@keyframes rwdcur73236 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFO0lEQVRYhbWXy4tlRx3HP786deqcc9+3H9MzmclMi6CgOAtRMqDjIqAbNwH/gCwkEARxk1VwnZVrQRIX/gHiJuDClYYQR90YIZKMj04nTk93377ve8+rTv1cdOMYXEzSt/3uilOn6lO/Z5Vs//IbylN09r235WlzLisT1juEaQ//cUz9kaX+yHJj9Sztsy3CtEdY7/DCGy89FfKyksFPX1SzzNG8ooljAPb6u6zqFbk0aBzR8obd7jaHy+n/LGARTn/4+qUtZGWxS1yVaCQQOVzlmU0ElYRIBBWhEDjMIdBH5JN7JcZcdu9zAD1JUbWoCK4IvPzmQxZZyirrMO9n/CtxnHQcs3bEqhNR9BLqVkZILJ3JlLwpNwPgcY9nrqWUpXI2zumWOSKCN0KrSoisokaoYkPVctRZQmhbSCw8dIQi3gwgzK4x8yU+GMwyo58/wIavA1C4Oe3ODpWFMhGqQUropZBarFFkNUTnmyWI1dkuk1kNQBoCA1uQ+ndw8wTV+6x6A4rYUOz10O0MFwfiuCSKQJbXkbndDECm24SLgYaSYVzjtWYYSrbWv0E//g5vPn+T1rMRWZLjjCcWj0hgUnyRsGptBjD/yz3Zv/uajuZfxUifXhYwMUgqJAO4v/1Pvnzvb/y6uM2SPaqQUmBpNGJZCMUi2QwA4ODdV6V183caWNN5xmIHDne9Qza7Qfv+jO/embMzqfjDeMyj0GEeUhbGYqs1oUw3BwDQugQpaO13iPfa2MMdkjs50U5NXAfubk8QUd47qziVjEVI+VPI0Sq/GoBQrjFJibvdw34wwF0vsXsVYhuooZdVfL63xIry15FnajyuWqN5djUAmufEcYX9YIAdeGSrQVoKDlQF2zQM45Kmf552B5MG49dofUUuiHTFZC7ce/sHNHLee5qLb0Ga//ygKngVmkYoCwdckQv6WY3EJY8mq8+0gIjSzb6vi/znl6pIly5jWfyiariGBosxKaqfriQPh220Tng8f1ngvyzwWZXXv5BW8roKhiStiCLFiiLy5OpgNAIguhhHKpwuHF6fzNmsjkYZNz835sc/+Rn7w5Jb/TU7UUE71ISlpTlIaA4T/LGjeRTjp5avvfMKj+fuagAkbhNswZHvkI8uTttVEtcQiUIFuhZ0HOGnFv+FKfWDFMkSqK4CIMuoXIvj0GFtLPXI4lVobXmGcY36CH/sKI8T/J0R9eGKIBkmeZK6mwG4jMZkHEiXbpMxNhmLM4eq8NxwBKOY8sOMvH9E9f4SP63AthCeBOxGACZJ8a7FrN5nKQ2T4DkyBe+fHDOaO775VsRk+pDyoESLhlCDcS2Mzti/+5oevPuqbGaBbkmdKgd+C1VDrZYqWPLyLr86LPjRnx/wpcVDOgjWGKxA2K4wZsBYn6f3ld/rZgDtU5rUc1r3aRqoa0NdG6KTnN1/LPn7rVvIh99mb/EW3aYkFY8MzjAXF9mGeDMXaO+M0FHywuGDQOEx85z0eE5aB2ap5WjYReRbVOsl7fKP0BvR7QjWBM5WyYZBODxDU8EXPShrzLLCLQqSUnEeVkFoWj3GlQfAm+cIgzGdrYzECZOT2YZBeGMJUQIrjyk9cV7i1hWuDkhQmkhYO4NN2syDoqrI1oRROkNU4brdDCDbq2lCyYA5pEAKOlQKhFKVUxXeU4dojGgPUaVyDXGdI6qI29AFZTJB+OSzUYDbnQGnizFrG5C6IdOIdtzmeHZ63uObGskc2sku3w2fphfeeEl/m5xAVdFtLL20zeH46BxSBNPJwLn/HwDAp3n6/xuSzXjybQwBcQAAAABJRU5ErkJggg==) 16 16, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbElEQVRYhbWXS4hlVxWGv7XPPq977r1Vtx7dlao8Wjtt4quVgBpHQjsUMSE4ECIZZJKBThUycSIBQXAmSMeB0CMfgwjiSERxEBExBFs6/bKtdHV39a3nPffc89x7OagmHRTspG67JhsOe6/znf+s/a+9ZflXv1AeELsvfF0eNOe4YfyNCn99QvePW8il25zed7QXt2gvbuGuHeJvVDx3/vUHQh43ZPFbP1bTTtG6xNiEjdGIf+3soqoESYbakB4dq4MBm+PpfyWwAuPz3z62Qlau5PRih9eQ0sFBvseCU1QVOchRVdQpuxyQKuCPFqoR6i4k7tnjvvsIQK/lbJweUTeOvXzCL39+gSUXMmoiLnUNw2oHdifkW47prqHIA4rDkDIP+dFvX2LbDeYDGO4MeXf/AOMtST9mRxwEEITCmXHKzdQiJXQVVIWhOAyZ5RGzMmKlXWZyN5oP4DF/Ah8lIJYIYRy0tHqk82DNIrMQX3vKacBkP+LwIGV6GFFXISvdEp3G3JwLQFehWQIg0Iq7pqNQRyEOgLwekRZ3GG+l3L3VI89TymlI01lO+CVCSeZT4AlZfq+wnJZs24ZIhW0VxqbjC5nh8t+HXHpriXySUjch0gWICsvdEolm8wH8YPKsvHjqNX1k5xmGZNycGZrO0BYh+W7KG9e/xOWfPMLn1htWMkeSesR14Dt6bUyk8XwAABduvCrf6/1RnSvZ2RxSTyN2tzMy/yyTi1/mdrTFn/65x6PDhuVMWUhCksgz6CqsD+YHAFCt0a7h7uaQqhuyqGcZ6jkuX3W4IGYSJmwewrTpWEoNvciz7mqMmocD4PwMdQ1dt8aif4qBnuXODUNVtGANbRBTBQ17paV1jkEstK6mN6dJvwcgWtL6mr5/ih5nqItVJtsdXe0REXwQ0ZgE8SU0AeoV11W0dA8HoNUCUwqf+cZZUKHzO5xRQVRQNUAKpASAyJH1W3V0pn04AGHaUoc1xX7x4TJ45Wvpy/pG+dNjNaRjd7GvhC/pyJ/AeEtsEgINP9C6wSgjbmO+P3lF4H0KfNj4Tfsz+U58XsUbOjmqRFXFvW+OiKCiIIo1gChBHtLq/cqdq5faICUPOn69eJVpJ9Qi1DaljTOkF7N4usfGJ2Ie/7TF9jeZcYVnvvl5ovK+ec21iUPJCGzCMHUMIkesSuQrjGtQVWxsGJ40xNmYGVeYmnewpodKev8j5gHwkhIGsJI5eqEhLJW90tK5mrrrkWSGtVOeifyNA/M2iZ0QBCli7iswF4CRlCjwrC92VI1hkBj6kefmBPZczcknAw7ldxTyJidPFMT9BmMjkIcFYBJ61rFsC4gs6wuWqjOcKhx/uTVm+Mm3yT7ye9aWS8KsJbKeIEjJTcGLp17TCzdelbkA9qUmC2ua8q+oKGodSdTy8fWS57+6x8fOLfHnZMqe6WhFaUSZ0BGYRTb2zvHd4Zs6F8BtGTOyFb2lKZHtSPstg0HJifUZH/3UjKLY4IvGc9VWHIijEOUtGePMvUOMC+b7Be/qLq2p+ezijDhp6S80LCyWrG7UxJmSun0eaxaPYIOWA3HclF0aq2A6TDWcD2BTdrG2YTiq6KUNvUHDcNSQ9h0mDtC2xd+xrK4fHVxDMWyxQ+U8XjusqeYDKNem7AQ5WVqTDlqyhZYk89gEbArQcWVU8nQb4UQhgOZkzcqTQ+Io4J1r+8fvBQCPPv9Dnc06Ytsi/p69GjD3skogR3Z8byQw5LmQBg4jUNRz1kC9EqMaU/3H88dX+4zznBkW6VpcVSAiPLGyRLG/T9m1SJyiYX8+Bf5XPHf+df3DJEZdja+O7pRPr69xffsurVdM0gcT/f8AAD7I1f/fS5CJ6xAdoEgAAAAASUVORK5CYII=) 16 16, auto;}
