@keyframes rwdcur156743 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 30 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8UlEQVRYhe1WP2wbVRz+3t2zayfFvdhLlUqJLSrEaMdSWTKgMrChWqEDsLUDCLEVgsSK1MEZskWqRBcap5IdK0snRFHZEEOaCQQS1K7UilTucXYdn+/Pez8G3zln55zYcasufNLT3fvee/d99/v93rtjeMWo1ze0VEpLqypLBnkhSH/+3Ki9an3o+ncLACistdtbWWWchxhGSbOsStayKlnDKGmTGHjxwm51u1uFsLHhqIyEZVWy8Fx79xOhXt/Qut2tKxiKgGnevTxWBBQFybD7cbG4+Lmxv288CIvEWAZeBkaZONGAYZQ0xpD2+4whPWkdjDIhBOknLup0No9UscedGoZR0jqdzQXDKGn8pMm2zVquW76uoH4bACQWr7fbTmsaA5r2iQHAAMZIQbPZhBACRDSN5unRbm9lhVMk4YCkC5Lu2qm24igcG4F6fUOLRNjSMK+qtHTaQpwIllXJCqdIsRgokei1WAwknOJLjUIoDKOkuW75GgBqtVokhCAhBDUaDQJArlu5dkIUaMR1PPjHb6PR6IsLIcjnMPpYDgqSlJJwjHhoDRhGSVNVOpL7YagqwmqBecKQUkJRFEgpg8YGJz95cmsmmZybV1WcZ4xFAYAxSjOq3QZWkTgHPKo9QyqV8kRVzM4ArSYAFKHwN3Pes2qMrRi+OAAoSu/9hvpswIFpli/m85n7GDrt/K0nHNDsTI+bnek1nxdOsT+fqHqFqJolqmoIhD+QgvA02HZ5GQC5bvkLx6lcdt3tL4PiPTODLchZ5k0iqn7rixQKlyiXy5CULZKyTXNzs8fWAffDTsR+Oziwd8+ejaR7Q0VvyirUSNhSf9wFgCZR9T0ACcZWdgDgxo2Psb5+D4XCJaRSb/ihp+EUKIDoJQhCxuNRL/c94SCEAwinGGD88W9gd/9YA6ADeEBUzRFVV9bX7wEAdnZ+ha5/v+hNHsw/AC6l0ojHo/8QKVJVaekwUIdiQWHhFKFGVgPjN/tjXhHu/b2//fSX+s/v5+f3wbn6DMDIj5dycIDHjcZmnjGpHH37VU/8sO9Hw+9zzsE5h3T/eug4lXfb7Tvnz3Gz+85C40fO1R8YW9nzjIWiHxLLqmS58ujhqInjwJWZ3JkzV/cmWdP/HzBNuxaPZ3LD/3yMsSXOP1xz3e2viGh3FCcldNO0a5Oa7hvwfhL2AMA/nBgTnHOeBAAi+afr4vEgR7uRyNWfJhUNIvQoTibn5peXv74Vi330O8DeAgDGkBzmiMieRnwkut27b6N3OH0GgPL5zH3HKX8wzJlm+eK0Wkf2JdD7GEWjlGAsGmVMcCLVldLqMsaUIKfr/z69cOHTzrQm/sdrxX+eMWuwRXeOeAAAAABJRU5ErkJggg==) 30 1, auto;}
}
div.testarea{
animation:rwdcur156743 1.6666666666667s linear infinite forwards;
}
