@keyframes rwdcur228824 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRoge2aTWsbRwCGn5ldrSzLH1XirGmstm7oKfTSQ8G9GIfSXHrpwWmuufRgF4xDjoIYF3QsCT7Yp4KvTXLIsSdX9BD8CwKF4gaqlMZR4zq29bE7u9NDJGW9+vBqbaNC9cCC2JnZmXfn3VnpHQm6sJZbuAusBk49BW4s5TeedmsXh7h9mfXGs8BcuDBhyGtSSgA830d5fuQBbeaXZ4GPgQe3cvdLUdoIIUgYEiEEoCdc5X+7llt4EapWAh4s5TdKTQH1wa9KIUC8rWkYEss0AKi5RBKwmV+2gOxwKnlTCHFdKVXczC8/iSJCCLBMAykFvta25+tF9NtyrUFr/RQo1IUgG4VSCIYsk2Er0TwShiQGWeDeRGZ0/krWzpqm+T3wda8XiTqexgwUgHXP9+eFIW1Dxho4m/nl2eFU8uZEZnQmM5a2U0mLKTvz0f5B+cZmfhl6sFNDBAK01riej9a6ADwEdo8JWMpv/LKWWyjWXC8LzAiEHb6Y1jp8Kjjwpm3SqeTi5MVxklYCAPviOMDcYaWWPdFOGnytIeRUX+uqo7yi7+uHS/mN9WMiA5+LwG1X+Y/Kjkv4cLv7v2mb6alLWAnzWOGF8RGi2MnXmqqjWvquuqqoNXeAB+E2zZ6W8hsOsLOWW/gRTfjJb1AiMH3QapvGnT/WiWmQTiWHTrBTAVjxtYbWyS4BTxorTxDRUjUiAdvcSaeSi9NTl2g3+DC7f+/zfHfvN6XUnZqjIq1O3Yj3tL6hq206EdVOUTHiNKrb5pt37cz1zFjaHk4l6y+fk5FSYhrSTJjGBdMw0l989kn6q89nfn+8tV2OM5Zot62VOTSLY+kUpmlQqTktFRKGgWFIHFe9WVlCjI6kKFdrc4BN4MXUK3EFUHUcdv7YRcr2d/6ynWF8dJhnz19SqbYKBHBcFbf7JnEFFHxfr5SrtXZlk8C8qzzb15pK1eGwXC0AP3e4VsvK1guxV6FObOaXrwIPP8zaVy+8M8KvO39yWK6u3Mrd/+6s+4LTrUL/CQYC+s1AQL8ZCOg3AwH9ZiCg3wwE9JuBgH4zENBvBgL6Tawf9fXNi7kOxZPAROjctXqc2I4SPabWQWLnQlKK1SHL6hirJEwDKQSpIQveiJ0L13FcheOqYxsWvRI7FxqyLK68Z5NMts9DG8HW9NSltsEWwIvSPxT/ehV3CMApciEE66+PKvMZQ9qj6VTHiu0CX6U8Xu0f4rpegdCGRa+cJp2+Atx7//LEzOTFcdtKmJHyUaU8jiq16k5xt3hUrt67lbu/fmKjLpxmFSoCt0t7B4+ePX8ZOSZ8tX/ITnG3qJRqu2HRK7HSaYDHW9ve463tvS9nPz0EKlrrD6QU6U57BEp5lPYO2D8oF/ZeH/3gef5Pp90bgDOKFk+y01nbJshZvci62umsbRMktoWCdLKTIeW52CbIeaTTTTuNjwyPnYdtgpzHd6Gmnc7LNkHOfAYaxPmzx/+SfwG5VhJ7TisuZgAAAABJRU5ErkJggg==) 23 23, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcUlEQVRoge2aP2gbVxzHP+/u3Um2bKuOZRkaDW7w5LE0JRSapnQKpdAhcVYPWeKCkckoCGTQaGoCrVdljJshW7ZQmsWDh0yeREiDEhpZjqPIlmXdn9dBJ+cs6SRLlqsO+oA4dO+9e+/77vveHb/fCc6JTDp5D7gF3FxMrW2fVz+iXeGD1J2rwDXfqQKwsZxeLwS1yaSTMWBhZip6MxQy5gt7pcflw6NHi6m1v/rdF4D0GseAeGOhJsQtBEsASoFSahv407t4y8GHTPmNlHIlOj46Fx0f5bBSXfLKckBuMbVWDRjLNeC+JkR9WrNKkXuQupNtqFcBcsvp9eqxAGAB+KXxiobUYoauA1C1Haq2E9D3MQtSypVLiXgiMhJC1zVmL07zbrd44/XhUQJYAV4GNdaEIGxKNCFwlUpULHtVKRoFZ/3XqQuICSHmDV1DiE+ukrpA02r//ecb8dsmOj46FxkJIWVNeMg0mJyIxIErhb3S3Uw6GWwnUROhaQKhCJtSn1PqU7HjutiOCxA+HqN3LAhBVupaQtdEuN1gWw3eb5v4VLSpznhkBNOQ8S7shBAC05sEAFcpsFXedshSsxEAmnfcUIq7FcvOWTWF3bAgpVy9lIgnLkTHAiuZhmT24jSxyfEbwK9A4rQduEpRqdpYtvuYmn1y9TId4OnzrfL1b7/aVYqSgIirmHVcxcmfi6vUDvDH0+dbO5l0MvbzD1cWZ6aiN6cvTHwZHRuV0jdjjQghkLqOpolIyDQmLdv57Merl/efPNv8G+D61cvfgfgeoLFv13XzjqMeuko9Wk6vv3j6fOt4MTZ55UHqzhItFrRHFliZGA199GyzejE+2dI27TiqWrx6s8PB4dHv5cOjVSD3sXx0u1O/y+n1pg1Atqi8QW2rbEWF2u277d9tuqVup4bd6TT9NnH61eojk07eMw15Pz41gSFbzQFMjI0wEjJ5X9zHCth+P5QO2CsebHOGp3Xr3jtTqFr2du6f963KTCDxRSIellLnbX6P/XIlT8DDD07uKt3Sq4B2t3sOWPWOdR4DvwXUD7THaehJwGJqrUDw6wTQ9PR8d14vdFrnKv9vhgIGzVDAoBkKGDRDAYNmKGDQDAUMmqGAQTMUMGiGAgbNUMCg6Skq4YXTmxIiHnPUYkN+ZjLp5HxA/QodItXt6DUu1DIh4mHSHHm+wcn0kZ8TCYtu6VVAzDTkfKfQoqHrfB6fxLKdOC3umBdaBF/Colt6Di0ahsxOTowlIiOhcLuweqvItVKKqmXjuG5+r3hwptBir4t4w7btuy9z+dz74n7XjauWzas3OxT2Sk0Ji24Jnro2PHm2Wf7p2te7lmWXpK5HHMedDZkGmtZ5PkoHhxQ+lPLFUvmhl3598eTZZsfsYRA9hdf9ZNLJpchouJ4rCLRT3Tbvdov5128Lm8DKYmqtp4Xrpx/PgVPZqZ+28dOThfycxk79to2fM1vIT6OddF07F9v46ferxAk7nZdt/PT1DkDvH3v0St8F1PmvPrf5F+/gHEyg7sltAAAAAElFTkSuQmCC) 23 23, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur228824 1s linear infinite forwards;
}