16%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaUlEQVRYhbWXSYilVxmGnzP80x2rbg1WKt1dJaaDmkU0LtKCgihuVLAhYNxJcOGA2bkKBLIKLgQXbgJGmuzc9ELcxQEVlESwxdgtaDrV1V1DV6xbwx3/6ZzzuahQ3SjYSd32W/18nP97n/OeAy9HLfzsqvCAOvj6M+pBa85aOmxMCTePcTe2eXwYcDe2qa9vUV/fwr99RNiYcvmVVx8IedaycmuEcSOoCoppC/VujoQAgEoVYir+tOl48vtX5M6/xv89QMH+a8+f2SGrbo544uICU+945699uosRIoJCYFAgkoMPHO0OaYkg7p4ZuY9Ikuis2icAsjHixp0+KE2nl/Kl139EM2h6PuKcRFxwMesu5Z+lopUfkNUjdFFRDz3fef57bAy7swEsDjr4aIIRA6WiCAFRQmzgyBkWARM01k+J3PRUvJrAqsxzcNDgYBaAC2EZr4YgFh0Uk+OUqlVB5Im1o1aeVBRJOSIpCop9TzGGqtYshx5r0mRjJgBZgqoHQIhK9nZbJJ2KultC09E3njcruDAZMdx2FMea2imqXLMaepSqNYM82HW1ACeXnsoXvHVnDksgzmqOFwui1YKv9ffY+ouQD2Kct/hKEQIsuR6VzHgHXhpeUs+tvyzn+k8x57sshs9hJCMazZGO1vjVj0u4/Qda87+m0y2IIo9NAwqh4WLmJZkNAODK5gvqB43fS+kK5uUzjA40u5uOrT+XHF8/pBUv8Gn5Iod7b9Ls5mSNGhs5rC8JoZgdAECkJHjPnbeEw92a/q2K4cYUVdTsV5rbgyZr3Uvk+9eYZjlpVjFXl3jJHw6AC1O88ty96RnuVIzvVvhpTeJqCqPojyKaScZi6yncdIfc7eBdhXpYAEpyXHAM34VJv8aVDu0rlBK8VwxLxdHYktiMduNRVB5TugIvs8XEKUAtEyIP3/qNICKAAdoY2iilYCzYuwrUiaBRQu0UXj0kB2xWU0QlxdHkAw0QJTyTfVOu5j89UyCdOcW+Gn1DemEZEyyJTrHy/kKpNd8krRNeHH5bwX0OfND6ef2aejH5iRgxKOvw8t5eROFEQBQigr/vH6UUdqhw9/XODAAQmQzTLNl9/HVMtsTIZewdW7YHhr2hZaQSqqhBaDaIWhHNlYTv/hYa4Z7sTABWNYmtwulbyLSi3XiUspUxLDT7RhCvCCbGJpbmYkTnQxarY0TM6Qw9C4CoDGNjsvaEkGxSj6+xmOYstmtSI3gbYRoR7fMJSxcTHnnMYHQDqxv3NjELgFEZcVTR7eU065p8WjEZvMFa92l2j2N2qoj5iw3Ofyphed3SXghok6DCPQdmAtA6JTYFveUpgsIVmnplxHDwSy6pLzBe+yhPfCWi4Ba1OuZI5ST2WUZ+wHPrL8uVzRfUTABHqqRhK3rLU7QGEwvWOLKu0PnkVVj5Bf/YTRn3U6o8wqE5NpeJ9Rxrh5/npc4bMhPAjtontmPOL1TEWSCyQjoX6JyLubOwwifaR9QfO+JwYsgHCeUwZtvso/V7Ee7NbEewJQckesJne544CqQtSJcto2abp2P4ozesaAudklFWU7ditnSfYAW0wxSd2QBuqwM6ekqjHYibEHUMZZpSJm0KJURimA+WSjuIPOVcwTXdBwQvHqOL2QAGC2N21eBUPKQxtW3gTIbXgQYwj2biIyoDSgfqRxzjwwIk4J0/exYAnPvyDyUvazJTn/aUVSfpaTQYffJtNcJJf9h3fGS1SyO1/O3tg9kcKBcTgiT8Z35eWG6xPxwxFYvyNb44WaG15sNPLvHO3ja6TpHH2rM58L/q8iuvyu8OE8SXhPLkTamU4uPnV/n71i46aYGO/38AAO/n6f9vF9WW0Orr9zYAAAAASUVORK5CYII=) 16 16, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,40.