@keyframes rwdcur73761 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe2Vz2scdRTAPzOzszP7I83uJuNGhs1uWUkTIkoM1gQ9VA2ieIgoRjxExFBP4k3wLBG89C/QKhFFUyqFFJQa68FILSi25pC2CXGXuMlsZmM2293OJrM78/VQGk1Mi6KIh/3A9/CF9+V9eI/3vtCiRYsW/zNEKpUSqqoKQPwXCQN/vJimyfj4OLVaDcuy2NraErOzswc+bGtro1qtSv+qQCQSQVVV4vE4lUqFW8nVRDt9x19k4f1TNEubZLNZRkZGUBRF5HI5qtUqgUCA9fV1crkchmGws7ODbdsAd5TcI1Aul3FdF8uymJqaAkBSFGJPH8Puaqf5zmsw8RbLy8v09/czMDCAnjGJOA1kcbNjjuMgyzK6rpPP53EcRyiKgmVZFItFdF2nu3eRs9N16U8CpmkSDAbRNA1VVUk8NkTy/n7mT7wLn50DSeKuoQewL/7IzMwMck+aQm8WzUwycv4qAIeNVaJhieXSPWQyGTygdkjnyPUjeJ7H3Nwcz7wQ5ux0HQB5vwDA5uYmnqogPXgvS998B4O98PEk0vYOsTdeRnr1WUzTJB2Nce3SPP7GFgCK+JUb9tc8nv2UzmiJbUnwlaHwxRN9rKTiKIpCvEPQf1/w4Bb4vg/A6uoqvrNN8cMzENKRfi4gjk8iOtpZ/OESLK6gaRrtvsQrWhexn4oAeFIHtn+Uk98ewgsY6IBml7lx4TLRegiAfG6N5SX3YIFwOAzA8PAwCwsLbK0UCd5t0Pn6S6wNHIbJk3DiI3AbeOk0vu+TCdu0hT1+KXdTVAX5h54k0RD0LNkAPBfdpln2qdQFjuOwsbFBsuv3Cuy2IBKJiGQySaFQwHEcRkdHAXCtEuvzC3DuIlzNg9ugp6eHsbExVLkG1S95NHsaM1agIgsurOX4fjCFJ0uo/iqR5nmeHzyNrtbRNI2Hj8VIpdVdgT0joqqq8H0fz/MwDINSqcR+EokEExMTCCFoNpvo4gptYRk3eBSAK26NvmB0N96xpsmk09juEI1Gg5z1Hp98YO/m3T+jf2n7aZpGKBSiVquRTCYxDANJkohGo3R3dxMM3ixxZ2cnoZCG6zbRNI18Pk/p+ik+P1O/rcDt+FtrORAI0Gw2CYfDxONxfN9H0zTS6TSPPHWZt9+s/OMNeifRA48sy7f+mBYtWrRosYffAOLMVt4flLL7AAAAAElFTkSuQmCC) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
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