@keyframes rwdcur149596 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERUlEQVRYhc2Wz0sbeRjGP52GMkSZqaCDMY4ZQiitG2tXsQcpXdHdqpf21LTn4smy7t0Fe7J7XkS99A/wByjJQdt1s7WxFEqRpg1t2lMmpJYkCkqJIcjOZA8mbkzVdbK67AMDyfu+ed4nX97vMy9UBgFYbW9vN1RVXZVlWaiQpyKIwEtFUYzx8XEjEokYra2tL2VZFishs6pcAoLA1Ww2K+i6LkiSJMzNzV1VVTVYyJ+aAAHwA50AmUxmNygI2O12/H5/p6ZpfoucloovAl2lgWQySTqdxmazYbfbefr0aVeh7lQE/Foe0HWdVCrF58+fEQQBURTxeDxf1R0Fm4Xa7rLvH2KxGOFwGODizs4OiqIwPz/f3dLScmzSMxYE5Es+PwfGABobGxkZGfnx3Llz12pra9ne3ubOnTvH5rVyAr8BxONxXC5XL/Dm3r17+Hw++vr6Wn0+3xOXy8X58+ctUP475AcGBvKPHz/O/3Pp4SgfQgFo9ng8S5FIxJiens6Pjo4+qYT44cOHi7Ozs/loNGpcunQpCHgP6LcvIGmaFozFYu9WVla+lyRJqKqqYmtrq5L+bG5uUlVVRXV1tRAKhboTiUTkwoULQVmW95mVACDLsuj1eheDwWCXKIoIgkA6nWZjY4N4PF6RgEQiwcbGBul0GgBRFFlaWurSNG3x7Nmz9j0BsiwLmqY98/v9nXa7HZvNRjKZZH19nZ2dneczMzO9lQiYmprqz+VyofX1dZLJ5J5jBgKBzra2tmcULsAZVVVXFxYWrkiSJBT/eSqVIhwOf5iYmHjw6NGjn4HL5Q36+vr2rlogEDAO0PB2aGjol8HBwQder7fZ4XCgKAoAmUzG7O3tfavr+rc2RVGuhEIhdF0Hdu1V13VisRifPn1iZmYGQTjaMAOBwFcFpmkKuq4zNjaGpmm43W7q6+sB0DSNurq6y8Weq4qiGNXV1Xl2zab4RAEf8KYsXnxKUZ4zgNeF378rzUmSlHc4HMU8sDuILw9psnLEH88PDAzkDzn+Ip4dwvuKwgwIgAl8B7w4gOBaPB6vyAfW1tYWgesHpF4U+v1ZFACQA/qB5fJql8tVSX+cTudB4eVCn2wxUDo8X4Ae4Bvgd3ZP5iRgAn8ALQX+L6XJ8peRCbwHfjgm8VHXo/846qy8DRcB1tbWcDqd/cBb0zSLM8Tdu3cXVVWlpqaG4eHhYzWHyveBEDAOu3d6eHj4viiK14v7wO3bt09lHyg98utAraqqDA4O0tTU1FxXV4eiKGQyGUuzY0XAMvvXsmZN0/B6vTidzj2Xu3HjxrIVAVaW0p/KA263G4fDQUNDAwC5XI5oNPpV3UkJeE+ZT9TX16MoCqZpks1m6enpWS7UnYoAE7hFwTEl6e+9IpvNcvPmzRepVOoWJ+cfh8IOvHI4HMbk5KTx8eNHo6Oj41XpkvFfwAa87ujoMDRNe421Yf5/4S9j74zgZKQZPwAAAABJRU5ErkJggg==) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur149596 1s linear infinite forwards;
}