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLklEQVRYhbWXS4wdRxWGv1PVj9v39n2MZ8YaP+LYI8eJRRQQsIhASiRLEWwQlsg+i2zYkD3ZRUheRcoaEYRYwYYVK2+Q7FXEQ0KJIdLgV7DH8TzuzNxn3+7qqsPiGg8REk7mDr/Ui+o6ffrTX3V0quQHy79TnqHf938kz4o5qsxymJKHA0z9EHEPnj4vvmhZDlOWw5R3rn74TMijKurqiIkZE5mCxMdPJ7rFAKeT+eCPNe99/Vc6/Of4vxJIBO/v/OTIDkXLMqIVV4haUuw8qQrc22Ll31ETi8765BZEhGBARbFVwKbmqP+eA1R6h6CCKFTqETtEypSsbJO5Hpl0Sbur9Nca9M9F3E4t+ydg2jN8//onzLYeLAbQ4RFTBKOQqjDILBaYqSX2CRo6aGQoOobPm4b9HMYrhuKEUNlN8rC5GMDJ+Cadyy9TlzNGd++wn38XtUoEzHxMc+aYJYb9NcPDXBictRTLQnmmSyve50R8czGA1TWFvU9IgWTN8unKHuZgBslzYIRZPcKvWj7uWHYuW8brJ3Cnurg8o5v/g+U1ge0FAJZPH27gGiifayN1DzsZY7e3qG/DX772He68eYbppTXqbhOfxQRj6J2OWI0Wq9Do1etDuXblvH4z3aXXifgs2qe0nqLpObgw4+FbH9N78w2GjZdxNgYEFUtAiXJIywUBAN79w325+cOmlrFyrztg3Kgo2sL4ZMx0vcfqpCY3N5hFF/HSQ6VFbdqURpkRFgcAKEVxQekvVVS5UHQjZisNNEsYuU16lQPA2VN46SE6obRKwTE4ADDVQB0JRddQ5ZaqE+OzGGtSqlAQ1fskpg2AkQrsEqXxFPaYAAqrOIWybaibCT6zkCRghJqSafgGqf8MlRgs4B2zKDAJxwQwCYrMJnxwPaAIWDACiqD8aR7k52MAaojdhOK4AFyWUbqYydb+l/rQBWHmArUa3vp2rL/+sztSQzpyF3v71UzXOxXyFTdhq7NEGjt+/JuhwH848FX1y48K+cXVVCUWXNx6mklQnjRV5MkCBgX8fBzPRmhxCH1kAIDMWLZPv8QH136K1SGx75PU25TueXZnG4wGG/jJADOeEI090bTk59f3iP3keABaRmjUBmdPgp9Xh6ij6f9KxBIEharCFjXxxJGMA02ByB+u/GIOeCENFi89sDFBk3nSMCIxMSGU2MKRDB3ZoCYZK1mtxHJ4iFkMACH1grNraBjhtYWXFgDt2PG4qMh2ZuTbNdlIyWcJLSPzE9cTLXSeamBIg1CbnCo6TRWdo4hfYpy8jmtF9DYOWL8lXLrb4dLjE1wYdEmdMK0M166c14UdKAdCnYIdgwkeWyjRwNHcOODib1f41o1XcBfv4U+28K0UjTz1QaCH4Uq8x0ff6+hCADu7wkFd07q9RTwuiD8fkN/dY/VTzxt/K7Fbz7NfQf1oim8/IPQa7O5CrMdUhv3HyiB6gXzjEenmgKyvdB96Xhl68h2P1m3SUedJNZzHTCv6e0p7/QWitMHw77cWBHCvMXVLNO8dkO0p+Vbg7FhZehxoVIGSmEbVwllHBHgv7Javs3lbCQaa7rXFAMbmDA1/hta20jwILA3gVBnIhgGpAyJCFJo0qopCPBYYyTJeLArUh63taPrZ2ffVTwM+MYgKJoCqYgOIFxD/hXiV+dqXsUNFaVTJYg4MyhRVoPzi+865nP7OCKYZACsXWty/c3h/qPCkktHSfDEH/pfeufqhDm+kc4DLbTZu3X86JyI0TU5K8v8DAPgyV/9/ATr9Zz8W+j60AAAAAElFTkSuQmCC) 16 16, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIUlEQVRYha2XS48cVxXHf+c+qqq7Z7rdPQ9PbAMG4shYRhaWkFiBFMQ+EhLKjkUWYcM2QnyAsIAPgEQQWzZ8AbJKJCRgAUKyLGeBQsCBwT09/e6ux733sOgkNkLC1tQc6aquzi2d86v/PXVulfzmmwfKc+y770/kefdc1MzmMDHrJ9Kd2zz2gX+45rMx3Y9sDhPvvPnacyEvam55Rdk7uYtcOWEze4A+k0oKobZKCH/kV2/d09X87/8bQRw//Pn4wgq55ZHwZPkIs3pI/gWDjYKIhQhBHCEZJAnn1QyKPqqKIrtrvsa6/KK5dwCnXtGeQUTI8sjX61ewi6uYj76KzF/mbHKVevoV6tUJW/XMXWLjEgurXH/926zzR+0A/tUH3QBGyfJI9GMA5MRDeYBzB2zVEtSyscrGJSZW2VrFZcpyL7UDmB0n7AJw4HJoVhPUNQBk4/fY97eYhYytFeY+MrHKuY+UVjEjmI/a1aebHykyqncJk1LGNT6viFkFdwzZ7AkpFYx95HGWeOIjlVVKk5BRYn3Q7g110wMBdjLmKTF9HMhMwBUl2Usr9u//moePvsdfejVTG3H7CckUHCyHhs1RSwUefWMhd9++qbP7ZzRDYbz0aDLUwbAJGWNzxrtX/oCffI6eFPTXltwK1oHmfVZ5SwCABz/+m1x9v6tawXTbIamnTF2WzQFnm6/hDz5kkSzL9YCzpsBvPE4dX64MVdmyCD+dNJWiUdjGHlUqqOKAsr7OZm7x2RrfmVIliCYSvMeqpywj9fYSFACoNokQLdu0RxN7bJsBVRjSxBxrG2y+xqaCKIYYMmKIlHVie1kAzdaSotLEHmXYgzSiih1SdBgf8K4iZWs0CJ+KXlUBXdvLAdC1IQC/feVDRAWwGAyiDlFBxJGrUKiA2SUd2ylsW+V/CtBpBvhKmK6nn3iaFwogKnTeGOj2l/MLNYQLdxH//Z6mY0guYQqL+herhWFvSJMrix98LK0AAPJf9BXj6MThzpEiKrobGj6ZBxIJ2K1FiQA0b6wEntmCi5jtwGhxj8c//Qm4GuM2ZN0VeT5nbzBmsPdv+ocr+tkZYscUbsW79z4g2qfP3QpAepG8chAyYNfQm1oxtiQ1DmMDud2COadwK7xd4zuCsZH6MgA6HaHIDFksiMkSgyNqIpoeMXq8rSjclMLPye2c3JQUXQjWsL4MgKwjFIWlu+kSJND4hpAsjYGmntAdRIrsY/b9hMJsMNLguyDPlJ5pA5AXBpsnXh5l3Nrv8iXf56Q5oD+9RjP5IsfdP3M1/4jD7IxRsWLY2VLkFr8x3H37prZWYK8SpFqwvZ5DAKmF3tJwIw65N7vGq+mQ5fEH1K4kqFIn2Is5/oohvHrO7d/3tR3AWOhNE+Wpo0iGPArHjeVGbbiZSrp/eh1XrKiO/kroLGhcw/CJoTY74dXGdgr0J8rg3KCNpYjCqLEcROGosRhfElfHZA+P4U7CDv6JLRYMJkqoHARD7JftAEYTYX8KqbF0onAQhUFj6UTFdmqWjTJYfws3/h0AEjz98oy6AhJIadoBvLQy9GohRKEfhW4wdKPgJGAlEoJDqiGc3sbmu7PlWjalrgRVkNCyFf/sRzc0hi1S9RARBEVkF1KIqFEwCTSABdVItEq1FZIaOt2WNZDPKtAELP/Lvzf4PMvJGKcbmiisy/jZmohw5/532MxOWZ0+aKfA/7N33nxN8/F7VJWy2j79bhQRrt26y+LxQ7Ks5RY8z17k1/8/55N8hDXQzs4AAAAASUVORK5CYII=) 16 16, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72%,72.