@keyframes rwdcur34985 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeUlEQVRYhe2XTWvUUBSGn4TUyqCDiHsHnID7Cm4UhNmNi26tH4iIMIsu/CkKXfgPunaTnWsp2LVoXAilG63tKKXKMCQuck7mJL2ZTiYpbjxwyWTuTZ73fOTcBP7bPzbvnO/vm6GWmHGuAgIZF+ToC3QKTOQ4DVqClT31BfzTsfY6cAycAEkbAlye6jm90SBf+PXNO4CrctpKBBT22zF3254IHKBL5n0A+D7NTENNbzTIh9iOhZv/O8yiRWsCXNYbDcpwKKaqUQQUfhHAX13BX13JQ10Bh+JjmDQRoIW2V55wwU0N/CErwERv0gT+A2Bte3M28zqLhsINGGCdrABzEcsI0MrvKDwM+8TxF3Y3tljb3mR3Y8uufybQY2AMHMr5BEjqdkKFX0K8f/DhVT6pIsSeA78E7BoTYFJHgPX8COD94Wd2jmIAXt64b9c+EvjYiFCvNfy1UnAKHkVRPmng6rWGugzXvSDRCxaJgBMehiH9fh/Py2/x1IAt3Hp8yqoE2M1Fn/Xvc+BPBHpg4Op1weNFBNjNReF7C8C/yXEs8Eqv55kvwLQ8oihK4zhO0zS1/z8GhsAtoAdcEdELN7hyEQYioFBkwFmeH1D0vDLk8wRo2DsWquYouMZwKL7BaMHtAwyHQ+I4dl3zgqzItNqXhlsLKOb8jv5O07Sc+4fAPeAmcI2aOXeB1S6Tva10gY9kG8dbz/PI2LnZdlrY2ZoKSJi1SgUB2NxDscFod1vaVIB9XS4LWJd1U7Jca84bw6HYiLQI9UnoAp9k7q4AT3D391YEqAjtBR05apFpyO0LRe1Od5aAsghty5oi+1XTOPxVAqyI8jdda2C1v8UbGLkHqHFYAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur34985 0.53333333333333s linear infinite forwards;
}
