@keyframes rwdcur130200 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfUlEQVRYha1WW2wUVRj+5szM2cusKO3SQmPBYLcpYDXBokH7wKNUW8BGE/RNCcbokwkxasN2lUSNygv6IOCbMX3wARZ9UkGoqUYEL6V4mWriJQXLttDdnZ3dmTnn+DC72712Zxe/ZDKZM+f833f+2znS/uP9AhU4um9aqhyrh9nZ2R09PT1nCt9HPnzry50P7H5vQ/cdH6uq2tjA/uP9opYILzg3efZRAGLs5IAYiw+IJw5vEnsO9QoA4szUZ+9wzqknAaVvr5ifn98BQOw9NCgmp8zi89SRB8VILCIAiB9mLr7gWUAzImzbJqXkBS8+d+xhMTllipFYpCiikS1S+nF037TkRYSqqmx0bDv/6JVJDG734/2nfwK3FVjiL/e/6PCyj9bAGPMDELtf6xVCCAFAVKJlD3iBLMvmIy9v4UGfu9TV4EKSPBdPEUozk03T7A0EAsgm0yR0axDPfHA3zCUGX8CPY89eKBPjFc1KFsPRCJjh4Pa+EJILTtWETHZ5LB7VG3J49oCu/9YXifQCADo3BBH4fRBdr0+Uzfn6QBt8oUJovNn15AHGmCLLsr3zxY0IrFIQ7vQBDsXaK0MAwEnsXQIAv7y5tuiBeFRHNpu90+/3/7GSbU8ekGXZAQA1KIPSfN4qFq52nwDlHaQt+jwAIJ2eACmx2IjckwDOuUIIsUdiEddoUC77n2H/4m95AkIApOma8lCGhJBiVlFKQH3lS5I37Kp4x6M6mONoNy0gl8u2ARD1dp9OObAsXjYmmGtSVpSMFwF1Q+A4DlEUZWE42gtAwOcnCGquACGA5HUbpsmq1p169VdYlqVR2vggXFHA5Z9nHgIAiQgQImHVbWqRfPGaBdvmVWsKoaCUetp9XQGGYazXNO3T4YMRQAJWt6uQZbdijZRTRW6ZDDQg49S4DsacdbLsvcFWzbQsS6GU/lmIu6YpUPOlx7mAka7ofgJQZFI8diSJXPXMjooktG3bTym1d41vyhsDtNBy4lk5Ud3hJIBQCfFxHYaR7iZN1mJxNudcUVXVHI1thZDcXWohBSTveiEAI2XXNCLlb16aFvqnKfZSAafPfTEEADZSEAxQFQLtFjdCnAncWLBg27Ub/MnYDBhna5olB/JnQSJx7a5weM300EsbofhlyBLQ3ulzdy+AxHwOjlOb3MuJtxIUzrmfEDI9cjACxjlkWUJ7BwUhrs3kkl2XvADLsgiltLouPYAQQszR6P0cMqCoBKvbl8mNlIOMUd1sCohHdSQSifZWyYF8DthkkQBAMKRAUV1yM8OQSlZfOErJ567M7Q2Hw4utkhcFFBDI9/pclmPp+nLGCwEYi9ninS8e1fHdhfPDXeu6ym8kLaCsEaWWbEiShGy23O2SAHwBCiEE4lEdp89+/tjAvds+uVnyKgG5XJ1QEkAJEMSjOn689P0bW/r6T/wf5FUCVkI8quP8xW8P9G++5zAhpOWkqwSZ+uarPflargnOXLfPXL705Lat973diJwxFsxkjMebUjE3N7cZ7nFS87Fte31TBpvAf9U2AFFjnKxgAAAAAElFTkSuQmCC) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur130200 1.3333333333333s linear infinite forwards;
}
