@keyframes rwdcur197174 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHj0lEQVRoge2Xf0yV5xXHvy8iNQgGLUql9odULLFqjRpjjJlQ68Wyy5BGFupMqkbnL7ig8gehZaLt2lrNmiY0zcwWrLOZ0SymjUaatViDDjU0i5twqWMi6goou14s1wv3Xt7P/uC+d/IbmyZuyf0mT/LmfZ7nnPM95znnPI8URhhhhBHGjwEgBpjwqO14WEQ88P20pAogA4h6VAb9YACTgG+ADuATYAYQMfLO/xEAAj7lv7gJ7ATiH7VtowaQZ5om9fX1tLa2WkS+AVb9X0QDWAT4z507R3p6OpWVldy/fx+gB/gCWPiobRwWwDSgqbm5mR07djBnzhy2b99ObW0tPp8P4HvgA+DZH0HXsBEF5gK/Bf4OfDWqUwBEA18EAgH27t3L+vXreeKJJ1iwYAH79u2jqanJisa3wDZg0kMaHQnYg9G8HCwWi/sbBswDnB6Ph2vXrnHnzh3LeWuAEZV8AFBeXk5paSl2u53HHnuMyMhI0tLSOH78OC6XC9M0u4EzwEpg3CgJrDJN867b7aalpYXOzk6A5iApa8044LTH46G8vJykpCTWrl1Le3s7wHkgbiQluQBVVVWUlZVRXFzM4sWLkRQaGzZsoLq6Gq/XC+AB/jBS2Q1G96uOjg7Wr1/PuHHjePPNNy3D/gXYguscpml2nzx5kvj4+JDOM2fOWJXx2ZEIzAB6rly5wp49e9i9ezfbtm0jISGhD4mYmBiKi4u5evWqVa3+DZQM1c2D+eW8ePFiHzlFRUW43W6ANmAd0HHjxg0yMjJCa+Li4mhpaQH4KzBlJAITgG9v3brFW2+9RUlJCcXFxeTm5vZRbI0nn3ySDz/8kLa2NovIP4C1MTExUf3kxgDVLpcLu93eR0ZeXh4ulwuA7u5udu3aFZpLTEzkxIkTluxtwxofVBQFHA8EAuzfv5+ioiJ27dpFQUEBS5cu7RmMRGRkJOnp6Xz++ed0dHQAeIE/A6n9ZK8xTdPT2NjIypUr+3i4oKCAu3fv8tlnn/HUU0+F5kpLS+nu7gY4DcSMSCCoqATg4MGDFBQU4HA4yMvLY+PGjUyfPn1QEpJISEggPz+fS5cu0dXVBXAX+Ch4LC3nFAEep9PJa6+9Fto7adIk8vPzWbhwYehfVlYW165ds45nyqiMDxJ4GeDs2bNs3bqVLVu2sHnzZjZt2kR2dnZ3fHz8kCQk8cILL/Dee+/R3Nxshf44EB2UHUnvFcXrdDpZt27doDJmzpzJl19+CdA93NEZqmrUSjKnTp0qQD6fLzRiY2OjZs+e7Xv88ceHdEBdXZ3Kysp0+vRp61e9YRj3JckwjEBsbOxvJJWmpKR0lpSU6PXXX+9rVESEcnNztWTJEkm6IunQQxEwDMMt6WpsbKzGjx8vv98vn88nv98vv9+vGTNmRB04cMBSMChmzZqlZcuWSVKXpD8+ONfZ2SnDMA5IOpKcnKxXX311wP6Ghga1trZK0mxJDx0BSfrL5MmTlZCQ0CcCPp9Pbrc7wmaz6eTJk6qoqND06dMHbF6zZo1SUlIk6VggEGjsPw8kSfpZS0uLjhw50mfONE0dO3ZM+fn5amhoiJK0HygpLCyMHMbeAQq2AD0VFRVkZ2ezatUqsrKyyMzMxG63W42FQCDA9evXeeedd3jmmWeQRHZ2Njdv3rSa3IDkC+bBKa/Xy9tvv01UVFTo7Ofk5BAbG4skxowZQ1ZWFnV1dVYu/Gq0XV/AEuD7CxcuYLfbycjI4JVXXiE9PR2bzcbhw4etBP0ncLerq4va2lreeOMNqqurMU3TD/x6ELkRlnMqKyt5/vnnQ6W4sLCQ9vZ2ysrKQiQiIiKw2WzU1dVhmqYXKByu4z+oKA5oa25uJjs7mxUrVrB8+XJeeukl0tLSePfdd61S+QmwNFj3vR6Px7q5nhmsKwOzgLampiZWrFgR8nxqaiqNjY0AuFyuPiQkkZmZyfXr16H3IvmsJW9IJlYijx8/XomJiQPywOl0yu12S9JcwzDOScqUtCk6OvpvY8eObZCUbxjGvf7el7QVmPLxxx+rqqpKkjRt2jQ5HA4999xzpqTfTZw48TuHw6EdO3YoOjpaknTq1CnV1NRIUmJwDE8giEtxcXFKTk4OVSGLQFNTk7xeryQ9DUwxDKPLMIwjkpZJ+qlhGFcGkRctKeX27dt6//331dPTI0lavXq1bDabJF2QtFXSLyZOnPjdzp07lZeXJ0kaO3askpKSJKlT0r1BZA8E8HPAf/ToURYsWMD8+fOZN28eL774InPnzqWqqspK1JdHJVCKBD71+/3k5OSEum3waNwBZj+gOxW46fP5OH/+PPX19fT09EDvI2d01QiYD7RdvnyZRYsWkZ6ejsPh4NChQ9TU1ODxeKD3geMYJQEBPwE62tvb+frrr2ltbQ0lZ791AhYCf6L3gugE9vEwjyh6b6ZOn8/H7du3aW9v5969e5YnvgcuBkvbtIeQGUHv87AmWMFqgF8OVR7pfeBMAxIH87wxCoW/l5QqKSDpvqSrki5KuqTeK4JrtMb3kztBUrwkV7Bg/CCMhsAESeMk+STdMwzD/KHKwggjjDDCCCOMMMIIow/+A3KLcbIDOSu8AAAAAElFTkSuQmCC) 3 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH00lEQVRoge2XfUyV5xnGr/ccvgJHO7T2IG2tGJ3UWDUyDLXUQlsP06DObRnGzCU494+f8yMTbZxUWo21a2uU/qFOU3Sp0UxNZ9c2sx4TwFnAZDqVyqqI00SQIoLA4T3nvL/9Ae+pfOmp2dYtOVfyJifPe+7rvq/n/nieV4oggggiiODfAcAFDP6u4/i2cNz3e4SkfcBMIOa7CuiRAQwBzgJ3gQ+A0YDj4Zb/IwAE/IFv8E9gFfD4dx1b2ACWWpbFpUuXuHXrli3kLPCj/4tsAFMAf1lZGTk5OXz66ae0t7cDBIHPgB/8F2MR8BSQ+sYbb4TXk90GtXV1daxcuZLnnnuOJUuWUFVVhWmaAK3Au8DI/3DwT3X34W3gDnARyAIeahgPfBYIBNi0aRP5+fkkJSWRlpbG1q1bqa2ttbNxGVgMDPmWgTmA7wPzup/U3qUJxABHOzs7g5WVlXz88cc0NzfbPTk6HCfvAuzcuZMNGzaQm5tLbGwsUVFRZGdnc/jwYZqamrAsqxPwAj8E4sLgFfBjoNbv9xMIBADqujci5r7//QzoOHHiBOPHj8flcrFhwwa7H1eFI2AewMmTJyksLKSgoICMjAwkhZ6FCxdSWlpKR0cHQBuw/2FjFxgJXL59+zbFxcUUFxdz/fp1LMtqA4q6sx8HXGxoaGD+/Pkhfy+88IItYFs4AkYDwQsXLvD666+zceNGFi9ejNvt7iHC5XJRUFBATU2NTf41sH6g0xyYaVlWsKSkJMQxe/Zszp8/D+DvrvnfAJSUlBATE4MkEhISOHjwoO3jp+EIGAxcvnHjBkVFRaxfv56CggLmzZvXQ4D9PPnkk2zfvp36+nrbyT+An7tcrphevH0ESCItLQ2v14tlWQBcu3aNzMzM0Pu8vDxaWloA/gq4whEQAxwOBAJs27aNNWvWsHr1alasWEFmZmawPxFRUVHk5OTw0UcfcffuXYAO4C9A1n28I4CLTU1NrFq1qof9xIkTOXr0KKZpsmnTJuLj45FEamoq5eXldoay+gT7ABHrAXbt2sWKFStYvnw5S5cuZdGiRaSkpPQrQhJut5tly5ZRUVGBz+ejewQW2/0BzAZutrS0sHnzZp5++umQ7ZgxYygsLCQxMTG0VlRUhM/nCwIfDtRfzv4WCwsLYyX9oq2tTefOnVMwGFQwGJQkDR482N/Y2Gi0t7cbve3a2tpUUVGh06dPq6OjQyNGjIh77LHH0iUlSzou6ZKks7GxsVPT0tKGJicn6+rVq6qvr1dTU5NOnToln88nScrKylJBQYHcbne9pF8ahtHQX6wDTY0qSdbw4cMFyDTN0DNo0KCY8ePHm0OHDh3AVLp48aIKCwv1ySef2EuXDMNoNwzDMgzjlKRZ8fHxVXl5edZbb72ljIyMPhyzZs1SSkqKJN2QdGsgX/0KMAyjWVLNoEGDlJCQIL/fL9M05ff75ff7NXr06Ji3335bU6dOHVDEuHHj9NJLL0mST9KHvfhrJM2Ijo7+8/Tp07Vx48Y+9seOHVNZWZkkTZb0JyApbAHdOD1s2DC53e4eGTBNU83NzQ6Px6Pjx49r37599k71wPz585WamipJhwKBwFe93xuG0SQp4PP5VF5eLoejZyilpaVasGCBDhw44PD7/VMllQN9UvUgAZVOp9MaNmxYj903TVM+n081NTVKTEzUggUL5PV6tXnzZj3zzDOSpLlz5yovL0+S2iVtiY6ODvQmB2ZL8lRWVmr//v2yLEsOh0O5ubmhDbl586bWrVunHTt2qLW1dZSkP9J1M35A2N84mAq0njlzhtzcXGbOnMmMGTPIycnB4/FQUlJiz/0rwB2fz0dVVRWvvfYapaWlWJblB94cgDse+HtjYyP5+fmhqTNp0iSuX7/OkSNHSE9PD607nU7Wrl1rnzV1wKRwBHwPqK+rq2Pu3LlMnz6dV155hZdffpns7Gy2bNlij8oPgMzuud/R1tZm31y9/Z3K3eP015ZlUVJSEhqbbrebQ4cOAQT9fj9er5esrKweY3rr1q329WW9zTdgCdmNnJCQoOTk5D59UF1drebmZkmaYBhGmaRZkn4VHx9/Pjo6+ktJywzDaOmH+nFJK+vq6rR7927duXNHkpSdnS2PxyNJFVFRUcemTZsWeOedd5STkxMyrK6uVmdnpyQNPAJ77dbvAoEA7733Hs8//zwZGRlMmTKF9PR0XnzxRft6/TXwRK/MjXoA56sAe/bsweFwIImkpCQ+//xzuyRf7S6xdwH/lStXyM/PJyUlBa/XSzAY9APzbL6oh2j4wul0BpKSkqJM0xQgy7IEqLOzU7W1tRo5cmScpAmSTkihzDU/gNOSpOjoaDmdTlmWpYULF9oj+YhhGCckyeVyrW5tbb0yatSoN/fu3Xt/KR5U16EYloCvJDU9++yzTzidTiUmJmrs2LGaPHmyxo4dqwkTJkhSnKRxtoAw8DdJX86ZMyfVFuDxeBQXF9cgqcj+07179yxJ70s6LeknkoZIKpV03DCMe2F56r6ZVpumSUNDA42NjbS0tBAMBqHr8/IL4LfAU2EGb3/YTAOqLcsKWpYVBKrvL4tvgz73mX4c/l5SlqSAuuZ6jaQvJFWo64rQ9CiOgRHqKj2HpAuGYVx9FJ5wBAxWV5mYkloMw7AexVEEEUQQQQQRRBBBBBH0wb8AHU3t/PHHqYkAAAAASUVORK5CYII=) 3 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur197174 0.53333333333333s linear infinite forwards;
}
