@keyframes rwdcur100262 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAALtElEQVRYhY2WeXiU5bnGf/PNkslkmEz2yUYSCEmAsIQlYYkJiCirAi1QBNRWOQqoFU9rL8+xp0HbHoHKVZcqR63KFlobBA5i2BIIhAQSlhCyTBaykn2bfTLrd/5gArS1cp7ruv/4vuu9nvt+3ud9Fgkg8vcmB1SAzPftBmyA2+/R6Yo1od4VP3ps0uphP/eTdk+VIiEuivKKAeKTE+mvKeWFbW/W7Pnk87NTY9cXnCi9WPnuzsMmn48H4R0hEwByxBxyxJyRfyogBkj0IQZQiaKozd2V/NyCTOOHxb3XVkUlqhR4IsjOisJqdGAcNDI+XofM1TVBKbO+PCqu4k9B6tZtPh9jfH6Cff6FETIpkDMvZx4A57efB/gDoPMd9gc8a19Zgavn0IGTR0+8/Jt3PlOnaKolpwpKiZ/qT1mRlplZNpLiZJRURBE9uYH9B00StZ9E41Z6M54YPzPSpqCjtaVfAJQ+cu/ITcgAciT3ov8nG6uNViaq/DY8Mj90Xt7ZIMExdIu8wjBWLdHh9QRQJzdQcdmO0s9LtCKaGE0IL21yE6ZRES9PoSm7P6tFkOsvnKMAUPgwkl6TDJD8A6cGsIx8bP2v0XNUITWvnMz3EyK1btqGzpMQHcSez25UHCmqr79dpdJv3DCr3WUQEgqaDozOOx2bPnfalPhJcwRFm6WS5IRRGvOA+LOkpKRL9fX1TkDtc+0EhqXfE7QHsAMGYDDOz/bGL19/NjVM7ZFEx0diNSipKm/S557pfaevTXbNMWy5U1nZbK6qb2pQerQl9lBL2fh4WbCFwUSLIoxrlZ1MTJD7f3ZWWYCp0+hL+0gaLML3CHADJmBQFEUWPRu76GRJsaAU7NiN/pQVWQa/LVd+2XCzr99oMI28ZidgGBwcvFN1xnQ6bfar2xxDSq/C40AhUZGerYLB8m7fOXwpUAKK7xPwoKluVrlwyYP589l+klJaSMka9jqVRsGXS3yROH2iDYAtWPKM7KV14cSF6HgkK466BjkrotbLHhAgjOBhAvrf2BxEojhAqk5GYnQqgy3hofG2ric0IZFKAJVKJajVagHwvvbaa7J//3nymtxz6Qd37W8VbK4yWqul5J+s7bSP6a/nfvnd6wOy7yF90BTvbu9g8Y+XsWq2mmNHrxIS5ubF/4ybE/C3KTUxoc7mtInm6Xr9sFsdvOp4bCSJlTfytq5dGa7rbA1nyGtF4uo3Sc2yfadOnVI9cGtuYBhw/uANSCQSU6cnqiotVcqiLYeIf1TH6UsesrPSFQbTyS0pye07svxqfvL0MsUGj+Xnh25V/vZ3SdlLok4WdwmqmATu3FYMvvPFxY9zyzgDaH0Bu7lbZQb+RRX8na2aGxjl9L89RynzF/wMg6xMj6OrvYVQYwd1Xj/JE8LrdN+KpH/6kGQSnQT6BaEMjKG8pLA3/8SdA6V6TYGluVXC3dfvBsxAP9AH2B4qYObctQ1WoTVqVWbmpMhoDRWdHsJGiczMeJ4vd54Y1jhPyHafzff+yD1dHA6Ll4ybMNv5wq8OluvbJ7598Xx1jddqHOkzTsAI9PoE2ADPQwVs3PmkZcfuv97ymC3ZoissQiK1o7eakX56GX+vy/nKhSG5IQRxmTyAyQ1Ivio+5nKnxLYEOKKramtrrT43Lh95NzAIWLnbb3iogG+/LBTN7QwkzJ9T2NJ+PWJq0uiJM+bGUToA0xUx8gWZY/i2t0myK3WBJD8jjPBVkbIF09Li2xsPztONTQ7R3zK3IPWzIbrs3M39sI/c+/8SMGIHip4b2v/i4RvyYG2mY9ARMeAZkjhNDtyRwQQ5HASGqDnddZEp48aTl1/Me+smK8empieuXSGMnjJVZz19pq0X8OPuuBd9Arz/OAceaqIoahfGq5c8/tbc95ZEGsMnjv43wdpdTm5zE/JRvczURSCVailu6GJKrJsbzVbio6OoalV8s/utY4c7DNzB1+YB078UIIqiYPMQqpLymCROoaXNZduwlODE7GejN6/1c//+q+4lAfLbKTJJhOzVl8dQW9tCwHAoor+aVLWJ1/JusunJdNxuJ16Xh+ZWo63gWMeFz3Nr3ud+KQ7eE1B4QlRtfiE+fvtH89bZLZZZGtE6y63yV7e0FbMoM4XJGUvZ/pvdLFq+GLXcjCBT8W2+npkT3Jwu6mHt04uovWJgVIyKY4UFzE5ZgtVVR4TGi10agFKlYHiom8CIhftWLN5x2PcW7pehf1z+m/t/L/tVenbqmtJz5WPb3ChmT49kwoQp7PqgjJVPLUYzbOTspTKqm7V0tsC45C6SYp7A2F3JkYJ6tv1HKu235aiVzaRNlDNhoopHMlcTLgyh09iZlhTAoX0XAox9Nn2vwWMEpFJR/Do8Jyd+Z09T4xsnb4RH/c9f9JKFWQk8t2wSB49exmAOp6+7hbnz/Dl6UmT50kQUfk3c7qkiddICrpf3sXLrfPTHa9mbd51xo5MJEm0YBS3V1XY+/OQEl+raMIg6+nsCUIeEqSt7LV13Gg11gCB9Kydl9Vd7S7aVVEhVM8ZJWJCh40xxIxNC2mis6yH/myss/7EOc1s4EVro7PAQrQlk6vg0Wnsk+Hc30nRtiPBwP6rKmjhy/ibhEWMYO9Gfi0V6Nj6fybqnxuJ1mIiJktBQK7jOXCi9YeijHkDyxR9ntXdb62PefGM17rYBNrx9hXWrJyIoo/jsz6X878FHeP93JeRfakBf62D2rAhiR4G+sYfgEH8MVjvqcZGEuAUUQjehSXNYliFFipSUjGd4+9XNBCRNJyQiCJ1WTfLMXOflymlHn86+vhdAcrt1jdjSoET02GlsqmPJ0pkolXbKbpnwdvYSpIujx9hJWto0Pt2Tx7s79+Fq2seO71qZO30mDeVXmOHUMe0Xofxx11nWbFxGxc0m2nt7yYwIQpsYhtXUj6HDQXVhH83Hejgi7WupqvduBRDqyodoqTKgFs24nR66ekVy3qvB0Wjkaq2Bbtsw6enJ6Fu7+Et+F8PGah7d/DWbVicjONpY8pKV13+ZBzzK2eI2XA4HSrmM6KAoLje30HJ9kOOnIujwN2DWu3gqN5MDv1gYnxEfEAUgJEwNoM8ZgNnjx6jgUL4+WMKrT7mZtTALk8NMeloqNbU9HN57jbKDjzPQNsisaXHI5U4UflK6b4YRgBZQM3l0BoePX2bS5ACcXidxU0KQ+StQBXZjb2gn6/kwYqe7iN3UjLPbGQcgXZ0ZPG/9JtfouuogSWlZNb/99SQKiqLweEUC5d18ebCWOz16Pv4ok8+PSFk4u5ch8wAnznmJDIviwz2nOVK4nb1Fz/DkY+PwDgt88EEvXoeEuHAVN+tE1vzETog6crhpoF4WFqpBZgnkg7Kh6+Z2Z5M0Ysbydu2wJWnGQlPsjFkqyioCGXbZaW4Hu1SCNmCIzRuz2L/Hjc0qcvWql+fXJ/OnfVf4aPd5cr9YSG5BMc8kLmX/8Txix5lJjAhCFyEhLtXIrDS10+7UXdu25aJnduL4oKI/2FGNqeHTY8Lh4S5L171OKBr3r3F3nJlvDL0zb5QYoJOHudQSCYLDLBdKrvkRP86OVCJHEC1cvaFmxWIRpEpu11gY8reS2JuENi0MhHavS/RaTHd6O/scsS1Pv3itKMF9J3rLm1FbMhZphcFuNe+uv9X4yYX2TYBwbyeUBG78+r9n/PW7jrl7k+zWsakr51+JUUcnRZYW1k1LywyQhcp02h6zKTQ8MF6dlTFg620f8g65R6viAiO8ClmdzSZ19MsHzJq6a1bdvvyetnPfVP6tsvu8dMF654IBOZMjDSuFk2+VMOPXmsGgGO1+aDcB2h+ahgL39/cRyHxQcH+1lgGCRqPBpJZMaDm+8Z3l730cJVXJBVWfH1t/qmX9ijZE8X12P77D8Kmkc0fdaQp9PlQ/tA+I3F0cXL7BYfVNMDN3txsjMOTDgMPhGFA4HXpLd3fHs+nqMZcrXLqxY5Q41R70xQ6yp5oqvyvuPVRw1nbRRy4HPP8Ho4UaIPd6XxEAAAAASUVORK5CYII=) 0 0, auto;}
}
div.testarea{
animation:rwdcur100262 0.13333333333333s linear infinite forwards;
}