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFO0lEQVRYha2Xy6tlRxWHv1W79q69z9nndV/tDZ1OB7uJJI1BcRAEFfwHDDgQnTjIJIgiiJP0H5B5IBMxIThw6CAjh6IQESEDoYkJV+lrP9J9+95zz/Oe/apdy8FJ0gkZdOee/sGGqk3VWh+r1qpFyZ9e2VYeoR+/PZZHrTmvzGorMO0E7qjndmi4HRrOdvYZd7pMO4HVVuCt115+JOR5ZRc9ZYmhwBC7FoB4WNE4jyjEseLDP3nnjRd1ubz1ZQti+dX143NHyB45IUiMDJQQQ1MnnLUzxCkiEYgiUjIub4ENiHzRV2zceX2vAT5cKMYriFKFhPf/8ipZf0E2OmNwoSUkN5HkLkk0I43O6LgSlzUkNrCa5lAVmwHc6cPF9CkqrTgpxlTzHiKCiTz10ONih4piTI1LahLXkNmAs3CYQBWHzQCO9wJtNaM1nnlmKJYDgrcAJOnH5N0enppYKvK0Jk8DaQKJscxGwlw2y097vKucNpP1JOSUkyHepfgmQVXpPy04U7LVL9nqKnmckMcxLoqYxsLUblahtt3epv1kElUDtBjRFJ5qPqKcbBEZ5Qc/WvHcVoeRy8hMQqIxEoSzwYSm0wUm5weYv3Qol1+/piffLjGDAWnoE2NIRRh6x27xPX7yx5cov/4mPN8hZDUkJRq1tLsl6vLNIgBweP2GdP72DQ0r2LE5g8SynyfM9zO+O+uSzb9PWg9ZHr1PyO8SBjcwOxZ7pUNIzeYAAFpFUArP5B2+1o25vWO5VDi2m4gmxGSTq/RUWNQ9pNgiTOdExQFabJgDnw7CCrQSnuknHAwtF6qEvdpiW6EBsrqPLJ+io8LKJxh/SrLqoVn9ZAC0iAl1xMHQMvCWUSt0VIgBFaVtLVE1IpJ1ylZthlnFaPqkAM5gLjP+/YufIfrp5eIBkLb9bIMKqHhaCZSJh80uwocAWdMlrpTJ2cdfyYCokL1yVYu3D86VDOfOoPjnz2rYiwkWTGrR+PH2jbpDGifMX31P4HMR+Kpq/nBT3O+/pRhIa0ukBlHL529mjaJPRms3KoZFMkXVf7bm3AAAUSZcPO3yxu9+g6v2cas9KHdomy5LGzh0LXdcy1HiuRe3zKzno9/+lHkyfjIA0oVQNvj8Lm20zkarEVHrEI1ogJUok0iZWc/VqecgbRHXPCGArKbuVIT8PsauWNmanij4DnEzwkfKg8TzwFVcOvH876xBMsWkD21sCKC0WY1cuUF74jGzayySBbko8ck3GcdwK6vo3yv4cFkzqz10FIkflvVGACYN+M6K5soCeTYi1B9giv8w/eDPpP/9JX+PXmRyMOFmVVG2SkOg2wEz81x+/ZoeXr8hm0WgWhJpgd8/RI1SS0MRaiZXCz46eo9b7/6a+/Z56jrHGAtYsnqGGXpOf7ik/4/LuhFAfLyk6wP3OaZqWpZNw7JpODmLuLfc5eJ3jmiDsDi6QLXo4asUGY9JzBKANm43O4KtsdLXwFFUUAdPWcOyNJzOU9qQktopo31FRFjFNVXZZXDi6UuPKFhO3XgzgL2x4ERZ9j2Vh1VtKMqERh2BhEYWdPa2qctTYH32u6eBnSzHiSOaTTYDeHppwMHKQ+0NdRVT1QkhJKgKQSoSV+P6LaGdo6rsTQQ3OwEVLtoNq+CFUUYTWiiH6x8xqFWgRLVC9Rj0X+i+oLr+4qRGmxhVwSSyGUC/rtb9+QsS8vwSi8kx1qxoGkElI866zMZHADQVZKmQ9/T83fBReuu1l9X5v1KX0NIj7fQ5fbB+W4oIedeQpBu048fR4zz9/w/dU3yIQLtbHgAAAABJRU5ErkJggg==) 16 16, auto;}
