@keyframes rwdcur146967 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhbXXT4hVVRwH8M+d0VCJ2bRIDNtU4wRRRBEE0myCoIVJSOqukGxZ0KJaSSDI0LpFQhBhkFQgumpTTUr+gcgEQ4cg2piLiEBnct7Me78W59z3zrveN71JPPDl3nPuPef7/X3P75x7T2XMEkxjF2Yxg23YhFu4hiuYx8mKhXHHHYd4d3A+iHXgfLD7Tomng9P9QadEvCrimIjLIi7l9ku5fiw/nxoScjo7t27yPTGpG0RsFvGWiEURUWBVxM18LdsXRbyZ+xF5nD3rIT/Yj2C/iEMijjdI/gufi3hfxL48TiWCg+NFXuVOcyJ6IrrrJK/Rzf3nhkSMdiKY7ts+9z9Ja/QaODI0He050U+4/bnTuETdnAcrGZ0WLIt4ZZCYJe9EJt+NnTZjR2pYyypdrBboFm3dluereASbwc5yiU7k63tIaTJTtJal10IyimylUe9lAa/1R3unvqnynFw1hT+wpYW4RmSU903Q7mCFpRzgDbCjYmFC2l55uUFeWz0q0l+kzbcZ/Vq4By/2GXaRzJ4FzzeibrO6FPEDDuOmte1v4rk+yyxsyKbwZG7uGlhe3pfo4BNczAPuc/s0NEuVrzP9lplawDayuk7hwCghIVl/Mb/7Np7Aw2uIqDK6WO63biVNwSbyIIvaLW/WzzYITkjWj7K/fraozIEttYBb4EdsbJCW1xL3NgS05UBT0Aoms9hUlkhTcC0bmEodaa9xX07H4O1BWTG8DMtpqAoM2q/XDlwBP2nP+rYl+ACmCoJe8azj9qlYKXC53+tKLWAefNNCOGqnm8TeQkAYtnylgbJtkD/ztYCT4JS0psusX0vIYyMElOg06jfwbb/XSdhQsRBccMMzDuMpKVNH7fu1sAdbBNTbdN3GYP3PS/YvgXP1j2v92TkCPsXVwra2HKijuQ+PNwR03B55R1pnv/W9hrn6ZiKLPIEzlvGr4YxfaznW22q3xe5OgVX8nq98XxWLsfzwHjCp5xSOjkG+iodaHOhIu10p4AvpN6TSw+sF50BAxYJuzu0Psoja8qaQOsr7c+deS9TLGV/hs77Qvc1DS6VR8t/rR+AFbM+YbURfi/lQ2tXrxA2ck7a367jQH/qNKoU1VDY0GyqOBn+ZcNzXJmzES3haWv/lhrOER/F3rvfwjxTjd7le6eXIv2xytTpQODGNj7ET6dPxrJT52zPhuziUhfwp/aT8rP66wBkcuKOzYj4bnl3n2fDsuGfDkQ60CGmejrdKvixJs313Tsd3u/wLNedayC/wbLgAAAAASUVORK5CYII=) 16 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhbXXTYhWVRgH8N8dx1AXs2gRYkQbG2cRRRSBJM2mTS5MwrJpVUhKq6JNH5uIAhnatE1oEwZJFqKbWvQxKYwKUUmWDkWFYEZkhM7bfL3vaXHPuXPmzH1zJvHAn3vPc+9z/s/zP885957KCltgGDswihFswjrM4CLOYQJHK6ZWOu5KiHcGTgXCKnAqsPN6iYcDx5tBh4TwlBAOCuGsEM5E+5nYPxifDy0J5HhUbtXku8Ia3UAI64XwvBCmhRAyLAjharzm9mkhPBf9CHGcXash39tkMCaEV4VwqCC5Ft4XwmtCeCKOUwmBvSvLvIpO40LoCaG7SvKEbvQfXxJEfyUCw43s4/+TNKFXYP+S6WiviabgxqLTSom6sQ7mI+ZaMCuExxcLM+cdiOQ7sc16bKkN/yWVLhYydDNbt+X5Au7AerAtX6ID8foy6jIZyax567WQ9CObL/q