@keyframes rwdcur183537 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJ0lEQVRYhe2XW2wUVRjHfzOzu92ls9utlFLaSnWxZLlXCu0LMQaNwRgI1wdreCDGBDXoU4N984UYQUMiqKEJRog3TEwEiYRLSEqQcCsitLhgCiWF0m1ru93O7s52d+bzYRYE2i5INL7wJedhzsz5/v/zXf5nDjy2/9mUR1q1UFSgDJsANnGEHs4r9n9LoF6Cm9bQOLWib9Gkkv7yyoruwDtNL3iPdmFiE8dOd2PHjyOpLbRXxR6FzHjAro8+ka0nT1/rEFkvItwZK9bKIPUiLBShRoTZUWHG5Q7Cv20l3Ob6N8DLvvhKTok0WXcDGwbS2oosXS+Dk9aJFCwRoVaEucPCzE4hfMGi+pdTVB8rfRCEmg+8cQkX1732Zh18oIILmAYUcuoURCKQjacY6AD/ZNArATsNknb8qgV12Kl2QvvykhibQL24gL1bDlKybc/nBrwCZBka6uDw4QQtLRCNQiYRw4pDf2sU43IbpH+H1K9gxcDzjIG7sgQr8RNPfTduOrQxZyvf/xiFFSgoR9vxqAVLjOqJZzznznWyaxds3w4HD4Kv8Emzb6DDS/I0ZPvAToBaCIGXDKXQq5MtgJHrU8hE/QwfODQW1OguqJcg0IpCyFUI2UFg5E/eWtxmZM21enNzF0AkN2xAJdAQxl8fxjsD/M8b4Sa33rkbzBsZGD4CqQtXgVpuvTeqO0anQGgEQgBVK4HMEKRa+ezrPXpzc5cBNAPzgBXAKmAFes08tOJmNN0At967H0Jv5NwrHhAzROJC43hpuNcWSAt1ItSJFC4TYdohIdAggAA78q6dfnIHs/uE+SLaIhHmxITQfqH4dQFaxlpybwQchSvHAswEiUtHIXEc4t+AE/INeQm4p2xAcUWwsliD3ZA8CyPXwYgAlKOvHhXx+yfKgAA2kL4MmR5Qg7ffRYCRvATaq0bQghFQINsL1gAoXgjW4vg1y+5fcm972ARQ8OImVjh9PubAs1jxAVAL4MbbD6f1GjaaFnMV1ZCN14CdguQ0iF/yktwfALrzEYijYKJR6isBc0gBbSJoRZBPtO42BRWNoG8yDKeArA/sJKSP9ALx+z+/16nQ4xwsMHwLip8GslHI9kOgIUz5Zk9e8HrxoBLGhqKZOE0+0gUD35MD78lP4LxiY6e7yUC6D8wYjsCoOvjrw7jKtj1g/9tQCKOAlQBME4Z+htiX4IR+VBpHS6QdP44tz2FPwOhIO7KqesEzFTS9geknnWpvr/q7IOvFkwNvcOuQicGtwxYkT0DPzttfHR+L8WglnHU9iG22ohSEkLSj7YoPil42wK2T7QfFFUELRtCwUVBRCaMQdvuhtBbj5gFTJ9MJ8UNw810ARwnhIZSwvSqGmPuw4zaSBnc5BJcZ4Sa3/sQcwFMCqj+MWMvRWIyb5bfDnonBzQOmDpaBnYL0FXJh/3Es8LEJAKA1Yg2fRUbAO9dQfOidu6FsFWgTcArTvIjLC/4KqFwCUxYBGQsynZC+opO+YtD/KcBZYOPYOPl+yaqPlWKb7bgrSnBXgupz+NoGJE87tVG8JoaLIApOwSVPQKrN2bkD3g/MAnr/OQGA0L4yrMReFM8CVJ+aO1ggfQ3UCVD8agzNF2Sky6n2np2QPQNO2M8CS/OBP5gAQNW3LrL9H2InliNmiHQXJDqgaC4UrYxhJ4MM/gCDd6r9Kk7ONwLZB/p/aCvfHCTQsAnnVPsDiFLw4hAQzT23AJuA4PhORtuj3Qv01Sq2WZbT9tsK90j3gsf22P4Cmbs5TGQeLdkAAAAASUVORK5CYII=) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur183537 1.0666666666667s linear infinite forwards;
}
