@keyframes rwdcur236734 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADo0lEQVRYhb2WTWhcVRTHfzcv04UwWEKSiZNUghOZlGYRatrmFQwUwbZTGkoHuiqxddEgadeKbrJ0IS5s/aCCoujyuVAYTUCEdpFqRQU7OqEdCKlJmkwIloFKMg7Hxcy9mfeZmWj9w2XuO/d8/M+59865CkBEBA+UUsorexxoFxG5qrp8CyIi/xcJpI536NRTX0Ua1VsYO6IN/OWOyLwpp62grQVdE7x0I8NOc6Cp7WuFQCvBm0bLBAC6xnI7zh8rgf8S7bsx0uXu7Ni769JHEthjxc2B26qWfYeps2Ova76+8WekjzA/oQS2qmUVs+Jy6MgQt7+/43LUNZajdCPjCpw8dhOAmBU3etpIRQQPJdAIbakdxqw4yWM3Wf7ueRPYq9uo36x/9F/yFSmhlFIxKy4K+Kj6hMvgovXI5+Rjj87L1iND4OmBIYrzc15+BmEVMAnogD88O1j7BQ7fLRhFLQc4crcQmHkqbVOcn5MwEoG9IJW2JWbFpX6YXCNmxV0jSLbHiksqbUsqbUf2BV831PN7UmJg8Cj3790h5zguo0w2S8yKU6mWfWsAZ85dYN/AUFhMNwGlFEHN77mj43rvfMg5DmfOXQgMDrBVLVOcn+OgfZqHG+vRBHQwjZ/mvgLgoH3ayDLZrAkMcPLsOJt/bwDw9RdfunS8iDqAhkAUPiPhIhKUdSabdemdZ9WrEnoAzTU/nr1khDPOdY5nLzHjXA8kJVLZdqBioeS9PoNI6GakGoPp4NqBzjrnOL4KaFmYTqInGZpIIwFDItGTJNGTNCRSadtlcPLsuO/bK7vy+ltMTE2T6Eny6bvTOvPILWiEAExMTQPwybU3GBgcM4vem+ElGKCz64etACJSEZGK5BxHLk9OikhFRkZGRPITtd/6uh6XJyeNnkhFent7I9tC1C1QAErFBLbPgb52L733DPCb+QbIzc4CcPWDa3yu+mrC3uiL1nR53j9xSkYX1hh29tP34rdG/sfsC/yS/R2AW/3dRj66sEa+sAjAq73tLC0tNX0GIglEIV9YZHbqFQDs4u2mSDT9Jox/8yMAw85+EyxfWDTfGqsPlll9sNys29behPnCIvkDtYzetg/XhAdmXDql5RUAPqQN+rsZrdv9awLnWVWptC1PdnQa2drK/W0iwMONdYr1XgLAiVM7+m2pApubf7mCv7mwwmtA91P7zPrPg4e2DRbWuFWvAuXgbWn5Wa67ZV//cKDMV+7+7trt+DWYwD84jtcZDoDRdwAAAABJRU5ErkJggg==) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur236734 1s linear infinite forwards;
}
