@keyframes rwdcur124585 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYheWXXUiTURjHf5v70E2dhEPTNOlGCK3UFRlJkFSEV3XRRUQNopK1iyiiuyDoIpE+KA0lBqF3EYjQB5LahaAYJZF9IWUgCIoiWFpzbjtdPNtwuumrmxL0wMt73nPec/6/8z/nPO8GoPgH4v+F0C0DsbhtwwE2BCQmQDD0oN8AkEUa0SLT0W2KddgniwGiKr3hijOvoHZgIci6AkRcyAGofSeSc7/g/JukQ8R0INJwrg9mJ6HlEGTmwdzPpEPEAxAX9CZIz4Ero2C2gckKqTZwf0oaRFwHAGiuAJ0O/H8g4IVHlZBiAhUEZ3dSIFY6WjL4pWEBCfggGIDgvED4ZsGzX+tYMWN5B8JxbxvMTshGnP8ND3eKXqoNXB8Wwmq5okIrtXR0doMuRdzQp4A5E7zT4JuRpXl8UMtYUZraHFjYSQXEfr1RYPQGETelw9UxAH4AI0hGDV+aaDSEwtkte8FgBqMVjGlgypC6sMP3i5kBLKFOy6X0tWwcRU0jWLJF3JAKSoHJAkaLuGGxQ30uwZB4+B5LU+sSREM/vygOpBhhegR6bnHTUwXjg+D3QdAH1yZWFI9ZoTHE68P1MPUN3jYD4AHOnnoBWUWyJ4xpUGePpaXCz4kBADguQDAojuTv4X3baXYduQMZuVBQKSACEVNrLUsQiSaQ2dsKIN8BWVtFvOMyPD0Jk18liy4TCQHsA14CvL4OeQ7we2FuGqyb5QW/F24XAjA0VBUzZSe0BIPAMLLRjgE4uyQxTXyBzHw5FU9O0Fu9hdHabAwGHQUFqTgcfQn/ulKAGgT1LFTuDqfa4y2KmsZI6m1pKY2U3e5C1dZWpjo7dyf8FVWA+hi6D8TJ+00VdlVslfLdMrsC1I2STaq1tVR1dDhUf/9elfgpWGVU2aFnAtrbyzGb174SWr986oA9fpvHU7JmB+JBrSoelNsTO4aLYslkXK5C6uqK43YYO5qxLn82opxoaNjO+PgcXY3f6Z1a+nIyHQhH1KTc7s+kpxvIr85hhw2czjycRVZcLklQfwFddhD5FAmJuQAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYheWXS0hUURjHf3d0GsdRx4ZMGYZeGMoMRSRlBlNRUEEPouixKKJoIdGbSmhTSptKjDAjiAoKwmrTorJFQYsKNwUuhKSXQo7aqL18zPu0ODN3vHbTyZmRoD8c+O45937f73znnO/eCyD4B/T/QihjQIwem3SASQEx6HV6AV/8UpDG5ckcda0Awh+NOAhYtCCxe1Im3Qw4gBDgj3VUeWXTgqQNQAHIBmwAJ3sgEo6DpBhCNwMA+QAnuuCnBy4UQTiQFog/Ach19n0HIaDyTRwgxRB/zAAA9aUwJQciIRjuh3MF8bH9LSmBGG9HS+d7nssMmKdCngMCgzDUCyEf3FyRqC9djZ2BmNObKyDDCEoGDHyBS8XwrQNEBCpfj4RNpOkEGF/ywQOtEPJDOAjDfZA9DUy5cTf1pYn40sQcLwPah/w/IKcIsqxgKQARljAxHXwLyCrqj7Y+oHsMx4kCSIhrFWDIlCcj5IegT27OkTr8jqyoOQC0AUUpAIiX4fPTQYTAmA2KIvdBJJoFRYFMMxz3YELW+aVRiGQBFI3dME9uSlMeTLFAhglvfSkYLaBEXR75iBX4ApTo+9HvSFAyI8c65Mn41g4/PTy6t411Wxsh1w4GIwx54c7GMWP9zR74XXUz5YyH+uDrJ9ZVHGP7/R3w8RkM90L+LNj3SgudSoAIQK1d+o6EIOznbskGjj6vht42+R4Z0JyBlH1bCEAMgHgfc7rphmBNrcCxVLDribgKgs231QLU0ODULUhJZcAHhIEHAA/2gqUQ7Auhu4XKBbshOATAkblWGhs7AVi71pZMSFUCEEEQ3qh9NjYz9ymBY4k606amMtV2u61i5UqbqKsrVbOQ1CnwAVnAZ+RX1Gi1rJmB0aDgbOrgaImVi23fuVJWQGDXNIqLzbhcORMMn8BL58WLctV+ucqh2g/ddgGIp08Xifb25SK5OqCVMnKspqaYzk4f7pYgO5t7uL64kPxMA1teddGwsACjAeZemD3B8IkBitWrbaKqapYmM4+X2VX7tMsmkitE48jpzKW5+SvzrfG+x55BAG6VF1Ld2p+2vx51iVwu+WfR2jqoe2PaAUDuhzlzzPTXdZN3qIjA5W486/M4c+YDvwAEFEQujclPLAAAAABJRU5ErkJggg==) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur124585 2.6666666666667s linear infinite forwards;
}
