@keyframes rwdcur178775 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeUlEQVRYhe2W306DMBTGT8F38EKWDFjcHmGy+/15YsF7wUfYzKBEduH2CFvo8YZOLB3W0hkT+RIu2kC/X3u+tgD0+u8iJgdDxM+BidrQNybNaRJhrU1UIIwAcPPBaHLuq2C+JbBMAIjmdbBfAZBpMJoATSJExFYQUyVgiGiJNecQ1TvSTBjZBbIMiCq2a/CCZcOvcwlUzNvUGUBmLta8ygEzDpDFodS82K4ZDx9v+7OVLRtDOwM0idDxx1Jzf7ay0+fHkvdfMtcWTSJkAHg65OfnuKdYN72asjgsj3uKp0OOJSF4es8q87BUOXhE/agEWRyWjj/+ut8Zg7f0lXnBwla9gJQAsjgsCSEWAMBwOic0iZrmAGDdusxCtHXDJD0JxZnmL0/o+OPGFVts1+AypjVzrsaX0mWWaJduYDidK125bdI6B0yZawGYNAe4EEIewDvvXvprdfUV8IKl7T4syC7dMJ293RmgDnJtiL+ZAVHioWTKvFcvAIAPNi74h9GKLrcAAAAASUVORK5CYII=) 15 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhe1XS27CMBScl8ARWAGiEARcgcKewoEL3Rd6BZCSUAkWbW/Qgv26KIkSE7v5uKw6UhZxbM/4vfGzA/zDAAlwmXHMHD+/oWb66ABUhjzcrDjxTkT6aYwCypK3+6O47SJGq8CxKUAlTwrLLUACXDb3WWj3Rwg3K9Z54ioFDkCRiKIeYGbJzI6a80jEpU/KE0aCoiKyPKDi4G/hTebxnEYP2CbXcFSHjlzN+cUH0qoAE/nB38pkUTr4W9mfLtxkv8KFRsX+5YmbvUEmeX+6cP3nRxG1q+RWBHy97wUSkdStVIfKAgDg9PHKpjCbYMuEElIWJreKM3CyVj51CNZLcSbKccj+EfnnW8hRvm0hlweC9VK0vKFDRLkuGUVwtQuC9VIQkQMA3fGMws0qJo8HEaHW6BgvGnmROg2TKwV+ikzLG0IlOgY73DU6lcmBRARUch2OwQ7d8czK6oGCdcA2eSEBNsiz7JuaLTJgsze4ynteEaYbqACEA9QJiI/kVAS8ydzt3T/QMdjJsttNAoL1kZVSqZiZHb3J3K0gQupEuEDdBdxkhKx7wAXqAM7qSnUwzqYWJVvuN/6p3ALiFidnXnwDWf0oRfEvp18AAAAASUVORK5CYII=) 15 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzUlEQVRYhe1XTU+DQBB9w+ovwIvx41Bsq7/B1LupP1fwXtr/UAqc2ujFnjUx7HiBSrcDLhQuxpdwgMC+NztvZhbgHzXYAtw3h9M3wW+gLhdj/tkwIrulT7okT+YBl+7JRkQnAgryq5vb3bNczK8Kaj1ga0KTvCyskQCT0AWobSVc3dwimQfMzLVCDlKwBdgtbZ1rsY3MrJnZMXNeiMjfET3RSRVIHjCxTpYYTqYHfEf3ARvyOhwtQCI3c577QHcuIA59kXydLHVhvuJ+9PCkpDVaeyBdvPDFYCSSjx6e1Gr2nBXPq8hbI5kHrAH+fEt318drwmVSWzROQRz62fXwDkwERQRHqTzySA8n024jlcg/XpNd1BkRf64jXs38zKbrSaj0QBz6GRE5AODdP1IyD7JLb7zXbIgI6tzTilm1NZM4jOLQ3yNLFy986Y0PRuwmjTDQWtmOXgkHX5rkVdikEbz7R6uRW4dWfaANeZVDGgtoG/kWyFjgE1cpDHgxGIlHKxsR5mnkHfgC4LjAnmFFExb1bOsHCXnEO7Iz4FR6rzYFw8lUbdJIt6xxcfiYaHwmtPVAVcQmrPbWbErHll6vaJqszv+MtsBX7/9zfwrf5D0PX561ZEgAAAAASUVORK5CYII=) 15 16, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur178775 1.6666666666667s linear infinite forwards;
}
