@keyframes rwdcur138268 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGklEQVRYhe3SvUoDURCG4ffsns1qAovRDayihHSSUiLaqGAlgo2tdyEIFpYWgq3X4C1YpbATCwttgmKUCJoqKaL5MT9j5QVkhDSep5/vfJwZcBzHcRzHcZz/zmiGLg+K8j00zMUhexd3qoxfnmboqdmh1vqinyz/5W1dgbOjLblteHRTn2xuPNJ+L8tECxyfX5tcPEMuARs+gOkB0G7cqIqoVhCETcLY4GUBKVO5OpT07Lrp1U/GLmE1BeIsjKYtRHlE7ml99AEIk9OxD1JVwIYDvEDAj7CBpVBSxQDKFWSy4PsBw4FFiMjk0nRfi5O7AQl8RlOWvklRe+tQefYgNdRE6SzmC7K/My8v1VXZXlmQ3bUl6dRLqh/4ASOjTj4s+JltAAAAAElFTkSuQmCC) 15 14, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABG0lEQVRYhe3TvUrDUBjG8X+Sk8S0UFpJIIpSuoljqeiigpM4OnoNToLg4OggeB1egYNTBzdxcFCQoviBg3bQZqg2DbZ9HbyCnKKL57e/7/NwPsAwDMMwDMMw/jtrnOGT7bq8v2V4jrB1fKO1yx6nwFc8x3P3k7sk1d6hXaD30pSV5Vv63gcXHZvD3VX5kwK9zvlPkJWh/GuiGKKwzN7R2e9fQdbel8LkktU63RGkiV0BP7Rw/UQnO38BPz6wALqvlwhXUKoyChRhRTtf7w3UGgEqUOCUsF1B+QPtAirvQP9pXsQvICiGgwTHcSmOcQK5C+ANad3bFEsp5chjNKEQV79Abmm7IRuLs7JWn5bHhwXZXJ+SmWpN6wsCfAOAAE5cAEAPOAAAAABJRU5ErkJggg==) 15 14, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGklEQVRYhe3SvUoDURCG4ffsns1qAovRDayihHSSUiLaqGAlgo2tdyEIFpYWgq3X4C1YpbATCwttgmKUCJoqKaL5MT9j5QVkhDSep5/vfJwZcBzHcRzHcZz/zmiGLg+K8j00zMUhexd3qoxfnmboqdmh1vqinyz/5W1dgbOjLblteHRTn2xuPNJ+L8tECxyfX5tcPEMuARs+gOkB0G7cqIqoVhCETcLY4GUBKVO5OpT07Lrp1U/GLmE1BeIsjKYtRHlE7ml99AEIk9OxD1JVwIYDvEDAj7CBpVBSxQDKFWSy4PsBw4FFiMjk0nRfi5O7AQl8RlOWvklRe+tQefYgNdRE6SzmC7K/My8v1VXZXlmQ3bUl6dRLqh/4ASOjTj4s+JltAAAAAElFTkSuQmCC) 15 14, auto;}
12%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABG0lEQVRYhe3TvUrDUBjG8X+Sk8S0UFpJIIpSuoljqeiigpM4OnoNToLg4OggeB1egYNTBzdxcFCQoviBg3bQZqg2DbZ9HbyCnKKL57e/7/NwPsAwDMMwDMMw/jtrnOGT7bq8v2V4jrB1fKO1yx6nwFc8x3P3k7sk1d6hXaD30pSV5Vv63gcXHZvD3VX5kwK9zvlPkJWh/GuiGKKwzN7R2e9fQdbel8LkktU63RGkiV0BP7Rw/UQnO38BPz6wALqvlwhXUKoyChRhRTtf7w3UGgEqUOCUsF1B+QPtAirvQP9pXsQvICiGgwTHcSmOcQK5C+ANad3bFEsp5chjNKEQV79Abmm7IRuLs7JWn5bHhwXZXJ+SmWpN6wsCfAOAAE5cAEAPOAAAAABJRU5ErkJggg==) 15 14, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGklEQVRYhe3SvUoDURCG4ffsns1qAovRDayihHSSUiLaqGAlgo2tdyEIFpYWgq3X4C1YpbATCwttgmKUCJoqKaL5MT9j5QVkhDSep5/vfJwZcBzHcRzHcZz/zmiGLg+K8j00zMUhexd3qoxfnmboqdmh1vqinyz/5W1dgbOjLblteHRTn2xuPNJ+L8tECxyfX5tcPEMuARs+gOkB0G7cqIqoVhCETcLY4GUBKVO5OpT07Lrp1U/GLmE1BeIsjKYtRHlE7ml99AEIk9OxD1JVwIYDvEDAj7CBpVBSxQDKFWSy4PsBw4FFiMjk0nRfi5O7AQl8RlOWvklRe+tQefYgNdRE6SzmC7K/My8v1VXZXlmQ3bUl6dRLqh/4ASOjTj4s+JltAAAAAElFTkSuQmCC) 15 14, auto;}
