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12%,15.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAIN0lEQVR4nO2aTWwT6RnHfx6PXccOtuOQEEwUGYoERUhFokRlQVW1rPYAXLawraqNOJa2t1XVU0VPVfdU7XHb00rtodXuhVaVaHvYVbW05aNaJIRQ0hRCSJ0PnMTxZOz58My8Pcy89iTAgr8Atf5LryyP5v14nvf5fgb66KOPPvroo48++uijjz7+DxF52QcIQQmGhBeMniLa6w2eEyoQA/L4RKv4zIgAIhivNBT8Q8eDIQl4rrmqqg7u3LnznqIoYmhoSACvAaPAYLBWz/C8h/yi+XEgiX/YdDAGg2cJnk2A4rru2bGxsX2XLl0il8uhKMq7wRrPM78jdMIAFf+Ap8fGxmZ37NhRTiaTpZGRkVngPJDFJ0JKxFPPIITQHz58yI0bNyiVSniep9Ekfrtt6CraNYIqEE+lUr+Kx+NTJ06cYM+ePTiOw/z8PNevX8e27U8sy/oBsAHogA04T1grDgyqqvqB53nf9jzvLvAu8B9gFdCCuT0xiO0wQAHikUjkh6Ojo7+YmpoikUjgui6WZWGaJuvr61y5cgVN034JvA+s02TCdkJUfHWR6hMP3tGCIef1BO14gSiQyGQyn549e5bh4WEOHDjA+Pg4KysrmKaJ4zgMDAxQLBa/JoT4CDBpSsDTbtIDXMAAqsGv8Yw5HaMdA6MA+4QQ7N69GyEEmUyGpaUlbNvGdV3q9TrxeJxIJAJwEF+U4/iM2A4Pn0gz+FVCz+ToGdplwGgikaBer1Ov17l58ybVapVarYZt21iWRbVaRQgBMMZWg/YkyFu2aTIAXkAg1K6LeVAul6nVakSjUWq1Go7jYNs2pmmi6zqlUgnXdQGWeT4r/sKIDqMd9+IBG8lkcvnWrVvouk61WqVaraLrOuVymcXFRe7duyffXaTHetwJ2jGCESBmWdbnKysr78TjcaLRaIP4YrHIzMyMfPenwD2gjG/NLXxD98qgXTco3dbr8Xj8N7FYjGQyiWEY6Lou3/s58FfgEb4R3ABqvGKS0G4gJMPfLLATOA18NXj+b+AzfII38GMASXy3/Pl21W2bqe0yQOYACZo5QCJ4Br7O1/DFXqdJfKe3L5OucHgsXWZb6XO76bCgGbi4+D5cBjCbwagE/2tAvZ3DPQGxw4cPf10I8YmiKG/Ytn0z2Fue54UxAJp5ugxW6vhGTjLDpGn0ukG8AsTHx8dnL168mLlz586XNzc3dwohPgv2qNOGge1WluU9YfQCytzcHJcvX8ayLIQQ4ZS5lRpEA52UxOSmcWAC2B/8fxgMB1/vZQ7QaUgrk6Y3U6nUx4ZhTHue9yPgPs1ky6RF5neSDieA82NjYx9qmkYul0MIwfr6OolEgnK5/GPgI3wbYIYO1650KDxudL1gfS20T0tohwEqfjb4+1gs9vqpU6coFAoIIRrh8NzcHFevXsW27TuGYXyHrTfUiSRIzxOuFNk0Gdzy2q0aQQX4Ujqd/vXw8PDpqakp8vk8+XyeZDKJbds4jkMqlWLv3r0Ui8XRer1+zHXdv9A0hp1IgbT2Ur2k0ZUutuXiaatGQwVeE0J869y5cySTSU6ePEmhUEBRFBTFXy4SiRCLxTh+/DhCiEngDZpi20mNT2aMJr7Iy/ii7VyjFQlQgEQ6nf5gcnKyUCgUGBoawjAMpqenWV1dxTAMXNfF87xGXcC2bSqVylc8z/sDWwsjnZS6xbbRNlq5DQVQhRDf3L9/P67romkaq6urjXRYCLFleJ5HNpvFcZwCW6u84Zw/vP4Lb4y0zABd10mlUriui67rOI6D4zh4nn9WSbjneQ2mBMjiJ0bb/XW4pxBmTrgi1DNmtGoDlGg0imEYOI5DvV7Hdd0GkWHiXdfFtu1wdhju+Eg0SuvZbPbP+Xy+nMvlrgPfx2+MhO