@keyframes rwdcur159210 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsUlEQVRYhe1WMUgjaRh96ilGQUWuUFRURBOxEHHZ2NgoCFu4G6MS3OIUL2phYyEc2EzhLtoqaGO1IFolgueFRI5rLKKCgiAk6ArRRBL1XIxrZpxs4F1j5jLJJLpw7h3HPhgIfN98733v/f8Q4D8CPjzfHNkASP4r3IqARHxzJxQBJPHMTmgulw0gKysr6zmJgQwxJ0egvPBPkmcq/pDSTeLBEQLQsubH9vZ2U319fWd2dnbp7e0tfD7fb7u7uysA/tQizxRtnCDFIo1Yivtfv/61uqHB0NfXV1JdXZ2n0+kwNTUV6+3thcvl+hQIBH5fWVkZA/A5caGkmZp5MxMAsB/g+5cv6XQ6VbWhoaEv8d8ej+dLf38/w+Fw2jnpnEhLLssyBauVVwAJ8Oe3bxkIBLi1tcXV1VV2dnaqCF0uF61WK2VZfpKAtBHEYfvwAU3v3sHw8SMAYLqtDZ/a2jA8PIySkhL4/X7s7OxAr9dDlmXs7e3BZDLh7OwMZrNZK9anRxAOh/nTixe8e9je0dXFPxwOzV673c6BgQHGYjGS5OzsLEVR1HJAtWnKLUjEyckJGt+8wS+lpSg4P0dhXR2EV680e3t6euDz+RCJRFBUVISOjg54vV60tLRkovjbAS0XbDYbg8EgSXJ9fZ3b29tpzwpJHhwcKD3BYJB2u11VF0UxrQNZyQUAiEQi0Ol0AICcnBxUVFRk3CI/Px+Tk5PQ6/WIRqNoaGgAAEiSpMxJhiqC5MbCwkJIkoTi4mLk5ubi/PwclZWVaQXc399jenoaRqMRoVAIbrc7o+AUAckiamtr4XK5cHp6ikAggLKyMhiNxrTDNjc3MTo6CgDw+/2oqalRzX0MFEVR9YRCIVosFl5cXJAkHQ4HnU4nJUlSeuJYW1ujxWJR7v/MzAyvr69TZiIp6sQ7SQAQRREAFBdsNhuamppgMBgAAHNzczg+PsbY2JjqO2AwGFBeXo6FhQUMDg7i8vISZrM5ZfOCgoJkXm0X4qdWlmUKgsCrqyuS5MTEBI+Ojuh2u7mxsUGTyaT6Eu7v73NkZERx4jEHMgqIIxwOUxAELi8vc3FxUVUbHx9Xfns8HgqCoBKkQZ42AlUMydcmGo1iaWkJNzc36OrqQlVVFXQ6Hebn59Ha2orDw0PU1dWhu7sbeXl5ynvxCB6sT+HUykJ1FgCoxEiSBK/XC5/Ph7u7O8RiMTQ2NqK5uVnpS8w9gViTL91hUNmUKOYpeIz0yUUtMV+BZ/+j+R3f8f/AX3VrZIeNlAxOAAAAAElFTkSuQmCC) 15 15, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur159210 1.05s linear infinite forwards;
}