9GMDTzWgvppsqzsl5Q/gNG1qIE0JEfl+CdgUrdGKCV8CWiqkB9fbKowV5kvpamX7cYu+Hm7C9YdhBLfYoeKjIuk3qMohDeAWz+stf4sGGZRQGoyjcE81di5Ln9+VUfIpno88l3GLpNJStiteRxjKSAthEjG4uU6BfIAHfYCwb/AJutrwWcvIqjjPbWDdST8E6cDemtUte9j8qCH5SS99P/vRsWl4DG1IAM+ArrC1I82uOM0UAg5bXQBnQPNbgSOPVSa4Xsbkxp0x7xX1CByeLAO6NBPkyzKehyrBov5QUOAe+1l71ZfVfLshfUIuZns9ZPhXzGc42nudSABPgsxbCtqX3VxHAAwVBSVjaJhvPiRTAUXAMVy2t+rZA/szIt6vXUEmYMFf0r+DzxvsoDFZMBU674n5vqOdzewt5wh9FAGmvT0u0F5+luU7rf0ItfwecTD+u6bOzH7yL85lsbTXwe/TYrP7AtGU8V9hm8HOjNYynm4EY5BGcMIsfLd2AyuV4IXo+Fr0TSSn3XIYF/BqvfFllizH/8O6xRs8xHOhDvoDv49t3WV5kiXC2COAD9W9IpYdnMs7FACqmdO0Gb8Yg0sApgA6+w5MYKojLrGcjPsR7kSTYXR5aBvNOxeHAPrztLfyA2yJG8Xd8cWumSFmkQb1RXVRvNaeb4fdVHFa0wdJQcSBw2YBDPjFgLR7BfZHgYdwas+tEDdO/Qw//qHP8IvYrvZj5MvLI197in9I72IZ6t9uKO3G7WuaX8Hok+kVdH99KXxc4gT3XdVaMZ8PJVZ4NJ1d6NuyrQEsg5el4o1qXjnq2b8zp+Ea3fwF4CFjkoVLkrAAAAABJRU5ErkJggg==) 16 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhbXXXYhVVRQH8N8Zx1JJezXLXqpxICgiCKIhX4IwQiUks6dE0scKog8oLApk6KXXioLCPqRCsR56iGhS8AMqlAwbguzFfOrF/Lj3zr27h73PmX3P7LGZxA2Ls8/aZ6//f6+91tpnVxbYAmPYiPUYxxosw2WcxWlM4WDF9ELtLgR4c+BYICxCjgU2Xy3wWOBQY3SVEJ4Swl4hnBLCyaQ/md73pvFVQ0QOJc8tGnxLWKIfCGG5EJ4VwgUhhExmhPBPeub6C0J4Js0jJDtbFgO+s1nBNiHsFsK+Fsh/yWdCeF0ITyQ7lRDYubCVV2nSpBAGQugvEryWfpo/OURifk8Exhq3T/5P0FoGLdkztB3lmGgCbluatFCgfoqDXpJuQTpCeHw2MHPckQS+GROWY11UXMlV+pjJpJ/p+oXxGdyB5WAiT9GR9HwZMUzGM23eBgWQ+cB6rfdBIrC9sfZi3anSnvxmFf7CigJwLSFJ3m8LZQ9WuJgWeB6sq5geEcsrj7XAa1dfaaWLlevwSIOwkejs9eCh1qpLrp6PREc8DTrmur8tDzYo62E0OYV7krpv1uV5P5cZ/IQz+BXfYBOeS2OlVqXneKMZrwmsIU3sZh6Yj8gM3sNrLYCNaSyPhRy8SnY6jXZ1TWAZuBt/p7ccNAfv4YMC+C7cnMYVCNQkLsljYAUxBi6DH7HUcKrlz24C310wvsncFOwZjoceluBAM+tiTeDskLFS0PXwYQH8FryNW1uAvUy6mb5O39jOEbfgNG73M27LgGv397AXr7bAX8CjuDF9k9eIUqvj4FSjOV17YAp8V1j5DD7GK5mhJ/E1tuGG1mpLHmjrjjSWpsgr4Ur8guvN7v0n6iIds/Zp3Gm2SJWqZLsi1isnZsAmafdjJRytmA4cd9593sS92IBPE/haPI8HxCCqt6ZUI/ItqEnU4FPJ/RH8aP3jOpqG92C/j5JbZ/BScv0GrDT35JuvUJXqwAB/4GCjmaw7o4nkgcBhHRN+T174Fjcpp2UuOZHSNtTtT3WV/KHKkjE/eHdYYuArnBDrYxu8dOzmQdZN0sn6XXwu/oZUBmIkNa0hUDGtbyt4C+9mhttESsA5gZpEB1+KmQTB1valpdJq6e/1HfCwGIRrxSxo/wWVtiTgqFjezuF4Y3pXFZc11OYQSCS2GLHPwIilYupsF7OgJtAVI3rEcFpewn58n94rg7TyL0pYRQKJxBjexwTi0XE/7koe6YqZ8kYCOiMezSfUpwscxo6ruiumu+GRRd4Njyz0bjivBwpE2rfj1aJfLoq7fW1ux9e6/QvuU0LwWrerOAAAAABJRU5ErkJggg==) 16 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhbXXX4jVRRQH8M/vrlZG+ZpURtC6akQFgRBsWRQFPdgWovmWBfpYUNGfl4oCWXoJeoiiHgqDjELzOcJ/4J8ISdrSTagQSiJ6MU2ve+/0MDO/nf3t7267iQcOM79z78w553vOnDNTmScFRrAOa7EK1+MqnMdvOI692F0xOd9956N4LHA4EBbAhwNjl6p4JLC/3nSpEJ4UwnYhTAjhWJIfS9/b0+9LZxiyPyG3YOXrw5BeIIQlQnhWCGeFEAqeEsLfaSzlZ4XwTFpHSPusX4jyLbUHm4TwqhB2NJT8F38qhNeF8ETapxICW+bneZUWjQuhL4TeApVn7qX14zOMGIxEYKSGffx/Ks3cb/C2GeFoz4k64TalRfNV1Et5cDFxt4UvCGHDdGKWejtJ+RhGLcHKKJgLKj1MFdwrZL2W36ewAkvAaHlEO2l8GTFNVhXSkvotSgYpu9j47icDNte7vZgnVYrJCUvxFfbgzmTIDYXyfvI+NOZNph3BCufSvmfAyorJjlheeRyr0x8fwk24D29jH35v8XShfAUeqU1aRwR7LXgQ1+B5TOApMV2ewwO4GRvwIb7BnwOUNOFv8r21AWuJIfgJwyZwqxjTftpoD15LCttoAzZhjdlhaFKVxsnkECcrVnTErhat65pOrIB7sFMMQxt9hsdwtAWFkrP8QuJIyzICPTnv/xIbbM74cjyFD/BuiyHL8RFuTN+DkvAf3FFL+hVDHbGf8y0Wm3nUyvE6vIRduL+x+Sm8gj8Kj5veX8RQWh/pHCwSLxPDtTiHoN+YZ74N7+BAMv3qxFem7ymzc6EqeFp+OhtwHMOO4pY5DCjHDkZN14OyLnS1UzZgopYcl7baC742u7oNqnTlcWtLuLlkB2sD9lJWwmvxfYIyl89eY96GSLNKNiti9px4Ah6Voh8r4aKKycARZ6zxJu4Sq9Wguj8oN8pwZOUZ+uzvRK38UL645razDXyMEwVsbQ1nLqi7jTHPz+Nn7K7hH8+TTjJyFw64gJOFR818GFRsug2lpayb/v9rGtlXFYcxAxTv/UN+1NPxgtg6y37f7P1lfpQ5UYYh05f4BJW+YHX5bqg7f8Wkno3gLbxfeNpEoRmGEvrMuex+kZRHLzc2Hy2VBqXb63vgYbHMLhd7V/MW1JakAYfE8nYaR+qtt1bRrRk0y4BkxHodO/R1LBaPzmaxlGYDumJGd0xf0/pivd8pdtK+DPvGis/bdLUakIwYEbv/KGK5vRu3J0S6Ym94Iyn6BT/gO7m7EAv205f0Vkxvw4MLfBsenO/bcCACLYY0X8fLRFzOidG+PK/jy03/AqG+VeAiZYGaAAAAAElFTkSuQmCC) 16 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur146967 2.4s linear infinite forwards;
}
