@keyframes rwdcur185433 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxUlEQVRYhe1VO07DQBB9u6J2l5rPBSKfAZTeh2BDQZWGW7iiiTkEfSQugCNFvgCYOh0H8FI4s96f158khoInWZrMxvvevlnPAH8N1Q3klHysjZx/mGtnhU4s00L68ucCIxL2WDiL8nkOYAI3ftWBNiGT3oE2EVPgwk483Akgy5rErlKC1u8vR5HdL5cq5gf3DQFCCPP0RB5zYFcBABaLxSjyzWZDxKjqR3KAcfuPWZYxg7yOR5H6UJmxdEpgINb0WSKuXr8BAGUSqZhQJlFwW3KBYgAe+wMIkdO6L6+Tc+23grJ/oBC2mqucHvtEEDk5EC7BCWtviyAYDgwpQ1+0lcIRQPY7ImLnQ2mw2gOrPWTazBGZFirvE8G1xxCgizDId5UjQt3ydAakM/cOHPJ90H0HtCbUBpkWSoTuxvECSIQH9idoE9Mo/3r7rBN1I4S9W6DAGlruQVvDIXIf7J36CQiUwCYLkQNDHIh5Z1O6vL1WpGUSoUyixnLAiH3gAOuaBcwYSmimGgDgaa0vuHk95yH3Lggh5JiGtM1zuc3zwe95VdgC+swIemfoPOkEOdLlytg23lttyJVjTj/KLt9pT279P6bCD/0k1zdChqk7AAAAAElFTkSuQmCC) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur185433 2s linear infinite forwards;
}
