Geometry/Per and Area
Word Problems
Fractions
Data Analysis
Time
100

This shape has 4 sides that have all same side lengths.

What is square?

100

Michael has 4 boxes of cookies. Each box contains 12 cookies, how many total cookies does Michael have?

What is 48 cookies?

100

How would you decompose 4/5 using unit fractions?

What is 1/5 + 1/5 + 1/5 + 1/5?

100

How many more books were sold in Year 1 than year 2?

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iilxCkmiapHhs/38El6XppkPvlIE00apwfn/zNWHDqEvXv3omrvTmx48UF8M6X8t3//Jgz66WbrIIXWXZtSe2dhcvnxxbAII1IMEFmx0yza+F7vPxH+duoEXPVi6uAnf4Mb388EG1ch5n36B0iGWvmOv8D91w4cgfY8Pj+rBF9Z3Zw6tqCl1hU8CKF+2xL85z3nwzvraLPiqcGNDLsf7MVPIfu6T+GzDHdMm/4eCeso5ICZqZQepqcvA/nlg+jVJBBNJBGNxxGPRZBIxg0JuElGLoeDW6dZRcBDD8XF32qpzYAvAX+mA4FMN8LZbsSy3Ehym8h2IZbhhis7E0PHDCezidY0MVTODGnO7TAtdyKuNNF8spEmmjROD/LLMW30aEyYMAEjJ0zF3GvuxQ+37sBfpS7j/t9j+4CmpUBvY2qvF863NfnE0GIPIRsxyMxEf6/3vyuefvk9jlI7DhmlfMcv479eqES8bS+e+/p5qQvALxb85rhnd2Hr4z/EPY5MDJt1Bb7x6Fup8x8AL/4WDzI8kRrQIPTRK3lvcJAmnPQwqOZJJN6cbAS5HyHZhBJxBOnexOj3GCIiUWrZzWA4iDA9G6fbA2+Wx/S56Bs0ETJGxBEzi2f205PpdcTRx19oNQY/f146ZCjZxVY3jE/9QvyfoNcksknjk4000aRxenCifuiMafizX16ROtiJRi3fm0JW3nHNX8dgQJ/FzmZogNd7vf9dsfIv8ZdL39agd1IED2/F8uXLsWrf28fPOUsm4IYfv4LFdmcJ1uPAESH6sOLLRZh951+l5uEswtee2YjqVf9pjt4fFuHFvYexf9cu7Nq103iRe/fWostuPzxFSL+LsxNafyA7HyUjhyPq86LXmURHMoZuZxx+jwMh8lfU6yDhuBHX4ppk+qgzZgWSi8+TAX9HF3z0ulwOLaCZQA/JpjPDCX9BJhwl+SikAWImhYpd9Fcf1BLf0ENKnUrjE4w00aTxIePouGdrHr2FsmkLUnt5VGCp3SPwoTTVu++99iwUcvte7z8hrv0VWmPV+G7q8PnLf4bdqf13Q8czf4ILL7wQCyd+Hm+ekMlyMfOy21P7A95139O44Jep/W8/i+bkcvzkpjkYkf/eF5c5wtPXfgEXTRiFcVOmYMqUqRjkUcd7O/bVvvdRZ9YIMAZ6KIUVg+HMziFRJxEmD0TcTsTcDsR4OaK+GHoyavJyOkUSCURJRslkHO6kA7leH1xhOj4JXaeXQ1IK0muJZXjgLilitrEcOKxGMgfVjijHODJpkvmjQJpo0vhQEQ0dWXXz2JUDorZSfARbGo6bLBlvxdbUNPyIPcv+vd5/Atz/T3eg1DUCf/LM11Jnvoe/eLY6tf/OGHrpURI5GQZSh/2unbu3pvaux8t/cyPKU0eavvLe4EFxRWqXTz+SluGd+NMx0zB16mzMXt6QOnlqkAgabKwBABoBhmFDkVlahH56iCKZuPE21Dcj1onDGYzDF3cii8eeBM/Hk/DwRRL+EMpyCuCKJuAiK3lcHiRIRmE+Mpnlw/BJE8m8TB2PLATez6BWVLNytOI1jJPGJxlpoknj9IAG60CPxcC/BT+8/xVr//zLMHtg50n5hCNDkv9r1XG9JTXr8Pep3esn0BoW3uv9J4TVxFZ0/Z8d8WqW3PwzrB/Qd3Ry+FLb5/G/y/WJ4uPRhteefiK1PxaDU6uN+htsWfMsPZtCIjCQdjXu6t3gw/g5KbI72HJ0Amxf65HBD3991ojU3nuEYRoiNxvZJBp9qCzuciCp0WgJJ70UFzIdXmTT68lKuuFlMroi9FxIMh4HXypC6ogmkaHVmvmPTg4ViwYMuJGdk4fh48cbj8l8SY1IxWZt0yTzR4E00aRxenBwD17fuA3btilswJvP/i++Mu+sIyOizvrKpUeseYOKBfhealZ/47234vu7Ux6Lfyf+/Zp7rH16AfefO9Tafa/3vxNcYwZ4Nf+OP33qFJaBKao4QnRPXnsP/mt1FbpTEw6D7fvw5JcX4O7UiLbin3waM9RKRFQsvMzaoSf2yNoUQbWvxw/mfcPaJ1r7j/H1ToqymTOtncq/xb8s5bPCNfjd5y45MonzfYGK3qs5Lgr0YCrGjgSyMhH2OBGiNxOOxhCLxJDtzUS+NxdueizxAN87rgYwviTZItuXjVBPwBzHNSSalz2ZWcgrKUH56FHwjhlrnp2KzsBKORJZalBAGp9spIkmjdODyv/A9fNmYdYshbNx8c334Rf2iKi7H8Bzdxw/+z4Xl/yTPTt+D/52agGuuOcenJU7HX+Z+l3xT/4eFx3xgt7r/e+MgV7N5ju/e5J+lwEYfj1eO0JOK/D1BaNRSItdHyjLKp2I23+5P3XtU3juS9NT+1S49MRsPHzhMIxetAiO0nOOeGDC4wtuwi/2He1fGdjcOBCu6TccGcX368uHweEbeYTcgL/DPVOOztM5FYgLvSQK409J2fPEsHPmwVVWjI5YDH3JBCIkiHAsiUTUiUSYnk4gZprS8vPy4fL50NMfQHZ2Ln/uRX8winBco9T4RA2XHjwIk885h1lHb1CaxplMDT6wCEdRph2aPw6kiSaNDw2jzr8HP1qyG/2//QKGpc4NhGfmfehd9ZsjnsKSRx/FltT+Jb9cjdqvnZU6svBe7z8exZkDmqiO8WoewUOb3n0EWtFN/4HK4yZrDsSwr/8M69t+g4UD2xArrkTTM/+YOtDH4KxlAi5/ZjcaXrSXj1mBr7xwtDmwZMLZ1s7x68dlTMQ/7XoKV6UOj2DSfXjs0F9jSurwVCFF7xPb2FpfXs3YEcieMBI9vNCWiCHg8SKW5UMwmUR/JIq414OMwmJ4y0qRzMtFjyOJ2s5uePPzEPG4EMvJQsjnRlssjD6fF84pJFo1mZlmM4dpvDy6GkEafyxwJM3MqXeH1iX6+c9/jq99zaqc3/3ud/G5z30Ogwe/07DTNNI4BYS7cahyP9ppFWuOTPGoSRhd8rYen6N4r/efbsT9aDx4AFXtAUSjUTizSzFk3FiMSX2f5oTorsX2Ay1IepJIFk3ArOEWiyTCfgSiVN45Gae4FI4QQtvhRnQybndmMYYPL3kPv307YlrskiSBeMSQTu3yFdj8zO/Runsfiv1RDHJ64ekLIyPpoPeSDVdeNoLuOJr8fvT39cHjD2LYkKHoC4fQl+FEgJ5e5shhGLlwPiZ+6k5aCGQxj+br0DsizTjpQ4l2RPtuQzoKaZv3w4JUvDzvE+EHP/gBfvzjH6OtrQ233HILvvOd/4fJk/VZ9hPf/36Rzt00PnpkFGDMzHk4e+ZMzJ07891J473ef7rhysHgCbPMR94uuOACnD93yjuTjFAwHDPmzsVMym2TjODMyEHOeyIZwYfS1OTYMR+QZNRx7/aSZGyPhtp/+KJzMWz+XDiHlKHREUOjM4FWvl5vbgb8RTmoc4SxqbURO/ra0ZbjRsa44WhyxdGW5UFtNIKubC/GXHQeJl5zKeDlg03/jCZ8KhKtJ6C/VjAko/k1p2TupvFxxfsmmkSCDvBJnKFTdJLSOAGUrgoDoRWR7TQ9/loaaXwQaORyoM+Prt5eVDU1YueBfahtqEf2qKEYPHc2gqUF2OnvxA5/N9Z1NuH1mv14q7MRex0hVDqCWNvZgJ3BLqxvrcP6tnrER5Zj/GUXouK8s4GyEiSdDnpsEQTJJBrW7GKwicasCKDi7EipobTaeM+QXlBr00Cdq/130s8fBd430WRmZsLppDtM912KMBKJHFGCp9vt+mOCnXZKy2AwiK6uLmRkZJjzKjhK8zTSOB1Qeao6WIVtO3dg/bYN2LZrB7Yf2IudtVVodyTgGzkEo86fj3GXXYxxV1+MCddeisk3X41Zt16Hc+69E5d8+XO48qv3wT1xNIZccC7m3nEj5t51E8ZeugCZwwYh6XEh6qSLlKGx3hrwbDWXyQMzpVhFXeXdHnlmFf003gOkF6QTQqGQWbjVPnem6eD33Ufz7W9/G/fddx+GDTvazSvlaL+sx+NJW9/vE3bhUdaoAInUtS9S93q9R77jkUYaHxQqVw3NTQjFI4hSN3X39yDJOpzj9MARjyHW1YO4PwhXLGq+BKA1zhxZPiAnAzESiYfeSFncibzsHLiKiuDKzYaDdT/u1hpobuPFqLTqY2ce/t5DlSBPxlobQKAHb3Si/Tm0NN4LeumJFhYeXQtDusEmGulfHUsXn4x4/lB9NO+baP7lX/4F9957L8rLy01hVdAKtWl8MNhpaXsuIm43K60IR+dFOmmkcTrRF+iH2yzIScs4EUMoHKSTYWbJIIMKx8v9OI2cKInHjBhzOeFwuxDXitQ8zHVJkbG8upIIk1g0hNkKaiZz858TWTw2KydI2yhIjxldZn2dxloKJ433CukEmxRkiGpfetg+p+vCR00077sdxm4qk0BSino5+6X0wrZiTIf3Fuz01L7SUSQjslHzmT4qJhz/m3RIh/cd+C8rMwMZTi98Tjfy3T6UZuWjKCsPeVnZ8GZmIalyl5sLT34BvAwZOfn8TTbyvFl0bDLh4O+SSRJMXMvLiLC8pA0+k1sfVYxKrTwZM7ZZ7o32U/FHGL9WfI4yiMTeJl86vGMYSAjSFQpyCqR/paNPN2G8X7xvj+Z73/ueGd48aNCgIy8tBakXk4Ls7+8/0oyWxqlDhUNpPZBYAoHAkQLzbq5wGmmcMliEYsk4vC43EpqUGQqb5jGPlv5PJhDktaiL5EHlFaVJKq/D9LGQVHz64iaJRR6J6r2uR+nVRPRMnk1IqzB4eY88mZykSw4Pn5BEzMHA+4OuBML6QBqvm696qlmN+2mcOqQb1Mph613pBg1Bl+6QrpBeFvmcTF+c8U1n//qv/4p77rnHNJ0JtmB9fX3YvHkzduzYYQYJpPHeoMIiT1EFRWna3d2N4uJiY6HoWNdUcNJI4wOB1VWLWoYiYWTRqPFoiWaWvaykF06vw3yLJpiIIciiFvN6TP+N+lIySQZaTSA7Gkc2GUJNIuKbfo+1WKZGl9nLy4iAskgzWWpAC8fgpqZRT4y+dxMg6yj0eczSmsiM0/Phc0