@keyframes rwdcur217006 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYhe2WzUtUURjGf+dVXElE2fSBRfQXhLskIsSYgSEwbGpqlxBtclHUH1HQwgJdZGDRLAokGRHFKELatotoGZHa9zLE7nmfFjNmafORY6vmgeHO3HPO+/zOPc99GWiqqf9d4V8Wf/z4awroBezYsW33/zSndZMNW4FuIA1kgINyDDhfaU3DADMzX/YDGQshLacH2LIyFmx12qYDTE19PmwhDMnpCgYuYeH3E5WDS68yme3vKtWxSgO1lM12PHfpEJCVMyrnY4zCtfqJUQCz1epsSggnJz+bGQUg/+tTcAkgnc12VIRoOAMTE59MTsEhD+Do1+ElYK7a+g0fAcD4+MeSuZSPUchBTlHOQvn73PHjHUsNA4yNLXavvffwwXpzl4ou5cpXXJquVbsuADm3xsYW21Z+F+5/MJcKSVQ+Jj/TXoxRub6+Hcsx6lGMIkZVDWBdAKO3Fw640xUTjgLcu/veJBViQr5sTBJVjAm5/v7Uchn4aUx42d+fetUwQBKViVFIOnFndHF156UdEhOKcnKnTpfMAU7mUolLg7VqQx1vgZy0m8BDn5m2xiTkzcBNeKTY2kLuzNldy2vX5fM7n9UDULUP3Bx612bGl5aW0A6l1mohYAYhhKIZuXMDu9eZ/42qPgGXuvHQDiKEAA4y4Srt/NzAnobMoUYG5KTLIaOcA9whJnR9/64bI8PzPSPD8w01s6oA7mTKDaXU350VkE53LrrzxJ0XI8PzRzYKUDED16+93WXGPGBh5dxLuEvAcwth2ozZi4OdLzdqDtUz0OulPxOY6bV7mDWYBuYuXd77rRHTugBcarUQLgCzV67ue7NZhk011dRa/QCbeWQ2QK2wkAAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACj0lEQVRYhe2WO28USRSFv3sZWRMiY2DFK7OEkEgIV8gRsscJtLCEGGQkINmARwQE+wsIIGI3WpAAIRB4DCQw8kxmWY4IyYgQr+VliNAKd92zgWeMYWfalm2SxSfp6qqu+526dbtUsKY1/QxqNmdKzeaMdxor/UDoNqACDAF7FPT/UAONiZkyMGDOMDAI7GqPKbg7ONQbq26g/ujDLmCwBR0AyuqIYaJbjGUbePjwfS+wDzigYG+45mO5GQAhtbsa3eLYcg0sVP3Rhz7goDmXFfR8A3CeVCobdnebuyo1kCd9cmeYNAf/JgOp++pXxcCDB+9KCsYCsnZfoC8wn4l60fyO/+ZSNT7+dg4uZSkJBSioKTjdan9WMLViA9euve79vu/unf/CU1ItpGpI90LKQ5rcf6DvnxUZuHrl9U4Fowv7bt96UwppLE/KUg4KCM3Bs2xjnmUb36ek6ZRUmP4lGZBUiWCk/X7j+t+llDSWcrIWmDyplnKqIyOb8vZ3KWc85cUFCEsowjxpqLSOX6/89arPzD6FNBaJzA0ksLCaO9VDR77CAUK6efjw5pnF4heeA3/+8bLszkdzym72mzvDZpa5g83lrlZaZ9XRo7/kRXGKVJgBSQMRViZArstgPe4ipa8rHz22fPiiBvKkITdwhwjrARECN6u5q3r8xJYVwWGRIlRQCYkIUOuZcr7Mzqo5O6v1K4VDQQ1cuvh8G/B8wX7jZnirbWY5MA3cB26cPLV10YLrpK5bIGkQIMLm0xQuIoGbfXbXJFA3s8Zy4YUGIhgGmC86sycODXPqIU2dOb298IRbqjpuwYULzxx46maPgQl3GmfP7XixGsDv1TEDrVtN//nfd3S+36xpTf8n/QuwkD7FgeDi8AAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur217006 0.4s linear infinite forwards;
}
