@keyframes rwdcur229380 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 28, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYheWWW2gcVRzGf7vWsekmncRks4t0PZPd9dIbxFLromklWc2LFH0rFbyVCj4UBB+KCEJqRRRK0WdFCwVL34TiQyubsBhLRUIX+lBC9jJjSy/Z3WTHkNvQ7viwzrjZTXZmNr75vRzmzDnn+873/5//OfB/h8/NICGEGVP6AMipJbtf0zRX8zclQAhhvv/eG8Rjgt+u/sFLLz5PNqeRz6uk0plNi2g5uRW5qt0Gao5sRsQjrX52d3eP9chbuXe/yOLiEiY+4jFBLKYgyzKmWSWqhJmrrIzpun6qHQFbnAYcPzwKgHbjGr/kVQDy/7SWC1Bzqx0n/E4DtBvXagR7E7yqbLftrw8BQPLlQYQQplcBjg6cm7hO33SFmaxq93V2SowMD5HPqyhiB6l0hmhUIZXOeOV3dqDviQGeHQjTs622ua8//gBoDsMrI4f46vMPOfb2655ccHSgdKfA5J0C80s+9uyO2iFp3O2Rtz4C4OL5s6jabXM8PeUqHxyP4YUzJ4FaLuT8jzM+MUlOLSFJEoZhIEkSgY4O+oNBZotF5nWdi+fP8smnX+BGRMsQWNUPcCQH7FbVNCdeGy3rQEG7e6owe3+MQIDxiUlGhofQKyVK5QUAtnd20h8MMp3NUn34kEAgQHlujkI+x8jwEJgPxgra3Zb1wTEHxtNTvvH0FEII88HkVXjUz7ZuP0uVKovLy8wWi0iSxLyuN82tvzc2guMpqMc99S+0mVkiIQGAYRj0B4MEOjrWiFDEDuIx4ao2eBIQDoUJh3tRFMXuU2IRDiT22SIAolFl/QXWgevS2biTHlm2k262WORAYh+XL08AteQdGR7i2x9+cryoXDkghDC/fOcQF86cRJKkJvLF5WWbXNM0X04t2YXKCa5DIPYmAPjsaMJOPovcMAyb3GpT6YyrHGg7BPXokWXmdb2td4GnJAR4Jh5v+u4PBumR5bZuQ08C9ux+mrlKkWCfzNbHalOns1mvnO0LAAiFQgB0dXUBIEkS09msnZRe4SlmlsXW7ldWq/T29lIul4H2XslrHBhNJlvG0CJYWa2ysloF4MlIBIBduwZcETZy+Ot/HNzZXM83EmHheqb2LohEFFcCDu7U14jwWeTH3n0NgJnff2y5wHeXijw3OMift26xsLCAYRgcP+w+/k+98CYA35/7mSuplG9L486tARvi0jf2rl3PWQc1zqRpO2CJ+PWm7Hkx78Q1niup1L/hHE0mzdMn9nsuJF5x+sR+c8NkdzoF/wUaOf4G6JSjlmvzJKgAAAAASUVORK5CYII=) 15 28, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
}
div.testarea{
animation:rwdcur229380 2s linear infinite forwards;
}
