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15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGmElEQVRYhcXXfWxddRkH8M+5ve1u33b7snVdx8q62TnGhgNEdCLgTAgRRSBKMLogMhEUX5BAAiZINMEgGDUGRbMweQ9ixCEN0ciy8TImWxTnkNFO9gJdu67tdtfd3u6uPcc/zr3rbVfG9pdPcnJ+5znP73m+v+f3e15+WhK6cLH3p0W4HR3Ngd3pQA4RxprIoqPwf9FJ6JpA0fwy2ROAuCJFV8FY9KnpxlbNFn1vrui21phX5BfHjYHNuOJkjAeIftDGo3sMvz3mMqwv/FtYH1hzILK8KHzn6ZxZPVHBL3dSU8F1c8iF7BnhxX7h+sMS1WzN8k28/F4AElCfZGWrqvllOgqeuDod+NecpI/+qI3HFnN6QFfueAWDeZpT8bgywQerWNUqcUMLWc7CS/j8CQGUgmjhL3hqxQwVtyyQmF8Zu+njTTzdRzacqCATUl8+kRdhfV88vqgGPI0bTwgADh5lLxVw1UyJVMnf5elYeMfwOG8kZF9Eumyi0rX9dI5y3wJWtbKyGfx6Kk8cMzEc8uy7VBW+38xOFKxPsmwaL/XHK4TB0fhdkxyXe3uEtX3c1ELLtNjAJQ1cNVNYF3gUC6cE8EqG2mn8fFHstnt2sykzbgwubOLVYfYfjb8HCu/qggfyWL2Tj1RzfnqikcsaJeYkVdTycCmAMtx9di0P9XBzK7MqODdNFPHwPmrLmFcZK5k1jQ39/GmAkTHhml4BNCbjc7C2jy05bp0XzyulA2M8ul8wymkRGWyiEIafnknuCNefFjOKtO4Aa3q4fCaXNrAxwyO9pANhJvI3jGBJQ6B5MIp37+stXFhXYniUtft4MUNDgp6QxsCWgch5xwDAXfPiEJpMrw/x4LsMRdQERg9H7sCvUHIcpfAz3HhBtXBVq8SRiI5+XuinOuCLc/hQLbty/HAXOAPbjx2fA0fjPW0on+iFZbXMxV6cViPcNmTLJOMKnrgJT76W9cLLb0rMDMhEXN/CudPjHAGtqWNzLsf2MtzdgA1DPD/I5gFyyIckArJjPDbIIysaXXtGumzr4PDV3dloI3Yd7y+7x2jFOYtTfH8B7VWUl6yoPODgiHBnXh5PBrMC0Web41PbmY3Dr+sQb42OT6oUgyrSknSwY1smap8CAFSlAwNfbpFanp5aYN0BOnrt6Y2cnsxhepKqROzuZbVojvN61zD37iHHNiwtKtiWiabWHNNwJrLxgW4r2qc4U9B7hL5IKyQPRySD44UqE5xVw/Iq4cZhr5/I4hTUBN/tem+BWgwhWRMwOsWCjkb0H2XjsATOOUUAfcSRNRW93M+6w/E4WYlDo+Qj9ufZe4S3sjx/YHxCGYvG4lAbOQnjVVUsv27O1GEN3bU0Z+3pjUgOR0ZW90it7ol/pgPayrmmKVYwPcmtOyTwbfzkJAD8YpjUn7tpq2R2xfECOw8LeyNbITnEE/jqlTNZVsP8ykklEksr2JF3by4Ovd+fwPiF1Xwli1SS23dwcS1XzqahkHFyIeuGJMR9ggTug6XVfGAK43uP8O88NajgcXHfN9m5VeJyu+HsconfncGd7dwyl64st3XyWA+HCh1TgZ6lkPQaA5uXVjtnVatEaUB05bhnJ+3l3NjG5kNxLWgi7HOsFpzVQNNgAdQlaa6dM64jF8bp/Im9hDgY0chrA5xPXA3lGNiVd83ZNePdzT+G+PFuzqvkOwuoScTb88x+sgS30vZq3AHXXd6k/IYWFlbxxH6WVDOjoKc8YG6Kixp5ur8AivsVqmHR439MBzY+9a5wOGTDQX76DpfWc3MbxY6r+0j8Xo/7SXQW+EtqYoMfns4na3lod7zyUirDmeXCusAm/LzIP7blmch174zKf207v93Ll2axcvbEwrT1MO24qPBdrLrFxqQMV82O3fxk9/i8EM8NCLtH5Q9Gri0FVnrmOjORO4qn69LGiSvIhfxhHytLeMVUP5Af5zUk+UYrLwzFex/ir4M8s1/iYGQlOktUmNS32HSUffgMwvmVgmKa7hxmfYY1JSsvEzf8IxVxrS/SrIq4mnbsY1eG5zKIy/Ujk+wdBwC24I2enM/9JyMxp0pQVx53Ne15vjVJeBveiPhYw0R+LmTdIfaMgS9MZfz9aGF94BXGr18Pxq3ihOcBosWB6PHFotWLRHfNE11cE1/T6vgnLjhVw5Ppijr+W18AcQNjvyF6hqijwEsRrUiN3w1nBP7uFO6GJ0uLxG3UJxayJEtzH6kU4QxGdrJOnF6fxfZTWuL/k/4HB+ZQxUxsxP8AAAAASUVORK5CYII=) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGgUlEQVRYhcXXe2ydZR0H8M97etq1p+1OL2vXtVvpNhkdTMShghNBJ1m4KBKiRIMLIVu4CBqVSIIKEk2M16ghin9Mxk2IgYhzLEQjy7g4JlsiLhPGiuwi3bqu7Xq2nZ6ul/P4x3tOT7uWMfzHX/LmfZ7n/V2+z+99nt9Fa0IXPuHdqRN3YVNLZH86kkPAeDNZbCp87zwDXVMoLCqTPQ2IayvpKhgLn5ptfO084RsLhG+2x2vF9eK4MbId156J8Qjhuwt59ICht8ZdjS2Fb0vqI+uPBiuKzN86i/Oqpyq4fy81FdzURi7PgWFe6JPfckKimp1ZbsdL7wQgAfVJVrdLLSqzqeCJ69ORf7YlXfz9hTx2LmdFdOWmKxgYoaUyHlclOCfF2naJm1vJcj5exOdOC2AyiFb+jN+vnKPi64slFlXFbvpYM0/2ks1PVZDJU18+dS1gS288vqwGPIlbTwsABkc5SAVc1yRROenrinTM/OZQaW04z+FAumyq0g197BnjJ4tZ287qFvDATJ6YMDGU509vkyrMX89OZaxPcsEsXuyLdwgDY/G7Jlnie2uYDb3c1krrrNjAqgaua5KvizyKJTMC+FuG2ln8ojN22w/2sy1TMgaXNvPyEEdG43l/4V1d8MAI1u3lI9VclJ5q5OpGibakiloengygDPd9sJYHD3FHO3MruDBNCDx8mNoyOqpiJXNn8Xwff+xneFx+fY8IGpPxOdjQy44cd3bEcpPp6DiPHhGNMT+QwTYK1/CqJnInWTM/XijS5qOsP8Q1TVzRwNYMj/SQjuQzwV8xjGUNkZaBEP+9W1q5tG6S4TE2HOaFDA0JDuVpjOzoDz48AQDu7Yiv0Kn06nF+8zbHAzWRsRPB3fg1Jh1Hlfg5br2kWn5tu8TJwKY+nuujOuKLbXygln05vrcPLMXuieNzdDT+pw3lU71wQS0LcBDza+R3HbfjFOMKnrgNT7yS9dxLr0s0RWQCa1q5cHYcI6C9ckLmGuwuw30NeP44zw6wvZ8cRvIkIrLjPDbAIysb3bg0XbZzYOj67mzYin3T/WX/OO1Yfm4l317M2SnKJ+2oPGJwWH7viBE8Ec2NhM+0xKd2Tza+fl3HeGOsJFQlBlWkZenozV2ZcPYMACCVjvR/qVXlivTMDJuPsqnHgZ7grGQOs5OkErG7L6hFSxzXu4b40QFy7ML7iwp2ZcLMmmMaygRbf9Vt5dkznCnoOUlv0A7JE4FkNJ2pKsH5NaxIyW8d8urpLM5AzfC1rndmqMVxJGsixmbY0Gigb5StQxJY/h4B9BLfrJnopT42n4jHySocG2MkcGSEgyd5I8uzR0sCaToz8VUbPgPjqRQrbmqb+VpDdy0tWQd6AsmhYHjdIZXrDsUf6yMuDvwQH8ccnBMHwq/ix2cA4JdDVG7sZmEV8yqmM+w9Id8T7CzOf4twD2EbYTSOwlOeVYTmOGBd/y7GL61mFGFJUkgQVtYK9y8Rfndu/KzrnKii7ioKdSK8OIPhQHitUGZ1ECpi5XcpJc0ipcTpNlxSbvyhpcJDS4U7FwgLEkIl4cp64YFO4d6OCQCdFIJeO9svZ/m6OPZM0Mu4Eh3lrF3I9mNxLmggP2AiF5zfQPNAAdSqNDe2lXTk8nE4f/wgeQwGGnmln4uIs6EM/f/gC1ejKLsRl2N5FXcspibBoiqePkKO6KoGC7tyOlF3TbPym1tZkuLxIyyrZk6hSiqPWFDJZY082VcAxU8VsmGxHvhDG1vvJj+IB8WB+op6bl9IseLqPhm/v9PBDS0SP3tfPF9WExv80Gw+WcuD++OdT6YynFcuXxfZhl8U1ycKkm5u2s1IPdbghrmsnjc1Me08wfyIzsIJSBVyfrEwKcN182I3P9FdksvjmX757jEjg8GNk4FNrgn3dHP33MLkisapO8jleeowFzeVQKUK0v0jJb6GJF9u57nj8b/P4y8DPH1EYjBYjT2nemYybctyGJ9GflGVqBim9wyxJcMtbSXDiYg3BkmWxbm+SHMr4my66TD7MjyTQZyuHznF3jQAsAP/OpTz2dcyEm0pUV15XNXMxqo5U5n/M0Zvlo82TPfY5mMcGAefn8k4JGdaxFOZYGdizPp79pY6ozXzpjM2lbN7tGR0cmdUx6uDfMVpOqMzoWvr+Hd9ISCtrDW+5pTesIywsrLUG86J/N0Z9obvhYrd8caWyN50JJcglJe6443+x+74/0r/BRemW1aQeLUHAAAAAElFTkSuQmCC) 15 15, auto;}
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53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur149216 1.0833333333333s linear infinite forwards;
}
