@keyframes rwdcur171710 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 12 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhe2WUXLDIAxEnzq9l32zipvhk6kfgC0wTSGxm59qJoMhmF1WYg08CFXMwMx+bh+9f0m0oDHGqvX/q95EqAK1M3jbv4VEBWaYqv5tWg5w68rvlbiHgAOJMVYKeEK3gINXgC7wszXwMcNgWVfA2GIEScPlObXzCfgcnSiCmGGIQIwALMvCzgTApOoOrTsz2SCJLAIG25aJrCuYsW0bMa6AAqCqk3RyqKqpqmkjaCnAI+dmRjKgcjq0jBun96cI7As6d9tBM3A5lqUgPYHy/BSBE4m8UBnzkU7C0f+J/NME/GLaKFD9zCtyAYFCwrvfDkANVtVEpcyL3wdz+dx1roynCTdWFHjZmg/L9btqAJvWn5SXwL0KtQLtrmtVYozGIPivViwgIQQgGc0+CqlvdO1Mx/Y3FmnzHQ/opKMUK1d/lk8e4IvRp4k7b0Ud9/NFd9wVbrwX9JUoGbpx9yW65z/HM/4/fiHJISgigSBCEAERQkhtXNfp8p/8XqvBV34Oj+YNrz2twNVxKQHV3L6LAJpIvI8Ahwr/MRrfowBC3lme0IYAAAAASUVORK5CYII=) 12 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrUlEQVRYheVWUZbCIAwc9u297M063iw9WfYDAhSwEtZ+maevSCszmUyigCNIqALa7iugqvGeXT3nTocBkHwJcAs4WTITEVVAyTGQ6s3ZFxUGpbhTfgAQkUIiAZk6NUnPmcHzsAJ6iBgZ7GSkEezlD9eXREQB4PHYgAAYmce2/ZvIVESJNRsxBpIp6ZbfHREkEiBjR5zIpO5oDbsMOBowNgd6NfCCGC7b9mWmJmnufY1ddso0re2GgY4IuJQgmQ7QoQJWeltHRXRAuCjjng/2xT4TLQD1upqSpswScKdCZbrifM3DKL+1ZN4qsETASFhkNU51b8AaY9rcWI5SzypyObQB7ss04/yfq5sBCJKmXU8tPgBFpBA0fS6YO98neUmgo9PxSKAI2WrHcQAIkG373FiuJ+CpFdu9xgMfAQfKb0Dtg5Mpszc0G9M1+Wai7ohxG2b8+/6UdCQGcUv2syREROnM3tEF98RCm1AZr2UHAGkLgJw/99cLDuwAn2CFyPapSHKKhKsEBEA+Qe7VDjoCnnB7gNyHLqOxIFyM3AoAF9o6gJcIvAsycVgg8r3xBzB1EDCgQxPkAAAAAElFTkSuQmCC) 12 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
}
div.testarea{
animation:rwdcur171710 1.4s linear infinite forwards;
}
