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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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16.666666666667%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhd2WX2gUVxSHvzMEqSFIkWA1Bg0qeQgiJQapwQfxqYkKUt98WHStskipUkSWPhRKRKlvVUQ0FKkYTBGpgkGiCJVkERSRqlHBStTQ+CfJg5pdkyr768PMOJN1J3ESV0oPHIZ7Z+b8vnvOnHsH/gvWiGUScPM37IJgjeDTjwqQwG4ajgxHqzB1YH9+VJAz2C8+gO/rMXXCtZewTlBZUoA3sCKJqRDC93asNwsJweySAAhmHMPuRAEYjqoxtWN9uVKBXIP0eAC+12M6hfU+haSgSuB8EADBojQ2+j4Qvh/BBp7Ad4IFUwYRTGvDMnEAQiDPB2GnoGZKILfg68kA+P4rNvQQ0pPOiGDeAez5VCAMR/uw7APYK6gTlMUBKLsIbVMFMBz9gElwTrA4Vhby0LBlnD0hyldjSmNqxfQHaAAk15vjlqGiHbv+Pu34O6bboMFArNBPCJaMp/dOfQyGb6CjYD9HvbQNsQ9RPnb6LnAL+At47F1vA/2xMuBloSaNvSq28iZM2WCFTwXfCr7wNqVpscUiAMpOYheLAXQH4r2ChlC7fWJGcu1aulIp7iWT9NTWchT4fFIQ92BDbZGPsS8ASITEV6RSDPX0ICnwkRF0/Diqr+cMcbMjqNqPDRUCvHDFs4I6X7ylhVf5vCuaz6Nnz9DwcADy6BFaupRzsSAETjccDotvdntbgoz3s+Js2sTfvvjp06ixkQ7gm/JyWrZupW9w0L3nhmRH3CzUbw+V4WAA0Oql/6vLl12Bjg40fTobC0JUrFzJVU9cwP24AOUnsKs+QGdQ/50Ay5dzyl99UxNdEWGWhQDkjd/auAeGQa4BHfbH84NbDwCqq6k0cycuXaI7IswV4E1oPOb3bsITaxGc345GAD4rAMjlyPkTCxcyLyLEbMZueLmI54qbwGnDurYE9b8umAVQUcGu/n63BHv2MOryvmMHCNKfBWbEAvAgvhS89AC+Dx2xM3fvZlRCr1+jVIrHQAI3zXVAK2Prfyi2uAdQKWgWbFDBKufO5cdMJuj5AsGwDwA1kwKYyObM4aezZycUr4uO8GGsGegsIrwXqIp6yUoAMgv3yx/B7ZZ/SqDxP7J/AaDDF3YCN4ewAAAAAElFTkSuQmCC) 1 1, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhd2WT2gUZxjGf+8Q/LMEKSJWo0iokkMoIolIDR7EU5NWKFYvHlZd/7BIqVKkLD0USsRQb61I0SDSYjBFRT0ESUVQ4uJBRKpGhURiDcZqkoM1uybdsk8Ps8NM1p2YSVwRX3gY+GbmfX7f+873fQPvQjRg6Tjc/h27KPhc8MFbBYhjtw1HhqN1mDqwP98qyHnsmAfg6UtMnXDjBXwhmFdWgP9gTQJTMYSndqwvA3HBgrIACOb8ht0LAzAcLcbUjvVnywVyA1ITAXiqw3QG63sKCUGVwHkjAIJlKWxsMhCejmKDf8M3go+mDSKY0YalowAEQJ4PwT5B9bRA7sCOqQB4+hUb/gtSU66IYMkh7Pl0IAxHB7HMQ2gR1AoqogBUXIK26QIYjr7HJLgg+DhSFfKwcucEe0KYPsOUwtSK6TJoECRXTVHbUNmO3ZzMcjyL6S5oyDcr1knB8on8XumPwcgtdBzsp7CXdiMOImLjh+8Dd4Be4EnhehcYiFSBQhWqU9jLUjNvxJTxZ/hU8LXgk8KmNCOyWQhAxSnsUimAq755n2BlYLnNMiOxfj1dySQ9iQTdNTUcB1ZMCaIHNteU+Bj7fYB4wHxNMslwdzeSfI2OohMnUF0d54laHUHVz9hwMcA/rnlGUOuZNzfzMp93TfN59OwZGhnxQR49QvX1XIgEIXCuwpGg+XZ3bUuQLvysONu28dgzP3cONTTQAXwVi9G8axf9Q0Puvd5eNHMme6NWoW5PoA2HfYDWQvk3XLvmGnR0oNmz2VqUonLtWq7ncu4zW7bwICpA7CR23QPo9Pu/D2D1as54s29spCskzarTp5GbDgGrIkH0BA6o+z7ARoBNm7ji9TkWo2WCNLkAwLid8bUn1jL4Yw8aBfjQH34IkM2S9QaWLmVJSIoFjN/wsiHPlQ6B04Z17fT7f1MwH6Cykm8HBtwKHDjAmMv7ShzCn30GmBMJoADxqeBFAeC7wBE7d/9+xiSUy6FkkidAHPcvuhZoDZgL+CWyeQFgnqBJsFlFs1y0iB/SabcKRWbFGgSqpwTwuli4kB8nYV4bmuANRRPQWcK4BagKe8nKADIf98sfxV0t/5bB4z2K/wFJACdcfxMVNQAAAABJRU5ErkJggg==) 1 1, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhd2XXWgUVxiGn28IWoNIqUuqIdgQJBdBpCRBNHghvTJRobR3Xqx1/SEUUSkiSwmC5ELqnZVSNBRRDKZEqV4ESYtQSYKgiL/RgpFEg1Xzc6HJrrHKvl7MDLNZM2smcUX6wcuwc+ac9znfN+ecWfgYog7ricOt37G/BOsFn35QgDh2y3BkOPoKUwd244OCnMN+8wF8fYupE66OwdeCWEEBXsPqBKZcCF9tWH8K4oJFBQEQLDiB3Q0DMByVYWrDBtOFArkKyXwAvqoxncH6n0JCUCpw3guAYGkSezkdCF9HseEn8IOgYtYggjmtWE8UgCyQZyOwR1A+K5DbsHUmAL6OY6MPIDnjjAiWHMaezQbCcHQQSw3AAUGVoCgKQNEFaJ0tgOFoHybBecGySFnIQO22PHtCmNZhSmJqwfQ3aBgkVw1RyzC/Dbs2neX4B6Y7oJHALFenBMvz+b1VH4Pxm+gY2KGwTt8jDiKKJ9/+B7gN9AGPvesd4N9IGfCyUJ7EXkw183pMqWCGTwU7BSu9TWlOZLMQgKJ27MJUAN2Beb+gNmu5fWJGYsMGuhobuZdI0FtZyTHgyxlB3IONlVO8jIMBQDzLfHVjI6O9vUgKNDGBTp5E1dWcI2p2BKU/Y6O5AM9d85SgyjdvbuZFJuOaZjJoaAiNjwcgDx+imhrOR4IQON1wJNt8i7u2JejxPlaczZt55JufPYvq6ugAdhQX07x9O4MjI25bXx+aO5fdUbNQvSurDL8EAC1e+r+5dMk16OhA8+bxXc4Q89es4cqrV+4zmzZxPypA8Snsig/QGdR/D8CqVZzxZ19fT1fIMCtOnw4yBKzIbsx7YBika9ER//cXQdMAQFkZMTP3xsWLdIcMc/n6dV4DLF4M5HzevfPEWgp/7kITAJ/nALS3kzYDM0inWRIyxKJYzN3wUikA0u/ynBQCpxXr2hbU/5qgxGve6z6CgJcu7+RYuJDDQ0NuCZqaSAELIgF4EGsFYx7Aj1lH7GeesQ/xGIjjprkKaAHXPJ1GFRX8GtncA4gJGgQb9fYs92cB5NMwUD4jgGnET9Mwrwrt/Z6iAeicwvgAUBrWyQoAUoL7v2ECd7X8VwCP/1G8AfZ6Hqp7HE2kAAAAAElFTkSuQmCC) 1 1, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhd2XTWhUVxiGn+8StAYR0cGfIBqCZBGklBhEgwtxZVIFsTsXo45VYikqIjKICJKF1F0VEQ0iFoMpVaqLEGIRCkkIKKJVYwumRA3+5WehZsZYw7xd3Hu518lMkps4In7wMtw5P+9zvm/OOXfgc4hqrCMO937F/hCsF8z+pABx7J7hyHC0FlMz9tcnBbmKnfUBfH2HqRVuvYGNglhBAUZgdQJTNoSvJqwnBXHBgoIACGb9gv2dD8BwtAhTE9abLhTILUiOBeCrEtNlrOclJAQlAuejAAiWJrF3E4HwdQbrfwH7BGVTBhFMa8Q6ogCEQF4NwH5B6ZRA7sP3kwHwdR4bfAzJSWdEsPgE9moqEIajY1jqERwVVAiKogAUXYfGqQIYjg5jErQIlkXKQgaqdoxxJuTTt5iSmBow/QnqB8lVbdQyzGzCbk9kO/6O6QFoIDDL1kXB12P5jaqPwdBddA7s53yDfkAcQxR/+PU/wH2gG3jufT4AnkXKgJeF0iT2NtfKazClghW+FOwWrPQOpWmRzfIAFP2GXc8F0B6Y9wiqQtvtKzMSGzbQVlfHw0SCrvJyzgHfTAriIWwuz/Fj7A0A4iHz1XV1DHZ1ISnQ8DC6cAFVVnKVqNkRlBzHBrMBXrvmKUGFb15fz9tMxjXNZFBfHxoaCkCePEHLl9MSCULgtMPpsPl2d29L0OG9rDjbtvHUN79yBVVX0wz8WFxM/c6d9A4MuG3d3Wj6dPZGzULlnlAZTgYADV76N3V2ugbNzWjGDLZmTTFzzRpuvn/v9tmyhX+jAhRfxG76AK1B/fcDrFrFZX/1NTW05ZlmxaVLQYaAFeHGMS8Mg3QVOu0/LwmaHgF0dhJzHDCDlhba80xz484dRgAWLgSyXu/GvbGWwrU9aBhgfhYAkA51XZxnigWxmHvgpVKjxowfAqcRa9sR1P+2YJ7XfMDtgoB3Lu+HMXcuJ/r63BIcOkQKmBUJwINYJ3jjARwMXbFzPGMf4jkQx01zBdAArnk6jcrKOBXZ3AOICWoFmzV6lUdCADk1MoJ27aIfKJ0UwATip3Eg+gkOroJFLdCaw/goUJJvkBUAZB7u/4Zh3N3yXwE8vqD4H2wdH3TQYShGAAAAAElFTkSuQmCC) 1 1, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYhd2XTWgUZxjHf88QtAYRqcGPUGwIkkMQKTFICR6kJxMrlPbmYdVt1VhKFRFZihQkh6A3K1JsKNJiMKWKegghLQEhCUJF/IwWjEQNfmWTQ5rsGk3Yv4eZcSab7JpJXJE+8GfYeT/+v/d55n1nFt6HqMG6Y3DzD+xvweeCxe8UIIbdNBwZjj7D1Ipdf6cgF7BffQBfX2Fqhysj8IWgpKAAE7A+jikbwlcL1peCmGB5QQAEi37H7uQCMBx9hKkF608XCuQKJPIB+KrCdBbrewZxQanAeSsAglUJ7MVMIHz9giWfwj5B+ZxBBPOase4oACGQ4UHYLyibE8gt+GY2AL5+w4YeQGLWGRGsPIYNzwXCcHQES92HRkGloCgKQFEHNM8VwHD0IyZBm2B1pCxkoHpHnjMhlzZhSmBqwnQRlATJVV3UMixswa7OZDuew3QbNBiYZeu0YE0+vyn1MRi9gU6CHc016FvEEUTx5Nv/AreAXuCJd70NPI6UAS8LZQns+XQrr8WUClb4TPC94FPvUJoX2SwHQNGfWMd0AF2BeZ+gOrTdPjAjvnkznfX13I3H6amo4CTwyawg7sKWimkexv4AIBYyX19fz1BPD5ICjY2hU6dQVRUXiJodQelP2FA2wH+ueUpQ6Zs3NPA8k3FNMxk0MIBGRwOQhw/R2rW0RYIQOF1wImz+tbu3Jej2Plac7dt55JufP49qamgFvisupmHnTvoHB9223l40fz57o2ahak+oDMcDgCYv/V9euuQatLaiBQvYljXFwg0buDw+7vbZupV7UQGKT2OXfYD2oP77vS5n3W6otpbOHNOsO3MmyBCwLtyY94VhkK5GJ/zfHwdN973r60+1tja6ckzzz7VrTACsWDF5zBsBAFbBX3vQGMCyqQDpUNeVOaZYXlLiHnip1JQxbw6B04x17gjqf1Ww1Gs+gFcC4IXLOzmWLOHYwIBbgoMHSQGLIgF4EBsFIx7AD6FX7IeesQ/xBIjhprkSaOrocM3TaVRezs+RzT2AEkGdYIumrvJQCGBaTUyg3btJAmWzAphBHM4HsGsXSYKDq2BRB7RnmSeBRqA01yArAMhS3P8NY7i75WUBPP5H8QrX8hu8vLSJ2AAAAABJRU5ErkJggg==) 1 1, auto;}
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41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur250873 2.4s linear infinite forwards;
}
