP0P0kgn0b8hWAyych\u002BYhf4PYjjkecPMh5GHo0y6Wr/CLit9gf08GGIjHDQezMiX8ZUQ\u002BXFxjQzNdvwLHyARfP9aMLUSf9jErG8SynpkAzaAwgsl29ISmnqKprwC0qLiAtb2DnCOIRl9S3sgEzFpSWvfaAHeDmERF/zCcoKC2jYWTMLynFBNUbiZnCdhl2HhAtHQOEAdS58yBwaC4BAQU1NQ1DAwVtfefAEF0b\u002BxtcXNKaWtaubhBMaWiRKx1AMOxCQDAcCqjjx1fv/nGB4zJfvMIvLsnOx3\u002BfmweCxN177EyMOAhdl67dFBSTvH7/IQMkcgorbEbYmKdm/0X0rxcn0EQopMBLuCUldWysDWxs5JXVmCkXgQNAExpQef1eiKkToRk0pkPjBCWllbX1hGXlOUUkFPQMTV3c5XSNJFXUnHz9FbR173JyA9z8ktIPufm4hETl1TXl1DRuPGCHuh5DpMBeBAcBAjMb8M1y7eatx090zCyUdPXFFJVlNbR4pKRd/EPLWtrl9QwfiIh5Rkam5BUEhEYAYZAo4N1hTcB9qSclAGLq7cg/iS7QM915\u002BFhAQurOE847j5/cf8x59cpNJgYsvDXs7ULiUpdv36WBFSCzAMQkKE2/s4SfX/9yEFOwFAZGLCOZIqiipOtgp2djo6yhDUdGMDaqGQMf1KxJRRZEHadOpNowNIbjLFRyInIKvBJSstp6SoYmSoZm4pq6UNUZ2znc4eS\u002Bz80rJCMH5d19Th4\u002BMUlBMan7j7kwUONfoEedoz1Pj75\u002B58ETXkElfXMH39DsivquyYXApMy7AuLiWgbGbj6mTh5a5ra3\u002BQUNnV3t/f0hZItKyZ2nY7xy9fqly1fp6BmpqwoVHvXWzeMP\u002BA\u002BKEUd8IiDELSp2j4sbPuM9dg5WlstYBhzEiRt37gPEEIfAiTEE8pkT/2JiwbNA5kOzsvIqykvr68rr6qpo6lxku0o9Oh9DTEWWOsvJKdAAmkFjERl5RW1d8FpxJTUjB2dVE0tpXUNFY3MX/0AZdc3L9x6AB0OWAClq6kgoKOMpbCTWy9du33/MzS\u002Bjom7r6uEREGzv7iWkrB1fUJZUUuUTn\u002BYSEa9iYe8UFusWm6xv48QroyihpWfl46dtZWvh7IpnvQTVVEpqurGJGawVuC\u002BsElIgsrD9hE4MBwdeUXEOQaHHAoIA8d2Hj5mPCjjY86/evAMQA\u002BLky1cZsQQ0E56ZwHJq9l9E/3IQI4\u002BywVMYiWReWRlVc3NZXV15Lb3H/CIYJiwBR6RQWKgnzkB4MoUJDptEEuQMNrZLAC6WSAEHQp2jAU9VMzHllpTiFJcwtHewcHOX09HVNLdwDgwCL37CL84hIM4uKA7enFRSXjs06haXwCevpm3jbOrh55uQFpVfnFxWnVRRY\u002BDh4xQeE5Fb6B6VEJVblFJSFZtXklFe5xIcpWRipmhsauvjb\u002BfnZ\u002Bfja\u002B3paeTgYOHi4hQWqmhoSItHvhoEHwSHwTOTWTB/eyaGvRHSCDWZwEej2vkFGro7T7gEpGTuPeF6\u002BIQbSrrbd\u002B7R0NLjIWacO3/7/gM5DS0xFfVbHNxwMKGQmMl/DmDHezgIpsDL4zf6GfQvmInxOCyJmok1LS1ldHRk1LUFJOVYWS8yMqKJRDL16dbQwVgicnM7M5kCfOOO\u002BobEchGiMB0aDzYsr6snKK\u002BgZGBo4uSsZWFp5ODoEhRs6uzCLybHKyYrpqiuqGfiGhIZW1CcWlEdkpnjE5sCAlhBYdkFIOfoeI\u002BEFKA5uqDkWUdfdk1TVmVDUVOnc0i0qom1moWNqrmlU2BIcFKqT1R0XE5ubHa2pbu7nJGhnJ4elpWNjgkLtknEI4/jJvz3BP9XClADiKlDKtBQYj7iF\u002BQVl7zPyQ0lHfsT7qvXbiD3zeEIDHT012/fUdLRg/TPJSp5AY2DNyX9\u002BdhF1RnEP5cwCMRQVz3k51c3NZPS0BRVUAE95uCEgzK1D0AUZlboVOS\u002BHOiSo\u002B6BUgbyIoqG/tq9h/qW1oLySkIKyrrWdsaOLvq2Dp7hUe6hEVIa2twi0grahroWdoZ2Lq7h0a4RMc5hUR6xCeEZ\u002BSGpOSHpuaEZeeE5T73iU9zjk/NbO3MbWhvHpuuHJgqbO7OrGj0iE9Qt7C09/PUckNmDU9NDU9JDU1PB4\u002B/zC0iqq0tqa8NqX7p1ByotPI4MH4eBgenvcGIQYEf9jHDYgZdAMPgxn4QU5PgHXDy3Hzx6yMEF2wGmY6FawGJZL19R1TeEjyytqUO6dBW5XfPP3y6BRcHwGGLqy59N/3IQI19bwFPO0TJcuXNPQUtHWk2DV1qOX1ZBQkaWxMJKj8ZgCIiRgOAgC\u002B2hV6Ajke\u002BTEcjnGDFYZjYZNQ0TWycRZTVFA2NTF3eQlaePvV\u002BgirEZn6wCsGtk72rj6e8dFR\u002BVUwBOHJX7NDwrLzqnKLOivqStp25wPK2yLjgjt6Ctq3p4vH1msWN2qbS9t6J7ECg3cPTwjkm29wtVNrPyik30iIpLKS0TkFdC0dNziIq5hYSau7qp6BmwXL5GT4c\u002BuvpIAJuknqb4m0TlDPAFcGEEaIYa8fqNW1CM3uXkBohv3nsIEFO5RHaSo0uUKvqGRo4uWhbWsCfT0THA1qFSe1LfnfLP1r8exJAKiCxgY5ANxKSR4kxYUYVHWk5GVeUm\u002B0NasBciCbCFTkUMGEnGLJCDz9MzQWXGfPUGv4Sslaunir6xtJa\u002Bgb2LvV\u002BwlaefuZu3mqmVqIqmlqWdibOHrU9gQFJaSmkFKLmkPKu6vri1s39hvWV0Jr\u002BhLSL7qXNEbHxxedfSWtPUXM3gWHF7D0wPSM40cfWx8Q0BaVk6iGsZ\u002BMSnukXGGjq7o4jkO7wCAfFJJi4u4YnJ/OJSDBg8Buo6yMRH907AjnfqY/6ojiFGjjZ/fkIK\u002ByMOqEevP3xEhfj\u002BoyewJ8NfYTswYSA4k5X1DPTtHA3snQB01LkLsIhjZKEZVTD\u002BM3P8rxcnkMTGDARAqODk4lfR0ZfT0RdWUhVXVOAUFmIik5BvyB1BzMzMCsSDB0MOxpJYbj96wiMqpWVqae8bIKdtqGBkZuDkZu0baO7pC4d\u002BOQMTGT0jU3dvHXvn6LzCgsbW/IaW/Prm2v7h1vHp/sXVmt4RKNpsA8Kk9UwsfIOqB0Y7Flaap\u002BfLugfym9rDMvN17F0tvQJdQmM0rRztfEMi84pcI\u002BKcQqNtA0LsA0Mjs3MhH/vFJngEBF\u002B6fvv8BXrk0iOBGTwSDho0DMhFkL9JVOCANpgdRoBmgJiXT4BLROzq/YeQiW/dZ799nx2yBNIST6Sho2W5ckXFyFjNwgrM\u002BCEvPwp1HpZycoHUIxiMn0H8zxVy8RaHPCSKiQF7\u002BdINGUVVZUMTCS0dARkpYXnZi7dv0eKwVGMjkSgkApmGEQP57wEXL9TsCtr6Jk6upi6eigamOnZOZh4\u002Bxq6egDJArG5pC1OA6YSSsqr\u002BodL2boC4bnB0ZG0LOM6oqHGPiAeLdQyJ8oxJKu3sm9h9UT8\u002BXTU0BjT7JWcYOHsaungZOXuBGdsHhHuExwWm5jiFx0Dj6LziiOz8sIyc8MxsQJmTT\u002Bg8LRM1S8CnQCI7hRlD\u002BpszKJU5Km0wDkMoCYSERR8LCN18xHGXgxMgvnrzDkAMfEPteO7C\u002BduPH2lbWikamxo6uz4SEEKdOw8zU\u002BelLo16/QXGzyD\u002BJ4uEPJSEQmJlpGHCMBL4hMWh3JbQ0eWVkZRSU7nPzXUBg2bAIN8ww6JxUPszEMh3ObiEZeWFpBU0TSzsfYJ0bRzldI00LB3AOLVtnME4gTwQYJpaWt04OV0zOFLa2dMxPd\u002B/tNY2MZP6rDI0JTOrsiG9rDajsr52YKxzbrl\u002BZLJubAoSRdKzKoDYOw45cQELhExs5x\u002BW9LTMJyHdIyY5rqgM4kfc0xIwdcjHHJLSQDANLRMby2U8EwGLRtIqGuyQ8vdkYuQMzJ9vXwYBr6JiEo/4Be884QKIIU6wXbkOEyFRwP6MOn/uiaCAkYOjgpEJQMwhJHIMMVWwNNho1HDyrw4xngD9AZwdGQCZ\u002BkRULBym4LAO8fQCPRMaTwLRwmuWS5i/\u002BCwwag9BooX2dExYOjQe2uPRDBQCVOMY2OjnoMBnuaKgaaBhZC2pqSmqrCyqKHvz8T3UeRSFBbnTDc1EuPyQXUxF9YGAoKy2jpaFpY6VNZRWivoG2nYuxm4\u002B6lYO8kYWlj5BwWk5Kc\u002Bqa/pHgd2W8en6obHagZG\u002BxVVIwxAtUp5VhuQUZDe2lnT3N4xOtE3P9cwvj25uGbm5i0ooWtq6Gds4a5vaZZTXNY3NBmXmeySm2QWHRRcUOYeGe0fGuPoHqmrpEchsKBQNsllIFDKZGdIwAUeE3QyHwV9muXQM0ymd2ibHAjShYIUdlUJCMgnst1hWFjgc3Xz8BKLCjQfs127dvXnrHjQgw4ELjUfRo6F40LW3V7W0MHB2vP6QHXWOluWXexYbdC71A8IG\u002BegghmM9hfkiHJsQhyAe4YbDwn4Oqwvb/crV6zAdAuvVazdgCDo1\u002B7GgPdTdYAxAMHBMYbsM0APHrGQChUxEo5EvvtOjcSg6zANuIVM7VxFlNRElJTktDSlVedarFy/QM8CaXLp4U0RJ\u002BS4vn6S6hpmLq5yOrrqpmaG9g4KePuALHGtYO1r5BsMRP7umqayzv3NmqX1qDiCGINELkXdsKqmk3CM63sY/OLak/Gl7d1X/SPvM/PDaFjSLzM278oRLTEqZT1T2yt3HDwUksqsan//q38r7Rgy9/L3jEwycnMi3b9MRySgGpnO0DJBBodaE1QaIkc\u002BII0AVCgQjFDL911OwTunkNvmuYDeAyITUbeCpF9kgUN3m4ISi7c7jJzfvPrhy9SYTEwb2Eww9mpHCpmRgrG1rq2ltrWJiTLl2nZ4B\u002BdOpBf5sOoYYRj46iIFR6hAABZRhLamnumAcKg/qqjMxMTEwMGAwGGbmH3QCqg2Do0Mhf\u002BPOfWl5JUExKXBiJkZ62C/w8I9AIrFcRNEy0mHJMqo6qibm0ppa0uqqGsb6nEL8qPPnweo5eYR5pGRvPOEWkFOU0tAWVVbTt3XQsrAWU1FXNLKMzimCcq1hcKK0taewsaNtfG5kdQfwbRyZgCF4bXxhqUt4tGNIBOSBtrml4vae1qn50a1d8OmnTW2OwaHsYhKKGga8YmD/PKJKWjG5xU2jM/GlVXqu3iEpybBToRgZabAYiLyALnxeCvxjZoVNAfkVzJhCYUEzYgBE8Etqj35XpzbLsWBPgIUAwXgs8sROcGLWmzfElRUhEN/n5HnIzQtx4tLl67CrAOK0F\u002Bju8gpoW9ooGxsbOztLqKgwHD3eBd761GJ/NkH/wnYAfYwQg31SOQYhz13EII8RIZJYsEQKZAnUuQtAMPKISQKOGZqgke\u002Bvf6\u002BQUIsjQD8xYgn3Hz3R1jdSUNVEEggGIfhP1zJYLsKUCwyY6/ceG9g6y2rrCcrLK\u002BvrahgZoplZ0CQ2TgEJTQvrwIRkQwfnRyLiwkqqCvpG8nqGxk6uXtFJgC9Q2zW9BBCXtfcNr2yDwH3BZTtnFqr7hlwjYqz9gqLzCsGVIQQ3jE4Nb\u002By2TsxAxoCs7BoeySktKySrfJ2d6z6fiLVXYFR2oWtEvKlngE1AuGdo8A32h6gL52mgAiUSIEFAdMDjsYywR5OR25VAyMVFyEsYHAsF\u002BT7I9\u002BrUZjkWQAx7OFgp9UwzHHmgHoCq4Nq9h4/5BB9x8d64\u002BwAKO1gC9WYj\u002BNRQAcOxyMbdk0tE9DzkOth9ft7se1LHEMP4x1fYEZBTkkdn4MFv4CjJTCCwEYkXUefowTK5\u002BIWZL16ho6NjppDoL6AuMp/us2PBh4SlQVdBliCzXuLmFxKTln/AwX3j5m1wdCDgPB0jCEdihrhMoLAq6ZtrmdtCThBSUJBWV8ddvEy4fFPT2Ka0uWN\u002B72VZa5ekhu5tHkEeaQU736DemcX6vuHOidnansHqrn5Q89D4xPpO/9wyZAkgeHBlI72iJiwzF9Iw\u002BC4E5dyG1tGNvfGtg8qegbqBkZLWTnE1TT5ZBRVDc2EFNRNnj5zqJogTXrEpblGJvokZIXHxPGLirDeuY5gpKDo6oJkODiJoJno0hsTCevHqNdgJ4YOAGcMejeg7W4Cq/7Zt/7uQBpDUoGZAtga9kAzyLIFb7By8QmL3Hj25/eDR9Tv34a3hT1x8/Fo2dtJauhrGpub2Tldv3YVNh0D8nWX\u002BnAKCoX/hU3x8cQKHBYgR\u002BMB/iCzMzFdpafEoFBPh6j2v8ITc0mo\u002BUWnUORpgFPkBAQzTcW\u002BdEvQxODr4MUBMy4g5\u002BlaChKKaFtfRA1KhLLxy4zbADWEDUABP4hCRVTO2llTXggTMKyv7RFxK0cA8u7wBLLN5dLJ3ftnY1fMqJ6\u002BisXlYRk7j8HjL8MTw0jrQ3DoyCeN9s0uTG7tdk3OQJajnJSJzCjKr6sCDx7f2wJXbpxYGljdhWD84ChCHpmSCqXtGRLtFxAQkpVV29zcOTaZX1BW39rRNLjzr6A9LTFU1MFIzNBZXVOYQFLrN8eTS7VsA9AVGRog6kOjJrGywuaAj4cOCGZ/87Cd1ctueFGwc2MgQrMhECgMDE4HCLKuuxiMhxsEjABAjl\u002BuecF\u002B8dhN2HuKlizqmJsqm5rDCZg5O8krqgC/4C7jM33GR5ScUrD/0L2yBjy9OMJPg0AlrBnUVEMzISL5wAc/LK1naNtIxtVHeOpBZWmvt4k1ivXzuPA21C79X4FbUv8JiqE\u002BwBBtW1tARl1G485Dj1r2HopIy/MJiUCnCtrhAQ8d8k0NCVVdAVllSU9PW19c/MTUuv7Sya6Rnbqm2f3ju4BA4i39aAg6aW9sYmZ3fOgLWuzW8tNo4MNw2OjGzvTe7s981OQM2DGkYnLigsbWiu39iex9eNgyPD61uA8G1faM1fUMAfXlbd2lzW2FdY3BaVlp5dVXvYFZ1Y05t8/Teq92vfjuz/9ozLE7ZwMLQzgWsWtfazsjBWdPcSkZLm0tA4NKNG8AxpFgiMwvsfic/9Xd1avMeC1wABE4MENPRMTzkeKKgpXmbk4NPUAwOdwAxJAoIvpDIReRkdc3N5IyMdaztjK3t7txlRx5RjCEip32Ipxf7c4oKMQw/OogZmOiRGyGRTQxWewmFYrx3j6ejfXRg/V3d8Ept/2zfzHr74JSJtSMdGg9J4FSfHQsIppoxcuMOFnkw8JWbd2UUVWWV1GD48AkPJ6\u002BAgKDwvfsPL12Cd0GRrrGbOHo5\u002BIdEZ\u002BVG5eSFZ\u002BUllVRlVDRB8G0anoKibXRt9\u002BWv/m165yW8BE1t7kxv7QLEnRPTQ4srADGM90zPdc0uQurtW1wFfIfXtmaB/p4BmAg2PLi02TwyDdY\u002BurIJaaRrYrq2uw9KQGgM5l3Y3Nk9t7L27qvxrecLz98Z2LkLK2qpmdiKqeoom1jrO7qC9BxcSquqsp8\u002BvcPOjpymPbqyCNEL0tGpj3\u002BsU5v3WPAnOARBJgYBxBIysnIa6hfv3uYVEOXkEYQscZ\u002BTG0VLf/X\u002BPSsXZ0lVZSUzcxNnNxUdfSyGhEUT8DgybNW/4yLLT6iPF2IclhmLxRJJyB1VTNhrKNRlj4jC2Ze/m9p42QDhcma6Z34tv6a/oLJb29QcRYOC4gYSIRMThlqtQ6GD3JeIhA0KckkW/iezwoEPIEbjyI\u002Be8Cppa8ioKnGJCOPYLtHgmdluPeIWldcwcTD3C/FNyXKLTY7IKYrKK4nMKUorryvvGqzvGarrHmweGBucW5lc25nbfr7x6rOdd1/uff7l3M7\u002BwNzi4PzS5PrW9ObO2Mo6jA9Mzw/OLEyvbW28frf68jXw3TszP7qyDg2A2t7pOfDvwYXlrpm5voWl7tn58e2dvqXl7vmFuqHh2ecvhtc3BlfXlt\u002B8lZeSoz9Pdw51Ho1GX7l29S77vSd8XDauDn2Ts6MLK/yS0qjztAxYAtS7ZAob7POwux6L6rKwMYFU2JlhCnUcWAfoqQeoP9XHQADq/O377Kpauhz8guw8/EDzjXv3kMdvEsh3H/MYWTvJqumrG1rZeXmZODjgWS\u002BiLtDBJmVixJGJLL/4F0Xhg4A\u002BOogJeFYcMEhEw4ESdY7EelMsuah7Yu/boYXdvvm1/uWVwZXt8vbxmo6JyORU8iXERYBX6A7AlyrAGjmBCsuAbMKMPI4EMhx0NhOWhCUwC8lKSigpCsnIkq5ex7JdU9A19Y1K9g5PtgmOtA\u002BLAXyj80uB4Ny61uTS6qru4dqugZ7J\u002Bab\u002BUYAYhuUtXasv3m69\u002BWL/i6\u002BA0Ym1zeHFlfHVjZmt3amN7dHltRHIEjMLE8vrSwcv53cPgNeB\u002BSWw7dntPWgGbcZWN0BTO3sTWzsgKrVNY\u002BNDa\u002BtjW9tdc/Pt0zNtU9NuAUGSiip3OTgxRArqAg2gdu7chRs3bkgqq958xMEINQ3LRXBi5ICDxiIPRD4qcY43I7V3qeMALgyhJQyhGbgDIM7GBuUywjeKhlZQTFLT0PjGg0c8YhLcIsK3Hz\u002B6\u002BeixhJKKkbWDpomVmoGllYuvrafnPS5u1AVaJjyJmeUS9fajX/w7dh8pxHgcC5EIYQ85O4ZCEWTUHPNrx0s65wbn9iY2Xw6v7cwcvOuZ2\u002BkcX2rqHnjExwm9C7yC40KXgBkDzYj7woGGRKECDTaMPF\u002BCwsqIIdIx4h4LCEoqqzzkE\u002BASlXTwDQ5JzLTzCTV19vNOykgorkyrqE8sqUosrmwcme6YXGwcmmrsG2kfmQKOK9t6ntY0Dcwuv/jy16\u002B//f3b3/x\u002B\u002B93ngCngCwIzHllaBScGfIfnlsYWV6kTAWKw4fm95wi\u002BK\u002BswHFleA4iHV9fbJ6d75hY6Zmbrh0eq\u002BvoXX73uXVwCSwaIYYpjWKSNf7CFu5e8lh6EH2aWy7TnGenO0aMuXIBADIcqHAmiFyMzMxmqW8i2VIipHgwjVLtFtuef72qAIfwJmoGAXfAIoBkyyfU799V19IWkZDmFRYVk5B6LiFBu3ZLT0TVycFTUN4IgbmDr7OQfKigpTYPBQRiGLYk8pgi5H5\u002BC3Eb3nR78OQWfDvTRQYzFUABiCjPyZczztCzWrgnpz/p9kp5Vd82Orr2e3n\u002B/9PrLye1XgwvrbYOj1\u002B49gGAHHwMa09EjD\u002BeDjoGX0FsANFjU0bkn5AkpJJaLGDwFEgXqAj23mJSJo7t/TFJAfJq1Z5CVR6BTcHRcUVlyWXVgWnZpe2/b5HxEZoFXdFLv3Gr3xBxAPLq00dA73DU\u002B\u002B\u002B43//7Vf/wn6OXXv1p\u002BfgghYeXFq/VXbyFaAKPgtRAk4HA/ubIB1ouQvbwGNrx48JL6Esie2z3oGJ/KqakrbGrpnJ5tmZjMb2wCaudevOycnQNjBkuuHRyyDYww9wrQtXPVtnLUMbdV0DTg4BEisV6lx2IZMGhG2EwszCwsFAoZaMWAYNMBmtQyAMapvUvdpEAwbBYYga0EQyruICgNIRvIq6hrGBhff/iIR1zyibD4Q1FRDSsrOQMDGR0dTQtrI0cX2JGUDE3oMXgaRgyF7TJsTziyUchsf7oX9L93388s6gf5GDMxxAk0hg6ghGLMMzgvLq/NKSI3JLmiYXB19uDrmRdfTO69HF3frOvsvX7vCTgxfIzLV65B38Ds0GHwEjGko3CMXNPCQF5EvlkEToy6wIBiIulYOoal5nhFJhg5e5u6\u002BYWk5kL8zW1oDUnPLWnrKe8aAILzaltahqdWDz8DgnunFgDfhd2XEIXXD9\u002BDEz//8KsXX3279faztcM3kH0B4oW95wA0GO3sxg4QPL\u002B1B4gD2VD8AbXgxPBXeAnNAOiihmbP6Ninjc3wKcB6G0ZGwYNHN7eQsLS6NrW3H5qZJa2qb2TjZuMZZOHup2vjrGJmBZIzMOEVFiaxsV2gZ6BjoKelpUUzMTBTSISjk5J/\u002BuB/TsPU7UnNEiAq3NCMaslQloGt8giKqOoagAdfe8jBKS6lZGCsYmEJNZy4pramta2xs7Ops4uqsck5DPJt56OncyCmwMJ8CZyYESL5GcTfKyKBDQoOJjQtxAkC\u002BY57YE5oaq1dSKZDQGZMbmvd0Nbk/udLb95O7W63Do95BsbQMjLBMRE6FflGBoUZRyIz4fAkFlYgmMox2DAIuU3iAmx1ZnPXAK\u002BIZDP3QANHb\u002B\u002BYlMCUbN\u002BE9NCMfM\u002BYhKrewfKuvtD07MSiZ8sv3ux/\u002BHZm\u002B6BzbAYI7pteXNw7hJJu5fkbQPngi2/Bid/8\u002BneH3/waCF7cfwHIQggGu13cOZjb3F17/goQh4kL\u002By8QG97ZR/je3gMB0xXtXYlFJc2j4xAqANyFw1cjG5vgwRM7u1DkQXmn5\u002BR84z43B58Ej6gcn7SijLaBtr2DrpOzgqmZsa29jIq6gIQU29Ub8HmhC\u002BnpGanXIMFuqbGBSjCVZircgDK8ZGZhgzYQJGho6VG0DJyCwur6RsgNxA8eC8oraVna6Ns5q1vZwa6ibmkNBmzn6S0oLYuipUMxMAG1OCwJDYc9PAWPI4MNw1Y9ulvrdA/\u002BnPpIIYbC7qhqRs6yAcQ2bokBCRWm3gn2ftmuYcWRuW1DG693v/166dU\u002BUkVNb3v7B7A/4QSOQfRoDJ5MQeMJADR4MBMTBoPBUZgvQjUNx00yy2VdA9OwtCJj5wB7/5jwzCL/xGzv\u002BLSQjPzQzILagZGkknJb/\u002BCnja1Ng2PVXf2jK5uQIqCeA4hnNvfHljf7Z5Y2X3/\u002B5ld/AAGywChkCSjvIBwffPgaBCOA7/Lei\u002B3X73fefwF/XXp\u002BuPziFfgxeDYEaMAdXHkS8vHGFmhweRWKudV378GGx7d3YBxoBvkkJJq7eGma2YiranCKSDwWFBaQlpVW01AxMJDTNlTUM1E1MJFR1RKXV7p\u002B5wHEJOqPNAK\u002BVIKpuQI2IIwDtcAxdRy5be3PvxDKwS8IBPNJSN3n4YN30bdzNHP1ElXX1rRy1LN1sfMOdA0I4RYVR9EgF51he0JyoJBYWSgXgWAGegwSi0nUJ3Gd7sGfUx8pxBg0GYvFkinIsx3omS4b20YEJ1ebeMWbuyW7hT3zjqtqndna\u002BvbL3a/fTqxtjs3ur25uPS0ptbS1u33/ARTaf7q1AIennmWDZIzFkcCm6ZiwYpJyxc\u002BqTFyC7fxiwzJKQ9IKveLSw7OLU8vrClq7U8uq1Cxs1C1tC5va6vuGS5s7arsGwIbbhichFoMTT67tVLX3Vnf0gQ0vH7yGgNs9OdM7PQd0vv/dv7377R\u002Bef/nN/hdfbR6\u002BXT043HnzGUCM2DOA/vI1xGIwZgjEgDUADRPX330GBEOcgHoODBg0c/C8Z2Fxev\u002BgdXIKlNfYBChbeHmZODkbWFipaGhLyyioq2tqmNtZewXq27ioGpjJqeuZ2buExiRdvIF8sZ5KJwi5Y4QJcQHAl0ozFWLYvPAnGLl1\u002B66\u002BudVjAaF7XDwK2vq23n7gwSJqWrAFIIJbuPr6RsTxicugztMx4ZAcAsc0Mg45FwEc47EkEhHBFwLG0enL0z34c\u002BpPEFP/\u002B\u002Bt1ain/BCG/BAGbiY4Wtv8lNV3bkMRiO790c78w\u002B5BMp/Diyv61L//zjy\u002B//Wbz5auFlf32mfm26YXK3pGkokoFLWPUeUao3llxEI4hWmOQ22FJbKgLmBsPeMPSnzqExDuGRAckZwWl5jgER2XXNNcOjJe09T5t6gxOzYSOdA4Krezo7hyfaBoYbO7vr\u002BvqKqlt7xqZHZpZHV/ZAjMeXVnfev/\u002B4KuvgNG9z78E933/699/9ps/vPrw7YvPvtp59X737eeQKCBj7H72AYH19buX3/x658NXO2/fzm9vrz1/uf7qNfwV/jS9tb/17sPk9u7E1g4Ml1\u002B9mTt40bew1DYxVTcwVD44VNY3kN/U6h2XpGltr2vjCMWoqpGFuJqusYu3fUikT2qmXUxMSGlJZne7gLnR1Zt32J9wX7t9j8DMdvn6LTaWy9gL6IsYZhQNiomAfMuTmYycRAdnvcXFpWJuepVL4L6IhIa1vaVPgIKJqbS\u002Bga6jg4GLs7O/v5Wb22M\u002BgXN0jMi920QWzF/9kJSfl5P/0kcHMcQspOw9uiGdloEoLqcXnFBk55dq6BrgEJpl5Z8Vldey89Xvv/iP/9h69W5mebdvcb19arFmYLJhaK64odvBM\u002BDBIy6o9ugYaIlkEjMzKxOacI4Wp21qH5pWYODi7xGdlFnVaO4VWNTSXd03qmPvZuUbUjc40TuzWNszCAS3j070zcx2jY439fU19PQ0dA1PLG2PzK33TM7PbT/f\u002BezD2qu3Q4srYMBAMFjvq69\u002B9eKLr/fefP7mq1\u002B//vJXECQgTsC6AeJI2ffm/fOvvt374qu99\u002B9Xnz9f2t0HiJFosfd86fnr1cN3M3sHUzt707v7S4evYTiwtNIxNVPW0fW0vTOlqiazBvmSaeqzSjvfIGktfV4pBQl5dSllLWkVbStXT5\u002BoWBtvPwMnJyUzU3V9Q0VtHSEFBVVj4\u002BjMTCsXV6jbUOdo9SxNb96/izp3gRaxasydx09UjIy4ZWUFFDXMPHz0HFykdQ21bOx07R117Oxcw8NNHBxusD\u002BCEIyUbQQKQEwmsvyVj3D9OTk5qY8RYmrZS8AzI9ecn4j6ROY4BWWaeYS4hGVZ\u002BqZZB6T2Lx28/f3/Wd47HJ5ZbR9dmNl5N7jyorxrsqp3un1iKSn/mZSyxgVGRjomNFjJORo0ke1WWEKWb1yGfXBcUVNXaFpeZkVDTnUzy31OFJY5sbBi\u002BfBzgHh4aX1keW14cWVgbr5nfLJtaKhlYKBvYrFzeAaceHJtDyCe33s5t/sCyr6N1\u002B9effubF199C8kBqF3de3n4xTfvv/3d/vsP6y9eb7x8s/nmPcRlcOKDL785hJYfPoAZL\u002B7srR2\u002BglAB5d3m2y9gaUDw7P7zRTiqvDiEgNE7v9gztwAQp1fVZtc1JpdVxuQXQaEZlVNg5eknpqr14AEXHs9KRwdZgeXqlVtXr9y8yHrlxrXbzNdvYi9fufT4sai2pm1woLiu9jUursDExJW93ajkJCYCAXWO5gmvgJyGlrS2tqKxsVtojKGDq66Vg46lvaa5lb1vgG9ElKWL25U79\u002BjxRLBhxIVJLFDM4TBIID7VTd\u002Brn5OTk/oonfjocjGZxAoQEy/es/OOcw/Ps/SMMPeIsvRLNnSLLmgcWHvz9fLBu9n1g66xpZmtN7N7H9qmd0q6pioGZhpH5yp7hnXMLCDwMRFZUeeZhKRVUgsrPaNTU8oac6saY7ILixra7/GLoWjQggrqXZMLw0vIzQwdo9Oz23tA58z6Zt/kdNfIaEtff0ldS0p\u002BSWP3SN/0cvfEwurhZy\u002B/\u002Bf3O\u002B29f/\u002Bq3QDB46sj88tji6tr\u002B4cbz19uH756//3Lr5VvgGMwYYgMsDQz7zW9\u002Bf/jVkRkfvFh\u002B/mIBseFDgHhm\u002B2Bme49689D42mb31CzsRfCyaXCkqncwt64ptqA4JD07MCXDPzEVFJicbuXkKiIjD/UcHOvPoWggOzFeoCcyILnpPFgvAyOKlhZ98zqPkoJNgH/n7ExhVbWsugbqAg3l2g1VAyMtC2sdOwe7gCBdG2djBzcoH\u002B29AvwjYn1Co8TkFFHnaUFElovMF69AbQHlBBaDPLEYeRzbd3rqu/o5OTmpjw5ipByBKpuA/FoyDT2OBnNRy9zDJ/apS2CSiUuIS3iGkXuUe0x\u002B88ja2uGXqy/edw7P981szux\u002BMb73oXF661n/TPXwfPPkSvvYtG9UAo\u002BY/AUMs6Wzb1F9V0JhVXnfGPh0\u002B8iMkb076gI6OCFjZHFzan2/vmekZXC8dWiiZ2p2Ynl9anV9eHa\u002Bc3gEIC6ubfYJj41Jz43PKY5KL6jpGob3/fp//xFsGGo1wHRyZQOKuS9/9x8A8eLWPnAMrgzjEI7BpAFiyBWH3/z65Zdfbr1\u002Bvf367eL\u002BwdzOPsQMsHOIxRPrW1D2gTHDsHNiuqF/KK\u002B6ztbHPyApDWI6eHDKs8rQjBy/xFTfhBTXiJiA1LTA1DSnoCALZ1cxOQVGLAGyEyMjVMFERgYClsTGKyEDtuofm6BvZXefR4D15m3UBVo6CrO6maW5p7e2LcQGJxUzKzVzOx1rB\u002BDYMyTKwdPv1kNOyB5YEgsL62XqmXWqDUMvUMhswPGpbvpe/ZycnNTHCDGZTCYSj75DhmNG0RLEVUy9ovO9w7LsvKN94nKM3CM0bUPjClpmdj5befm\u002BfXCqe3Jpauft2M779rm9lqmNptHlmr6pwZXttvH5wPiMR0LSPhEpRU09\u002BY1dOY2d5U0dOc\u002BqiVduoS4wZhZXvPnmd8NzK\u002B1DEw29w409Q6kFxbEZOY3dvYPTs219A\u002B39g819Q5EpGQHRib5RSa5B0c6BMdGZpYNze4Dmy69/BS47t7kLlRwYMBR2H37775sHr\u002BfXdpa2D8CP156/Au29\u002BwI8e/vNm43Dw713nwHEi/svAOIjGz44Pn88trLeNjIOibxrYrqkscUlOIL6YIDI7Pz4wlKfxBS36DjPuESbiEivtHSftPTIvHz/xGQ7Pz9lPQPAFIMmS0srO7n7BkUn6Fnaki7fQJ1nOEeHQZ2nv3T3oZKJmUtkjE9KmnNErENwpFd0kndCakByenhmrpGjG/kabA0GOhwYOvLDPFCTMDHiYATwhVxHZfpUN32vfk5OTurjgxiP3AkBECM3ekOiuIDjEld3CU138Um29YqyD4w28YrQsgt3Cs5vG99cefX59OYWmO7o\u002BvPVt78Z23zbOLxY0zXeMbJQNzo7uvmidWwhODEnpbC6uLn3aXNPek1L2\u002BC4uZMHPYkNhSa6BoRtvHwHU7pGp\u002Bs6\u002B6vbekLik90DQktqwZrHGzq6QFWtnbllVUm5RRGpudHpRb7RGfo2PnrWPgNzi\u002B9/92\u002Bf/\u002BE/3nzzm9WDw8Gp\u002BfmNXQgVc6vbw1MLMKRa8tLuc8gVoIWdHXDinTfvIE5ACFl\u002B8Wpqcw\u002BcGCAGpiFgTK5vAb6d41Ojy2uD80uQbXKr6kNTMn3iksIycyEiZ9Q1RD4tCs556pWYbh0UYR8cFZ5VMLS81TQycZOLX1pDzy00yiMqTtHE4r6w\u002BA0OXm4RaVkVHSVtA\u002BeAsARI1cUl3ulZAZm5sU/LkourYsoqYUp4/lNwd1UTcwFp\u002Bav3H6Jo6GnO01NIrMgPOB\u002BdSgN86ejRf\u002BVFjZ\u002BTk5P6\u002BDIxkYBGo09CzC6oaOuX4Oyd5OATZeLuZ\u002BMfZ\u002BGTrmMbnVXZPbN7uPj8oGtmbnhtZ3b/s4mtt6PLB32jq10Dcw0TS\u002B2zG73z2/3zO20j8x1TK83jC50LG0VVjXzictfuP2G5fs/Yxrmtf6x7ZBomQvYtqKwH041ITCtraOoYGK5r6yivb2wbHAaIE7KfxmQWhiXluQYlWblHOAckQt32H3/847vf/uHdr34HEDd29U\u002BvbI7MLvUMT7b1DoMZv/nq13tvPl/ZRziGiDK\u002BvLz77t36i0Mo7LbffQ4hGCF4cw\u002B5/LF7AASDqDdzgsCPSxvb86saUovL4wqKo/MKw3PyAbjYZ2X5tV3l7SMF9Z0JTytTSqo7JhcHl7bickriK6sSqqpDi4rMQkLMA4MCUjP845LdAsP9I\u002BLDU7JinhbHllelNbVkNrenVzZAXZvV1pFYW5taW5dQUhaYnBoQl4g8GEDf8N7N\u002B0y0aDQjDnIwVNgAMTVgnOqm79XPyclJfXQQH13ipxCwLMh3vzD0dEyM5MsPTG0ibHwTzdwjXUJTbf1jQVbesY6BGa2j\u002B\u002BuffzG\u002BddA5vjS7\u002BW5u87PRpZdt4\u002ButE2utY1t988/7Fw6A47GNF8uvP19//2Ht/WchyQkX7z8gXb/PyHxTREGnumOgvrevpKkeOA6JTQmKTopJzXlW19o\u002BMF7R2AEjzS2d1TWNyWm5OQXlEfGZnoExXiEJ1e3Dv/vPP7788Kv9919tHr6fWt0eml3uHpvpHJlq6hkFU197/ubb//X/vvji66NE8RJC9sL2PqTk559/BcONl2/g5dTq5vTaFjQA0Oe39kAQrwH32Y2dnvHplrGpxuHxqp6Bopau7JqmlLJacNDw7MKQzKzooqK8lpamqZnu1bX2hZW6qdmaieni3rHkmtbw/HLftFyX6GTPhIzwvOL4ooqovGdZNc3R\u002BaWJJVVR\u002BcW\u002BSekuMXFucQlxqbnqBubaZjaWHr4haVnxxc8cI6NDcvJqO3rY\u002BYVRtIAxiQkNpQl0BDOe6QchhvgHQwDj\u002BHrh8cSfTR9jJj6GGINlAIgJbHf1zYLM3KONXcJsfGNt/GJcwlKcglPN3eNCU2tHt3ZX334YXtwZX36\u002BsPP59Ma7rpmttsl1CBu9cwdj628mtl7PP/9s47NvRjf2nja18UpLCyuqCMiqmjj45JY3A8RVHd1NAwPxWQU27r5Gts7OfiEQmlsHxsoa2wurGxvbup5VNYTGJAXHJMek5bcNTPVMrMA\u002Bs/fuy89/\u002Bx\u002BAL4SQxZ0Xh1/\u002BGiAGO4eMDiEb\u002BAaID7/8Fhhd2N6dWF6F3Lz9\u002Bj1gvQ/70vNXkKQBVuTc3MEh4Asv11\u002B8pnIM00fmlweW1oBjgLi8a6Css7\u002BkrbegqRNU2NpR1NZZ1Nld1jdUNTxePTJZ1j9S0NUHBCdVNKVUtaTXtSaV10c9fRaSke\u002BXlOkUFmvg4m3lF2ri4W/s4avn7GETGOIRm8ArJIE6Rw\u002BJmZZAody6yy4moe/s0jQ23j40ximEXG2GIo9IQn5dBosmXGa5cqqbTunnJOS7\u002BuggBuEJzFSIsTjk\u002B70Yyk01XU\u002BA2MQ13MQ11Ng12C4gzjkkzdQ1xsgppn546uDbP8zvvh1d3F05\u002BDC/83nfwl7nzBYQ3DW9PbD4fGzj9fTum9W3X0Kpl1ZeK69rICSvaunm1ze11tg7GZ1RUNs10Ng/BNk3o\u002BhZYk4B1HYwDvVcYXU9CGw1v6IO8A1JzHQLiS2sa\u002B\u002BcWgF9/e//D3DcMz4LoI/Mr/6vP/7xxRffZpVUlta1D0wvbr367NVXv6E68cz6JkAM1rt5\u002BPblh28OPvsSrBdIBazhrwAu\u002BDEMwZ6PzbhzZKJxYLSstSurqi4uv9Q/KcMzJjkiuzCnrjW7tqWqb7RjZhmiUcv0cs3IXFHncFZDV2Z9Z3Jlc3RxZXheqX9ajkNItJ6Tp7qNo46Du5adq7l3kJats1NotF1gqFdMgr6jK5nCRkvHxIQj0mPwUBeiLtAwsbDwycjIqmgxEinn6dEEMhuRxALlHZoRg8P84MWO71Lxs3FyrI8vEyPvwozHIM9Ax\u002BGZGDBoBsJVWRUHU7coc48ogNjQOdDUPdTGN97aO8nQMTq3rmf3y3/beP311PrB6ovP5nbeDK\u002B\u002B7J7bHV457JzaAlceWDoYWjmY2nk9sXUIybi6a9DBP8zaMygxv6yspbe2e6Sqc6Cstaemsx8EQFe0dle29RTXt2aUVBbWNhc3dMZkFYVnFECOjMouyaxoqu4Zg3pxYHKpqXukuqUXhqt7b379v/64//brtv6JquYeiCKDU4tz63tQ2C1u7S9s7cysbcysbwOmgPXOm88AX2AahoDy6MIKDIFvcGIgGJrBn/qn5p61dEJhl1ZSkVxcmVhYHve0LOVZTU5tS05NW259R3plU0TOM/fYDIewZNvQRJBPao5HYoZ9WJxdaLRHTLJrZIJDaJRLeCzUf0CwjX9oSHquS1iUspG5lacPp7jUORQKh8OxsrKSKGQskYDcYo/DoGjOoy7Qn6NjIlIu4vBk5NZAyAkEEhb9g09aOhkhTkaL4wb/PB0D\u002BZFCjENTAGI8AQ0Q0\u002BEui8la6tkHgxObuYdbeEWYeYQB0DY\u002ByWZuCRHZVXMHHw4\u002B/H5\u002B53B268Xs9uHM3vvOme2e2d3e\u002Bd3\u002Bxf3B5eeA9cja4djG4eT2m/HVg5ah2byqZjMXX5\u002Bo5Mb\u002BieKG7tKmXoC1pLGrtKm7qL4DRuDl09q2yvaBnJqOlNKGrKq2xqGZpuHZltH5hsHp\u002BoEpgPVpRWPP6Nz24RdbLz\u002BfXNoGrMcXNoHj6pbu\u002Bo7\u002BmdWd7cN3yN0Ub94tbu9STydDloD8AJiCGUOEGJieh2QMI3vvvth69Q48GCAGPwaIs8tqcivqCmqbSpo6y9r7yjsGilt7Cho7Slr7k4prfOMzHUMT7IJibYLi7UISHcNT3GJTIQd7JaZDioD0HJH91DsuxSs22TYo3C44AkYisvL45ZQF5ZW0zawYiCzI02coJOTrzgQcCItFk0gEHA5DIrMR4K8k5LwEUltDj\u002BDxlB9\u002BYOEvBTG8F7wLCEY\u002B0jgBEBNwMIJ8hYEWe0lI0hQgNnQKMXYJMfcMB0GRZ\u002BmZYOmZ7BKWB/H3\u002BZd/WNh9Obq8NrvzcunwK4C4aWQJcsXQygtwYiB4YvMd5GOw5\u002B7prc7JtYnNlyUt3e4R8aFpBQV13bW9M1Q1DMyD6vpma3qmq7unYEpBfX9Z\u002B3hZ2yi8bOyfqe\u002BdgKquoWeivX8KYsfQ1Or\u002Bm2/G57dqWvprWwc6B2dG59ahIiyrb5td29178zno1Zdfr\u002B4/B1iR\u002BzPffAaMUiGGKVDAAbgQXYBmyMcgsGcguLS\u002Bubylq6EXuYjYNjrTODBe2TVU2tpb1NQVm1canJbrm5AekJQTmJrnm5jjGZ/llZDtnZQVkJ4bmVucVFoNqSkmvyQgOd0nLsk9JjE4I9cpNFJaS/8ur4Ctm7ewlALqHC3Y8NHJeBzz0T/Y1hQSGehD7nPHkjBo5Ok\u002BJBIFGjBh0DjCRxcngF3i0VetPkaIj/ZmyjHETDgsFWJ9hxADx2CA2MQN4djSKwYgtvPLsPRKyarsXX35YeXFq/HVtfG1bXDi0Y13bVB\u002BTW/\u002ByYyXXgDEk1ufD6\u002B8Hlt92zGxDp46srrTO7f6rG0AeG0f26zpXazuWWgcWmsb364fWKntW6rrXy5rn67rX\u002Byd2W8cXCyq6ytvHmzqnmrtneoeXujom6pt7i8sa8rMr8wrrisqb27pGtt9\u002BeXOyy86BybK69oGJxamlzZAO4dvVnb2AVywYTBjahqGl\u002BNLa0AwxImSuqb6rj7wYIjI0GB4bqm8qQ3wbR\u002BZ6hyb6ZlcbB\u002BbreoYzKpsTHhanlyCKLG4LL6wLLbwWUJxZVZNc0Frd2ZdS1pFPSilvCa2oDQ0IyckLSs4NTOlqsY1KlZETevqY04VfWNzOxcGLJERyjUihcJ8EYucgkAeOg/skoksTAzI42hghExEvnsLBGNwWOqdyae66ZR\u002BTkKo\u002Bqghpp5iOwkxxAmAWMPSV98hyMIzEuKErX\u002BsfUASQOwYmG3ukRKUVD62sr/19rOFvb2\u002B2SVIwMuvfwvDlrElyMSja6\u002BhvBtcOgSIx9Y/G156M7HxtnduAwhGvj69sDW09KJxYLV5eKesbR5U17de07PaNLTdOroHL2d3vv79H//47f/5Y\u002B/EVk3rWN/IyvDkev/wPEBc09Q3PLnaMzSX/bS6qqFndnl/cf3l/NpB1\u002BBkbUvP2Ozq3Or22Ozy0tbu7OoGAAqBGGIxQLy0\u002BxyQHVtchWgBZMMI2DPYMHgz/AkQH5lfHl1YG5hd7p1aaBmcLKxvi8spich8ChAnFBYnlzxLKS1LgDK0uAyQTausg2FKWW18UUXSs6rk0qrovOLY/KK0sqrMylqXmDgpfSMOSVk\u002BGXlrF08peeVzNIwQGJCn4pJZ8SRWIokVXhLwzIiwyE3DRAzyuFgKiRlSBPQGEExm/sF\u002BPzIdBGLqwZ1KCHXiP1XwFqSjxyH/JYhPzXOsU81\u002BVKdm/16dbM9IQL5ohMVQSHgWAgH59XB67GVpBVsdW19NKy\u002BIxYCvrV\u002BCtU\u002BCnX\u002ByQ2CqjXeWhUdiSfPw9ue/WnjxenBhdWJtf3b7NSSH9omNhsHFltHVzqmd7pm9waXXU9tfQsCAdAEaWnreP783MLvbM7nZPrJS17vS0LPU3LfSObjWP7Y5PLY5OLTW27e0\u002BsXXb//9P3e/\u002Bu3y8/fji7sDYytT07t9vfNVLX1dI3Nvv/q3r//wnzPLu8NTS3OruwPj8yNjS53d4x094xMzq\u002BNzayPTy/Mbu8s7z59/\u002BQ3yNZCDQyAVXo7OLXePTALiYNUbz19D6phd2wZvBoee2dqdWNuEeL2886p7YiE6s9AnPs09Ls03I98jOcs1JiU0p9glKtUrKScgozgw51lEUY1venFgXmloQXlUYVVWTWtt/2RBTbtzQKSJnYemk5ukoamAsrqOpb2WofmVq7doLzAAqcw4ZkYaJmYChYGOEYVC0THQ02MYkHsHT/TFD\u002BlU9/3k\u002Blvf66ODGENGfvoFh2UGiKGkYMTiGPFXZZRstG18NCw9IRYj5yV84iw8Y628YSTBxjvDzC0\u002BKqtibv/N/te/nljfGV7cgmPzxNbbvvn9jsnNrultIBg47pre75t/CRCPrr8a23g9uno4vPxiBEx6bg84bh1abR5Ybuqdbx9Y7B9dHRnfGB1fGxtdnT94s/fFr1ZffLa083p29cXUwt7y5pvpuf36zuGOoZmtF18cfvEbgBh4BYgHR\u002Bd6\u002B6d7\u002Bqbaukb7h2eA7KHJxZnVrZXdFy\u002B\u002B\u002Bnb9xWuwW3BiwLpzaLyhvbe9b2RifvXFuy8XNvda\u002B4YHZxagyAOTnt0GYz5c3DvsmlxILa1Or6j3T86y8An2Ssz0iE7yS8qEl/7JOUGZT/1TC0JySoHd2LL6rOYe5Ixba59PXIa2pZOygaWZs4\u002B\u002Bs5eEtqGomq61h5\u002BwjCKkYXoGDAiNg8hwkfXyNZZLVzm4\u002Bbj4\u002BGGzI9/vOtEXP6RT3feT6299r48OYiyEHBIz8vQJHPK1Z4CYiXBFSsGC6sRGzqEOgcnOIWlOwekg55AMt9BCO790W5/4ur7p59/8YfHgzejyzuD8Rs/Mdvv4WtvYavf0dv/8fv/c84H5F0OLhwAxEDy5\u002BXZi483k2mvQ2PLL4fn94bmDvqmtntGV/vGVsam1qZmN6enV6aml4fGFpc2Xqzuvt55/trLzZmZlf3Hz9eTyft/YYs/I/MTC9sL68/G5jen5jfnlnZGJxaGRhZm5rbGpVWR8crFvdHZyaR28lpolIFTsvHq/fvCqF/LuwFjf6PT82s7u4fvGjr6iqvqh6QWIyJCJwY8HltbGN3dH1rZyKhtAz1q6s8sbCuvay1q7QA1DY8XNXRXdg/kN7Tm1LXkN7aU9Y2k1beF5pSYegZI6xhqWjg5\u002B4e5hsQqGlvK6Zna\u002BIYp6JgxkVnoi\u002BdKdezcesD8UEpfW0FMxMhWWUzK2tU/KyjUwtUBdoDvZFz\u002BkU933k\u002Btvfa\u002BP0IkxUHMQ8KwAMRaLZGJGApuwpL66hYeauTvUdgCxV3SuT\u002BxTkF98kU9MqWdkoblbdEJB7eqrbw4\u002B/HZu93B663n39BYUcABxx8QGcNwzswP1Wd/sAaSIsbVXQPDE6ivQ1Npr0MTK4cTii\u002BGZ7aGp9cnZjbnFrcWFtfnZpbmZ\u002BbGBmfmZ9dXlvb3n73cPP8AhfnEbZtybWtodmlqFTDw2uw6anF0DAfGQJUbHlwHisanl7qGpjv5xyAnP33\u002B5\u002Bxa5jwIsef/tFwAuUNvcNdDWPbiyub\u002B4sVfd1IHccbGxOzK7NLmyAaljYmd3dBP5MmloSia7oDiXiKyrX3huaa1bSKiOlbWJk6udb0BMdp57WHRQSkZKaUVIdpG5X5iKtbOEjrGqhb1beLxTcJSqma2qkbWBrZtvVJK6iZWIojrMqGdjq2luIWdmJalnrGRqqWpiaerg5u4XIq2ghkLRn\u002ByLH9Kp7vvJ9be\u002B18eXifHIQ9PwWDYSgRmHZ0ITmGgxpMe88opGTgqGjhqW3hae0a5hGW7h2SDPqDzX0DyvqCIH/zTfmPzh5Zef/\u002BH/W3r\u002BFkLF6PLB0AKSdztGV0E9k1sDs3uDc/uDiwcQJMZXDkeXXowuPgd8AeKZ1dejEJrH14fHlydnVhfmVxfnl5bnF9YWFnYWdtZm1ucmllaWdnf2326/eL/18vOVvTdQxk3MbY3Pbs4sbE/Pb41OLg0Mz/QPTUOc6O6dHBxdGJ9egQqvZ3h6bf/w4N2H1b2XQPPc\u002Bs763mHP8GRZdWNtU0d1Q1tdc2dX/2h7z9D43ApEZAjKEJerWzoHlpaWDg8HFhbcQsJJV29ewJA5BSQk5NVRtPQQYFE0tCgaeg5R5BngcbmFiQUl\u002Bs4\u002B6tYu1CvM9kGRVr7BOvaumjZODn6R3pEpdj6hjgHh5m7eMtp6amZmZm5uFr5BmnbOcgYmCvomCtqGt9m5ztFhGDFIZfajOtV9P7n\u002B1vf6CCHGMiFfiWE9\u002BkoME4bIdJ4Je\u002BMBP0AMUjXzgERh559o65cEgRgKO\u002BfgLNfQHLeQPMeA9LLWiRdf/cfKy/cjy2sTay\u002BRO9pmNtuGl6FuA4InVl9Prb8dXjgAgsGDgWBIEeMLzyeXXk4tH87OH05M741PbsxMrc9NL81Pza3Mze2sLB2s7O0ubq/Nry/Prs/Prc3Pby6u7q1sPD\u002BGeGpuE3y3b3Cqd2ByeGx\u002BcnodMnF3/9TQ2HznwMTozMr24TvgeGn7AMIxmC7YcE1je0lFHeBbXdda/KwGIJ6cW1lY3R6cmJtcWOufmLVx9TKys3MJCLjLjTz\u002BDMXARL5yE4RiwIKJBiemgBwDgmNznhY1t7dPzCcVVcTklcXklybASH5pVH5xWHZBSGZOakV17NOKiJySgOSs6LzirKq6sNQsc1cPPRt7Pkn5e9yCxEvXzzHgUOfpUBcYmNB4VrYrJ/vih3Sq\u002B35y/a3v9dFBjCbiT0DMiCNjoAvZbjySN3AAJ1Y2cdN3CILCDgiGwg5isXsE8g08z/BC58Cc8LTq/pmd1cPPkOfuQH7dejW8uNc\u002ButQyuAiWPDS/PzR/AAYMOXh64y14MHAMEFM1MfFiZGRnfHRrZgLx3dmx2ZXpub2V1Z3FzYO1vcOtF9srOwvTSxOjc\u002BMjs\u002BNjc4Pjy/3D8yMTKwDxyNhSV\u002B9Yf//k\u002BPhi38AMJIqGlv66pu661l4qxFC3IRAvby5t7g9NzqfnFOY8fVZe1VhUWl1aXtfWOTA4NjM\u002BswRBeXRmqaa5U15DF3XuPC0aDSH1ITevg5dPfFZO8tPC/Jr6wYXVocW19snZtvG5huHJ3LrW7Jpm5FRxfXt\u002BXRuMJ5VUplXWZdc1xpY8i3xaFPWs1iU\u002BzTslOzA1B3DvGJ0WkJZH0WMwaCIKRYtmwrOxXkG\u002BDUpmZmFhYzz6Qv\u002BP6lT3/eT6W9/ro4MYRyGhoaTDsCI/XExgIrBgUIwMlCv3RdXMJDQtZfUctKx9Lb1ibHwRMwaCqRD7x5aB3MNyi\u002Br6wImXXrwAgqkQt40sNvVD5632Tm11T2xAGTez\u002BW5h5/OZjbdgwBCFgeCx2f2Ghpnmhunu9rmxoeXp4YXpwcml8endxeWXm88PNg9Ae\u002Bv7oJ2V/fnxpeHusfrm/sbWwaGxpcXVA6jkwIl7esYGBqb6B2fHJ1c7eyfKq1vKalsHxuepQWJ6aQMABRsG341OSMsvLK\u002BpbyurbAAzbmrt6R0Yn1lcB467BsfLapudvQJkZeVtbOyq6xv237xbOThY2NsfXl3tmJoqa\u002B971tFX3Npd2NwF9VxBU3dmXVvJ0fU8gLiopauwuTOvsS2zpj6xvDK1ujatvTenYyC1rjU8rzjhaZmWqTXqHD0NI55Ej79OuXIRMhsDhnpel4A8UeLTPMV28sXJmX9IJ9v/PII3JRDJgnJ68jo2MppWmpaeNt5xtj7xtn4JJq6R9gFJICj1AhKLYBiZVdU8srbx7t/m9vaQr69tPG8Zmm8ZXOqf2W3onesa34AKb3Tp5fTGO0Rrb6dW30wvv55aejU6vT44stzeMdXROjHSOzs9MDcHcXZqbmt56\u002BXOS4Tj7Rfba7uLc\u002BvzM6vDA5PtbSPNTQN9vdMQm\u002BcA4r6Jrq6RoaGZodG5qdm1lfWD/ZefQ203Nru6vPViZnl7bnlzYnZ5fmWrsq4lt7AMXr56/9XO8zdtbX3Tc6ube4fA9\u002BzGztjqRu/84uLLV8\u002B/\u002BvUX//5/3//\u002Bf228/zC9\u002B3x4bWtwZQOGkxv7g0ubnVOLrWOzjSNTFd2DWbVNcUVlacW1Vd3DT5u7UqobUqrrvZPTIUtkVNaqW1pr2zvYBgYpG5nKaugQKZfPoejZcBcZiWQC2yU0gYyBMpqC/AI7Uk8jT6Y63ePf1cne\u002BfkFexxVx1M\u002BAYhBsMbcEhoKurYAsZqZG0Bs7wdOjECMfAXaK8Y5JM0zKsclNN03rqCwcXgE0NzandzYnVw/GJjbbh1aaupfaB5Y7JvegdpuZPHFGHjw8qv5rc/X979Z3v4AEEPGXVo9HBvf7Gyb7G0bm\u002BqfXRybA4ghAbzYfrG7tre2uDE9Oj/QOwYE9/eM9/ZMNTb0tTQPzsxsrK4\u002BB3wbGrrq6joaW3ohHC\u002Bt7b/9/NezKzsj08tzq7vzG/tL67tD47PLG3uQHEanFl6\u002B/QAEv//y15Mzy7ML69sHr3devd94\u002BWb91ds10Nv3q5CkX71fPHg1tXMwu/9y4eWb2YPDyZ0DgHhi82B8Y394Zbt3Ya15bKaorTu1ojbzWV1oRn5ASrZtSJR9eHRsQalfbNJ9PhHkl2MIBF5paR4pKRE5\u002BQccXDgsiYJnZsRBXmNF45GfgwB2McgvpDAjz1n7To9/V6d65xfXRwcx9S2o\u002Bxn1HTFYPBMa\u002B1BAQVHPTlrDUsHAwcozxsE/ycY33tglAuo84BhKPSDYKTgVhglPG5uGV\u002Bf3Xs1uH46t7I6vHkAsLm8ZBYh7p3aBY3BiKPLGFl\u002BOLx3Orb0DTSy8nFk6WFx5NTm109s1298xNTGAQLwyPre\u002BsL6zursyvzY7MQ/49nWPDA9MDw/ODPTPghPX1/X0909PTKy0tw8CxIOD00ure939E529YweHX7z98rdvPvxm4/nbsfm1xbWdsenFrf1Xey/f7R\u002B\u002Bf/76c5iysrkPmRiw3nn57vCLbzYP3y4/PwSI5/eez\u002B\u002B8AIKXX7yBIUAMZjy\u002BtQdO3De70jO70jW9BAG3fWoB1DwxWzc80TgyDQEjo6ox5mlpRnmdX3Qi\u002BdItFEQxRjQtI5OglKS0qoqkspKCpsb123dge1KYLyKP\u002BEAe\u002BEVmplxkJrORiSwMdB9FJv5b9TFCDAQf3UHxp9v80Bgc9MQtTkklfXtwYmltazPXCDvfBCjvAGKo80xcwy08o8GYj85aJAQllxQ3j87vvp/ffQsEjy7vdU0sV7aN1XROtQ6uQ203ufIaPHhx58Pq7lebz3\u002B19\u002Bp3B2/\u002BsLr7fmrhoHdgub11qrN1bLBzYnpwamVyfml2BTQ9Njs2PAMl3cjQ7EDfZH/vBMQJUGvLUFfXWEfHSHV1a2/v\u002BLt3337zm/\u002B9uft6ZmHz5ftv3n31uzdf/XZl93BkdmVqfhUiBEAMBgy5AsDtH5kqfFZdXtO0tvvy8LOvt16\u002BXd57sbT7fPPN\u002B623n\u002B1C2Hj35carzxb2kQdeTW7vz\u002By9mH/\u002Bau3V5zO7h2Pre6Nru4MrW12zy03jMwBxUWsPZInlt18sHr4PTEgVllJCoejJWFYWAomelu7\u002BI3YpZQUBaXEVfe0H3E9QDLRkChvUc0QC4r5YNPIz0WDPZNzH7sTfuyafDMSXHwhBnJDVspbUtDR0CLb2igWITd2iju7PDAMd3W0cCUOIFnH59e0j6xAboLajXsBrHV4oax5r6Flq6V\u002Bs65wGdQ2tDk/vjc0ejEzvgXpHVpCbe8Y2J8d3pkY3p4YWAeLZIeRWtPnJ5YnROYB4YmxxsH\u002BqqaG3trYTPBgg7umeHBycBYETj47Of/bZr1\u002B\u002B\u002BWr/9YftF\u002B\u002Bfv/1q\u002B/Cz5\u002B\u002B/Xnv\u002BZmn35fTC2sLq9vrOCyAYcsXG7kvIwcDx0jZY9jfU03B7bz5/\u002BeGbN9/8Zv/9h/GljfGVLdDi3uH\u002Bh2\u002B33385tLJRPzja0D9W1NT5tKG9pncEskTd4HhF71BV/0jt0Hjn3PLO17\u002BpHxoTU9XiFBC7efMhw3nkV5vPoc7jyRRhWRkuSTFJDVVucdELeCzyYBQc8owfCngwiRU5K48hohl/8KfETupkf/2cOl6BkzcbgT6ZOEG89kRK3VxO20ZGx0bfLtDSA7Fec48Y8GDIxFR8AWVIF1besW7hmYm5rXXdczNbb2a2X0ys7/XPbtR0zjT0rLQOLDV1zYI6BpZ7R9a7h1a7\u002Bpe7B1YWNt\u002Bu7321vvlhdGy7rXmsp3V0vH9qenByemJxZnIJNDWxPDO1OjAwU13dXlXV1tY63NE\u002B2tkxNjQ0Nz\u002B/PTOzNja2MDW1srb7Ciq5ifn1icWNzRfvfveff/zyD//nxRffrm0/n13amJxbKamo6x2a\u002BOyr38AUCBWA7NrzVyu7L4BgiMWbL94A1r1j05UtXY09Q7Udfc0DY1PruwPzKxnPqnyiE3xjkh0CI1zDYqNzinJqm/Mb2p62dJZ1DwDQ9UMT1gHBbBxcpDv3eKXlgOPrt\u002B5fu36b5dJV0pWrEIsfi4lyiIuxiwjTMzOjztGgztMiPxlNQw\u002BhAocnozEEoJm6zf\u002Byjjvr5xT1ran4fuwQf6\u002BAaTry7aMTFLZKRk4G9kEAsUNgspV3PHJjsVcMgAs0A8embhEgQNktMD\u002BzpLtvZnPp\u002BVs4HA8tbPdN7zX2rjd2zrT3L/WMrPeNbgyMb41N70/OgTs\u002BH5ndm197u7r1YXxiFyDuah4e65ucGpiYHJtHTgyPzI\u002BNzM/NbI6OLoIN11R3QpCgQtzTMwGZeG5uY2RkrrW1f2X7Jdjw3PoeRIiF7ee/\u002Bt//3\u002Be//Y8XX/4aojC4b9/wZF5R\u002BcDo9OvPvgaIX73/6vDLb6Ge23nz2erey\u002B6Rybr2nkrgsqwG5l3Zf9U\u002BNFFc39oxOt07s1jd1V/R3tMxPof8jtj4XN/82tHDFBfqYa7hCfhrWnm1c0S0vru7bWioa2SUe3i4rbePm3\u002BYs1\u002BIsaunuZefrpOrqoWNmqmVmLLmQ14\u002BDkGhuxycBLZLGCKFDnkIOR2Rme1Ud3\u002BvTvXOP1VUOwNR3xrYpd5GDIJxaoNPAGJ4U1hdFOYKl7g6QKxu7m7kGAIQQ2yw9kmAOAECJwbBCHBs4BisZOzq6JMTk9FQ0zW\u002B9Pw1FeK57Q8NPWvPagdqWsZrWyeqm0ZbuueGJ3YGRjebO2Zaeuc6\u002BheHxrfBibs7ZgHikZ7x2eFpcOLBvsnO9qGujuHJyVWAuLKireRZU2lJI3AM5R1A3N09PjwMoWK6ubl3cmFj782H/bdfAsdTq9svP/xq8/XnEG13X7x98/k3Hb3Dz6oaOvtGRqcW5le2IE70Ts8t7D0HiPsmZ4urG3KKylNzCrOePhuaXlrceQHvWdXaDU68fvh\u002BfG17Yn1nANidX\u002BueWQaUa/pHq/tGqgdGawbHytu6c2oaKnoH6ibGW\u002BfnirraM2urA1NTjJ08LbwDbQLDTH0DbUIi7IMinIMi3YKj3YODHXx8jO3t9S2t7Dw8tY1N2W7cOv9jP\u002B1I1akO\u002BqfqJMRUA/4RiE/q5Eqf1KlmxzrV7Ed1avYfFT0Dhp2TX9/SVU7PTtnU29Qz0dY/3dI70cwjztg12sgZskSEmWuUsVOotpWvmrGboUOoZ3hhUkHn1Pr7lZdvZ7d3JlZ3WwYWqhtGSit7y6r7axpHa5vG6tsm23oXOgeWRyc2xyZ3EII75xuq\u002B9vq\u002B8GJF8bmxvrnh7qnO1tH2ppHurum\u002BgeW2rumq2r7Cqqbq9r7d9989erDb6fmNgeG5trbhysqWsqaO19\u002B9Zvf/OcfP/vNv7cNjlc2dY7OrS5uPadWdYtrsM9MN7b1VNW3llU3ZuYVFxRX9wxMtnQMlte1FVU0ZDwti07JLq5uGp5bmjp6MAVyb/HqRv/cYtfkDDIcnR6cWWofmUFOUEwvNU4s9KzutC9tV07MFnQPPm3raxyeLWntB\u002BU1dydVNoTnFeu7\u002BRh6\u002BDlHJVgGhFkFhsPQ3C/EOSzWKTg6MCnLNSwuIe/Z\u002BqsPmmb2KDr8qW46JSpGVFGnnHLKYx133D\u002BoU4s91vEKgD4ZiCG3Xbv9UMPITl7fXsnEiwqxlU8SyMIrwdz96A5jzzhzt0go\u002B/Ss/QBor4ii6MyW3sn9zbdf7rz/bGp9HyBuaJ0Eduuax\u002BtbJqrqhytqB0ElFT21DYNNrRNd3QudrTNNtYMd9QMjXaPjvaMTA/PDvdNgzE11vS2NQ12dky1to9U1fTmltWMLmy8///XC\u002BvOqus6SZ41tHSNQ4U2u7fzq//7xm//4z7ff/n5qeau2rbexaxAiMgRicN\u002Bp\u002BdWVzX0wYPBjCMdPS6ueltRU1rbllVRnFpSlZBeV1rZ0j0wD9CPzyzPr28Ax9ZlAA/NLQPDQ4srkxm7H\u002BMzgwjr4ccf0UkX3UEzBs\u002BRndYnVdanV9RmV9YX1bfk1zWXtfRXdg03jM8mlVcWt3YEpWZo2TmDDlj5BRq7eVr7BCvpmUpoG\u002BjYuIENrF7\u002BIxJuP\u002BM6jf\u002BTsxHchpvbOyb\u002BenP6Pi7q0vyBo88lADGUHnnJJTsNE2dhZ3tDd2D3eLiDDxi/Fxi8NQdkr0cIj3sI9xtQFgdjANgD82CUoNzKtpaZjYXb7cPezDwBx9/hqTfNoY8dU1\u002BAyqLENgB6tax6rbhjOzasrLGqtruyvqxyoK\u002Btuq\u002B0b6hge6Rwc75ka657sbR1pre9tru9rbx1uaRqoqe6uqO/ce/Xl7/73H5fXXzwtqevqmzx8\u002B23/4Cxk2d//v0gxt/v6i/mN/ZHp5b7RWeT7dgtrkB\u002BGxmepI2DD4TFJkXEpGTklOUWVqTnFZbWtzT3DwP381sHI/OrowsrY4iqgPAzgrm\u002BNr20OLiz3zS70La72L61BJoZEMbK8BUeDiKRsZ98wIzd3LUsbfim5a/cf33j4RFZDx9DBOTQ9c3xl59f/zx\u002Bzy\u002Bru8ogIK2gIyavzy6g8FpZGMaKRW4voGWkweBQ9Ez2GgDpHi/mxK3bHBJ\u002BE9bt/Ap3su39E1IV/r47bfDIQQ/lMy0QQldfWsPCQM3DTc4oCfB2CMuwDM4FmW98US88Ec7dYY6dwA/sQA5sgRUNHa8/kqPT2vPLhronV7bcflg\u002BQB6y09S80dE41dU639sy1ds129S4MDK\u002BBamv6Kst7Kkq7i/NbCjNrKgvq26raOmtaB5r6RzpGRjtHB1qHe1uHettH25oG6qs7K6rallYOvvz6PxZXDxpa\u002BjcP3v/q3/6/zoGpzqHJpe0XWy/fr\u002B\u002B9hiJvY\u002BfVxMxqTUMnWO/E7DIQTL343Ds0UVnXAihPL23tv/4wt7o7vbINBE8sbw7NLvdPLVAJHl9ao/6yGBDcMz0HZty5uDywujGxvV/fN\u002BwRHKmsZcAnKMHMfBVFQ4OiY7jAgD5Hy4AjMT/g4rl8//5tbm4TWxcLRw92XhEuYSkZVR1eMVkxeTURWRUskcSEw4MgD4AYGNEEAomV9eKpbjqlk5h\u002Bd/pxVAV9p/v\u002BTp18l5M6bvD3ZOKfSqfe7kdFIDJfYMDxiCnp2PiAE6tbB1v5pLiE5TiFIHIMzAKOrY44BjM2c4pQNXUxdowOTWpOyu2ubBvfePXF/uffzGy\u002BmF5/1Ta0UNc\u002B1toz094729Q6VlbemZtTk5lRkZZclhJfmhxdlBFT\u002BCyrqr2yra\u002Buo6e6dbi5b6JjeLRjCGiGjAEot9Z2FeZV9XaOL87vjE\u002BuTs9vbT3/bOfVh4P334LpNnYM9I7MAL4vXn\u002B5tLrX1TtW19iVW1hWVFbTMzi\u002BvLEH0WJpfRdScnF57dLm8zcffrO2/xog7puch2Kye2JudGkDIJ7d2FnYRn7jsWNssnFguHVkvHNiunV2MeZpcVlHj5YFcivPORpGFIoGudLGzMyIxWGxeAYGJjyeyCMg\u002BFiA/5Eg/437HCh6LLTUMbaUU9UWEJeVUlTnFpK4QEsDGxX\u002B4fEwK/KVfTYWVga6H7kpngooVd\u002BdfgbxjwhPoIAT3\u002BUU1bLyUjX3VbEIMPdMBIjtA7IQ\u002BYMZp1l7JVp6xAPHlq7RqqZOWhZBPhE1YQlNKQUtnWPzK8/fzO\u002B8Glt53jm\u002BAhx3DS42d06WV3RlZVbGRuVmpJalJT7LSChLjy3NjC4sSStvLKprKantKW8YrG0baegebOgabOwZbhvoa\u002BoBky7Lra4qbhzqm5mZ2VjZeLn7\u002Bsv9z3/1q//848s3X0Gh1tTW39ox2N41XFJSW1hYNTAw1do1kJyRF5ec2dTeS7XkwbEZgHhufQ\u002BcG4Yz67tgwCOL66DxFbDk9fktmLjdNTHdNDDcPjbZNDjytK7RLTLeLSLGzNkTz3YVdY7m0uWreCzhyqXLsImYmDAUEjMzmQU8lZOXj1tU5L4AL6\u002B45NX7D0G65pacwqISSioqegZ3ObnpGRnIzMiPt\u002BJwOCwag2ZkYiZTkItM3\u002Bmpk6ICShV1ylHXnP4T6Ljj/kFRF/69Om7zyUCMPFUJQyJffahk5KRtG6xqGWjqHu8YnOkQmH0EcSYCsWcyQGzmGmPmFKVu7qJi5GPrme8VXBEUV5pSUNU5NjO3/bJ1dKltZLF1cL6pc7KmfqC\u002BYailcaShdqD0aXNxTmNhRn1eYmV2bHFpall9fnXD08qOosru0pquZ3XtJTUd5Y1dVS3NZfWVec\u002BeZVZkxuTWlbWODi\u002BMT6\u002BtP39/\u002BO0fNt599erdN4MjkFLGyiqbAF9Qc2PP6vLe4tpOR\u002B9wfEpWek5he89QQ2s30AwTITfPru1OrW4jz/oemeqbXuwYnZ5ahymbYMYD0/Ngwz1Ts8NLq\u002BDEWeVVIXHpCdlPuYQl/nRal0jAYtFkMvJwbCyGSMDBGIWWjunG3QePhYTu8PHe5\u002BW9ycEhoqCgamgopqQkpaYmq6kJSQP5\u002Bcqj3\u002BMnkZkxGMTCYWdAHjfxnZ46qZOYUqdQe\u002BfkX09O/8dFXdpfELT5ZCDG4kgMWDI98aqMjo2BUwTECYDYLiDNM6rYPaLQNTTfKSjbwS8DOAaITR0jzT2CAGIdiwRHr6Lg\u002BPLw5PzyFsjGu20TSx2Tyx0jCy09k22dE4MDCz2dUxWlrZkpZSkxRfGheZE\u002BaRHIg1GzKjJKG/LKW3JKWvKfNeeVNuaVND\u002BtaC6uqswuyYvLKEwsSg5NS4rKbGroHR5fGpxemdl\u002BMbnzIjvvmYt7QHJafnFxTVVVS18PRI6tlaXdqfnV4Yk5SBSg7oGxzr6RgdHp7YPXk0uboMGZJYjCS/uvZjb3s6FNQ\u002Bv02lbf5Gz32FTfzPzA3CKk4e6pWTDj5q4RTQMLFC36PD2axMKKJRLIzAQsnolAZCGT2JAHRxBZ0RjitXsP2YWE7wgIXOfgeCImpmNl9VBQkFtSUlJdXUZL6zyBgCGQ0XgSI4BLYYNty8Z6BYdFfiflVDed0jHBx7DCbkDtoOM2VB133D\u002BoU4s91vEKgH7wpvi/Rn/Nm51s89fo1OzHgs2FxhNoMSyyqhaOAekGTlEWvkm2IWleUUUgj4inLiG5IBjxjCyEoWtwgoVrmK5loIFlmEdgXlxqbUl139Tyi8G59aaese7R\u002Bd7RpdpmOOJPt7VP5uTWpieVJsUWxQbnhLonBjtGJvknl8TllSfnV6Vm16Tn1mcVNGQX1WUXVgKdCZkFManZMUUxfqkxwRn\u002BXnHPyjpml182dU91j68GeoZY6Fma61p4O/qkJWQND08vrO\u002BCpz6raMzKLc17WrEIKblvHOq51Z3DkenlmeXNyYW1qcX1nVfvO0cmWvqHG/uHQK39E53DM92jc9WtkMwHu0Zm\u002ByeXwO9r2trpIAWeo6GwXYY6gUxkYSGyEtBEDAn5wj3yy7gkCg0NHevlK08EBW49eXydg0vNxFxEXpFLRExCQUlZQ/sRFy8NAyN1a59EkIomdRyG1NtXqBmX\u002BouOJ5tR28DEH5oOwx8VND7WqT8d62Sb74ra5pOBGDYXFNQoeqKwtJ6DT5KeQ5ipV7xjRJZvbKl/fJlf3DOfmBIYD06uisxsiMpq9InMtPOOA4jVDXzN7GN8Q/JScxs6h5ZHl7a7RuYA4p6RxfrW4Zb2ifaOqcKi5rTEkvioAoA4wjs1yDkq2iMmJzS1OC6rKjmzNjWvIeNpfVZhbUZheUpuUWxmXkRKcmB6rF9ysHu0voaVnbVPbQME2r3l7bcry9v5OSXJsemg\u002BJjUgYGJudVt/6g4O0cvcOiktPz65p6B8fm13VdQ0o3Mrixt7m/sv5rf2K1p7Wrs6h9dWAEDru3oKa1vHZlfre8aSC8syy6tqm7rgbKvfWiCW0AYCMYSKTgSM/UXw9FMeAgSMBFslYaWkYBHnk8FSeP6/Ydsd\u002B5Ia\u002BpwS8rwSUqLyiuKyMgJiUuRWC7SMjJR\u002BQNRQ8XJl9QNDuAyMmGoKIPgT9Te\u002BUggpr4XCNp8MhBj8RgChRV1Hn2PU8LCNcLYOcrQLdolKj88vS40tSYwsQI4hiG8jM5uOoI4y8E3Qc8qSF7TRcPI194tITy\u002BuLx\u002BCJy4f3K5pW\u002BiuXuiurG/sqa3oXG4uKQ1Lbk0NiIvOjg7yjcdIA6yD47zjMgIiiuKSCyNTimLyyyPzyqOTc8LS073j0nyiQh3CY/xjvV3DNJRNJSXVHdx8m9pG/ry2/\u002B1\u002BeLd4sZBR/dITk5pRUXT5s4rKPUSs57mFpSnZDwNCIl1dPUbnFh49fmvVnYPoaRb2z8ED55a3vANiwaX7xgcax8aO3pA8khT73BcZn5sRl5uWU1dZ39mccUdTv7z5\u002BgYGLEsrJeB40vXbl68dpMJTyKxXhKTU5BXUQdvRpIxEbm/5zbHE4i/YirqPOLSjwWF\u002BSSkxOUV2Tl5IEzDMe14U1PhOz6rAFMgJVN/Efq4U/4CrL8gxNS3A30yEB/9ajnLeXos8eIdTTM3W78kHccw5/D8iIx6cF/v6GL38AIYBiSUgzHDiLN/qq1nvIFNiIKWs4qeu5VjdEBEfm5JV8fo3OD0an3ncHXzQEVdT1Fpa3VNX\u002Bmz9sy0coA4IiAjzDPZzz7Mx9ovxN4vwsU/0TUwxSMk3Tciwy86ySs82jkwxMbL39LNx8rDz87bzsDWSM3IRMdcWUHTzNS2qbET\u002BSLG1sHU8lZlbVtOflnf4NTXv/5fL959Pb\u002B8s7S2HxWXbu/mN7O8vf/2S2iz8fztxss3\u002B\u002B8/wLCgvCa7uLysvqWhs697ZLKtfyyrqCIoOik5p6iyqbOmtcfFNwRFj7t5/Q4nBw8Pt8ATHn4BUQl2Hj4uEVEzJ6fsopLohOTrt\u002B\u002BhUDR09GjWK9fFFZUg/rLzCwvLKT0REhGUlAEbZr54hY7pT6cgTnIAWx7Io/oudYTq0Md//W7vHE/8C9P/sv6auU62OamTe90nAzEReRItCYOnnGMiiijouIam6tqHWvtnQAI\u002BzsSuoXkwQn3p6Jtu65ls4hChrOumpONqYh3q7pcVn9ZQ2zU8NLPW2D0KEFc19JWUtVdV91ZUdqemlEaEZvl5Jng5RHpYBQLE/rbevpYugZZuobZeEQ6\u002B4Y5\u002BQTaeXqYuLvp2jjrWtrpWTiaOltoWGnKa5vpWagpaIoJSIYFRI\u002Bu742u7Y/MbXX2TRSX1kbEZT8satl5\u002BPjg6N7mw4RsSE5\u002BWN72yvbB5ML60MbO\u002BO797sPP\u002Bi3e/\u002Bt3rr3/d2jdcUd/a1js8t7w5t74Tl57j7BPo4OkXFJ3gERjGLyHLziskyC8CBHM84XnMxXuL/fHF23eeiIiYubh4hYQJS8uhUJAU8Nx8wlJKquJKKvf5BcCGeUSlxBSUpJXVwLbBho8ehvmn8EDd4FQaAAuqYBymU1GGUHGcKE71zvHEvzD9L\u002Buvmetkm5P6JCGGCgaDJkCeQ9Ew3eIUsvSMMHSONPFItvVNA2TBfSETA8SAMmAN4dgj\u002BKmTb6aVW5y6kYe8loO2kY\u002BlQ6xvcFFuRSNk4ube8crGPnBigLiktK2ouCU2Js/fJ9HVIdzJItDJxNvN3MvLws3NyNbDxMHHwsXX2t3X2tPNzNlB395ay8pMw9xU09xYw8xcx0pVVktTWV9NWU9WStXTLbCitbe5ZzQp7WlaRnFhcV16dmlyTsnE0va7r363sf8GXJV6NwXEg86RqdaBsfm956uHyG/oAsS1bd2l1Y2dfSPzS5tL2wdq\u002BiZcwhIA7iM\u002BYWEZxXucfKJyypy8AmC3ZFbk/slzjGgo8mhweEYyhYFEQZ1Hfk1RXEpeXUtfTE6RU0SMS0oKZhSSVlDU1LnL/uQCPRNEEQgbUPwdw0ollfrz/CA6ekaIwjAdQgW0oaIMw1Pd8aM67tC/oL\u002Bm/ck2J3VMMOjTcWLcUdqjMJ9nwmDZrsnoWFt6Jhg6xVl6JrmF5UMaBoEHQ6gApoFjn/BnrgE5Dj4phjYBqgYuGvqeBuYh9q7pcdnFYMPtg9MAcVlNF0Ccm1eXkVkZGpbh4RbtYB1kZ\u002BZnpediqWVro2Npo21qo29pb2jnaOroYOJgpWcD4BqomuqrmOhpmKnI6ajK66oo6GmpmWioGUtLqoHsHX0DAmK8PcOe5lcFBsZW1nas7r8dXFj/5vf/d\u002BflZ5CDe0ZnnjW0FVY31rT39k4tLB2\u002BntneG5xfquvsTc0rSst\u002BWlBUUdfYYefmyXz1xkNuPhkVdSEpWfBRAQlpdh7\u002Bu5xctx5zgK7cQX5QH9IwcmP7BTrUefoHnPzqOkaKKtqCYjL8YjKCMgoC8kriCqqyatp8YpLn6dEQJEhkVuSHFo9OO8BWBUABXAZGNAjYBbGyXQJk6RmYYBzZ7EfNjvVDPfXd6Sen/JCOZ/8L7U\u002B2OaljgqHNJwMxAUvBI0\u002BiIDHAnofGPxZRtPNLNXCMN3WNs/NLB3CPT1MAwYgfB5e6\u002BOe6BmbauEfrW/npmvjpmYRYOaREpuU3dI30TSzVtg6BE1dU9\u002BTk1qamlQHErs4R9tZBDhYBZuDcMvp6ctqmKnqG6kam2mbmuhbG2hZ6asbqivoALkhaUl1DzURJQU9WWlNRQU9D3RQkLqZibuyYlVKYnpjfUNOlpmbk7BUys/l8cuv50ORiVXMXBAmIF6X1rVWt3VnPqttHpoZW1tonkV/DDY5LikpMDwiNdnTx9vQMtHR00TExB4JFZRVA/OJSj/kEgemHgoL3\u002BPgeCwlBFH74hBtcmYaWkUJmE5FX1jQyl1FUFxKVkVXSkFLWEFFSlVDX0jaxFJVRoly5To8hQGVMCyBjiOfP01ygoaOlYwCCwXGvXL3\u002B4OEjbh4\u002BQSERB0dnaRk5touXgWNwaKphA\u002BvUXvihnvru9JNTfkjHs/\u002BF9ifbfFfUNj94seOHdGopxzrV7O/WqcUeC4tFU39jgkQi0TPh0eRrOpaeVt7xZm6xtr4pLiHZUMyFpFQHJlYeXfjI8Qotcg7Mcw9/aueXYewcq28Zom3ga24RFhadn1vY3No9WdcyUFjWklPYEJNYEhVfEhOa7mDhb2vib6Hvp6lgqyJjrCitqSKvpqRoqKpioqJsrKhgAIKXCvL60lJaGko6UMwpyKqpKesoK\u002BooymsBssrK\u002BpmlVRPLmxOLG\u002BXVLc5u/qHBcdUVzSWF1SXlTY2tA0XPGvJKaosrmwvKG5q6R6aWd1qGx5r7hnKLK/z8wjw9AkAeHgER0Um5eQVW1rZKyqrsjzgApouXrnA84eLi5mXn4wd8OYVFHvDyPxIQgqJNWlNHRktXxchUQE4RJK6qAUNRZTUNM0tDeycOXt6rN2/RozGoCzRgsTdu3n748NH9\u002Bw/vC4hyS8kLKqgKK6iJKKpLKGsKy6lwiUrbeXpbubpjKKw0jFgK8yUMGg7brETMX3sZmdpZJ4/1JwUTT7X/B0Vd7CcDMXJ2gognEfFkMpkBTbiAYZZUM7MPSDJ1jbHxSQaIwYCPnLjMLayACrFbyFPv6BLn4FwLjyQTu0gdQz9DowBHt5johOK6lpHmznGAOD23Oj6lLCK2KCQg0dLEy8rEz8LIT0nGTExQVUJESUleQ1JSVV5eG\u002BhUUtKTldWUklIDSUurS0spiInKysqoqKjoSEgoCYvJy8prCwjJldS1bL36bGByIaegPD4pOywswdrSRVfLNCI6JTA0Li4pu6KmNbuworS6eWZ1p7VvtLa7r76rr6q\u002BNTw83tzMzsLCwdnNNyA4ysXV09DIzNTMCmo41Dla5AtwFLar125df8gOWeIuJzcQLCSrKKutJ6ejL6GqzSEmySMtJ6igzC\u002BnKKSoIqWpA8PrT7gv371/B\u002BgXEoVMIqukpqFrqG9iYWRqpWxkrmpiqahnIqmmI6miJaepr6BtKKumKyAtyy0qzkAgg3Mjj\u002BzHknFoEpbhv2q7vyxqZ52E\u002BNT045Y/iWC3BH0yEMM/LBZLIRMBYgyWiKLF3uWWtPdHnNjKK9EhAEkUYMZArVdUMRgwQOwVUeIfX\u002B4ZWeQQkGXtmqBnHKCt42VqGeQblFZY1tbQNpL9tDoqIS86oSgkMtfPM9bM0N1I10VL1UZSREtCRFVGUkVGUklOTk1BQUNJSQuGUlJKYmJyIAkJBVk5ZRFxGTFJOQFhKS5\u002BUXNrl9CYFH0zu4jEDCA4LbckNjErOS3f3t7TUN/KyMDaxt7DwztEx8DS1TOosqGjrXe0tWekvKG9qrXzaUVt3tOykJAYLU1DUVFZeSVNSzsXDR19VU0dKztHXkERAJjIzAZlGRpPAkNFM7NyCImoGhgZOTgbO7ro2zhpWtiaeviYe/nB0MLb3zYgxNjNS9bAREBZXdPCWs/WwcjRBVxZ19pOy9RSRd9YXksP/FvNxNzI1tHYzsnA0k5Vz1hEVukxrzA9nojUi2gcvBfsOSzMl0gE5qMnlJ7uqe8VtbN\u002BTogh6nw6EJOZ0Wg0MxkiBfILP\u002BfoMMSLd4zsfMCGLTzigWMo6XxiEIIBXPBj77Biv5hySBe\u002Bsc/Amx2900wsw7S0PQ1NA1y9EuJTnhVXtGXmV4bHZsckFUbFFwb4JpgZu2lrWKurmMtKaUOJJiejDkaroamrpKwuK6ckA7Z3NJSWUYChgKiksISMiKTsQy4BMVnlisa2rZfv0wue2br4BITHw9DLLzwxJTc4LN7V1d/BwQsIDgqN8w2IDI9OKSytLa9rAzPOK6nOe1aVXVCamfk0LjbV2ytIR8cEKjNrJw9LO0eQnbMbr5AoI46IUEUgQwiW1dDSMbd09PHzjozxDI9yDYrwjIgNTkr3ik/ySUzxTUoNz8mPyi90DIs0cvdyjog2cffVtnNRMLaU0TVRMLTQtnI0cvQwcfYysrEzsLJRMzCCwP2Ai5f1\u002Bi0GsIZztPQY/Hl6JupjgQBiEpEFh4Xj31/1A\u002BUgamedIvjkn05O\u002BUn0KTkxjoSUF2DDeCyOSCRDnU2LYZFQ0HUOzrL2TgI/BoghToDvAsRBSVW\u002BEaUBcZUBCRUANEx09c\u002Bydog1MPTX0PG0to/wCUzJKqgpq\u002BnIKqhKy6mAUBEbXWBr44fEXxUDZWVdOTkNVVV9XV1zFVV1BUVlGVl5kJy8IozLKyjBiISsgiQEUBmFR7wCgpIyOSUV0yubyTlPre09DExsLW3dwJufFle3dgy6eQY5OPsEBET4\u002BwNgpUWl1dSnYmbll6RkP03NKggOi3V08LCxdPID0IOizKwdVXWMzOwcze2d1PQM2Xn4L968c\u002B8Jt4KGtoOHt1douGtAiFNAsFtIuHtIlGtIpGdEvH9cqld8SmReUUhmnmtUvGNYtKVfsIVvkHtMon1QhK1fqKVXoLmHv7GTp6aFvYymoZC8\u002Bi32x1fu3COxXoLd4xwdI1LvEch4MgtyAo7MCkMcnow8VwWD3B8HOtVNPyRqZ/08EFPfCErPTwZiZBPDSiO/G4iGdSeSWGgZSdfvcUFVB1nC3D3ONTQPIPaIKATrBXYDYyqCEqphHAT2DBA7uiVbWIYrq7kamQU6uUenZpc3d45WNXaDH6fnVqaklvv4xouKK1\u002B9cZ\u002BHX0TXwNTK1sXYzF5WTgHAVVRSAYglpWQkJKXFxCVFRMWFRSS4\u002BAR5BIR5BUQfcfGpahl4\u002BIeCg9o6eNo7eWtomwDN0/Mb49MrPgGRECF8fEIgMCQmZqZm5JeU1SakZhuYWlvYOoeEx5ma2upqGRvqmdtaOfv6hjqBd5pYCsnIaZuaG1rbGtva27p7uvoHegSFOHj52Lh7m7t6WHl4gwf7xiQi\u002BEYneUYlhmcVJJVURmQ/dQmPdQiO9IhO9E1I80/K8AiLhMAgoazOzi987f5jwsVr5xnxyK8609Ccp6OnZWRiwGDBzI62LRQeyE3JJBKFkRENIiNHPyyVyFPd9EOidtbJWaix9fiv1JF/XNR1BoLJFJZPBmJGHAlPpmAwyD2zYMbIhsaQ0Xg2FRNvO7/Uo1icCZkYIAbrBTMOTagJTqyBiAwvAWJn3wwn9xRbuxhNHV9NXS8L28CIuBxw4or6ztSc0riUgpj4wrDIDB4BSdQ5GhIbm4KqhqGZjZKaISQHRSU1eQUVUTEpAUFRYFdQSIybR4CXl5\u002BHh0\u002BAX0RKWl5QSJydgwfQh3wMRZ6kjOrdB9wi4gpFz\u002BqKy\u002BpNrJ2VNA0dHdzc3H1Cw6Jzcguz84o8vAP0jM1NLG31dE0VFTRM9S3tLZ2N9C2MjGDf8fIJjQJY/SJjw5PSvMOinHwDQc5\u002BQeDBNl6\u002Btt5\u002B9j5BjgGhToERjkGRrmGxXtHJbqExLsFRzkGRdr4h5m6\u002BZq4\u002BOtZOkhr6V27exSC3UtCBGBhxUKvhkUdXMcOR7XjbUvElwBEOT8Jj4TUc7ghAMxzxGBjRcACkXv74a/SnBf5cEH9iTgwQQ3HDxMQEtR0ezQRbHPrjHA2aW9oICIZkbO2dAokCeIUsAU4cnlQXklRLjciAMmRigNjeIU7fKFhBxVHXyMPVOzops6jgWT0Mo5NyAoLSQ8LThMRlUXR0dBimS9dvsXPy8wrKSMsoysgqiYhKcXLx8/AKSUjKSUrJCwiKSYpIyEjJCguKiUEullGSEJeFNsIiknfvcl69el9JVY9IuSoioZicVWjt5OXkGRgYEAZycHQLDAr39gsGp3d08YxLTvf0CDA3sdVS0VOV1zQ2sHRz8/MKDA\u002BOSwqMSfCNiIlOywqJT/YJj3YPCrN08UBoDgj2DIsBD/aKjLPxDlK3sBdV0\u002BOSVuaWUHgiKsslLs8uKHmLU/A\u002Bn9jlB1woGgw9PSMDAxMWC1sW\u002BXU6LAOGgMazkliov7KIXFHG45FvKeGQe4JAZBwJx4hlJrNg0TjkV53//Ouzp7rph0TtrJPtT0L8k4v6dj94seNU62Odavaj\u002Bu5cx4v6Xn23zfEU6gh1m8IIdetgWe7aekXZ\u002BCYausa6RZe6RhZ6x5T6xT0LTqwKSa7zi6/2j6/zjal0D8pz909zdIvR1nFQVrHU1HaysQsNCM1MziyPS3vqERjh6ROvZ\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\u002B7t4h/sExLt7BngERQDAI9jFLFy8NY0tZDT0uCek7PPy3OLgfC4oKSSuA\u002BMRl\u002BESlofLjFZUQk5bnFRK7fucBFL409BgckeV4M36iovb1d3WyzScD8SlR/wQQo2hwV\u002B7xOPjGuYbnWvikAsRe0SXIrRTxFYEJ1d4xFb5xVb4x5V5hBV5Bmc4eMQCxpJS\u002BgpKlvqEHJOPA8PSUnGdx6Xmh0dleATHRSVD/ed289/Di1RtColIy8mrgxHKKajLyKkLCEuDHkhJyCvKqIKjzIBzz8orq6VmUltZFRSc84eSFozM4cVvvcGZecUZuUWFJFTixvZOnmZmdgoIGGLC7u/\u002BR\u002B/p6eAR4ewfDdCsrJy\u002BvIAcHqAjdnd18XT38fYMiYF9y9PBz8Q70DAp39gmEOo9PUvYuF9/tJzwcQiKPBIRAT4REOASFH/EKPOYT5IJ1VVIRk5Z7xMXLeuU6I5ZwjpaBkQnHzHLpeDN\u002BojrV78c62ebThhjEgCYxEi4p6tq6hGba\u002Bqc7huZ5RBb5J5YHJVQEJ1f7xJZTIfaJKPQJQSCGOCEjawQQa\u002Bk46xq5\u002BQYnF1W21LT2QJ3n7hsZGJEEh/I7DzmZ8GReAVEdfRNJOSWwN0BZRFwGUi/kYyVF5HKdpLQUv4CIqaktmGhCUp63XyikDk1dA3U9k6ynzxpau7MLSqPjUrNyiyFOgAfLy6traRnp6ZnBiKKiJoCbmpoLMQOAdnLyApRt7N0cnL2oEEMU8fAPNbF2VNI2EJNXecQnfOMRJ0DMKSLxiF8Q8H0sIATsCkrKKKlrgyRkFe8/5mS7egPiwwV6JiYckXqaDIP9r834iepUvx/rZJtPD\u002BKTfwKRiCz0TMSrd3ksXCM8o59aeqW4hT/1iikOTqwMS4NMXOkbV\u002BEb\u002B8wnogAgdvGMMTB0lZM3kVMw19CC8s7N0z8\u002Br7S\u002BsqnTJyRez8xRVdtcXdfyCb8kHZpIYL4oIaugqKYFEVNQTEpYTBoEuUJcQpabR1BERERHRw8igbWtp6KyvpaeZWl149zaprGVg4S8as7TZwUllb4B4Zk5RcAlJGBoGRAQAY4LEcLY2BpCRWRkIhizvYOruYWthaWdnaObh3eAvZO7oZmVg6unqa2DqKzCXU7ue1w8gCyXqDiPuOQTYdEnApDApcXkFMRl5EHC4lK377Oj8aQLDGhaJizgiyFAUQWJi0LAI7dMndpcn5xO9f6xTrb5ZCA\u002BGYVPCl4jv2ZFR5JWs/CKemrlk\u002BIYlOMaVhCUWBaWVuufUAFm7BVV7BWW5xOSDhAbm3gAxFIyxuqaDkbm3i5eUWFxmTGpOSa2bkJSqgISqrrGjvaugYKicvQYAjsX1P1qECJ4BEVhKCgiCRwDxMIikiIiQvr6hiamVobG9r6Bsb7B8XHpBY1dg4kZefef8FnauRQ\u002Bq07NyI\u002BKTQGL9fcPB2TBeqOjkyFIgA37\u002BIQAwUC2g6ObrZ2ztY0jQOztF6yirkNmu3L7wePbj57cePCInU\u002BAX1IaJCgjJyynwCshxS8i/oRX4M7Dx5eu3cQSkW/ng5BfLSBTCBRmSPNEEgV9dN6BSCSDTm2uT07UTv\u002BuTrb5xCCmTjk\u002BZQNTyExoIp6EOo\u002B\u002BclfA2CncMTgbzNglNN83pigkpdovvhwisnt4gXtwpndwGiBrYuqprGIJEENtZ2jmZeMU5O4fFRiVaGDlLKtuaOUYGByVk5JVYWDueAGNu3j9OhyynwgIP\u002BEVhKqfk08Iqn5uPmEByMd8PIKCwoJC4kIiCm4\u002BEZ6BMTZuAfnlDWOzyz7BkXbOnpFxKeFRiZB0tfVMbWxcgoKiQEAtVHj29u52dm4QIWDc1MzKzt7Z3sHF0tZBS8/wxp37qHM0KFoGAtulK3fucQqL8ElIcggK8UpKiisrC8nJYYiU83SMqPPIPZVgtyA4ZFDIbFgiiRGL\u002B9MXMXAEMhm5852BAej\u002Bry35KYra\u002B9/VyTafEsQgeEk9s3b8J2YsmoVEZkBTUPQskhq27pFPjZxjwYk9wvOgvPONK4OI7BKS6xaUARC7ekebmXtraNrJyJkqKltpG7iY2fgAfwmZBUGxyXoWTs5eUe5\u002BieEx\u002BbbO/lhmNpbrVwQkpAFi5EbeJzy37j9ivXSdwnrl4pWb/Hxc9\u002B/ee8LJZ2Bk5x0Yn5xdNjy73tQ/UdvSVdfaDQQbmFpr6hjrGVqYWtibmNhYWzsDuyCIFpCkzc3tQTDdxtbRyNhcRVVTTEr22q27JJaLDzi42Dl5uIVF2Xn4HvELPBESBo7FlJQeCwnRkUgYAhFMl8jMAlsD2RRHyBKQK5pE4JjCzAoDDAa57R04xmP/WSdofzZRe/\u002B7OtnmJ7vY8UM6NfuxTjX7u3X09BDk9hQUivbGPR4zx1CHgCxjj3TnkDzv\u002BAqP6HKHkHyXkDxwYlefOHevSHP7IIjCisoWstKG6qrWuvoulnZBEQlFiZk5Nm4eGmaW8rpW1q5xdi4xdx/y0KFpuPggRMgASfd5eW9zctITSefpme6xc3Bzc9558JDl6l334PjUkqaQlOJnrSMZJc0FFU3VLb2F5fUJqZmeXn5mJqY2Fua2lma2Dq76RuYgUwtbYzNrI1MrE3MbQxNLJVUtcPdrt\u002B/fuPsQ8sN9Th4OQWEQt7AYp6AIr5CYuAxyrvr2vUeMGCI9A/bWgweyysowpGFAfv4TUKbmh5Pb9l9NnzzEGAJyxRT6kpYBS49jE5YzsPfPMPNKdQ7O9YwqdosqsQ/Os/fPdA1Md/dLcPUIN7b2MzD11NR2UJQ3VVW21NJxNLH09Q/PKqqoc/b1F1ZUkdIwdfFLD41\u002BqqZljKJBXb5\u002B6zE34ogA8V1ubuLlK0x40vXb93h4uB5xcjES2K6xC1i4hsrq2vhFZ7cMzLX0jGcVVidlFiWn5fr4BtnZOjk5OFuamgG\u002BVrZOFtYOOvomIDNLO\u002BBYVUNXWU1bVEL2AQf39TsPrt9nhygMldwjfkE\u002BiL\u002BS0jwi4nAQuHT9NgR0WiYcy8VrfCIikvLyl2/epGNCI\u002B57dEXt1Lb9V9MnDzGEvj8vjQLJmHL5kY6lj51fuo1XikNAplv4U9ewQsDa3jvR2SvWySPCwMIbqDUy8QQbVlGyUFW3gVDh5BUbFJls7\u002BGrbmrhHpoQnlTqHZhubO6Ap\u002BCQh3vfuvuAi4edj/8hL9/Vu/fhiE9hvnj79u1rt24jd9LQ4vlkNJ\u002BIKJnYeY0v7vaNLafllAWHJ3t4hUFysLN1dnH0sLGyt3dyd3Tx1DM0k1NU09IFou3BiYFsbT1jQBmqxvuPudh5\u002BDn4hR7y8iNn0ASFb3FwUq7fxLCw4dguMV\u002B9cQvsX1hMUFyck58fEgUDBokPkIDhs0OcOLlt/9X0yUPMiEVuBGFCY6ESR\u002BPI5xnJD/hkzJxDbD3jbbyTbHxS7QOyHAOzAGJb1wiAWMvIVc/Y3dDYQ1vTHpwYcoW6joO9exTE5cikbO/IGHvfMBf/xMCILBtH90vXL9LQMpJZL91ifwxmDBzffPiIwnYZyD5//jx4IZ7lipNPaFpBVXhitqSStoq2aVRCXkZOWVxSnrmlq6GhraOjt7ubX4B/eFpmnn9QuLWds429C1iyhrYBeDDECQVlDTFJucfc/GDGkB\u002B4hEQf8PDdecKFu3KV\u002BfadK\u002ByP7nHzAtCcwqLUqxuQYVgvX4G3hm1IprBQA/HRPRCnt/C/jv4HODEsjYzFYnE4HCvrRQY0gZ5wkV9SGbKvs18KcGzqGmfrm\u002Bbsn2rnFmnvFqGq66CoZqWuaaelYQdmrKBkDhCDEwdH5EQm5oQmpzkHRUakFMYkFyE3A51HoZmAD/LlG7cfcvM\u002B4uW/8/Ax28WrjAxYYIeWkQlDvhiblj\u002B\u002BsNk5MKWubcLMdv3SlQdyCjpqGiYiYkom5g7h4Ymurv6Wls4GxhYq6jq6BqaWNo4A7o3bDy5dvfXoCe/Dx9xXrt\u002B5fOPOvUec4MQgIPjaA/Y7PLwPwJIFhblExSFacIsiueLq3QcECvIcYsjDkCJIJArypS2o8NBnmfhv0SmGflSnZj/WqWZ/t5jwyLeVkO8soRkJeOQIe46OiQHPzCOsChx7heXY\u002BiSbu8ZbucVZukRYO4Xqm3spqB4ZsKo1OLGMnLG8ioWpbUB4dGlsSvHT2oa43EKfiBQtI3sMkZmG8QIeRwbfJTCzgRkDx/cePbl85QYWQ8RgMHBAR52jvfmAy8bZW05Z88rVWwwQXYksMHL52u0bt9kVlLXsHD1UNfTvs3NfvHLz\u002Bq37XLxC/ELiUKWxXb4BbY6aPYDx2w8e8wmLQwIGMwbTBcflEZMA64WXECG4\u002BIUhbDBfunaBDg0hGDmJdsQuYsM4IoXEfHRP37\u002Bu/gdAjHwHgUQiETBoLCMdctM8Hoeio6PHXn3Cr2jqEOIUmGHiHKVnFWRiH2xmF2jlFKqqZQcGrKxorqRgJi1rJC5joKRlGxxeXNc63jw4YubqcfEe57V73AAWhogl4Mj0DBjw\u002B4s3b9/n5GZ/wn3t\u002Bm2YyIRBE5lZ0BDEz9HjKZdQKNrz52lYyRQEMOqnJpEJFFa2K9fBZfEUNhLzJTLLZSLlIgZPwRKYWS9dBydmZrsKHIMT33nI8YRX8ImA8GM\u002BQajqkJsiuPgA3LsPOOCvWByZjh6DRr5kgXyBHpYPQ2qKAHxJBDJym\u002BV/37z/Uvr0MzGOQiKzodFoMh5DJqAxaHpmVgqRmXKeloK6wMLOr2zmFAUQ61oGGtsFGVv7WTqGAMRgwHIyRorypvKKZpJyRtLKZhbWUcWV3ZXtXX5xcdoWDuHxWdkFxVz83HgsiYERy4CBSHH1LgfnYy5egBiL/MAFEZwYR2ZlIrKep8eCAQNMJPBnLAPsUGgsE9BMj2aC3QmiBz0GD/jiSaz0THgIPDAC8R3Gccg1c2QIOwOWxALVG8u1m/iLlwmXrhChMQMWBDsLcvs0mkTCsxBxyA/DIGck4LPDNoRQAx4MC0e\u002BmXx6C//r6AchPgnKP6JTiz3WqWY/uSgUCi0tPR0jgZNXUt/M08A8WFHLU1k3QEPHXVXTSVHNRkbRRExGR0hCRURaVUJeXU7V3MY5NDG3MqO0MTa/vKCpO6u\u002B3SY0iuXSZci\u002BEEPxZAoUVbyCQpev34DUcurj/N2CbPC9OtXsTH9B/2MhBo/CEfDgc/Rolqu3eSUVzZR1PaSUHaTkLGUVreQgDSuaSsjpictqi8loiMmqS8gbKmvZ\u002BISmpRTWhqcXByTl\u002BSRkmvuF3X3IToPc1Yhnvnjp2q3bjzi5rt68BUCf\u002Bjh/t5Crbt\u002BnU83O9Bf0yUN8arHHIlPwJApyhfYCAwZFi79ym1dCwVhZ20FRCQKxtbSsiYSUvpSsgZyikZSsjpCoipi0vpSiiY1LeHhyUUBsbkBCbkJhTXp5s7W9A\u002BvlK\u002BdokWf6sl25ysHNc/v\u002BAzDmU293pl9Q/2MhxhGRJ\u002BVh4e/MzJA4CazX73EICkgoK6vaqKjZyimYC4tqCYqoS0jrScvpS0jrAMQqmraOHtHBMbmxac/yK9ufNfanFddLSEqDL9IzMFEvjF28dIXt4uV/8cu8H5v\u002Bx0KMIUI1j2XEMUGRd/vhQ3ZOnmu375PZrly5ys3DqygnbywnbyguoQWSkNQG8QqpyqmYmNv6evjF\u002BYUl\u002B4Qk6pjY3\u002BUQoqNnPHeeBgimMLMyMmGo3/79CQ/3pz7OsU41O9Nf0P9YiAkUMogJhwWI7z96DFkWwgBEWxQKjSNcuXOPh5tXSkhEUUxCVURMmV9Qjk9EQURKTVHVUFXTRFRS5frtx7SMJBSKkXh0TYF6UhYEIwR407PM\u002BjHpf2xhhyEyM2AJDBg8nszCzMKGTAGgiUQMngLVHi0DlglLYb108\u002B4D7secQiBuATHQE17h2/ce4UmsF2gY6OjRyM9jHd1dDhxTz2rBOAhGTn2cM/2C\u002Bh8LMY58EU1gIZDZAGIGRuzRo0CQn4ElgUMfpVsMFlIzHjIHgcDGzHwVT2FluXyNgDy3D/BlJCLn6Cg4HPKUFvBd6h26yPmOI47RaOzJz3KmX1Y/CPEP6RQrP6pTsx/rVLNjnWr2ozo1\u002B7FONTvW8TmsU4Jajfq1CGrkperUvGf6OHUG8Z9ExfeM4E9RZxB/j07NcqaPXP9yEP9N\u002BqmWc6Z/qv7pEP\u002BtOvV2P6pTsx/rVLMf1T8y75l\u002BWZ1B/Cf9I/Oe6ZfVGcR/0qkZz/LxJ6QziP\u002BkU3OdQfwJ6QcfnvJDOjX/sU41\u002B1Gdmv1Yp5r95Dr1dmf6SHSqm451qtn36gziM30UOtVNxzrV7Ht1BvGZPgqd6qZjnWr2vTqD\u002BEwfhU5107FONftenUF8po9Cp7rpWKeafa/OID7TR6FT3XSsU82\u002BV2cQn\u002Bmj0KluOtapZt\u002BrM4jP9FHoVDcd61Sz79UPXuw4taxjnWr2ozo1\u002B9\u002BtU4s905mOdQbxmT55nUF8pk9eZxCf6ZPXT1bY/ZBOzX6sU82OdarZsU41O9OZjvXJQPxDOjX7mf4FdQbxmT55fTIQI4\u002BV/j6dmv1M/4L6m2\u002BKP9OZPh5RDe4M4jN9wjqD\u002BEyfvM4gPtMnr/9/o4l4FA15BErEAkIAM/2hQGPqIMEAAAAASUVORK5CYII=\u0022;\r\nvar ctx1;\r\nvar ctx2;\r\nvar ctx3;\r\n\r\nvar c1; \r\nvar c2;\r\nvar c3;\r\n\r\nimag.onload = () =\u003E {\r\nconsole.log(imag.width);\r\n\r\n//grab the canvases\r\nc1 = document.getElementById(\u0022naive\u0022);\r\nc2 = document.getElementById(\u0022copyWithin\u0022);\r\nc1.width = imag.width;\r\nc1.height = imag.height;\r\nc2.width = imag.width;\r\nc2.height = imag.height;\r\n//create a canvas for manipulating our image\r\nc3 = document.createElement(\u0022CANVAS\u0022);\r\nc3.width = imag.width;\r\nc3.height = imag.height;\r\n\r\n//context2d\r\nctx1 = c1.getContext(\u00272d\u0027);\r\nctx2 = c2.getContext(\u00272d\u0027);\r\nctx3 = c3.getContext(\u00272d\u0027);\r\n\r\n//cache our image\r\nctx3.drawImage(imag,0,0);\r\n}","TestCases":[{"Name":"iterate","Code":"//A. iteration\r\nvar imageData = ctx3.getImageData(0,0,imag.width,imag.height);\r\nvar data = imageData.data;\r\nvar threshold = 50;\r\n\r\nfor (let i = 0; i \u003C data.length; i\u002B=4)\r\n\tif (((data[i] \u002Bdata[i\u002B1] \u002B data[i\u002B2])/3) \u003C threshold)\r\n\t\t\t\tdata[i\u002B3] = 0;\r\n//draw the finished result\r\nctx1.putImageData(imageData,0,0);","IsDeferred":false},{"Name":"copyWithin","Code":"var imageData = ctx3.getImageData(0,0,imag.width,imag.height);\r\nvar data = imageData.data;\r\n\r\nctx2.globalCompositeOperation = \u0022source-over\u0022;\r\n\r\n//start masking\r\n\r\n//blue mask\r\ndata = data.copyWithin(1,0);\r\nctx3.putImageData(imageData,0,0);\r\nctx2.drawImage(c3,0,0);\r\n//green mask\r\ndata = data.copyWithin(1,0);\r\nctx3.putImageData(imageData,0,0);\r\nctx2.drawImage(c3,0,0);\r\n//red mask\r\ndata = data.copyWithin(1,0);\r\nctx3.putImageData(imageData,0,0)\r\nctx2.drawImage(c3,0,0);\r\n\r\n//gCO source-atop\r\nctx2.globalCompositeOperation = \u0027source-atop\u0027;\r\n\r\n//draw the finished result\r\nctx2.drawImage(imag,0,0);","IsDeferred":false}]}