V0aZw6pC+kK6RrpRsmTpyIGTNmYNw4ayUOnbcHE50IH4s+GptoVKAU9KKtra1YsmQJ3nzzzbRH8z6g7LBDQ0MDdu/ejZtvvtl4iLJWbCvlHWHKiF1QeC//n6iNVIrBILVRi4a5+W2wbrC6a7VvPVM4/rnmGXbUA5GSwYqDMGNbU89NPUvH9u+1tZ59NC6D1LPt5xyJn1Z2asfaDJDh6LOIgc96jzj+XQWrIzuF1LOtL+9bIlinrL9H3v0DwpLj2IiPymHFpQUv7fiOXqNHkio7OiWC8If7keXLQmbMRQJJINflY1I6EIpHEeIT+t30UjxAyGXJnxmld8JqnRmNIYcP0HBlvzOGCD0fLcYZ4W81X0Z9Nl4HrWuHCxn6rEAgbOJW7BFXHP2GZJJmK/lySHQ+MtQHIpoj75nCkTIhpB58/D3CMfcRpmyeCLwvdeloWTh6r0lvPYqnBpaVgen/9t/bsNLhRGVEeWnj2N/Rm0wZnTJE1X1x9tnzsHDhIkyfPp3HzLtIxAwg+tgSzXe+8x188YtfPGZlAD1KAupevXga7x3yVmySWbx4MVasWIEHH3zQELmuxUje71YIZFHyLlPmPSyM5u5k3DRdqKjqjLE69Rz+t+63DsO0Yj1SDIRla2rOg0UxLv1loddWdwysj3q2aUlh0GlVGPuyqoIUiC7L3k2o6YT7cUaoiuOlNWtVdq0YzEqToIS6wOssoCZ2s5x9UiOUnCnZ9Yfx8F59YtjB32sCumJQ+inuuFMNNXFzv+T18OGpn50U5reKk+ltwy7XeqiVhrQkmZ6SUWlkKRK+C2Vw86QWntQpGu4pHZYwTVBJp5GcsNL3nXAkzhOBMjgZqTv1/BgTN0FZEpRGo7msX+mv8tllOuZ1n9JI6enj770URb8RiTiVflodgGmp1ZiTrL/0q83IsSgzL8R3Vbrribong7/NYNwaCGAKDV9UeRnjcdJ8q0b3Kr/4u2DUzNdU/48KjD6yqaazkLZMkxCfo6RWc5xX78xHfhAohZMsJ/rctGTgI42ISrQ4iVT5Gkuo01znGbGBtT6BHbfKmym//HGEwc3fWNdZxsw2BZ20/ljgBZU3Kzorj1UnjEzmSE9QDxb3eFJNhUoPXVMequ7pZ0Gtmk3oOz8ZzCST8rzJzY1DgqWQVAXkO6lQ2sa+ypbKjcvlNsd6z3cqS2c80aSXoPlw4ff78dvf/hZLly7Fs88+a7zFgcrvnWCP+hFUqE01ilO1m4ZzPoMVTJ23CSriBAu27g0wqBJ1hfzwuTNM4dQHxlTIvYauEnxOaiQSg7YOahan5kAIerR2+XiRiIJ9SjIYS5UKwFQ7Klx1Altk6KI1zR9JW4twfEBHNAqnV9KIZOL8PeON8TfRMFxeH2/j2ZSSCMXDyHZlgEYyMimU5FZZNcqfx/pyjT5HLKLy8YS27wSls34v61DprefFUiP/TOXTixHRaICKkhY5U0+V2u3ymG+x+NweONUMJe2iyPXytCqRrcSU+lYSGeplODlsGU4IpaXk0MMU+OiYW+nJeBIR850YNz2RpMNtUk/rhYqCFKMnnkAOtZsjwofofdQNODBJ9GwhdU4d9HFD/Ja8Jt+1Y8qS9kTqzEmjRvSyRFQvbz1Kn37OzM5EKOCHN5uWtVGiLoRYdjxuL+IkoowMj2VYfEAoKSKSmGXd4/IaWam7wewxCIRD8GS4TXNhQhrbkBE9Od4rjW9ekUKrSBvZme/hWJQeX6Z5U/0ktXhCKg30hzAXtaOUELXrXj1Mn8VW2luGnZ6pUm16XlXplIf6nR7IHzX0tsGRlU0vkncyb7J4dw5DhmRi0CIL5kGCHqaITMWynm7RdOplCSMSoaw5GW+c8aPO0jhzoSJiFxOjj0QyRhEcvaIKb6oCLzmkNPrCRk2UeDNRs2sTKretRqyrDRnhKK1YVlzeHY6GqEMsCtPTnCnLyxwonABHT9s3qXbKy5D9nYIUqtx88wVHEgZJRlapkwcaFuuJBNFafxiHD+zEoapKdHQ382yEEmndLCsGraIiqIKIFNTBrSpHyjxCjKlb3hEiFzVR2qSu5x0z+MKYlFF4Mt04UL0XlYd2o6a9Fl3RToQRQl+w7+hLK0L9LJMpyzzQkvu2wnk3DCQZkY4djF2oB6TEOfpiEQRiPahtrcb6bW+hqv6gaRYL8V+A8gYZzMgu/q6/nzJS8ZsCcLwweq79bEKq2MO0UFoeUbAE7RTr9wzd/l5jmRsXTueVGUauBLy5HrQzv97avhKVDftQ09OAXvRRjghvpXflY9ry1lNKlHeBniNDQh9eE/RIQzLKMh6oL0p552N29Pd2YFflZmzbswEN7Q0IJiM0WpjW9gvyB5ksRypL4aSGdRN8Rz3TiDpQ3oH7NnSOZUbpp13VQ9kdqj3mS6mSS2kUCFnykfyc9LT2VG/H5ppt6A100usJkmRoyFAm40nbsoVpYPXzKQNkFRSTTtnhTIKKRxqfMKj82gXNIYWt2iZTTG1L2kqJ6gYWcCct3ExqjRIPPQta3jn+brj37UNiy1ZUvbEENetXIFh/CNnRPuRTcWTTgrLryDH1y46QJ3V9YLCgGxRU5BSsj2SZ5g1atYKHCllOje7KjIWRw8rnYUV09PUg0lGPA9vWY9eGFeiuOQB3qBsZiX54g0FafayMijjGF5ImV2DNdkaodGhSZsbdyKTrZjVcnBzyZhQEKXStzGAfW+B+IohwqIuk0YPWzkZs2L4ay9cswcr1y1DVegjOTCoSTxjhjChi9hr8DPJl5FkdTah3h/EqGb9ITsQn8jGEZychQzIcRiwZ5iuH6HkE4O/vwI69m/H8689ixbblqPM3oDPRg+5EL3qT/caLdeXnAsUMkk3P+QDQG2Xn5SNM7yBE0fx8035nBGEPidUVRSDSg7ZQK2q66vDGljexatMytPe2kovooUZ4N38TZRm0mh8/GPQIBz0Qkc3AVzPfyAnJZ2d5ogeMYDd6W2pRs2cb9rJM7dy5FpUHtyDuCvF9SMfxEBK9PTSuEsilh+rlWVOnmJ1HyryJzNo9PkvNofqnIzFx7ZHLKpYiGQ2RUloZy07T4hxMp9YGJDqa0bhrKyrfeh27Scz1h3Yg3NMGTyxEZ5i/VOQUJJnNRxuPVaf0IDsGbQeW1zMHH7CYpXEmQuUxycolK8hrW+IGLKX2MUu99pwiHjWu05vA1m3oW7IEQ9vbUdxQi7qXF2Pf4udQkojQq6ElyB95WZFjoX7EIhoFxwfYQThSC0VGVjBxWCct8MBqyFLPjxQC9/X1RZl73OgRsUCvicsVDCC+cRPaX3ge4U2bkN/UiPjmTVj7wAPY9cRTJJkQ8jXRUP2B9BiSCVZhyqq+AOtJjF1tMtJip6DJpMyP92TsYwN5fqzHQaZT1Qsvwre3Enn798OzYwf8a97C4ZWvwRVope4I8e2oaNwJ9FBBGBr1ZMDryTJvfCrVziY9m2SOeFQ29Ag+KuIIw023NFR1CLuffRbNr76CQa1tGNnejX2PPwHnrkpMYf5OcWZgpD7BzISOJoP8XQJ+Kt0jWfYecVQeB3qZT/30CNSM6CaRSXdm0HtzNjSh5vcvoPvNZShpbETrm29i59NPom75G/B2dSKD+ewhSTrMJJvTA5db2vtYqFPc7ZEbw3JSXYvm15chvGEDig5XIXvPHsr3Og7+/hkUxnqRFe5TMURGpg9kbSZxDNkOtzmnoeDGo7RxgiIl48nUM326OoNlm/mkpjJ9KUifSlLa6A4D1iHTTtfUjP51G5BcvxnllYdRuGUXmh5/EoE1q5Db182yzTQSwcQj6OvpMd5RIiuDpczYU8xDPfHE5fv95u/phus76tU/BSiBN7Gyv/KK9Wneiy66yHzkKjeXllEapx0aLaIh4ocOHcLtt99u0v9tyuYk0F3qOHTzfu2rgzJGJRlJqG9E1iMVFwu4UXcimc4OxNauxW//4W+x55mn4d+0AeufW4pCKqSDG9diaFY2QrXVtO4y4MjMhCszm5VXFToljzap3aNb9cCoj8UcpO6xOumtK6IY9ZkQOkni08gmSehjcFHW3uUrsfU/foKdzzyDg0sXo3PtejgP1iCjvhklwTiGaJ6RPiWcweCltc8QcjmoRJ0I8/3U2WyaCFUPFce76/djYJOMFL76aVy0UPHb57D5+/+B3b95FO1Ll1HG9Uhs3QnsO4icjk6Mys9DT1s7cosKTT+TmyQaTPKNqaxErHF6XYbQzJNPjhMRjOQwXo72eT7GNJa1GyfhPfOP/4j2l5ai+8VXEX1zLfxvbEBWZRWKG7tQ3Bk0w5ddvhySnYdK04FueqYxKmD1ZBxRfO8DstJdJFEn3099aZkkfEcojuiydaj5n//D7p8+gMTqjWgh2XgOHkBBSztyWnpQTvaVJ43yErP8jekTkzb9oGA+R0J8nptUT2PL395Bnc+yqn6yDRvxxDf+EpsfeBAdJJvohi0M25DcWonkzkrMKihB/GA1nBVDWZ5S5Zseo8PLMkVDy8WypI++2Xl3JGe0o/LFrb1rlXGWIXk0DHozNYGpqVfTVH16LvMTh+uw7qvfxJ6fP4TO3y9FfOU6FNbUIXN/NTzVTSTkbuT09sJZmM+6R0OFD4npG0F8lkhGsshsMzU91S9kC2KRkA5VD3X+7Vi1ahXWrVtn5uNMnjzZrEZeWlp2yrrmVJEmmjMUH4RoBOteFTP1hiQQ1bFTwxxZ5LlvCr06bRlPkhZw9eIXqMxfxQVDBmE0K0C+v9M0WdW2xtCyezN20bNoaW40343PqxjGkkOKCLMo62uKtlhHxJO7JHWo+AcqD91gfZdE+6rKRmuqRvAgakRLIsPJE5W7cfjJZ9FBZT49Nw9zRg5D/6F6xKg0fV09aNy1GyufeQHtB/Zj9KByOAvyqbl8iJFVZKerA1bqXDFpoICJ5130mE0o2g7sI1FammPGu/dH/4WcQ9W4cNQYDGUcQ6nMCvrCiLUGULWnDrtXvIK6qmrTn1JYUoaM/HwkmM7qnJZV7IirCcx67rvBkAplsQlPciiYUWLJKCL0ltz0JvY89Rx2/PYx3Dp+EqYxjwtaOjE4nkRBMIbW3fuxc9la9O2vQmZ3H7IKi+EoLWVaaDSam6Qu3/LdIVmEE5XBSFwjy5xIkDC8PX1Aew8J7zU0v7AUZ3tzMVGrC7Q2IicYgbMphOqdVahZvxYN+w7DQau/aMhQeLJl79uK8gOAYhqjwEszhsZGBonVnGxpwoGnZURtxrzyMkzUp6np9eX0huENUK7ufjRsWI3N69chGY6jfORoIJd+iPokWcb1+hoQobpkN1eZv8eIy4PUsZ/5piZBjwbMyJumLLrXyfKtJ3g0ZJAeefilV1D5+NO4aPBwTGY5z2lrQ7ybXktPCN01TdhLD/7AbhoyoTDy83ORMXQYScZFqiL5MR69naFEkbagDYOKu1UDLYMyTTRpnBAflGisZh4qbP2OFUQLHEr5GndbzRrcenRPr980R2343WPw1VRhLO+KHqpjBaHeDgNj6evnsLjG+vqxt3IfDu07hIK8IpQMH8ELeUd1wzHBKuJWEOwLFqdoAK6ONLjG1AYJxdrSSytbC5L44mHsefpZdC5bhfH9YQyih1K5fRetZWA07yskmWTyvTQMu7m1BVt378bgMSORVTEITl8mX93qR/KxQnrs3ldp06NinBBKX2NZpzwJTYbTBGRNiFN+dKxbi+pnn4G7ugqR5lo0tjXDR2UxmFKPznZhcKYT8d449u2rR03tAXqRLow55zx4wlQ28gCZnoYz3kUOGyIZwSYaTb5TSMY0EEJOHF+qqRV7H/0dEtt2Y1BbFwKHa3k9iUG87mF6ma/kUPF21bVi3+69aKFRMXrGdHiKVG+tUXjW098ZSo/jy58ZoBCJIiNOo4EehJvmu3na3v2ofewptG1ei4reAHpaDyIYidMjBAZTM47N8SK3L4a6Q1XYuGkLbZYMlI0dD3eOZDqFhHkXuFPGD/U8053ysB70rliJzc8/j8CeXRjE9PB0diHBsi9FXcCsyWU5b+kMoyPUg7VU7L3+ICacN59EyBRkOsubkV8QZZ6Qw+Fm2VLxPVHaKZmSLLMiX++RDBfiLAJh+B0hllGRcjtee+BX6GD9Kw6E4WyuoXcXMDKVUabyTJbfSBIdzW3Ysn0rDtXXY+SMGcgoKTT1WUVb+ctbrdZiQVHxQMMXtNacfVo9lCfCH4poTqWMpfGxQ6p4SU8dKTAO9MVoTTbUYRu9hbUbNmAPDYeajevx2nPP4fDWbRiSnY2+uhbTjjyGgVSCoVQO2V1xFPjjVKhetO+qRD0VlvFmYtRkNqcc3QyAzihYN73teupyuNuPLeu2YsPGDdi4bRM2rViG155/FjUkkO6WZtQe3o8K3jqcIZ/yuKi0Chj1GBo5vv4gtq7fjNrdlUi0d8KdIJ1SAUrLmGY5RW2x2ylB1rDmgIlgDh48gG3btqGycg/Wr1+PRx58BPv37UE4HkSSxDOOCkjrYmQzuiymT3ZPHJqPPa0gE63bq7HzzWW0GBi5GuoVvwY98N63J8SJIYKxPSsRXXt7O2pra1C5pxK7t2zBvhWr8PqvHsByejTjCguR7OhAMe9VvrkZj3yEMqqYEa4c5DFN+ppq0MD8Q5CMJ7EozCk6VyeEGQVHuQ6wPGx5iwpr5RrUUCGufmExdqxdhzyWFw/TSiMHNQmijEH55+mJoJC/Gx33Ilxdh87dexDzB045Xd4RKk8sm9t27MaSN17H3l3bcYieymru1+6rRBm9q976JgTpnarfhKYSciiT1w8Mo8bWN/TifQG8/Pxz0BwgU39iUSQN6cu4cZJQ3yHVUu+gbDZ36ZjlKdzSiob9BwxhrNm6Eas2r8NzLzyDV19/Gfksxz0knW6mVRFv12fxyEOIs0wN4oMm5uTAwzpyaMNGgF6ph8SuWi2SOUJjiicV7CJvD0A5xaL/oeLMIJruQ9i4cRv2tWs8xnHw15hrtUz0jwqR2l1Yf7gndXRmQIpHkNUtK9c+PgJjzknBWSW/vrURG7dvQXtHOzrpmusTvNFAEP6eXrTWNdDNjyDar05syx0X1ImZw2SXdSyF5emlJe1ncPIOL6/S2wAtLtZDU7CVQ5qrYJoXkjpjIU5CsiqqKkGSule2GOsELf39W/eiuroGvd298Af60NXZiS4q1BBlU0BEo8ospanCKuUgpSXl5WClG+TNRQmVsaz3pJrzWOs8bjctShf1Ok/qR3ohJQ9FUHoJ9lbQvjxGpaOWXW9paTEE08O00YoM+6kgdK2nrxv9fFCUb6pxXhEqWikFWz4piRJGWRCIGCLMDDHtbQVAuUwapDSD0kSKWtBWFuXxkFWpfNXot71796KmpgadtMS1LFF7exs66VFlOtzo5O9dIctLVfrodWUsKP9k7bp4XVvj3dCbNZqHz04krBWZ9XxBJKt0UFCa2B6Vjm3YE7F1bs+ePdhXVYU+fzca6Sn1+nsRYnr19Hajm+dCqQVppAgVv51OWtS+SOWJaWlkpQcmYlQ66X0HpoX2B+aVDAA73Y5HoD/AslSLrTu3ozMYQFd3F+qaWLZJGG1t7Yj29iPU02dkUfpIFuWfvZ/FMpLNIi1ZYiSrpOaopOqP+jSFGOPWEH9LgafSRRvVtyOwuuclZdzfjzp6ePXV1ejp7EAXCae3i55nKIju3j60dAXhoEDyTu26J3nk2ymdVI5yg3FTD7NDNJ76QkiSlNUaoPcwxpTiN6LwjyUm41bbgIjmaD38KKGy+dEjVo375s3CxPN/jZbUKRu7fnAJ5vHaz2usAv5RYNePp+GcMY+iK3V8JkAjogQzZ8RLy5HHUgyqmPFQBLX792Pr2jVYvXIFqqkMGpsb0FhXb9qup0+aiLPnzMH4mTMxetZszFlwLsoGD0cblbojZUH3M6hwqIpLDZlyTPgYlxnJJm9GI3NYAVN1kYYyHXpvBsu6mp5cRmkoyDKPUaFpUti6DWuxYvUqHDp4CAcOH8LmTVugyXMz5kzH3JlzMH3qdJy16EKMmjwJvuJCVhWtleW1LE8GmSIqCZmslsm4C+1UaH2s/FJ8Dnoz1oxsxs/3SDBowpzRsKq93JcyFZReUrDyVtR0oGZKrcZw+PBhQzId9A60XtT8+fPNJ5vnML0mzJiOrJJyhPhcPUWq5agKtKLopwhRKgZBaWXsWo1AYtyJLKoF/o9JgTMNbW9F24ELqNbX15smDQV5VYcOHsS+ffsM8QwfPhwzZ83EzLPOwox552LSrFkYV1GBNn8f011t9xYUs15dM5aYC0ZWdf27JQuVnzJNBoOb5Ky0U7xHJqUSA0fcSdEfpAySR+sYHjhwgCSzmwS8H41NjRg7bQrOWbQQM885ByOmTMHIqZMxbOw4eDLz0cbSY/KKz7Ea6ywF7GNu5ruKzDUNlLAHBaosK4jQRPJKF8lhk15WVpY51rVqKu+1a9di9erV2L59OxoaG7GX6VXf1IxhQ4fg/AsvxOzZczF2wkRcsOgCZNJz8HqtyZeCapCIWfmm1FcxyaaXpfzIKciDS6SszkwzGUe/svLMTM7lvv4ZEtYlypRkOnXSA1+3TmV8JfYyfaqqqlFLOf0klcLCIuqy+Vg4ez5mTZqKiy5gOR8zGH3dYQRYhlWm9KgOBkFvTFpFgHVI11wxa0CJKyMLPt4YYj03sCunwPNWSjn4frrbUNFHDqskfdQouRhP/ORKoPJP8bNtUnEpdK/EX33/IHD3I/jWFBWJPyDitG7ba7Fz8b/ii//J42uNPXjGQApTwa6AUhBSFrLGRSyyev20/jq6OtDa0Yqejk4kohEWOycyqWyycrLhy89DZnkZhs6ejZKxo9DK53SzIgWoDfq4L7tSilSFPEilHnd5kVtczkpI213NQWr/tusgob4Rw0FU+JJKyj7QH0RtTS0Ok1gaG+oQ5HGgrxf1jQ2mf0UTH2OyECNRFOcXoLx4EPK4nUPFUE5F38qK1mmCVVjtAsu3MDKKBEvzi1ExdDiflW2WDAkyfi2bIpIJMoSk3G0FTyidRChS4AF6TUrHRiqp2tpaejE9xmKWMpMXoz7IkpISFBQUYP6iRXBn56CD10NU2kkG+bkqsXqyM6XoNatHnf8lw0YyfZyIJqPoT8QQzmB6UB7NZZFiEpR/UlZS5opfCl0kJzm0OkQH862TFrBtxUuu7Nw8FJSVI2twOQpHDsfI6TPQyusBpTfvkQwKkilGWeSnKq1irmwUDBlCMz6HfOwwaRRPksqp2G1SEYzyJETEVSxL8qYkj9JJ5aqpqcnIpfs0+q07GkJmSQFyikqQQeNgBA2YonFj0U7DJco0CjB+pZFttGjby9RqpRetdMwsLYVbhlMqLVSWpdAVJJfO2VvliQwCO6/k4ahJUeeaO9rQFwog4WF89KwLCgvMR8HcRcUYTkIeMnKMmZSp/FGZlhxKJ725iEaEE48wbxmGjZ+ApPpnGG+C5UmjBZUqInORdJxpIdJMcj9Bo6tD9e7QIbRLBnpWLcyzls42tNEDDZA0I6au0lgi0ZXmF6GiqBxDh4/BgvmL0Bj0G/LVKEzlH+nQPFtxOVyZzKtMZDAUl7PusW5oGKUznkSGO9Xzoj+pOngUIhmVSG0/epwxgwGKJgzDxn99EL/2z8C3bppirI2DD3wF979yEP/82CO4TL1jNsKNWPPCYizbuBsd7gqMKlNDio0Q6re9hdfXrMOWyiZkDhuD4gE/lQpt3NcKV0k2Aof3YHtNGOWD8k3GHoMdP4JvzLX4+WOvo0nHE67DX9052xTGPwTkCZxsMIAqvJpR6urqzCKmnXLJWbBV6bTtaO809+bk0Q8gGah5RLPSs7KzUZSbj34NAKBiy6H34aaS8WkhRSqQfZu2soKGqaCdVEKsVlSW1VRGnUydTt7TwAJeMHEiJl99FQpYEeXNGLKR8qRc7VQ+NTWH0dTajLZ22rJUVL29/WhqbEZ3Tze0QkFOTpbxqtR0oI9rFVOB5/iy0NPdi6TPhWx6SR4qv2Iqd/hDqNq6A52hfmRSFie9lR7K0p2SpyoZRo83F7kTJ2DBLTfBNXwYor4Mo0RifLbW32rv78W+wwepHFvQSYUUYBqJaKQsu/jOspC1zLpkVZobazYnxyy1bpO57TUWlhQjTIJqrqtBB72CJN9do8M1zU8Ks5syHUpGcIgJ4iVJzrjhOpTPmW2GWmtCY5T3B2O0ekkkTQ31qKeylJJUvklpSiZ5fbLi5VGobsmylwx5zEt7UEKMis2pzvesDDO0OIvP37N1M8L+AHqZX1Kc8r77KVMrj6oZ6hmCZSUYc/XFGHbBQoRzM6lkk4iFo8hiOVD8IhSVJQWlkQhPBKxritv2ugQRn2TMZ5o09ZEImaf6VECmx40sKsNYZycaD1cj2NlNWcJGuYtcmMvwU64qnjnAnApT+c+44VqUz5xmhs6raUrvqxWH9e5aVLaHZUflXOSmtJIxJcJTXinvtFV5j7HMJhl/Hsmum/epTmfyfIY+JZ2Vg5yuHhzass0MYJBRpOYveccRyhNT/vF4P9OvzpeL8z51F8bOmwdHBusG702wTkRJKt29vcZDaaxvQn9PH9qamxGm8dTV3WnIznhAGvHGcigSckXjTBOSKQ07TZzuZ7rG6MEXZueaASLDHB4c2LQDyV4SJOMJknLcPN/N/V6+QRPjrVc+kZhG0Lsec+XVNBTyzUoMLhoxymtVQzMawGzNH/5CVwwtpoLOvx1/fIMBCs7HT394DvDo7fjZYR6HN+M795PUrn0EXznGm2nEL2YNwXk334V7770TF08twZ2rZe9aOPyjCzFs1kW4mdfvuflyjM/9CtZosScb/j344sThyGYGF4yZhnNmPWWs5bdh7Gewf9c+Kvr1+O/zeXwGddFI2cjS3Llzp1EO+/btN00rzSz0svwysjKN1exhJfT49BloIJsVppQKQEWwt7vHkJG/j8pSmpIVs2LOPIykAmrlb/azsNey8tbSijrE+BQ66C1kjR2LkskT4WBBD4Zpe7FS6tkq9GFWKCmDTZs2Yj/lqaQ8uxjaSHyaLJfDipVNQtEkTg07zc7OslYCYC3QWlhxEmFbU6vpq3GoeYeeU9lZ9LTOmYfu/ELUU5ZKylRJWXYzbI/3o5EV0jt6DCqmTqbnQqVPS9JDOTKcHjPizEVi66dy0mCBXTu348CB/aa5R8pcSjyf76G0lDehfQWRivEaSDSC7u2k0pQlTY2FKTdfi+z5c7Ev04UtTKf9lOmQZPO6sJEWuuTrrihD2by5yBg2jATaY5rwpGRMZaNnU99Qi23bt2LLli0m/9QUJQtdZCa5bGvebsqSPCJEHUv5tpKcmlppOQdIFSTFoeedjSHMuzoaTzsYxW7KckBpxa2ODzKdegYPgmv6OGSMHoG+aBj9JHqtrizrXBCpqAlqz55KE1SeRDIiE32mQnIonXRsLzuvbSZljtHa72A6tfXSE4sxPZm3xcy34VdfhurSAuykLPuZ13spz0Hu72We72HaJYaOxJCz58BZXop+5n9UzbEDIFKRIqys3Itdu3YbmUQyShvJIW/QzisZBx4q3kzKlEMlr8U/uzq6aPx0IxwknVDRVzCdcs+ajt7BZahiOd9L9buPBLOf+beT+3sYejILMXzuHAymoRCgkRRnvjv5jg6Xx7ynykPlbsqzfQf2szzt3V2JmurDLNVJ+LJ91hI2LN95NKhoBpgRnzkF+SSaXOP9dfb2Mf860e3XemskyinTMPf6G9BeUcq8ipN8vdjMcrSd+7sY9nC/lumVQwNv8JSpdMOYTkHKREKLs+7KwDM5aBONObJoRo0NFt189DijhjcXThlvvJqfly7Ard1P4itPbsBfP/sIrhnozez6Leb+00tY9GIdqn95Ow7+4Fd4zD0f37p2Ir2gGvz3gr/Esq+/hMjaR/FXF/jw/Yf+FTm3fQNXDkpZY8kWrP3eL7GRu998cSMe/PfLMTz3GJfHAi3l4rJiut7FaH/un/FomB7NZ88cj0Yko45rtdnL2lWlU7u1baEHQhH0BoJUdF20rGKmgzzOZ6ppQH0H8Qit9QCVJ11wrxQGSWQMK1cfi247FXQfK29rgoQwZjL8BUUomjMLl/zplzHh4gvRyUJd19EODytQMkOTEl0IhSOoo7LctX07prBS5OcWwE+rXzO1s7OyzbpRTlqS7V3tlKsHDg89DtaCQIAyO71mSGqIldpPRep0us1vfEUlKKkYiiQV3frmWlRnutFDT6d7UCnqWZHzqaTO/9TdOOe2W9DNCtjeF4CXv/UxThGNl+dENHtIfqMGD0FFeblJIykwkYrIzm5+kYWuNJYyVdobK5ZpqqBjeTw5BbnIHDcCweJcNLliaKQH1lWQjcaCTNRQyTSV5MFF0ltw72cw85abEaMC3VNbZwg/UwranaBn5kadmhFr602+jRo1ysQpRa+PCEp5y7o0TZ9+v1Goui6ik1KVVyEPtafPb2TSgOKcYUNQPnE0mhwh1MT96KR8neVFqCnIQfOgYuReeC5G33g1ptx0LfImT0A1PRA/vdqCHJIry0uC7674Vb/Hshyo/Cg+pYH2JYOOVd4km50+hvjCIXrJWWYwSZBloJfXEszbopFDkT1pLNqy3NiboGea5UQb06m7JB9dxQWIjxyN8774eUy+7moEqUNamQ8q15kyQBif3lXvr9F+arbU4r2KU/mkMq500nUFpY9+GwmEmPeUiQZHDj2YLHoyytsIicarr4hSpsxhZWjP9aCWeVFFOdsqilFd4KPh4EVy/BRMuOUGXHjfF1AwdhT219SaviMNmdccNDUXd3f1or6mznhFo4aPMKPQ/FowlHF5GEcgFkaYZTjcG4SD+eRgGdRasvJi4vRoEzQC/ax7Lb30OWmAFQwdgtJJ41AV6UdnlgcN2R50lRWgrSgPvSz3WZLp4kux4LOfoTF4FqpZLrqCfmSy7IT5YH2kTnTjsimHaaS1acxK4jyjVae0n1Idb8MfyqM541Zv3vu9czHp79daB/RmOl+4x4y+sNHw8B0Yem8zXgwtxzUZMbx5nQcX9/wKzSs+j/J4I5Y+uhj+s27HTVPygaZX4Bh8Fe7f2o3/mqnxJQQ9pXt8c7Dsod1o+PRk69w7og+vXJeHqxhHJ+MYKMuHCVWgd1q9+eWXXzYehL4/UVZWbpROZWWlqXBOj1ZfdkBj6eNmjackMmgVac0nDytoUZEGmjpZAeRa0wpkBRo3cQILZgKxvbuxf+c2hLq6kfCHSAiZyKZiHzppInLozSDLh8a2VtS2NMHPSjRsyDCUl5Ygi8pB1t3Lixfj6quuwNChw2h1N6GhpY1KigqAcWsZeK0Y0O0gobASalmW/Mxc+HoSRinklJTCxQpf3d6IKeNGo4IKRsvZ06VA+9YtJLJqhFmfPLn5iHs9psO5YjxlIin2NjWhnXHJaiwsJjGSkBxeN5oo6/MvvYCxJNG59Np6e3qxdetW4xmUljI+WsdSnFLsqgqyjqXEVN6V5kVFRcbTUPqWMR3KhpSTqF3opCwaft3X0IiYLGZau1mUd8iYcRg9ay6SVHS9VEayevXskRXlGE0Px0Vi3k3rfE/lfhRRkcycOdMoSg1AUDySwVbyym8pXclqX5Ns+fRM3e4Mo9gD0RCmTh2HQiryTlrWe7dsQri5FQn1NVAmV34xBk+fjsFMq7yyCvQxL2pqaxBs70JZQSFGjR5tnikZH374YTP4YeTIkaYJVta7ypjiLSsrM2micil59Bv1fwT6+5BH8svIpXHDtGwL9SO/sAhjh49EEe8JdbRg44o3EaPB4yIBqKzlF5TAyTyccsHllC8PzZTl0OHDLBoRlJeXmT4x5YPy5bnnnjN5dOONNxp55P3pvMhGchhPk1BeSb7igjzKGISP6e/LziHhZBljRg1kU6dO4rEHHTXVqD+4H00kEtP2GXPCTe9u2LAxGD99GhxDy407sHHzViRouGTkZLIclKKU79tOT3Ljuo0I06i5YMF5PJePnbt2oKG9DZkiXKdVbiL9Ij0SFMurm/LzFL0QD3JLikwfklat8Pu7MX/mbBT43GilQdldW4W927eh2OdBJBSj55+BkeMmY+iEiXAOHsq6TQOvpob1owV5RYUYSyJ3uvXRbNuDITlIm5tvRjBoX2wjHFUdx+CP9zMB7W/g6tJL8DJ3/26rH9+deewggKYH7sDgLz2B8muvxZXowYMvrgTO/28SzZ+YOQ0G3Yew7JGf4qL7/8scHk80V5NoRu7y479PaYDBmUk0aubQx+VU2aWshlGJqbCozR8s0N1+WnW0ejz0ZiJBKoMMLw0oKisWeC8rYXEpFWZuoWk+U5Ob2tanjB+DrLwcFlCSgEqFZqbpOyKsFBrSmaByVweqgj8aQUNjPRqotAq8mTj/7HPQVFePB3/1f8ZTWLhoIfKoeA/U0aLnY3JZ2TKScQSjASokekyOOPr5Tt64G0M9BSjKLDQd7Z6cbNSFutFAmcbS2ps+cgTc/J1bQ6pFTnyOhAuyPLIGU+mnRhHxvfyd3aivr4Ofyq+AFbps6GB09vfiieefReW+Snz+tnswcdR407eldJISVzqrbEuR61hErWN5G1Jmqh5Dhw5VDFj55jLMmTQJo8ePtyby0bJUZ78lE6GqRHmC0QTCJJksKh7l2MEde9DT1oKxg8tRPHQ46poa8fqqldh/6DCmTJpsWgdkeUsuxaf4JYu2IiHlvZSvPArtD6HSKSsdxH0nqupq1NNBb3QYhpawdCpd1MOtjqok8455puV5oiw7Uska8iorO9TQjKaGBvRHwph//kIE6en9z8//B/30Qq+55hpDNioXKlPyapROIluli2QSMansaen64gwfstWHQy9RedpMObUEz6iRw6HV3WT1m2HVJAia+0BeLjUP08xLgqNMAVr4PhbM/s4ONNfXm3eUpy5P5qWXXjJ1QF69vh6pEXkiQXlTgshG9+vYxzzRwBKNSnbQA8nKyjUeYx+J5kD1QaZhEUaOHowC5ouXhGegti6132rMmco8C3fMRRkzfdDH3zqZHgcOHmC+ODCN8ceDESxb+gb27tqFcUyja6+6koQfxK59e5DJ9/LHNay6GzkZWSy3btkfyM9RmjEvWbYKC4qsUFyIHZW7WB8TOP/cs5FBo4iupVXGWVaQm0ejLhMJeudhGoQaVBPn9WzG0dbRjZ17dtH782HyFHqgPi+yyShm8q3y3LwT30UVQ0Gvmiqix+OP9zMBJfPw1Wu5nfTf+OpxJDMQeRXTMWbepfjhD3+I//jmBSmSiWHbj66Co3AsSaYaf//188zZE8Gtgv8xhay48VR2av6RF6MOU/UjqKI5neoYhfnyqSq/vBhVarcv2yixXhJLX3eP6a/Yy4LuD/WhuKwIXaFebKMyjolkpDzV5kvrO6kvNLGQRqjUNQSzh5XKTy8pI5HE4IJi9Hf1YP2GjQhRsVYMHoLBVKQbN2+nhVpDCy8PeTn5Zn5LmBVKFrYW0PSyEjpIHF4XreK8AnTTbe+P9OPQof1obWtGHivX+NGj0N3bgx2Us9/MCeJLSblTtn4qJYeafOgRdUWD6KfiC9Ea9uZlUXm5cYgKe/POnSSrJlb+fEybPYvPCuKNN5azQrWaSiQFJUWeyzQsoFIU0Wh+jzrZZU3rupqT1Cewc/cuo+QvWLAArVUN6Nx3GOillexhfG4fFRQTSBYk0958jIoyemiVdrR1IewPYyiNsY7GJix96RXzLZSislIMGTKU+RjBXr5fI+OI0iDo8ffRG7X6iERystzVNK3mMil65Z/Oq7N+184daOP7FRUWmGbIqoOHkQiLZKQtKYshGgbmU5RGR0zL0bPMu/hMeZfyQKPBgGma6u3rNUbJjFmzUbl/H9ZtWG8Gb6hJVcSrdBDxiWTkXUixSy6FABWxn2nTx21LYzM1fwTDqEi7m5rx1mtvIETvwhgsmvxI79gEKUMaMGERKe/3ypCgqCq/IjcNWdbQZeXJJHrSIpGXSTgaFJBHRavzIj0RoLxSWy71k4jrg3xHt4wiEsUWeq9R1pcZVJ5d3R30iuvR1tNHQtBwYq2WYQ29N6tZMNmSmkTD+Pr6/TyfhI+E1Nbcgl1bd6CXZT2XcQ2lAeTlPWvWrcXBqio65l5T/ntp4CjNBg0ZTOVv9alJweoDcGreUtGIR0Jora/BoT27MXnUaOTzfpFpWJ9ukG7nc0DPHhqEwPLUQ9k0qs+ZmcGk8yEQDCM3O4OGRjGeePRR+Hv8Zokje0ycqfyKVEHQM88AnIFL0ERw8LEf4FHXTfj2CfpE/Ft+jX9/cT6eXf9TfPqC8zHV24m6/lyMGz8Inn2PoeL6H9LdWozON/8BV40H/vEnL+Ds+/76aB9NvAm/+94vUTTw3DsiJc8Z1EdjrDcqH/U32B3J6muYN28ePcwKdNGyb6ZiKy7UtDiHGTqqttzWljajVHv5O2OxUxn2drWTkFwYUlaMvt4udLfrd6y4Gaz6LLsy/EIdnWg8tM+sd7Zz40ZsWrkSa5cvx5oVK1BNQmmX9zFmHMrKSxGgMqusrsLOfftIKvSSJk9GFiuiX/1F6lOgklCzRiLuNN/U8JAENR8hzveLk+SyGW+SCqLInUEviIRAAg10tKIsnxZePGQGCng9DkR6u1FNJb1vx3ZsWrcay15dilWr3sLmLdtwiBao+g6yadGOYWUuyivGvl2VOEBSliV+1TVXo6ik2BqpR+XuIvk5SVAJKhb9c7ichnTC9NoysjPpNTGtqZT1yYUxI4aaOUkhKobsghw4SBxan03fnInSMq+rOoxtmzZj2+ateGvZG9iyeSO2bd2EZW+tpBcWwdRZM8zQ5F6mRRW9r7rGRlTRK9Scnblnn23kkdWeQ4Uqxas8Vn+A5rtokmeYv9NqxIaIYtx3RjG4uBgBvldrfSMGl1cYT4EZzoJCT6ajHc0NdSSi/dizbRNWvPaaybcd27Zgz4G92HX4ACqGD8Mgem0+KrLq2jpay7uNHIPpEU6ZQuuWxFdPb1Xlrry0jE5JGKFgiHFr6CyNFxofCbo2GmkViYeZni4Moky5fF5bfS3yeN7D8iYiNmCa9bVSeW/ehO1r1mDz6lV487XXsUaDEZhHIjYRx9SpU41+UXqoLtTU1Bq9I3IR0WiwguqF6oKa8rSKtJZ+CdLwCJDE1S+pUY5aadyZiGDkkCHoYry9ra0kEA89jRye1wg+JxIBPxxMz/VrV2HH9h1Y8sqr2LltKzaTiDesXYM4y++gsjIU5+eS4DIQioZNvm3bvR0jxozGjLNmm1a4yr2VKMotojw+s0yNvuIpwzBOwjBd94yPVZF1I4FAXw/GTRgFB9NsX+VujBxUSgOKBBPoo/GgepBEf2snWqpqsWXNOqxbsQrrVy7HqjeXYwPTKizPMTMLY0eMZB2j4aWBHYxPakJfsRW9aRFOMdzJPJQ/VB+NDImPFSrmXs6/D6BF4zdL+rDk3uvw6cp/x2XJGcjSR6eIv7z1UquJixkhZClnP4GwmzNUSEQ2akq7+uqrMYjejJRefy8tLFp2sWgC7b2d9KidxoX3Uqm2tTTwfAR5+TnwucvozucgwzkYDU11VNT76FGMRSNJ5Nknn8Zrry5BF9MySSs0SktQw4ZlAReUlqCmtslM1tNAgJGjR9OgThgiC/pDeGvtOgwbPBRzZ8+mknFi716NAAqbeTgJkkZhboEZAOCg1ZwkAXmprFvaRHQlyMwvoLIqwWB6HN2dbfTcdmAynxPm/uO/ewwvvfyyUf5BKr3D1bUYPnI03FQ2AVrOUZL0lBmzSH4TkOT7RmhV93V20RLMNhbzY4/9DnfccadpSlQzkJovNE/CJ0Upy5TvKqtdTTdCQ2ODsZ7LSdL63O6U2TNQuWs3DtHTGUWC6KEy30xCefTRJ1DH9ItHk+ZjWV1d3cY7KmTFpYqBryAPVbT0M5U/PKOhropLCn7Z8hUoo+dTwnduzG0y53OpCLMYQvQWNM9IH4OT4pIREqHyjNPrcrtKzTyUOdNnoZGe3LYtWzGcnmXRsOH41X/+J3bQoq/ct9fMkg9T2WVl85m5JHrK08v4z7vycjPJcf68+TSmo6hrqDdzPg7To8jZlGdGC5ZR3h7K09VOD4/pJ6tdXoWMG/UROJlu/TQOerpakaWmTBJNHomwjHmnwZqarzRtMhUon7ucZfTZZ57Bvv37TT5peH03y3EhvYCkRwZJAAWFhZgwYYLxOBVEJtrKMPjFL36BP//zP0cR80LpIPJTHup6ZlY2FawTOSTZSNhap667k4YU48h0lcORk4t5TKf9+yvhpxfpJ0F5ma+b1r6F39E72LFzO+L0TLt6A/TUYiTaCpNenfSs1YLQ3d7G8juCxKElinrpgdLDIRE+8ezTuP/+PzPNdIdoZHUr3zNJYpRb5cjobHEAvaZITP1KWvonjmEk+BaWl0njRqOHht6WLRtNs5War19f/ALeeG05Nm/ajkB/yKSL20Nvmx66RmnKiJC3mU2vPsH6rUU1I6zzLk39cZCk1AKQ8moU/Ulazv5gOCM1cPidhhJnqq9lD+778RMoGrkGt2s86XfnW01ntFyFf/vFc7jvGyPx+7u+YY5XbT6I6JQZZm7O+4G1QMeZA1U8WXwjRoywOmRZCFUJNRJNbflz557DAl9rmokGU+kMGT7UfEpXllU3lWI4GkQ2K8hgKpAsKrkIXfOm+gZDUJpns27DOrz0wguo3nsYLXUNxlJUJ3Zx2SAMrhiMibRyh9CKGjxsKIpLB6OA3oHMtGwSxRieH0Hr+MCBw4jQCnzttSW0HLORTwt9CGVpbGoy81kKCwtIcnmorqkxzRxd9Jqyac1l0tsppTUcpNWLniRyaD3KStXw1pW0voyXt3+vWfQwkozzuQW4YNGFtAwnYtKMaZg6ZTpJgaRJBZJFxaJnqqKfPWs2Xln6ivEQttNiHTtmLMaNHWcmtfbSgsxlvDn52eZeNV2pmUbNZiKYIcOGoYDpFaK3piauENNb1unBQ9VYv24DdtGKVWd+e3en6eD30xuYOHUKps+YgenTpqGC+eSj8nP7Mk2zighxEMln5PDhaKVV3qFBDFSWb5DQb73lFhQXFZm5GprwOrR8EFwkvG4qdTWPKu+11paG8ZYOGkSv1ItW5nOMFrzmSqlpaN3qtdhES3wfvV0pGC0sWVpaTsIrwayZszBhGvNv1EjkFuTDl5Nn+pvk8eYzvWYznbaTnPw9fdxuoSLNwbyzzqJMhcZw6aaCHV06GqX0XptImlESXl+QpMj0yfIxn/kMM8JRgz+oEPWNtd3bdmLN8reMN7lj+3YzByzMsqHrE0koI8ePw6SZM1E2ZCjy1e9DYhBBK6hsazSePHARi56xgh6ZRsepOU/HqguZvFdeXkNzK/OGWj2VToWsD0VU3BqJ2E2PvTDXes6ePbvwwsuLSRg9lGmrIaXeYD8d02yTb+PHT8HZ8+djHAlGUKtAMQk9m2XZy7pm6h6VvkjIzzKllp47774b4+hBVyrdPREUs2zKeFETaYBlIsjnq4FP85Yy6Wlp9Gco1G+8Q5FBIz23tavX0Nirpxe1kXW1m++YDR/JfsqoKRhNz2k8697osaNRUl6GTBKlmvkKWT7kgSgdtCKHnmXSQB6OCOcMwJk3GAAhrP1GJs7dcrLO9xB2fO9mzPh7DRcQPoXn236D60pUpRrxyD1D8OlHrSuF3/4RvrXzm/ibFxfh5b7luNKsYWKNOiseOEDgHdGH1+/Jw6V1Z9ZgAEH3aFDAmjVrzBwDoxSHDMGNN96MiqHDsHf/ATTQ0xgypMK41foWhgp7SXERCqgBygeVI8PtwZaN6/H7Z5+j9bQOTbRY5W2rIjXWNeJ2Wv5XX3kNSqgYPSQEzdHxsYJpWQ5Z2Br91N3Ty4qTx+vymIDNVFDP/P55KkuSiMeJ2fQuFiw8l4p9LKqqD2Pbnj30DigDLfw+VlINFpBlqqVxCnneSe9iyeKXsHLFMqxfu4YWYqf55IyLz5IFPPusObj99rswdfpMY8GqmQKs0GZpEAZNfJNnou+RSMlmZNBTogL66X//xMxbyaFSGsR0uveeewwZSaY+voMqqhRrZmY209ph0lf9YNOnTeczE1i/6i289OSTWL9yBdqp3L2ZVBYMUohjSFo33XYzrdrRKCI5+LKzDKGomSseT5q0kzci+zLJoCHKu5kOa9asxrJlK/j+ijsX90hZ0UvS5D8NDpACyWd6R0i8Ut6SbzAVbwmJOicjE1X0Pl966WVDUgcq9xp5RowYTu+iC9defz3OIkmMZbrmigBkwWfTs2D+ygLWhM9wnB4Jy4C+s68RewdImg8//IiZpyVFPn78BJL3ZMyZM5dKMYhdu3eTNL2mCVbzU2KxiDXBNTfLEGc+FfkeGjy/+78HsXnDRhI5vW4aOAUsN2rW0cCKz33+85hz3nngj00zpZvvpMmLTpYBFwlPZV1eiprDpJ603M3LL7+C5cuXYzS9Zlnyn/nMZ0xZVxqJgHV/DhWuBqB0kJQ112Qoy/fUyZPgYVndtmE9Vrz5Oh556EHkUXG7veprYvysF6UV5bjljlvMoJqc/BIq5wzk0eAS4VFBmiZgszTTAKWtzvOlr7+GpUx3rYShvve7mXfTp08nQXRi76GDyKB3p3KtFTmYeaYcDqWhofqYS++rvaUJi2nQPfbbB7nfirKSUhpQPSRFFw2Cebjo0itx1tz5Rn4Nz1YToYflioIxKTVkOSUPN1LiCvJUBa34oHTUb116B/ve4/DHO+rsFBHrbkd3zI2skgKzwOJRxNDZ1Ihenh1SUUIvJkaLQpPLPmrn8b3hVIjGbjIQ2aizVM0Rsv5GjBiFT3/+i6x0+bS415pJdRksoHmsuPIk8ulJeFmhaw4dwtq1q/Hc00+bDu8klVleQS4qyiowjMrqmquvxzRaUBWjRpkOT810NsWFcpiFNSVO0mlGWGWQCTTCRkMw444YXlu6DA//5iEqWFZSFvo5c8/CoosuMpXsEC1aNRtlZnpQUV5BYomhjMpZI9/qDh/Gs888h1VvLKO3Q68oEqCnlIWikkKMGTcac2bPxXkLz8OYydPgYppoPklBWZlRYmr+Cqpzme9rRthZyWSgJrt9B/YaJbpj5w5Dsuo/+sLnPk/F60gNDY9TJp9RDnkkGHW0Z2jAAa3mlW+txJOPPYoDmzeZuTpFJUWGkCZSCU+ZMtV0pM+af7bpS9FEVuWLJ4MlkwoqoZFQJEBpBOWZGd1G5aQBBw20Yp946ilsolIuogGQSav8r//6r82wag2DlmeVX1RMwyCPVn2+JR/fNUgL+eDuPfjVf/+MZLWWT5ZS8ZDgsk2eXXzhhbj4iitQyPdUJ7JGM2m+jJOk7NBX8Qy0bBGVoPp81PnMM1paZfXatXj6madRR7LzUOmpiedmGi/j6Xlo4EJjQyO8vH9wGS18litZ9j7mfw8NgsUvLsZby5ZhJz28aEhfvFESuDCYpHDFlVdiwYIFGD9zBtySie/PxDDNQBTKeBpKH90vpWpDxCLP5T//8z/N4AV57dPoKd544w1maH8TvcIWeslqgkwyDUpIgiX0PtSMp2bX7Zs245knn8Dr9GAkrz6w5qMnOG7cGEyaNgnnLjiP5XMecotLUnVM7U+WvkhEYqb/zuyzvClfpYQVNPT7yWefwav0ZmSQaGDJHbfdhrnnzGcZ22n6HfUuStt8kqkMq2yvD/7ebuxnWXzogV+hpqoa+0mksVgQo4aNxGgaeAsWLsQFF7CujBwDXz5NW8prpRHzTVknT4W5pb8iaiHK8iQipNlgjkU4MgRdLCtnAtF8bL9H4/Rl0VUmw6eOj8KJTFojGsJoFRVaTBpF9TGDKt3JBgMIqnxSiCrI8mQUdK/6INRPoiGdM+lJlJeXmhFopaWsRLSq3Y4kLcAubNmyCc899wyVwnIW+n0smXFacTmYNWM2br7pJtx0662YSoVQQCXnpjWlAi2rzirYWkgzIX1q4FbfTZQVkNdirJgaZDCI8Zk2f5KKVhqW5xIKBTBy5CiMHjUS5VRSefSCVAmL6C1prsPqVauwfMVyLHn1VbNAojpQi/ILMGb0GFrn1+GGG2/EnHPONcrF46VMGW56DZnGElabvItbKXEXlb08OMUvi1RehUZz5dGq1wijg0wnKS6tzpxD5TBi+AiUUh7N4SjjtoTvXMSgir13314spoJa8uor2EMyzlD5oicwftIk3MSKef0tt9FrmINhQweb9n7J4mD8WgnArPib8mKsvLOaN5SXUhIeegZaFkhepfKtmkonSOWrO9W0V1hajIohw1BaUmw+LawRcfIQ9h3Ybzy9F558GpX0MNTHpG75iSTOL3/5y7iB+Tdj/nzzOxc9CQfLv8k7I5slhyRQP56Xik8fUhO0laJV052aM9X0WsW0CoX0KTkHibAEY+m5DWL65xdRsTI99WGxKA2Ubdu2YAWNg9foeRzat98QeybzduiwYbiChPcFyjWXCnQIDRgli97F9IpTNg37dVGxOymjXaaVXmrqVdOZzslrkjLXCMt+GmHNJDy9h5rQZFyV09goYcjLK0Cu+tZodBw6fBBLXn4JL774Iip37TLPlREyfdZ0XH3VNbj97juxkIQ8ZiI9Pnpimm0fVX+H8s7kGxU466HKuhS2BkXoGYLkU1OdiKuBxNvS3GQ+s6y8UF+N5pGpb6uchJfDepVBjztBj7ShodY0t2oe3No1a9BKr0aEOHvuHNx0/Y30rG7FnAXno4Lp5qXXw4JrDAGTaFbM1j7jN2WK/0V+6vzXkk7mRAq6rlYMnbHK39vxhxoMkP7w2RmKdyMaWVcq9GpblvVnT6iTYswgMVTV1KKYJFNG5Slrp6WxHvt4TUuwrFdT295KVB08YIaRRlihx48bhyuvuBp33H4nzqZCGDRsOLysROqbUUlV+7/5DDELs6xzzd5Xs5Rx4Vm+NWJLS4BIJjVbaaJcgdqw29pN00mIRKI1vryUVcN9c6ikpMjkXWzauBHbt23FVo1CoiV8gDLKM5g8aSKV+c1U5jdiASvAsGEjkEVr1U0FJsUpotOChpJJQ0g12onJYqWT5OLWeBg8FPFIyVYwbqVT9eEqRBIx1DOdpCxGjBxpyLqVlp1W3V2/eg02bd6I3Xv3mo7/AwcPIUAlP55W8J133oV7PvcFnDX/HCq4EmTn51pfiGQeaUSWlKaapyiEkUFKi5eMcaC4JZOa5qQW9PE2DTrIIiFoIqlmxivf1Z9SWiIyzkF1XS327KvELgaNCNvCeribFnPjwSrTJKi8v+GGG/Hpz3wW81kvK0iceg7Zgu8uJSVZ9FmApBmGK4NYTYzmi5HMU+Nh8bz5/DHJWXIOHTKU6ZGF9s5Oeo19VOytVLpB04KRR0+vl+f0+YRdlXuwc+sW7Nm603gxh/YfMgQ2YsRIzDl7Hm65/Q5ccf31GEmCyaYnovIh0pfyTCiRjHxMC27t8q00kgzGM6VsIhrVB3l5aqZUmdV19Usqz6SDFDQ4YT894l27dmLHVqYR823Pzt04eOAA8yWIQhLlzTfdiJvonZ27aBFGahIrDZkMH8nYI4+B5VceTZJEZzwbisY0keEiUY2BkKqHImQFeb4lJPSdO3eZvpgOyqR1/EbSONKgiI7uTlPn1OS4c/sOs3TNzp3bWab2oK6qCmPoJV5ywYW4jml0OevfcMqURbJ0ZsirUjpRLhGN0sYECqXCZCMli8oY//KENXlT+7pLee7iPXbaHo800fyR41SIxoYqr9qzVSm76K3U1NWbxTH9VO45zJ9uuuoHDx2EluZX80Yrrefm1mbj+quNevyE8bj40ktxySWXmE71bJIAa7cp1LTvTGHWCF5VQlmdtuIUJJNkkzWspifjPbJWSvFnsQLHuVVTi5RAf38AkZiWL6EyofxVlKmait6sBky5O9taUFNbh1x6q9OnT8P555+PCy+mxTmeFieVmyxNySLBVIHMnCH+k0zmi4a8LpITNBvbDL/VOzA+k3b8L+Wp840tzWjn+2swgGkyo/UoxSWvQqtNN9TXUaZus4bX4eoqKqoISWYsbrj2Olx8ycUYRUs6Oz+H6cL3VZrIU2A8aoaTYjREx3jskWKK3w7G8pRcVKhKBxkKSquevl4zes/PdNKSPurg1hDrg8w3DTtuoSwtVPhKzy5a9P1d3RhL6/n8RRfgahLNpKlTzW9YEIwsam6RhW2UJuPVHB/lIxPOpJ1y16gnXlOeSVbz3X4eqh9L79FCY6BJ1jrTKUDPxUOSV/+SJp0epMfQ1shyxPLUwbRsoIzyGIePGGEU1oKFi8ywX/Xvaf6UkYfvrKG7UoVqWrLSRqpROSkx9deCyrWOVda11bEGBaj/SE09GnGpJma7LkgmfdtIzZHtNHA6utpRx+MOlvnxo0fjoosvNs1342nAaP02eW3Synpn9evJWDIeKdNG/WGmXJu0s+QaKJu9r4EPWSxT6ieqIslFmV9qTdDaZt304ptbm0xfZXNjgzGs9F2cFpZ3rVxeMagMF5y/ENdedz0mTZqCoopBFMYqO8oPRsJ9K++sDLXiNMfmWup4AFQvdKeum1+k6uZA2QfijCcaCSSiUcbbsAtEGh8cajbQNzY0bPnWW2815wamrSw6VQKRi/JGQRafmhfUV9PQ3Ii2znZauyXo6GhHU30jwpGQ6VhX/4gZgkkr/Jxz5uPWW27FQiqrUWPGsuJISbGImuZGVnKjAKS0aYmyElhK4ShsmeTZqGnANFO5rX0fPSs1QcnK1wfNmpoajDJ38zeynNva2+lNhczvGxubzAfP1MR37dVX46prr8E588/FMCotr9rzFY8qlrYUT+8r5aXmIFVGoxAoqUTXvnVsQRXO+qmGBodRTJnyScD7aek2NbeYtNb93ZStq7PDKLBoTLPfe8zIM72hvklz1x134JLLLjWj0PjCpqnFNLOY5ijFznSSktfIn5TyNOftNOLWyKVDKQTN2+G+1nnT2m7qN2qobzDDqaWINCIwRuUvK1mKXkRkmvx4rPlHmql+60234OKrrsQYkowGFJhni0Qk04B4dcF4DTwvb4rqh2eUX1L6+glJkfVXXo0IRr9Rf5EUr9JHCryZyl19MZqfoaV8upg+QXp5+qBXd1uHaV46b8F5tMyvxEU0XCZMmYQcerVGZ5p0MWKYsqIdqnIzmMMoRPPPgtJIpGJDeW3LpPItr8YmG5Ur1YUw87W3tw+dPd300mLo6+1l3alDlGVv9uxZuJN1SCSjEW5amsYYLZTDNAXzv8qNBJHRwsQzcQoDy5Fg56Wgfek8NaGJuNT8qfxro+euQSv9oYBZwLafxCOPMRgIopkkE+bxGNa1L3zmM1jAejdt1lnILtDAJD7bFNZUnIpL5ehInDq2NnZiyfuTjEpLk4aU2zZBJZ9S15w/8oxj8YcimmNT8QNALzwQdkal8f6hNLQrnF2oB+L4SiDLeMzYMZh/zjnQ/Bl17KpZzPyM5UazmfX1w2AwQHe/FItocV5x1TU4d+EClFWUm9omZWPazvUDFg/ZvMpZa6K5/U+XeT1VGO1CqY5/8zPt6xnc18CDefPmYPqMqSSdAiSiqScxrgyf1wwk6O8PUpkFTBPSRRdejKuuuQZz5p2N8qGDSSR8R5UlE0cq8L2lAN+OpCHegUpKMDo3ta/OZg0LnTZlKqbPmmmIUX1BcRKLVJ+UtSz/YDBEZdWNrJxMLFp0Pm668SZTCQuLCk38Gh1lqo95sP4wTqNAj8VAYh5YI/T+UnKSV5DMWnZFXlx2bg6JOGY8QPV5eT0uM39JCkv1TAM6pk6aZPqs5i9YiMG01o0IyjsZCmZfsTGOlEx2zik/FbRvvBchlX/q4xqIDCrLieMnYP7880w/iIZQB1h2FIEUstJN86C0PEoeifucc+fjanp8Cy+8AINHjjSj3CSTPASTh4zT6uPjaUlgSMY6fzKobA2sA4JGds2dO9cQjs7J+9fXNeHicyQTj7UMkdJh9pzZuIWG1IX0ZkorKo7mhx5lHqc/Mho04k15YcWhOI8vRzYUp63fRHLa15I9auUR4URpqGhZGv1cxC7vSP2FllHFe2k83XDD9bicdW/CBK23KJkYlE4yFlSWHKo/Okd5jKyp7XHQN5YkifmKLbfyXo0vI+9Ux5aYHznet0dzKS2W2bNnH2k6k9KzC4IqszLgZBmVxslhp6EUiubFaOa/ms5sDLw+sAIq6FjDWzVCSa78zspKFOZmY/SYMQj5+4x3pOX4ZbFo9M8ll1xqRhSpo9ICn2MIgnEwv7VkklWMLSVlKwXZSNYeb00VZA2XPXIydc7eFuYXmOGiHrcXtXV1RkmNGDkCvf1+sxSOZn5PHDcB1153LRaS9AYPGWw8KEtZ8rki1FTFNt8kOAI7sqMhddcJob4qL5WJLHs1NRbQG9cXItWEVk5Fqg7nAAlGCydqjojmGl18wYW49eZbSeBjzQRXNclZcVG8VFOUtlLh2rcksPLoKKzjFN+b5DVI5ZsumKHiIkmmf4Y3w4wClNdlzyVpoZz9/oCZmX8+Ff+C8xZgFhWur5DEZ0cpojARKOloHmhrZLP+SRXpn/UDKxedCd509JQJ2tin1QeiuS0iZDVxasmZ4UOHmaV09u7ajRCVanaGF1dcfiWuJcmMGj/ezGEypKcH8P1ESPKYLKhcWbIYj4bBkskSPbV7Qtg6RVsNv5c8Gt6sCaRS8D5flmnGO6AFOvmwSy+9BHfdeocZFehUX6OMYV2w41CZTUFfedWx9d4pL+skstj1TbBHfqo/SSsWqM9Qw9Zz6ckNGzbczOXRR/+aGhqRjCUwf948M6n6/PMXmuKtp1hNm4YWGEzMR2UkbFkGnDoCrX+mNJEHbsmlvi89QR4sc5iPMnGk5D0eZ3zTmdrzZVmocuqaHSSgXtx2ddPhvQVB6ajKpKYzjbLR+HwdDyRzFW77WPfrWFspQhXywUMq0NvTiUoW+ra2FiqqFjM66OKLL8Gn7rkHc86aa5o95flIJ5iOfikDY+XSSiQh6QNMsrTkgNtBx/aR/lEAE4xYJwoq9NzmF1idpi2tLeb7IocPH0JjSxNKiktxPj2G8y9cxEo414xkMu9oW3Om/qXkMtt3DnY6nihI4alpUISjSqt5C5qF3tPbY5Y+Udu+mmO04oAGR9xxx+1Mr4upyPTNFf6WHpvVh5F6Kb6gNUFOaZZqLjNB8g8M5laza7bcGJhz1gmNbFJ+qnO6gkS7f+9eMxtc85pEfBo0cPY583DJhRdhwfxzzXwUffTMaEYqO2MNy3WjaPp4WJLlwPQ9pPJMQbnGN6CkVjC5eIycVjDplfonSJEXMv/U7LjvwEF0trSYZk+tuqB5LV/5/Jcwa/Ys5NikJ01n5BHxMSbKYoyFlEK1y5G2UuqWPKkyZcd/giC9ogm39ijLCnooGp0oo6q5pdmMJtToxpkzppu+tAvOv4AEVEIlHDFfpHSYPpmjchwTGLtkTUlh/jHSY4Ith2DrOuk5kYmaF9XUOGrYMNP0uu/QARLMQRzaf5AGShjjR43BhRddiOuvv55EPdz0JSpdrfk5ij8Vj9ny2HgyDKmtifcEQWli5GHQIBOe5emUrNo3f61zJ8IZ33SmOQC28hsYxPAqDAppvD/YmSwr0oZN3DZkQYlcBKW7jlX4VeDdPJ5IRfnZuz8FN0vgmhVvYToL0ff/6Xu487bbzQTAWDxCtztmRl6pqUjNBklWNC2qKUWsr2Cq8J4oyDI/0TkFwd4KElmWnJSeFMNll16GSRMnoKunF0W0ANWEcNddd2HG1OnmHj+VvMqOPp9rYEeQqjYfBF6P9d0hdcIH1YnMB8+ZM4eW72U8mzQDE7TY5Rc+9zl881vfxMTxE00F1KQ3NSN19+gL7tYChrYlnjD/7H1rOzBdThREc0pjNYepOVTHykulm95QM73//BvfgJdKZMeWzcbbuv22W41nNXP6DLMqgEkJPYxK1CgjkQyhjnqz/AiVlb2uph0Ee193W794e75pa98nizlJa3nwoApcd821mMFyJAOojeR3F4n4b775LYwcMxpuemGm2VVllmVHX1ONMe2SmqyYks0Wwn62gkq4torTjv+dIIJRU5kgr0b9l1rVWfJ4mU8aSq1mznNJxmrO09pwpm9KJENv45jIU1A6xZga1vbYWwYGG8oz6T7VNQMW8kjI2s8pLDCrX48dNRrN9GLcTI9Psx7+yZ98BVdfeaXx1FW+B84TMrAzxNRxliEaHqrPdl4MzJOBQdB2oG7Qb5VvZtImw5mA9z1h8/vf/76ZnSvlYcNm+TQ+ODSa5vHHHsPS117Dk08+mTr77lA+ycqJx7WaVhxvvfWWWTZj7ux5ZlkXVRJN+tN6SCcqgrFkFG6HpZAtW+nUIWpwsdhbW9UbloWBNYJaRe35sjz1lcjxE8eZJXJs6LfCgCrD/1TASdqZTov4jsd7KW36vbwVTQAVNGlS1miAFX/dxo2mX2n06DGmD0SjwGyowqqj2+yfUAobljSnkm522uupdnqJqJRmoiptNUlUTzxL/RGUR8NmFb2WLjHDcON8imnTPwo9N0XRx8BOJytfjkJvY8dvb4+H5JIBKTTRg2ioqzdNn8OGDjMjrLQsv5r4joGdTIrMeDhHY7XjtG8R1Ds0UK4TQQQjg0qQ12ArazUva3CAdNG06dPNuRM+SxGe4IItj3CiW+w0Of68BrRolJeRSRcHvOfKlStprHnMnBotNyS9aKtaGYbvBt3KYm9wonpqy6QyLKgcnxTvoJfP+M8ESBBbGJvdB3ZWa5RMGu8PSkdVbE3mGzZ0qKlgtvei86pkNpT2OqegfQtSVDCW+EUXXIiz58wzZ/UpZX15UOP9g3Tn+Qta1vyrwKomhRJjngZ1/oTF+8SQZHZFHbhVtVLzih6VpFJMhGNmvsikSZOxYMF5GEaSkRLXEF5Z4sdCv+YPKY81FPf0wCYZQRVesSidL7rgAiw8bwGGUFn5qNQjlEkrOKsiS0FIztMFO230RK3pK+icdd4aD6b8W7TwfBNyKI+ORTbZtOg1iVAjrGhR8KyVtmphCFNeW8pAOJh6sgVVdN19IvWh+xS3YMsxEJIng96glp4ZUmGt6DyofJC5pqVUlH56RoR5qLIpXWD8OkXGjRbTHAidPpks7wS7mUjQIArpH+kZfYvp8ssvNySjfBr43uozMd6GSPkEEQ68d+D+u0F11KyK7pb3lkoxkkyCdUvQoI45s2ajtKDIlDPJqq2tI4+373WkoKumXFBWPdXOz5NBBGOTjAwRBXnKepbKrurWmYD37dFomYw/+ZM/MZlsQ4/SqrNa9E6MPlAhpnFqUGVSUNrpuxyy1r74xS+aa+rAFukonVVoLc/FmtxmW5yyytXMpuYOLXUhyze/uMi0CYd5TwaVgkY0qfNQ8xhM+7kCLWMzMY0aSbPsVTnz6NmcSBlIiai5za4YBg41IR0LNx+WmWRFcFif5lUTigYYBMMh1vsYXB4X+qkgCwryDflFgv18twQ89F6sdLCaY/XRKdVlqeCTVT2NGDsGFM62opKUTbJGqGw0sk3KScNfs3NyTJrGmS5a70t9EFGmjTfDg0yvD26vVjyImTQXvLwnkNDXL81hClYsptvG7AnWOTVbWrAlofSURTmlrWkepOJR047yzBgTlFGWuoaAa5QZtYVR8MpzKQ0ZD5rFnkFruV/1i+fVDCcl75TiSw3sCMn4YBq7mSyK3XwMjFtP6liQIgvzIMqgAVsDYe7hOc17URzyotQHkMF8UVpFWZ60eGiIMmliosqQLPtMxu9kHMFAwBCOlsuxvRBBXUr2VlFKodry2TKeDEofpY2sb3kKmgcmKA+lyI2xyxfJzshkUVMHubWWmYZsO+JqVg5B3/6X8aLSwmJloP0jgwA0KCBVliSP2TLYcimfRfTKD31LSSs067kqp5JPxKbh+FpsVBNTlV+hSIx1NM666DBr66mmaF6ZPv8s6FlKB20t410GEMusIuPesWXrWERSZUCrfCvtp06ZhlmzZhpjTqs26JmC7RQcjzN+rTMJqKYzLW8iRWcXAmW2Fr9bumQJ7Nm1aZw61M6tyWNKU62/pcqkYZNKX6MUU1u7D0xj+FUoZClpOLOZJEjFowl/JcWFzI+gGRmUQ0s4HomjJ6Q1xrJZCSzloKX/w1RugQj9GNavDK8TWgBSWsAdenthsyqdVQGO5q5VMdVUZ7a8oDOOBEmGdzkYb7bXWiG4J9BjRh358nKoSIPwZJE8+0JGqWutLi3DbzpDSTJKC1VY9fF43VKgPCctRugZLn1wjJBuULe3y7pEcCelJUSHxp5mJdc33ZROUjyaZCdo5VwziZDvrSGuejUdq//KIVYkOWqAhapJVG38bpEl1cCRpDlafeSHSLHrvdWprPSx08gWTUpGvqO1qgINBa1ooN8wDlnDMcaTyfQPU5nJ+5Li0rBizbVRH1OcHmKIaaL3MDPsmY+aoxJ10DcK0UCgp5pJJasBDJqnw7c1cUtKiWzJRGXIV9E7hCiD8suG0bMp6H6P1kXTenYsQ7LeZbhoPoi8vpycbJK2nwysfLGsdX2ES2vbiZSsEXpML5K1DXvQ4NH0OF62k8Oa52N9i0nzm2Q0aF+TbrV0T3YuyzXTVYt9Kv1VT1QMtISOYtG98ahywIrTjkyldsBrE0ePbLkGwsgpYpFxl8p+dUNpSSHVRXmXHt4Upyz67qWepgEa6jcRKahsyyPTQA2tHyjIB9Ge+tc0k18w/TR8ZxvWWQu2TFnZWVbrEX/n5LO08vTZZ5+DSRMnmvulLyTrx5Zovve97+Gzn/3sCRfVVEIrpPH+ocLz9NNPY/myZXjo4YcN8RhPhdmlgmO74NoXBmajKk4kdZ8W1HNRw6rK656EVuuV4mRBirBgqkUhSUUR536MwasaQ22jiqoPOUUZPDylWNS6pedofVLpH+n8gYpJFqIUibYRViNRkX6n1ZmNxcz4k7rC2h9lxQjxnD4OlUnFHOkLIiMvm6SXhJ/6M0iPS9awvjGvZ6hrW0rU682CGmb6Y0HkuXNM236S52Wpe83SODohwfiujENy0HfjSQd88FIOq8nXrkhKE4mmI50zylIKLUUuOqeyr2P5NfJGQpRF8Yowggl1NpNgJGE8Spmy4KR5qmXp9cwkE1FzKaIxeUKUgySiNzKrA/AOWatKQonD6FQhzfPsfDbypeRQsI8ls5o5QywXIhu9ZSTkRz7lJKXDpYxz6ns7MSQyvYhIfqZLPE4CYznK5Ds6QkwdGipURXyahaN7FkwqKV7dz60g5WiWHkrJI4i09C48YY7te3kXZbXOnQj2FevuU4OebeeJIBkM8TK9FK0MNT1Y9+m5OtZWowJPJsvJJHxHuQYKz3077Uz+SBD+F9EdMUp0nhs7bQbiZPEfj1RUR+QamAf6q+H7IljpChu6fqI4hTOeaD7q1Zs/6TiV1ZtPBtmPVkMadRCD1Y0ua4obeQEqRNwXyYhMtG6fLqloyRrt6mqjRawl5fONiu6g1erxZCDXRwXGY31oCfRSvPQMvGZCpZ7LIPEUqHEUv36rp8oXkQLlS3CH0jnjUA9ChE/TE7MkpW7mw9XYKl9NyjdCLyuDezn0hmKJELoD/bSi83nGxXek1czIpM5ZreC1ZdAfWY56ApVhlDXd6gdxkmg0/PPUKpCqhchdsCdV2hXWeBReB1r6upDM0pBy2a0kTEojmRSPh/smI/QiqvMiV57QBDsNVdYvPij0VrLV1dumT2EXeJku/b3w9sfgyy9inFazYEQtDYzT9JwkI8hnEqhJ03Rey4s7xTRJ4+OJM4FoTk1zpfGxgshA6kNB+0egsmOIwNpq8rF0qDqTwyITNXnQKu6vOoA9K19H464t8CWiKMvKQB69Hj3LFFo1J2XSMuc58yz7uQL3jb4ndP8x8RvYAmj2hLUfDVBd8pR0Mh0agp4VlWcRLxfp1kAvDu7fjc2b12B75Wb0+9uh7mdDYJTvmPFo2jVtd3oxKvyoC76oLHgPo9DDTg2qaHrXgZahQ01nwSjTxIksego9tYdQuXUL9lXuQEtrA+XQt++TxrtCH+lSbGvk0VaWvQcxicZ3HyDx+4OeGYpTFiCX7yWSSZBEqhqq8cbG5di+dwt6472IZDhIMvZIQJKyg+kgE1vtpEaIU0+TNNJ4v1BNT+MTBqkOW8lLvR2Fpdht6EjBSyWoz98iROXY143cjib46qtQv3o5dr70LNBUjeyon0otTAKI0yLXMxJm8UcpTtNVYkeaghVvqskidcZ4UlLg5kZrop6HqtntsTqLpTv1aDd9nYxAH7JCIbi6e5HZ2oaKSBSutiY0rl6L3a+9gtbd25ETDZNwSFda2iOm9vK41eateIyMDOovsRX+wKQ4AUQsCjbskU2CaarUNcWj/rGOdhR09SK4bRs6Nm1E4+b1qN66AS56FOa+VLOOAQ+TUeutPcb/ei+UdxLwAWaCKEnaGQwjK850bW3FMPV59bZjz9a1ePX5p1B9uBKxIL2cRJCeY4yeTMIiGrmxJJ000vhDQHomjU8gbBKxIOWp9mlrtI2CUaf6Y1yIOBwkmYZVy1H1ymJUv7kUPds3onfHZlRx39laD0c4AGcySq8nToVptderM9r6NZ8pwuFWEJWow9nFcMTbkGZNaVddVa+GmpsMR6lfiEIF1ZZHZPHAp3t7upHcsBHNLy5G42uvI7Z5B6Jbd6B79QYk9uzXeE6SCGM35MBAmTSCKsKHxhjiSgDTMsQDW7h3gEhGhGKTzduaD3QY8KPzreWof/FFtK1chcDGrYhs3Ibwhq3o2b0XXsmjUWpmJBbvlxdkfuqAi7s+PvpovnwA8DnqLDa90PE4OnbswO4XXsKBV5h3m7ega+NmdG7cAEdtDbL9JO1IzHg/bhoVpj9JPzu1ZEkjjQ+M01Lm0ziTIVUiBW75GFJ7CjL8DclIEQaCiNTXYs8Lz6Hy90/i8GtL0L5+DQK7tqFpwxp0bd+M7j3bEW5pRDLkp/7UukpawFKNRXxE6plHocEEll4+VpXxDK1wq/NZww0UCIonnRmhktc/b1Kj5/i72mo0vvwq9j/9HKqeexF9K9YiuXk7Iuu3oH/NJgS37kS8us56B0XmTBii6ac308/jKIPIJjU4zRbopLCJ5XjPRvvmGk8lDx/E/heeReXzL6B+yVIkNmyHc9NORFZvRi9l8u/eh2DVYSS1+CRJTu9jycagRJJ3pew4DTBEQ7nibe04+NIrOLj4Fex