@keyframes rwdcur235312 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 11, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRYhaWXf0iVVxjHP0cM16Ufc0QRXeLOSjSmW9taXe/VdNUfauyPSGpJMKE/5t0WuBFYrVEzd91a22hMYQwWrIWRMCaUxK649OpwTnI6VIrsUldkIVNr3CWxnf3x+p77vvd9r/de/cIL5zznOc/3e87znPe8LywQDR6fXOhcI9IApA2SmewvqF60iHQppSw6u8UyIKWUH3vfMtlquxuFsV++yYsQQsbaUxIghBD6iovObqHz6E0AhBCiweOTZRs9Jl12QezSEStqpGZAAuR+/oLJng4w+u7v5Hz2vDIKIYQhiBKRFYnyjDm0ODECLWJruxvFSM2AXFMcYXnpVkYYkEYR6fFm66sykubke6NtYHQwaLHrMAhTAR619QEOk59SotdC59Gb+I5UA1ASFIw5BFkRSU6+lzUVLv68Eoqn2YKmFV2qfST9TSBOCmKxY8dOCgrc+P1nqH6orW5Nhcvkk0hM04oujh17n7bf+hj46To//vq1rV+anVEnLwnaF7dRTKwwHSVBgd9/htKXtwJaKrMi0lKwcVNQEhS2uTWSJkrH6GCQDq80xRodDDLmEOqU2KZAX/noYNBWRDziWP+cfC85D4F8zDatKWu7G4VtCnLyverRA9uR2c2zs8eb2+DxybjH0OgcLxULQVIpMDqHZ2b1LVMIdLbjfDrDYkMAEov/fLBNgQmGmg10tRPobCe7bgvh6Vm1lbot+0PrnbIoAeHpWaoCPm11c2KqAj48bndUVGe7snncbrN/EkgH7QgajXkXDjL0xiUAntlYAMC5eQRGJoZxFh42jZ0DdhXtVP14xWm5jvV254WbBLKiK3kvdBGA/RPFONZupirgA7AlN0KvI+dKrWaMBQiQ/sMXb6sr2IgrL2oEn0yfpaWphck/HrDqudU41m42+V3Km+IV/zY1vq96H4cnPUQmhrl8SCvMeOQwVwPTY/3q2V2+h93lexhzCPK/qVSOhXWvAnD+fjP9oRn6QzOcv99sGQfoD81ou/VdMa53lsYlh7lX8a6yclUDYr+W80j4Cae3F9L2VCt///MIsSQN+eQ/KkQlL7lWKqLY8WVLl1P6+DVyM8YB6O3r5VaLtCVXAgA89aekw7lEDWRucDF+4zantxeaJujksas1IllykwCjiMwNLmU70NfDtq3bVD+2BnREJoZVu7evF4C9NV8l/Fa0OOTWaV+6eSXR1++Bvh7VXrU62xJk8sEtUz8Z4rgC5hMydTfE44vdtDZrR7Ki8pAW5PUC5RO594TuE6cWL8BOyNTdEJnPuvjro7mX1PGDymbE+I3bSYtIeBeMnGwSIyebxFBH0EIEmGxDHUGm7oRYt2MTnvpTSf20JL6MFoCpOyEcziVJiUj4PZAq5OVowab9m3gTUhIwUfc9AJ/W+wE48cFxs4N7PVe+PK26Ha3f0nV9/pgp/dPl1lVL53qn6ofvhYnt1y+LZjWZ45jSDqz75R73f94DgDOjkZFrV8W6snIZnvXN2XrYe+1qSov6H2YmBCwHTLJ7AAAAAElFTkSuQmCC) 3 11, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
}
div.testarea{
animation:rwdcur235312 1s linear infinite forwards;
}