20%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABG0lEQVRYhe3TvUrDUBjG8X+Sk8S0UFpJIIpSuoljqeiigpM4OnoNToLg4OggeB1egYNTBzdxcFCQoviBg3bQZqg2DbZ9HbyCnKKL57e/7/NwPsAwDMMwDMMw/jtrnOGT7bq8v2V4jrB1fKO1yx6nwFc8x3P3k7sk1d6hXaD30pSV5Vv63gcXHZvD3VX5kwK9zvlPkJWh/GuiGKKwzN7R2e9fQdbel8LkktU63RGkiV0BP7Rw/UQnO38BPz6wALqvlwhXUKoyChRhRTtf7w3UGgEqUOCUsF1B+QPtAirvQP9pXsQvICiGgwTHcSmOcQK5C+ANad3bFEsp5chjNKEQV79Abmm7IRuLs7JWn5bHhwXZXJ+SmWpN6wsCfAOAAE5cAEAPOAAAAABJRU5ErkJggg==) 15 14, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhb2WS2icVRiGn/Nf55JMM7lOYtN2kmhtpxRpUy+LaLVI0HahuJCCiODGrQq6clPd6KoYsUihoFKyjKKoC7WKKEY7YJtGTWovk0TTxHYm6T+Z+e/HjRe6y38kOcsD5z0P7/ee73wChTX+VEn6kaCj0+bIWFmoaPyzNJVDF2tN5pw1gsKd/+duNYDXXzoof6hquFad+0dmaS5+KTcV4OU3vhJdnW10FcCwp0B4ADRrk0ogSiUw7Rp2p0DLA/ILZj57Uabz9wh/6ZXEEIYKQGce4rQBue1IeR5nMQDA6nk1cSCVAAw7RDMl6DkM06A4rCQDKJYgmwddN4lCA0mObFcGr1LavAxIUydOGQTCYm6+ya+XNLAiFSm11b9jQD7xSJ+8euVueWj/bfLwvduku3RAyQGl4o08kKe/sEQUepwaL9KaTWHYEnehIFNbryUKolIJ9u0J6e+Dhas36e5poSVnI4TBov8M7518K5ETSg6kUx10ti5S3AaCJgKDVa/E++80afHKibQSOzC464D8Pd5Be0ojY0doUrLqlxg7uYXzP06ycO1PJsaOrduFxA649RrXyxnsx4bxfqkw1XuUby5v59Px50npgrSuMX/5t3Xr6UkuHxjYLYPAx77hUP7eRH6nMVs8wsfHj+E36jhrLgN9Xbz27ofrDmIiBywR4wQ+1YOP8uShANsz+OD02wT1GlEQ0PBDUqlUEsn1A+wp7ZdpU+eu0Qd5dugTBp0FTv/UQ1vV4fG9GU5NNigVt9K9JbsxABemy2KoeLscbZ9huXKdPiPm5wvLXFkxcS5KCr195LMWGsn6UeLf67nRQXl0BIZHs0w7uzn+5horf1QQMkCTER+dnU2kmRhg5x17pRVWGd0HZmsLM+F9VMtn2LVziBMTn2/8d2zZNs6axsS3Pobh0Jr5mt5cho7WdFIpNQAZRViaRGgGmZRJNmXSkk1jCbXRMHEnNC2TWGgIIQjCiDCMaLgBesLwqQOYJq4fEAOagCiWCE3gBmrzQGIAGcdEUYTn+2hC/L0nubFyc3MAojBASokmIN+Wo7rmU1mu0QzCzQHQiEnbFv3d7ZwpT4nZuXmBZtBwfU688HTiICQGOHuuLCzDoNCe+3evEcSsNnzq9XpSObWJSNc1TP2/o7OVimj6IYHCQ1ACsA2dbObWxlNr+Liux0MPH974kcwLI6Lo1mdX92KmLy3g1YNEWn8BlblgkGvQMRcAAAAASUVORK5CYII=) 15 14, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur138268 15.416666666667s linear infinite forwards;
}