73%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOklEQVRYha2Xy48dRxWHv1PV1d2372vuvK2MLWM7kSEEYwuExZIdGxSJNWIBSAiJHatI2WYB+ywgUcSKFRv+ABASC4tNZAU5Fglo8Az2ZF537rv7VlcdFtdjIiFhZ65/UqurStV1Pv1KXeeU/P5na8pz9P13T+R5cy4qM+1FzorIfqzZC5694ImXb7IXPP1GYNqLvPf2m8+FvKiSUVsZq2HWNLg0ADDqzJitCdIQ5k6pw1/54N1bOp48+t8VJOHnvzi6sEPJvgix4aBQKgehajA4OSDmTQYowUcgYPqPQSwiCzNEFBEltdlFYy8AHo4UWwtIpKoL/vKr3xFMSUiH2GJAc+OIzqVDuldmdHpTymQfb0+wpmSVY3I7Ww5grwOvrdygCjMOTg9ISZlHqH3AlyWxTrCJx3UEbw8Xwe0EKxVH7bBUcIDkcDNyNvgYtQrrDdq2QRkSCBBCSfAZSVrTMgMG9gBnRySmxJo5n/WUyiwJcLphsasCCE1fcK3RZOo9w9rS95H5+JR8A4bpQ1x6TGKmWPEYIqdrQm3y5QBkbYt43put8tXVgrKOjEJOvyz4RxWw67+m2fgXLpmSJRExiy+mKwUuWwGOLg4wvPtQrr5zW4/veLST86SdkQB5aPE1L/xgukN+qcdHKzPOfMk8KAGIEdS10Ky9lAMGYPetDyUWDqaGnTLltUnG7VHGt0cZX5nXFH+4y9f9LW52NrnUyunlCe0cYhmJ5XKHZHLe0MoQSmVnbugGy7oXdrzFuREy2SS9v8mlO0q785iTesigLqFUlJcEEKdAKax7SzcIW97SjFDbCvFt5NMbJFuOFpB1HQ0ZI7MEVfdyAHTmiLPIRhCKIDSDYE2NSsCFgnnVRf5ZYfMtANY7DjMp0SWPgmf+ufe/pSJCu2ojoX42QQVq41FRgnhUILJ4q82QANVP7l08F5w3Gr6JqwL9yfGLkftILEeYGtwPX1X/208uBHFh8saPvqzzazn6BVfoNTv4zDL86R8FPufAF9Xs/Y8l+81dVQsSKkTB4BAFqw5RIYmL/rnUJoyyEar/HbwwAIBtCFI94YN2jhmuYE+2MA8iZvebpKevs336DZLpNmVMOHWBqVV+/MvvMiimLwdAmhBtzXHo0+v6xdi1HfTJAG+nBLWIWiZWObPKwCqmMEjuXxJAw6NSc3A2YKYVax1PC3A3PNq/joSMiYHPXODYKQMboFA+n7+WBFBA6M9LJnXNICnZaFZs3xKyB4f4mLKf1jxyyokLDK0uti19lv6WAzC5YtQwKsGYmiE1J7biwI1443tdHnyScL+oOHJKaQM1QBExQ8/Vd27r7lsfynIOVCPEjxlOFsexRkNVG3zd4E/TPo+H97g+3aGXp7StI08MUpWYlZrT79R07t3U5QCOzihiZDLLiBiCOupYUFcbhOM79LNd7p9ZeuMunSSncA5OjzCuD0CwYbkt6J54smgJ6ggxpY45dd2hO7/JkyNIW1Pmkz4nlaEMgbx2NI6nNHxEgjDvLgmw/fTCNA8NgmaE0CQP24zjCvXcYl2FtxNqm0MAH1KuHMOV1S+RpQ3+fvi35QAujw1lEE4pCDHHhTVc2GQ2VELtMEmNyytCnBDUMo+wfQYyfsRcLZeTJf+C13sN5mGC6iGqAuyheh82hfjqoly2GIIK58WzzWZE70AVk8pyAGtUT4s6ffos1GpeYdQ/IrFTvBemZWTrlesc7H8KM/BzaGRCyy1bT/0fvff2m5rFP1OVyngceeXqG/x79yMARIRWy5BmS6TjF9GLXP3/A9Nnhhz7IeEZAAAAAElFTkSuQmCC) 16 16, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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85%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFgElEQVRYha2Xz4scxxXHP1Vd3T09PTs7OyutpF3FknYXxbEDJsEEEwImviWHIPAlBgcHcsklkJMh/gMsMDkHQhzyA4WcQiCHXAIGmwTiXCM7iqLVrmRptZrd2R/T09Nd3V31clhhJQQieWa/x+b1e5/6vldV3erq7xaFJ+hHrw7Vk2Kmld6aeLYOPf+617BxX1HUa9z8pObmJzWbB46tiefqu1eeCDmt1Dd+0hMZa+pC0C3NqYUVHg7vICJEaYAOBdO0mZ87zfb47v8kCDD86Qe7UztkNjNF6tr40FNRUOwf4mQeESHPFCKCE+H+4RBPgn/0olZCGVo6Jp629jHAThbz+YVLWGfJRgM+vPYeLlzgQeSZrwYc7bXYGo3ZdhkHesw4yBmFOXlY8MEbv2Bz7vZsAHQvc+uwxJuATnwB5fYIgCXV5+NkkXMmp6TB0jDR5XHxaIKNJrjF8/hIATvTA/ilVaKWRRkFKiSo9xDfEAHLpkcUBljvyYOCw2hElhwxisZUoaXpn0PiFvCX6QHk9DpV/7izUnp0s4u4HOUmLLFKtnDEZMeyk+wyaA/Ik4xJWNCYCt8/j2r1pi4OYNTi2qeDJUWBqR4iKkLUAN0MSPVXuNH9Ox/1b5AnGXVoaQKFKEXTP4uk9WwAo5deUxffflP2vvxFSOeZ6A0aXZGHlmHyB26/vspvmkPOVy+QunmSSYKzgm/gXjyHxLOdUQZg6613VPuD34srKu52dxi33+fhxRT/tTX+ePmIB/evY/dretU50rBHy3eIfExT5vggmR0AQKyjqTx3Vz+kWekhz/XYe77LP4qbuLhi1NrGI1RNQaLniXyMsxbR4ckA+EmNq2qa9Q5+rYN/bo6P6h0yX2I01HFOWR2AAecaYtXG2QphtlP6sQOF4G2FX+vAWptbzrLtR1jfoJTCRzVVa4IqDATgRWjKBhp7QgBZQaE0r/VfRQ4VHoeo42lHC2ECJGAJqJQiA6QO0PaEAJK8JnSWg3H+mRJ4hOS735Pilz+fajtMvYfC198Qf3oJbwy61ULM0w3jQielDmJGP/y+gv9w4LOqvvYrFf/0Z+K1RikHgIgA7tMYpRRKBCWCJkCJkAXxo7hjTQ0AEKQxQTOid+saVo2xKsMmI+p0RBh71to9XohXeNE8w+XGwMaE7yx/myJunwyASmMCa0hcilYKApCywYUFEpXE2rCsu6wHMfwzQ2+M0esRKnrc+dkAEkVAROp6hDohEAMGGlti2yVzusXz5iz6+gj98SHmfklwJUTHj+dlRgBD4GN6zRKVtrR0m8gnaBT7NuMLwRlOXT9C/XmPpa2czuRlTKRRcXAyALoVYFyKGYREJmQ+nqNpL7PoVoh3Q7550OXSrzdYLL5FWscYHxEkBp1nXHz7Tdl66x01mwN2SGhDRjcqlAjGCWEds1Cc4+X9r/NK/6u0xn9DNwcoqVFSQXOE7iXsv/Ilun/9rcwGsHsHU3bojduYJqJdJ6TFHGcmSzw7WSVfydD+JUx5G+UOUDJB7W6iWxoAF+jZWiDDTbRdoDtZJKpjulWHuWKes/Y0bYlxB4sMeh2WWCWod1DuEDV8DyM1uhHKbjzjEA43MNUK8+Ul4qpNWrXpVV1SlxAHGls7HpiGXtQnApQ2sLeF8xXSOHTZQs8CoMcbBMN7xDYlrdp065S2bxFjaGGoG1grhgxChwsXkOAUyt7hQuJY78Uwujn9XQDw4o/Py7iZ0KpjvByn0oB+tK5AKZRSaCUopQg0HKiMyCVoNHmQz9aChdjSjQUo/+v5cucZjrJdGjPB14oqdyilONO/QHKQ4+uCMFEsdWQ2B/6frr57Rbbi9xEr1OPj7+7PnX2W7cFtvNSEHQ3RDNfxU0E8xa//vwGTKZElZRaA/QAAAABJRU5ErkJggg==) 16 16, auto;}
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88%,88.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur73236 3.3333333333333s linear infinite forwards;
}
