@keyframes rwdcur195963 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhcWXX2hbVRzHP226JF76Iu6tI0rWh+bBgXU3RRcXNzpoRAQXUEG8CWh86OpLinQyHwejD75srZOJ2FVfFPzzMjNfzLIGpN7pYEJTIcn+sL71baXmz+39+XB7IbvmpElb8QMhh/s75/f9cs89v3MO7A3/HsfT10PfMPAGMAYcBQ61xB4Ct4Bl4Fugup8GjgMz9Pte4fmTcCQGIzoMHQZ/EBo1WKvAqgl3ivD7L2Bv/QTMAjf3YmAQ+AR/8H1On4HXJ2EovLPdtSr88Cl8Pw+N2hVgGtjo1UAIyBOJhvn4Kjw9srOwl3slOJ+CVbMKnAAedGsgBCyRSIeY+RwGBnoXd7EsmM1AbuEB8FI7E14DGvAniXSYj76A/v7di7vYNlx4F3ILVeBZYLM17PN0v0gkeooLP4LPG9olfX3w4quw/POTrK89BVx7LNzSPo4/WODL293PuWV1P0X3SgTfG6VWq8VpWR2t73iG02c6i4vAHzfgXBJOavDyAef/XNJ5LtJ+2DGQtyNMTk46Om0I0+8TvqkIRWn/K1jChCHAI+ASEMUpTlFgHnjEhOH0axnXSrlcFp/PJ9vjHuMs+im1+JLtit/FWSXtCAF3mTCEJVtUjI+PC3DWOwVjHImpX/3tAlxf3ADiKNbz9vM41xc38lZBmSoWizl6HgNHGdHVBr67BLDQQbzVxOLc3Jyyg67rjp7HwCGGDqvT/poD+GoHcZeruVxOGRweHnb0Wgw4W6o/2H6E1YTG3wDrXRpY39zcxLKstsFAIOA2/a6BBuDsau0YOAD+JwAOdmngoKZpDCjqQ71ed5sN1wDAQ9Yq6pQvJADe6dJAKpFIKIPlctnR28Y1cItVU50y+QFAGvUSdAkBxtTUlLKDaZqOnsfAMneK6rTPxWHCGAQKHUyEgIJhGIPxeFyZqlgsOnoeeq2E87SphIZhiGVZyiLUqRICXOOtabUBtyJezAvxpBDQBBBN0ySZTEo+nxfbVldAEZFsNivs527YHLOUX7uXUqnE6Gjn3fAmjdoVzqecbXYH5Bhdi1uWRSqVolarfYbnoOo98kxT+q3KbMY5yewDtm2TyWQwTbMKfNjNmBBwn0RauNFUfg/d0Gw2JZ1OC3AfeKYX4yGgQiQqfL2yKwMrKyui67oAlV7FXTTgMv6g8Gb2X0u001LLZrMSDAYFuLydR0lvN6PRE87NKKLz12vDBAIB6vU65XIZ0zQpFovk83m2tvbnZuTlP7kb7pU9347/d/4BXseF6VAjjB0AAAAASUVORK5CYII=) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADy0lEQVRYhcWXT2wbVRDGf7FT21i+IHpzZSonEjEVFbS1wx9T40hIccWFWipwYG0FwYG0F/cQVeVYKeqBC1CKioA0IKEiFbiUhAtbp5YgdSFSkeIIeaO0qm+5NSr+s/ZwWG/lGL9kExfxSZbfvnkz37fzdnb2QX/w9OnPwA7WhoETwChwBNjXYbsH3AIWge+A1Ucp4Cgwhct9jMNjcDAOI1EIDoHHB/UqVAxYKcLtAvz+C7SaPwHngYV+BASAD/H43uP4JLz+PgTD28utrMIPn8L3F6BevQScBjZ2KiAE6ERiYT64DE+ObE/cjbUSnMvASnEVSAJ3nQoIATdIZUNMfQ6Dgzsnt2GacP5dmJu5C7zcS0S3AD/wJ6lsmDNfgMu1e3IbrRZMvwNzM6vAM8CDTrO7a/lHRGKvMv0juLtNu8TAALz4Giz+/DjrlSeAa5vMHeOjeHx5vlpyvuem6XyL1kowcQjq1QQd1dGZ4ymOT25NLgJ/XIezaRjzwyt7rP+zaWteRO27P2JVEkx1TtsZCONyG3z7l7rUmk2YnoD52Q1gBvgaWAf2AhlAY1wLcOZL9fZVDHjrKWg1h2i/rOwMnODwmJpcxCZfAw4Ap4Cb7SA3gUngAPOza0xPqDMRHIJDSYuvDVvAKAfjvZ0AlvL2nSdQ1HN7PsH87AZLeXUsi2e0W8ARRqJqp6sfg5V2FXmniFmufqJeEYlafF0C9hEcUjv9OgfWnjvBZX6bU1uDwxZfhwCrpXp8vR3MBtT/BuuBc4J1ag+sEu0Fj/fhyBZQB6yu1guDe8DzGFhPuxPsxetXvx/qtYcjWwDAPSqGOuQLKYC3HQrI8HxKba2ULb42bAG3WCmqndKnALJYjWorhACN9En1ilLR4usSsMjtgtrpuQSMawEgv4WIEJDXNC3QOplQx7J4Frunw7jcwhVDKEjvX94UxjUB7gMXgBjWZ1qsfX1f0zQxTVM6sSnGlbLgckvb71+4xpun1QIKItxoia7rkk6nxe/3CyB+v1/S6bToui6tVktUoCDCGzmhn24oL22+Nk2TQYfdsFQq8fSzW3fDBerVS5zLqGu4C07JTdMkk8lAvfoZ23yoBgCDVFZYaG5K/27RbDYlm80KYLTjb4sQcIdUVrje6EtAo9Gwye8A+x2lq0OEQSQmfLO8K/Ll5WWJRqP2ne+I3IYfuOjz+SSXy4lhGI6Iy+Wy5HI58fl8Alxsx1HC8cnI7XYfSyaTxONxotEow8PDeL1earUa5XKZYrFIoVBA13WazUdzMurGf3I27Bd9n47/d/wDgiFzlm3XBVoAAAAASUVORK5CYII=) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhcWXT2wbRRTGf7FT21i+IHpzZSonEo4qKtHWTkGmwZGQ4ooLXanAgbUVBAfSXtxDVLVHpKgHLkApKgLSgISKVOBSEi5snRpB6kJEKyUR8kZpVd9ya1T8Z+3hMN7gLJ54ExfxSSuPZ+a979s38/bNQG/w9WhP3w7mRoGTwDBwBNjXNvYAuA0sAN8Aq49TwDFgEo/3OIdH4WASYnEID4AvALUKlE1YKcKdAvz2EzQbPwAXgPleBISA9/EF3uHEBLz6LoSj3eWWV+G7j+Hbi1CrXAbOABs7FRABDIYSUc5fgadj3YmdWFuG9zKwUlwFUsB9twIiwE3S2QiTn0J//87JbVgWXHgbZqfvAy92EuEUEATuks5GOfsZeDy7J7fRbMLUWzA7vQo8CzxqH/Y6pn/AUOJlpr4Hr3Nol+jrgxdegYUfn2S9/BRwfctwW/sYvkCeLxbdr7lluV+itWUYPwS1yght2dEe40lOTGxPLgT8fgPOaTAahJf2yN9zmuwXQm27f0hmEky2d9sRiOLxmnz9pzrVGg2YGoe5mQ1gGvgSWAf2AhlAZ0wPcfZz9fKVTXjjGWg2Bmh9rOwInOTwqJpcCJt8DTgAnAZutZzcAiaAA8zNrDE1ro5EeAAOpSRfC7aAYQ4mOxsBLObtNx9Bkc+t/hHmZjZYzKt9SZ5hp4AjxOJqo2sfggy7irxdxAzXPlLPGIpLPoeAfYQH1Ea/zIJccze4wq+z6tHwoORrEyBLqi/Q2cCqQ+0vkBvODdapPpIp2gk+/2bLFlADZFXrhP494HsC5G53g734g+rvQ6262bIFADygbKpdPp8GeNOlgAxH0+rRcknytWALuM1KUW2knQbIIgvVdogAOtop9YzlouRzCFjgTkFp0zw1gq7rISC/jYgIkGdMD/HciFqA5FlwdkfxeAVXTUFBbD7tsCxL6LougIfARSCBPKYlWv8fMqYL8tYWH1ueqyWBxytadv/CdV4/05HcRrPZFIZhCE3TRDAYFIAIBoNC0zRhGIbgZlNNXhCC13KCbtVw+Y9FYjF31dCyLPodu73vZ8VkF9VwnlrlciaTwVLlsANO8m2UyuNZrfIJXQ6qIcDMZrOi0Wh0XgcX2BL2+YYgnRWA2fLfFRHgXjabFfV6vTcRN+o2+T1gv7tw/SPCTCQSYmlpaXcCvloSxOL2m++I3EYQuBQIBEQulxOmaboiLpVKIpfLiUAgIIBLLT9KuL4Zeb3e46lUimQySTweZ3BwEL/fT7VapVQqUSwWKRQKGIZBo/F4bkZO/Cd3w17R8+34f8ffEgJzlyELJDIAAAAASUVORK5CYII=) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3klEQVRYhcWXUWhbVRjHf+3NkmvIi7i3jDjSginDgduSitbFFAbN2IsNTHzwJlT0wdqX9qGM+SiUPfgynZOJ2lVBJkx9ma0vZuki2mUamNAWSUpXlre+rcw0vcnx4dxbbmNOcttM/MElN/ec7/z/95zz3XMOdIe3y3h69lE3DJwHBoFTwBFH2UPgHrAEfAusPUkDp4FperWznByG40MQiUKwD7w61KpQKcNqAe7n4fefoVH/EbgELHZjIAB8iFd/h9FxeO1dCIY7262swfefwHdXoFa9BkwBW/s1EAKyDMTCvH8dno10Fm5mfQU+SMNqYQ1IABtuDYSAOyQzIaY/A49n/+I2pgmX3ob52Q3glVYmmg34gT9JZsJc+Bx6ew8ubtNowMxbMD+7BjwPPHYWa03VLzMQO8PMD6A1Fx2Qnh546Rws/fQ0m5VngFt7ih33p/HqOb4suh9z03Q/ROsrMHYCatU4juxw9vE0o+PtxYWAP27DxRQM++HVQ/L3Yko+F0Ide3RAZhJMOx/bPRCmVyvzzV/qVKvXYWYMFua2gFngK2ATOAykAYMRI8CFL9TDVynDG89Bo96H9bGye+A8J4fV4kLY4uvAMWACuGs1chcYB46xMLfOzJi6J4J9cCIh9SxsA4McH2odBFDM2W8eR5HP1vM4C3NbFHPqtqTOYLOBU0Si6qCbH4HsdpW408QcNz9W1xiISr0mA0cI9qmDfp0HOeZuuM5v8+rSYL/UcxiQS6pXbx1g7kDtb5ATzg2bbD+WKdoKr2/3zjZQA+Sq1grPIfA+BXK2u+EwPr/6+1Db3r2zDQA8pFJuWV+8DKPnkgBvujSQ5sWkurRSknoWtoF7rBZ2BZ0XwMTEBEAGuVC1IwQYpN5T11gpSL0mA0tnNvK7gs3E43EMwwgAuTYmQkCOESPAC3G1gft5kDunPYQ1TRPlclmoME1TGIYhgEfAFSCG3KbFrP+PGDEEOVOQF62vGyVBryasuH9xa2pqSmlACCEajYbIZrMilUoJv98vAOH3+0UqlRJczgruNNTieSF4fVLQbjXUdT1XLBaJRNythqZp4rFme88vHSq7WA0Xq9XqtXQ6janK4SY8jlRTzR/Lqdye1aqf0mGjGgDKmUxG1Ov1tsPRipbdvlgXJDMCKFvtdyQEPMhkMmJnZ6c7A7d3bPEHwFE34k4T5VgsJpaXlw9m4utlQSRqv/m+xG38wFVd18Xk5GTbFN1j4EZJznavLoCrVjtKXJ+MNE07m0gkGBoaIhqN0t/fj8/nY3t7m1KpRKFQIJ/Pk81mqdefzMmomf/kbNgtXZ+O/3f+AZMMehXZLnEAAAAAAElFTkSuQmCC) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRYhcWXMWgbVxjHf7Fs60l4zNaiwe5gjy3VtYOxsGND3FGCZupJ1HirF4nSjDYUStYW46aT1mbJJGcpPpwqg61QQwepAp3jOOmWzcW6+E73dTiplS96yqkq5A+Cg/f+/+//Pr3vve/BeJgek8+NEebOAp8DnwAfA+/3jb0EngJHwAPg9P80sAR8E4vFPltZWWFxcZF0Os3c3BxKKRzHwbZtarUa1WqVg4MDOp3OPnAPeBzVyCDMAPeVUlIqlcS2bYkC27alVCqJUkqA+12dkZECbMMwpNFoRAocRr1el3Q6LYDd1Rsp+PNCoSCu6/6n4D24riuFQkGA51FNJAG7UChIp9MZK3gPnU6nZ8Lu6g/FnmEYY688DNd1xTAMAfaGBV9SSo30n49itF6v9zbmks5ApVQqDRXxfV8sy5JsNiuJREIASSQSks1mxbIs8X1/KL9YLApQGRR8NhaLDS01z/PENE0BLoAfAIPgcDKAXeDCNE3xPE+r0Wq1JBaLSZd3DXfX1taGrrwb/Bn63ZwCnpmmOTQTq6urAtwNkx/u7OxoSZZl9Vb+tlJKAReWZWm1tre3BXgYJr7Y39/XkrLZrHTTHgW7uVxOq1WpVAR4ESZJs9nUkrobzohowEgmk1qtZrMpgPQmT9C9UpVSA9Vc16XdbgO8imjg1eXlJZ7nDRyMx+O9z2mASeAKwHGcgYSpqSkSiQTtdvsm0a7Zm8STTB1NDh49f937uoIgAwAvbdvWKq6vrwN8ESE4QJ5P1/Wjf7Yg6B/oN/C0VqtpOVtbWwAFolWBSe4r/YxGDYLm5ZqBo2q1quVkMhlM05wBDoeYSAGH3DZn+DCjN/B7FYLO6RpGPQl3GXASctsUDj2hKoN/P7eEicEnIYxwF+RyOSGeDMopnhQyOeF7S/jV1wevinDnzbugvydcUkodnpycMD8/r08hcONJ98PzYFKz28M4a8CXH8GVk6GvV5zom/LYcZyf8vm8tobfQNTgngff5uHK+ZFQozoRmlo6Pj4+3dzcxPf9aOJvg+/DvU34o3YKfB0eDhv4C1gul8vnGxsb0TOhg+fBdxvwqHwO3OrqX4PuXZACLMMwZsvlMgsLC/8SnmgYYZw1grQHK78FnI1knqCB3FNKSbFY/KdEh+7yXqndKQrTqtcDDm1ER3oZLS8v80tqERbS8N4HMB2Hq9fB8dqoBYfMbxb40V9G7/xtOC7Gfh2/c/wNb9Ct5/1GqG8AAAAASUVORK5CYII=) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRYhcWXT2jbZhjGf40yWzY59raRQrLDdhkszBpLs5hmCTQ92rDtMsUQchhkF4uxHhMYjF43Qtpe5ut26cnpLSKde+hUGOxgzWClbdreestIlEjWu4OlkaqWIteFPiAQ/t73eR69/t7vD4yG3Ij5XBgidgr4EvgU+AR478zYM+Ah8AD4Hdh/kwbmgR8URbm2sLDA3NwcpVKJ6elpVFXFdV0cx8GyLFqtFru7u/R6vR3gBnAvq5FBmABuqaoqhmGI4ziSBY7jiGEYoqqqALdCnqExCTiapolt25mE42i321IqlQRwQr6hxJ/UajXxPO+1xCN4nie1Wk2AJ1lNFAGnVqtJr9cbSTxCr9eLTDghfyq2NU0b+cvj8DxPNE0TYDtNfF5V1aH+82GMttvtaGLOJxloGoaRShIEgZimKZVKRQqFggBSKBSkUqmIaZoSBEFqfr1eF6A5SHxKUZTUVvN9X3RdF+AQ+AXQ6C9OGrAFHOq6Lr7vJ3J0u11RFEXCvJdwfWlpKfXLQ/FHJM/mSeCRruuplVhcXBTgejz5zubmZmKSaZrRl5/XSpPAoWmaiVwbGxsC3IknPt3Z2UlMqlQqEpY9C7aq1WoiV7PZFOBpPEk6nU5iUjjhtIwGtGKxmMjV6XQEkCh4jHBLVVV1IJvneRwfHwO8yGjgxdHREb7vDxzM5/PRaw5gHDgFuHTfHVAYgHcgV4DT44tk22YvFotFxsfHBw6enJxEr6fQrwDAM547yZSfLQN8k0EcYGV5eTlxsNvt9vVCRAYe8o+VTFn9DqBGti7Q19fXEwMsy+rrxQw84O9WMu3HZbiqTwB7KSYmgT1d1yfK5XIiVavV6uvFMMWYIvzmCC0Z/Oz5wtX/V8It3vBKCNDkayPZQEuEPwLhZ1MoV4V8sd9O+aJUq9XX3gvOngnnyal7/PoXXPogsYQvwfchnO1yOT3Utm1mZmZwXbfMmbPi2JmYe5y6t/lxpU+cBQmt9qpPn5WVFVzXvUnsoDoWizWw/9znxhoEQTYT5yAIAtbW1rAsax/4Pj4eN/AvcIW7jQN+Ws1eCeDC/Vd/832f1dVVGo3GAfBFyJ9qAOAA+Jy7jX2+vQyP7cwmzsK2bWZnZ2k0GvtAGXg8LEcR2CanCl/V01s0fKJWq9fr0fFrm3MOoplvRowp15i5Ah/NwYclePd9yOXh9ASed8G2WDxoYZrmUDejt343HBUj347fOv4D4Vixi/7jeeoAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur195963 2.4s linear infinite forwards;
}
