@keyframes rwdcur92957 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIbklEQVRogdWae1SUdRrHPzMMA4zDDI7DwAAiYqVW2MVL5moXSlux/siytjLbltpqvRSVx3Wx9vHkHuLkHrXrsdxTna023T3VunTcLtqWbqe8lJcVB1CEAcdRkHCEAWbeeWf/mAGRmzOIaN+/3vf3e575PZ/3eZ/f5QWNY/vzQX7G0rVfiMgIIBNwikj1hQspOmk7XWdqtP4kIFtERl6ogKJVZwBDQD2QqqgNFuCScEYuenUG8GrJcbnqX743iC8euPznANEZwAkaNSHuiv3l1QuWBvHr+BlAdACEC7c+2Txnu6fZlXqo5vcLIajlIofQdrl3A6TbZn90sObtGeU1C5YEUdohLsrCPgNARGoAb+qwB742GsY2VB1Zf0N59fyl0KIHxlyMEF0zAFCr1cQpacm3l/h8Ppzuj6Y6qn9XqAa97RCjBjvIvtQTgBPwZaQ8uCk+zupTFIXaY59OKq3M/5MSOGoCLhORSwc5zl7VDUBE/IBLr8totCfnbfP7/aiqivvE5iv3HXqsqM1/uH2duGLww+2unjIAp4v5X36/H5/PRzAY5ETjd9l7KuataW75LhvIFJHxIhIzeOF2V48AIvIT4Eoy5joy02+pUlUVv98PgKepzLq74rcvNZz6ZAJgA6ZeyGm2twwANALYLLf9G0BRFPLy8khLS6Ol1W3YU/7k8tq6P8+BoJHQNHtBirsvACfgs1vv/mqIwaYA5OXlsWrVKgACgRat43Dxb8qqHy8MqPVGQsV9lYjEnf+wT6tXABEJAi69Lt1jG3rjToDFixeTmZnJokWLOuxqjn08ZZfj7jdONn9xOZAG3DCY60VfGQCoB0gedtM3ACdOnGDFihXk5+eTk5PTYeRpKrX+6HjkpUrX8ocCqsdIaL0YLyIp5y3ysDRnO5GJyM0qjZb/bL/ub03eI3qA119/nbFjxzJr1qxu9mZjjjs7Y/5rw0yzd4abaoHa8MQw4DpbBgDcWpK8Kdbrd7c3FBQUYDAYeO6557oZn2zal/qj4/EX/nfowSJP87ZLgAxgsojkiEjywIUeUiQA9QBDE6/b3t7Q1tbGsmXLmDNnDtOmTevRyX3is6t/cNz/yoGqJ5Y0tXybTQhkQrjQhw9E8BDBKwQgItMVtSxt45ar3tXpOo7RFBUVkZuby/Tp01EUpVd/XUy8arPcujPddt9685DppeFmL6dfr7bzDTAesO0ozX376PHtqR3OGg2bN2/G4XDw7LPPRjSgNWnKQXvynR8lJ/1qq1YTpwA+wAW4+1MnkQKMBMaUORcsLqt8J7dz38SJE/nggw8oLCykpKQk4oHNiVcct5qnf5mR8tA/Y2PSPeHmJkJZqQpP42dVJDUA4AFIHDK6vGvHjh07WLduHYWFhZhMph6dp062sP7NM/tOntpvO1S7+v5v9/zi/XLnosUnmzeNg6AJGAPkRrqyRwrQCGA2XlnRU2dxcTFOp5OVK1f26FzwmIF0W12PfX7Fq3O6P8zdsf+h4l0HfvnWkbo1d/qVo1ZCK/vYAQEQkQDgMxtHu1RV7dHm6aefZvz48cydO/eM9tm3W5lybR3Q+6ZVq9ViNtt98QnQ3PrjpDrPqw9oYvZlEPrQ1qd0ZzPoJF9AsXuGp1/ZdORoqbFrZ0VFBatXr6agoIAtW7bgcrkAeOpRHTqOoIkZDrSQZBruNRpGVxriRlTGx2VVJQ4ZWZMQd5k7Rju8IaDEdDydYAAI7ccGDKAxGNQY4/UZbii9pCeDtWvXkpWVhcViweVysWRRCmOzq0AF+9BU99RrXlmeoJ/gDAa1Z6ZRRQmotBKaWr2EirlBRJoHEsAHoNOZG/syWrp0KTqdjvn5KcyfVwdqEwCGhBZ9fOykqmAwFByhicEDeMOnwH4pGoBWgLhY6/HeDEwmPffflcKsWzRMm+QhVnPaNEZXb0pJ9umO1ekRkf39Dbiros5ArM7kAZg2OZbH5pkZavaTZNZjG9aK1RKDXlvWi7tbd8dtZdZ17+X4zjXozop0GoUOgMQmgJqjidT/pCfdbmbcmBbSrMfQa119/kBy0pZRgFZEhvQ74i6KBkABiIkxNgFUVTfwVKGLq3OdPLDQwGdbxymK79peXy+ANHvpuPBlal920SjqDOhjzZ6uHRs3HeePL96z4fnirfmO0qKVPt+NlT39QNLQXZP1+qCW0MltQBR1BuJiLae6dqRYpzpH2J9af9iZ4F2+asnmRwu2LNy7e9UKRZno7myni/3B9vA9n2QDRhFJPLfQQ4oGIDR3B+O6FeGItF+/o9UYfEAlUOrzaTxFrz3535Wvfv5Efd0jJQTMHbY5l5fMDF9m9D/s04oYILydID7e1Nq5Pd02w5Fqufd7oElEDotItYhsBRx79ptbF/7hzddKDyx7MRgY2QowLHnTrbfPqEkC0kQkdtAAepLf72dkxsPvgkaly7IvIoeBbUDDC2ue+frrbSsXB5Sr6sGtv+n6l2cCeiD7XMaH6AEUrTbR234zKnP2Xovpjt2EDiPd/rIpIqdE5Hugdu17dx4s+XxDga9titNu3zj7huuPG4EsEUkYVABdjMVrSEjC7/eTaZ/3frjd3ZeTiOwDKj/8+NL6v274xzOKP6X+rjy5Lzz+OWUhagC/39hqMpmV0dlzv7OYZu4l9PSPns1RRMqA8i+/SW369It3CpOG7p2w8OGv2j8S9/vbar9qQKPVqVlpC/4Svq2N1E9EDgEHN2zMbti564Xiq8etejQl2acjgn1/b4oaQA1osQ+b+aUx4Zr2s2vPR61eJCIVgPOVt2+u3Fv6/Bs2a5u2P3G0K1pHZzCoUbPs+X8P30f89DsrvBt1rnlrgnPfgcRGIji49KaIvkp0GXw0p/+noret56ApaoCLTee0kF0M+j/w7U4JvwLCDgAAAABJRU5ErkJggg==) 2 2, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur92957 0.5s linear infinite forwards;
}