1GT0rjrRokL5fLUSwWmZiYAJpEA1t03zRNqtUqS0tLcm7YUMlbT2QymSuqqp48evQo2WyWjY2N/bdv337PMIz3KpXKcfygSrrQrleHWzGCESBerVYjpmmeKBQKjduWTAgTX6lUKBaLLC4uAvwR+Dt+WryJH7criUTi/dHR0bcuXLjAwYMHGRgYIJPJMDExwdraGoZhnHcc53f4LrQnqtCKWEm9/LBUKjE9PY1hGJimiWVZWJaFYRhsbm6yvr5OsVhkdnZWzv2YZqQmg5VcJBL53pkzZ8jn8xw7dszfJJCmQ4cO4ThOFvgGzQ5T19WgVQkAoF6v31xcXHw7EokwMDDQqAJrmsba2hoLCwth4n8G3MWPBiv4maIAjo+MjLwzOTmJaZrcv3+fWq3WkCBd16UUlIDP8YMeG196uoZWbICUgBpwzXGc705PT/92ZmaGXbt2oaoqhmFQKpWwLEvOuQT8E594Ga87wb6Dqqo2yujSaMrukq7rch3ZLQoXQrqmBi0bQXwx1oFrhmEcA96cn59/W1GUI4FHmAb+BPyNrSUx2eOTzY9/raysoGkasViskUcYhkGlUqFUKkkP8oBXrDm6vSUuR5JmSUyGqzrN/l64LJYA0oODg59OTEwcOnLkSEP0NU1jeXk5XFl+C98TLOMzsuWU94vQSU1Q+nA5wm1wKSnhEXaDKj7TDiaTyX9ks1nGx8dxXZdHjx6xsLAg97kEXOPxTnHX0ElBROqjyuMVmWdFcjK3TwP7FEX5iRDidChqfIDfVb6LT7gkXtqQrqFbH0k96SOGZ/lsmdun8cPkNJCjyTBZ6NBoltW73mF6mV+JhdVIfk4jw96wCsn4oScfSbzsz+Sk5Ej7EVYjWfQIq1HX8bIZIKHw9HT4lWql9dFHH3300UcfffTxv4L/AlXBJJwyytk+AAAAAElFTkSuQmCC) 31 31, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAIaklEQVR4nO2aXWhcWxXHf+fMmcl0ZtppZpo0CWnTpjFN21gMjdpYaeAq1itcetWHi2BpEfRF8e3igyAFUR9UfBH8QEGQS9GXq09FvQUVKhatxqYtaZI2zU1S8zEmk0ky52ufc3zYs2cmadrb+YgNOH/YzDAz52Ots9Z/rf/aAw000EADDTTQQAMN/H9Ce9k3UAZ9m8/8nb7obnCADhhbXv3CEoW1Y44I7dSJXxA6EAHep+v6m83Nzd8QQnzY930b+A+lqAjYISfUKwL0La/+ltdnHRMxDOMr4XD4u/39/aTTaVZWVhgdHcX3/T9alvVFIAesAw4yGuqKWiPAKKwIEAWaCu/DSAO1wtrOEWHgY4lE4hdXrlzh1KlTtLS00NraSldXF48ePTriOE4CuM3mVAhqvOdN2I54XvQ4ZfRHwuHw99Pp9M1UKnXTMIwfAK8AKWBf4TeRLdfSgUhbW9vPh4eHSaVSdHZ2omkavu+jaRqnT59G07QvFM4T2+YcdYFRxTHK+O4DBw5cd1338IkTJ0in0/i+z9LS0skHDx5c0TQtm8vl3gDuI0PYQoaxXziHsbq62nbo0CEikQgdHR1MTEzgOA62baNpxezsBbKFc7x0Byim7ksmk//s7+/n7Nmz6LqO53m4rktPTw8DAwPcvn17/927d3/nOM5ngX8gjVDMrgN6KBTCNE0ymQw3btzANE1M02R9fZ3l5WV8v5g5KtXqjko5IATE29rapgYHBxkaGiIcDtPW1kY8Hse2bVzXJQgCUqkUmqaxsrLyhhDiGuBSymUNiESj0VeBg8lkEtM0yefz5HI55ufnuXPnjrrmz4BVYAMZRV49DC83qBJEgCvpdPpTFy5cIBKJcO7cOZqbm8nlcmxsbOA4Dp7n4fs+sViMmZkZLMtygVHARjoiAAzbtu8vLi5eisViBEFANptlcXGRkZERdb0fA3eAFUqV4KU5QAf2tLe3/2ZwcHBPS0sLR44cIRaLMT4+zvz