@keyframes rwdcur187888 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+0lEQVRoge1ZT2gcVRj/TVo9mIs1IJtCSxa10Sj10vaw1d0lwWjJqR4KWSy9LNFsWfSQLO2lh14StjkowQZjPJTGLeTgnkI0Qe2sJYemF0VDTVtSDJggpJtLelBhPMy+N2/ev3lvsto9+INhZt583/e+731/3p8B/geHR394WP7BQ7bfM+bJ9vs8MbA/DpMWzz3v0GfeiJuLDk9OkXpT/a1lkO2Xe8bGWxziW504KHa69buZvMRBj9KyzzGgDyGZkiz4jslI6kKFlW1jsK5fASpX80L5i+U3UYrnU+ki420gZMmxdFogbu9MCPyuewuZzBuROurgurdC7yp5u5tbQtudtfvUCzSEiPLH38sZdd7T12ujL8XUpctC2/DlS8b8K7OV0LsD+MqbKA4AU5WvMJx717hDpZyGITbKs7zHjryIO7Wa45iMfDo3GFPNvaFWuaH8Rjzh8KO/+u13AICBifK/q50l5kdKABAK3ZXZiryMEuVLZ4fMpOeL9hrNTBqTlq9PY2CiTI1gIXggeeodABHK8wpbKBOXv3x9GgCwvvA1bVN6QKk86dhWYR48P2uQQnbp7BA1goV8Ju45qu582dV/j4Nl17+nMtay97MTVTo3iI16HVj9SaTMF/Ujb+KdKBmpjLxvBuncIK1O7Z0JtGmpTRGlmClmJq0LQnMMaCYsjZDnwEsvA089HbynMvLYJ+3st6j8yReDmNeBl/PXn1IyuQH37oqKymIzlfEvvg3QVxqeh6c1yAWC+FvKfBGY/gRwF8VvmX5g6MNAsXwR+OxjoLYk0qbfAt7/KAgdy1yyN4DtxF0Esm8H3zwP2Nfmt385H+arLfmG8bS1pTCtpRFmOQCEY5J9fvV14FNm3XS+JKcjtFevBO+FUZFWNc8ocqANCBZwFPfu+jFIrpnJcFyy8fnLj/6deIK8A2KOkG/EEywtkUl4SH/k4vKS6GxeRlXlrc2R3wkPGw46WhVPBPQ5IFt0qWq0B39k9xmMiQc/eVW0pA+D2T06B9iazdf6wijwylE/7r8PVok4XxLXNcMjPm1hFLj5TdBeGAVOZsOy2T6JnFjzgKwes7HJeoOtJKlMeNR0tCezAa2uPwWoAdJtIxsyMjfa1Oy4ewYJXzo3aJHE7GRE3uPswKLA1n+LfYfZPLDs+q5kFTdZt7Ml1GT9w8rn5wNVDuxubqG9M4GNeh2HDhzwW/m1ECDGoW4XJfMQnxdRMjTYqNcB+Ide1APzIyV88MXnxkJCHZqG1F730g2wm/vm/B9oxmYmJkIG1Co3/FMJ2VroSaORA/xhl9l+oIUhLaOy44snDZVOggEkQVrJCKKL7GROGkLzIyUMTJRbygiZ8gDgdCS7vNdOnAAA5Zl/q51Ok2XEz7dvq8sou8nZ64k1mSB1x+UAMPW4Sp+HnzkdqRfAeUAG2S8eU7CnfsS7V4eCpXRhOthPTz2uAkc6gFMvAAsPgLVtaoSwY2yAeqCnr1cg4v9hxcLafQD+/y8iv9q9g9O/Potq9064z3MN5QF6X70mV5zoTA2YGxvHmYsXQgLJT7dmeYBFtXtHzrDwIPCABj19vZgbGwfQ+EfWkezyzly8QAlULtsrdje3sL7xW6iNDV/3XJCSmWt/C/xskZkbG8f2+kOH7qo7kl0eALCG/JdYma0Ixsl0ISO/vf7QAbj/xMQIFslDh5uopj14o4BAeQD4B8VJHToKGlltAAAAAElFTkSuQmCC) 23 23, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur187888 1s linear infinite forwards;
}