8PKZpIoTA8zw8z8OyLBzHYXV19YOe571FiQcE0gk53/fHnzx58trc3BwLCwtMT0+r6/26sJaREbCOdF5d+4FK8koRV6q9vR3P87Btm4mJCRYWFjBNs/jkgyAgCAI8z2PPnj04jgOSyaNl1xRAHvi9EGJobW3tVaAbyRV/A54U3i8jjd+RjrBSB+i2bRMKhfA8j/n5+eKTVsYrByhSLBgPJeMVkwtkROQK768hnWQgDbWQhqsK8tIdAEA8HiebzZJOp8nlcgCbjPc8DyEErutimibLy8vqUHXz5d2iKovKGarWl3+mUqbuXSBU4QAhxDsTExMf37t3L5qmFcM9CIKiAxzHIZ/Pk81mmZ2dBZikJHDKn6IyNI801tjmu63H1BWVkKAGGK7rLmQymc8dPXq02Lkp0nNdF9u22djYIJPJMDY2plLgh0gnKDa3KRmlhI6HJDmP0lOve+u7FZWWQQ3IhkKh3rm5ud6DBw8ihCh2b6qOLy0tMTY2plLkDvAWUt1lkU/b4dmG7ajBW1GpGowACeBAJBL5pa7rHzp58iTNzc0IIbAsi2w2y/j4OEEQADwG3gTmgUUko+eQDtgVqNQBOpLN9yFFymeampq+6bouhmEUU6GAnwLXkUZnKBlvUX1O61sWbOaKilHNPMBAOiEB7Ec6owc4UvhuEZilVMaylMSMKmfVwhgeHu68devW1y3Lmka2ySqlVEWpCNXMA8rZ3EESWgaYAh6yuYFRxiuWr4XUdCB8/Pjxty9evPj6vXv3XrEs69/AGDVEQbUKS9VogXRCns1Njl/2XT3ruH7r1q3E48ePVaolkdHoUKVUrnUkpnJRydWtDqhnHVf802cYxneEEO8CP6LELUosVYR6OECNxMo1uzK+vJ7XCjWIiVGaEEGJa/JUEWW1TFgUGX503759b7e3t6+0trYuJRKJ3wKfQBJkgs0CqBaUt8d5pNE5SiT4P6sCUHjq8Xj8J6FQ6PNnzpyho6MDIQQzMzOMjIzged47tm1/mc0kWCsPPKsMKudUjGqqgA6Eo9Hot1Op1JcuX75MT08PLS0tRCIR0uk0XV1dzM7OdjuOcygIgr8Ubs4rrFo6vfK2Wb3WlGLVOCAEdBqGce3SpUskk0nOnz9PMplkYWEB27YJgoD9+/czOTnZFwTBH5BRoKY59ZroBNShba6GAwzg9WPHjpFIJNA0jcnJSUZHR8nn80VZHAqFSKfTAK9R4oK6T3VrRTVTYd0wjPenUqmi7p+cnMRxHFzXRQhRFEiGYQD0U2Lt8r2/XYGq9gWEEJl8Po/jOMXpj5LDrutiWRZra2tks1mQ4a8M33URUO0N3X748CH5fB7btoty2LZtTNMsjrZN0wS4y4vvFRo83VTtKCqNAFVy/hwEASMjI/T29uL7flEOr62tMTs7y9TUlDrmJs9viFRkRIBOpJiCzS30jqVMNX1ABKkAB8Ph8PXu7m66uroQQrC+vr51tP014O+U5gFKEZbD6Ojo6IjFYv+ampran0gkWF1d/TTwV0r9w66ZH4CMmgTyaX2yqalpQdf1IBqNBqFQSJWmNeCryI7wA4XfJtg+4qKGYXxraGgouHr1ajAwMBA0NTVNA31AK5JAdywdqiFBJYPXgfu2bV8AeizL6kNuj08jJXGezbOA7dpVVVX6hBBMT0/jOA5CiMNIw/OFtWOothUu3x6P8XTPr3p2JVLKd4a3nicKDIZCoT/F43E1R/we8Ctk2qhWekfG4rWowXIl+Dw1+F6KUE2XDgMXgXvAu0jnZah9jPZc1OMvMuV/btpOoLzXjZeP2FTDVB5Bz4qeumA3/UtMRVL5zlDVs74XxW5wADwtcWH7naQGGmiggQYaaKCBBhpooIEG6oH/AkjhE+qAdu5TAAAAAElFTkSuQmCC) 31 31, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur206855 1.25s linear infinite forwards;
}