57En4V21AfOs2RLbtRIgkGNq+G/GqGjjbu+AO0wBgHqjf6syYYZHGHwPS36M5Q6G5G+/0PZpTgzSapdU0lJJ+i9F10nlmkhmDvs+PumrUvrQY2597GkMjIZT5exCraUG0pQ39te3oqD6ALW8uNx6E2+0xHc2aSxHib+1VlG21rGfLb7LCwLOE0dX0OrTDYBrMJB41nhYjCNE69zgScEf8cDQ3o+7ZF1Hz+DMo6OpGcTiCxIEqOOoa4ahvQdeeQ6heuxaRhiYUDhsCdy79IC9lcroR4LOlRPVoGvDG6DfjKN4l+ez0lVejfQUNCNDoJu0nejqx4b/+HbXL3sBwpWh1PfJbO+Br6EDkYC2atlWiadce82EuT6YXmWVl8OblWPEqKRQ0+kLx2OT3AWCk7etF0/MvYtlPf4pZGVnIqq5BUWc3fI2d8FfWo2vXbtSt34ZoVRM9mwh8WZSnuBAxtxMhCqRmvNMgShpnOE6mOz52nwlI40yDtJpFMtoTwShoX9A6WprUhmAIof2HsGvpUmRTaZZQqZfpWzU9QBGDFjHPqatDx/rdWPP4k1jz20fQvHMHXHSJ8jSM0nrcSWDFfzRWy/uxem7MjnWLHsJ9q3Br/kqUHtVadGqdr0AEEx0+DOvqxdhgBNP4EjNIUcN7/OjasQ2rfvs7rH/g1/Af3IdEsI+P02DmmFGiGsGm+Ew/0nuoNyJ1e4SfPVlT55p378Z+enhFMT9K+voxqKsHw3qCGE+5ZlCu6SLvbTuw/ffP4tlfPYA9G1bpCVbcZiQcYbwQa/eDgc9J0D3qaEcbDcCyVj+GNHdgcE0bhjb5MaIngnN51+iWDmDLVtQ/+wq209upenOFyXO9nZYkSiONPwTSRPOJxFHFLkjFyYuI8ry+1dHv70ewuw/JlnYkaAHXb9yM1h37MNTpQeBAC8/HoUVr5pGHKqhnS3vimJXHg6pabHp2Mfa/TgXa0mmagdSdLJ5QQZL+fLsOpSyaP8LtsVIROsFLyVAM3e29aG5vQau/C/7eXrz24mIc2LwVzu5udNcdRqijAyN4+1AGbzyICv5wYfFI5Af78cwDv0Tdti3ob2mCKx5BJh9sjUqLGfnUNzFwvs/JIDLRMH55NFppQZNi9aExzWlqbGzEhpXLKU8X8kkyjXsOooAEM5y/k0wjGYbxt0N4bpzTh42/fxnLHvotkrQU5V+FlPpKKAn0Pl0IkZ4szwC9mDDlSjQ2oeOtlVj37HMY5qKHcmC/kWMiw3gGrSI32ZWJKUwRT1cDKpe9ivVPPQPsPQAvSarQ6zs9nJdGGu+CM4No4l3Yu3Ejth2m9fU29OHQtg28RvP6o0B3LTZKtm27cag7ZZV+xLCtbEFK0Q5HoYmZlu8Qo5LX1MlAuB8dXR1Yv2ETnnn6Obz49LN46+UlWP3SUmxathrxnm5E2npRxF+pMdQ4GXxdKatybsuiXm69cHcH6TnQEnZlAGYNKepOcQl39RuzrpTpACJSU86ltLVEv6ArdpBRHu0K4sC2fXjphcVY/NJLWPLqq3j84YdQuWM7Wpta0E9S0eBcLZ+oN5SOlowamRbqbiGhAPrGa6S9HdlMgxxHFDm8lkuBchlnToTxdgWsvpGUWILmKdmrK4hcBDsNtbrFrl278Nprr+FVyqOJs2oyfuuNZQjUNiHZETGkp3jV/GeTbSGDlpgt6ejDeVqTrPJAaihxFBFvAp3OEHq8SUQcJHwtEaOZ5SmoiU6wZdE1EZ8gctHSTlu3bjXyPP/0M3j9uWex7qXF2LJ8Odp6OvjOwGBvJmuLBcmltPGSeF307SRrPvdiPe1MB74nyTKDieLUSgxppPEh48wgGpcbe/9yHmaNKcH/Ng1UmMS2X2PsrLMx69fbUyf+cAht/AUchSMwbx5lmzUVYwvd+Nry+tTVjw72jHF73w46Z60vp/6YBGrq6xGNUcHRAt65ZweWr1iG4tIi3HrzTbjhxpuw8LprsPCWWzBr9llwuXKMItdSKHb/hghHsQSp+4L+IHqDfjNyKisjy+QZtCxMIIF4QKsP8Df8oWYmW0OLidTGfGEwEkUgFEB7Ryuq6qvR2+dHU0MLXli8GG63E3ffeQfuvftuXH7Z5bj77nsxeuJUZBYV8z28Rh4RjG19a19j2kJUomEGyZoMhegxuJkObrjJkG4qd68ZJMBf5aTWlPIHjpC0vqOkFYe1goU+oCWvRdcOHjyANWvWoIMe1MKFC3HttdfizjvvNOGs2bPNUj6qNEpl+nRoY9A3JyWTlLsWJ3VHgggwH8qymE6aLp/USgIag+eCn8q9ua8TkXjUDJ8WuYnw7DZx9QeJBEU8kkkk004S1cRd3SuZbrn9NlymL6NeeQWmn3M28rxe7PV3oIPxiqZEXyI+7febWDVvh+nF/bCEzKO/l+lFd2+3KTc2RHKWUWAtJJpGGqcLZwbRUKXd8Mvfmr37fq12bRt9eOUfvsHtIjz7zfOtU38ohDfjC/O+wp1F+LcNh9Gw4Sn8KY9+duE/Y71q8EcITSKUUhzY1CNIOcnybWtvw8qVa/DYY0/g1w/+H15e+or5frr5jj+VkhaN9BblkkRpgzNMmD0Ho6fPRCMVUZCEU5RTjBo+T9axFhKS4nJmFqKosAKDR45CtpRQczMVKBPC54TL5zCco6kZ1mJWLkT9+qUDgf4wlajTNEFt37zVssaXvorVa1dh++6diLr0yeJ+dLZ1IpcPGZJXBm92LuZdeBEGTZ+KZmrwbj5PvkcXgxR7L0PCpWVVvJRPCpxeBcnPzCshtKyNVhtOOpPw95IOtAAZmdCRm2UWeNSChub77g0NWL16NZ577jk8/vhjxlvYu3efIRmlr4hAX03UGlkipUWXXwkMGoIOKuuAl3GQFKS3lfrq7RD56K2tjx3TCxythjVK55GMWssgTM/MhbLcQrMSs+JQ0LOl8DU7W2vbbd68GQ888AB+9rOfGU9KRChCtAnAk5UJd2kBMLQM5RfPx7xP34o+ytOR7zUyNDHQb0ELg9KsibErb/tJktmjhsPf326a8jx5BZTKpm+L5Oy5Q6e7MziNP26cIURDTLgZr93N7d//A57rtk5h3wu46kVuf/gD3Mh6dRQxNK9+EQ8//DAeX7rNVKaBiNTuwpvPPkvl8Sxe33d8c1wMPYf3odZPBdBdi+0bN6LyRE1iGhsr/OQn+Iu5ozB47i343mOf44lfYMlBq8nlo4SUkr4sKOtX+/ocsj5rq4U4ly9bTuWVhU9/+jOYOXMWRlUMxegRIzF8+FDs3luJA4cOok/LzMtfoRLFjBmYcNGFVOiZ2BzpQVNuHhWRF9W8o46K0Z9ZigPBfqztakKyrBiDzp4HjBpJBc7iw0fEAlYTUCgQwf59e9Hd2o76pkazwm9VdRWefuY5rH5rFQkggSuvuMx8glifGs7Ky8C48ePgytRH3YD66lr0+vvhys3H5EuvQNHUGTjM59ZTAfYbUrGUeTf3D1HpHqI3Ey8uwag5szH+8svhLi5FLBhFKBhGmJ5c0pMBd34OOnu60N5FT6qqyihspZmUuZpE9Qngiy++CNOmTUdRUZFZqFELxUqha8Sf0lhkIAyZOROlZ52FOm8m1kTi2MtzPa5MEp+LBOhCO+XqI5E1kBzbqPiHz5urpYX5e/X5xJAHKnF6Wt0dbehoa0VXV5chPQURjJrG9P0gjeT89Kc/bb7uKZl0XV/UlBzK547OLhZPJ8IZPkRKS+CeMgU7SCTLeyJozKRHyrhpBhjCi+UXooly7aNf2JTlw7DzzkXOpAkIUc6OZIDkZy21M7Dp1faO00jjdOHMIRraepf8zf9xuwJffGSHObPiP+7hX3ozX5xvjm1U//JaVCy4Dvfeey/uvHwWir7xsrG6heTu3yBjxDRcfPPNuPPOm3HpxBJ8bblsOxtBLLlmIkbkXoyzCkdg5rx5+EG1P3VtAA6uxKPc3L9wjHVMOHOsFX+j0nYfIeS1LF68GL/+9a/ptTyGZ555hpbvy2ZYbXl5GWZQaWZmZGLbpq3o7+wxqwA319eiICsbMyZNQktnB7bt2YOmZtq5mq8yeiQGM73O+8pXsZcezU+bqrCW8Wwn2RzKKcHyYCcqqTxHLzgfIxcuQF88jPaag0xsprpa0HI96O8LYhef+fAjv8Xry5fjpZdfw69/8whau3qw6MILce78+cjNzMbe3btIBH0YNKiYXkkCHUHSW3YGWmi19zS10xOip+akn1A+CLPuvBPT7/4UZcjF6ySVbZSp2puPA65srKPiXEfl2lRYgPzJ01FT14i+5g646BW5M3PMUOnmUABv7d2Ff/jf/8G//vqXeGnpEtoNP8GWLVtIwDPNd1Wk7Fv1qWRa8loJWwsSapufn2+akUQ2NTU1liIuLMKl3/o2xt/zWTQzjtUku9XxIDZQjo0MqyjjaobWEYNxzn1fhHfGZFTTa0rw2YWeXGRFHChK+rB74zY8/H8P4pe//KXxprSWnYaZjhs3zsilJrP169cbArC917KyUpO38mr2HNiPbQcOgm+LcEkFZnz+Xpz71S+gqdyLZcE48y1OI8GFehLimyTZXUy35OjxKFl4LnrLi7GP70x/BlmOPBKN1ew60DMWRDQ6ThNOGqcDZ9Y8mrKxOHvLD/Cr/8rGZbeG8PXPP46m7z6Gxy87+s0bxPfiX+Z9A6u/9AT6Nz2CRU3/jN/+dz8u+Ms7MIr6qeGhm/Hj1z6PHaE1+J+/uA6hf/0lfjzlDnznPHvxzwhql/wAj+6vQejbj2Ptgz/FvZNKTIfuMSidha9/469wzcgcVlmhDyv+/Ub8dvMi/PW/fQnj1GbyIULK5WTzaNT8I+Wnz9rOnTMHY8eORV5enmmC0hf/opEYuls6UZCdB7fHibbmVuTn5qC9oxM9AT9yabUn6CW0d/egNxhALr0fL5VYxYRxcGrZdS2aWZCHdqcHMVrMgZJiTL/2Wlz9N9/ExEvo+SRjqOvuQgafCY/bfIffwW0nSWX/gUosPH8RxlAmLwkuTGXV3NICPz2DZDiiFdLR1d+Ffn2vQ99O4fVeEkxJfoFZGr+ztxuBaJzlKh/e0lIMGjoM5YOH0gvoRpAEdICqsZaZlRw+ArOvuRa3fO1rmPGpu9HuD6Clu5dejA/ujCw4acUnEw4E6Hm0klgvvuhizJ40BcV8d6WjOvzlCaoPRE1G6geR9yKFK+WuYFv2Oi9yL84rgKt4EAoLS0F2RNiVQe/KiX598qC4CMGKUiTHjcQ5n7kXF335S4jm5GPLnkrk+QpQkEOXPMR0dbnR1tJsvhujJd1FdiI5kYq2kkP9R2pqVD7LA5N8XV1y860mrSS9mRA9pOrGFsT5juVMp9HTpvG6E00dTYi7MxEnUTbTUOhnus645RZcfN+XcPHnP4cc5svOgwfR1t6BcnpzOcw7LUuvOEQsCnpvu/nMLnNpfLxxsnz8Q82jOeNWb07u/jmcU/8kdbQIT7Qtx20lqUMhvBn3+Obg1ceq0H7HSPQ8fAcK7g3hjb7f4yLqvZ6NL+I5zMVn5uoLgF14cnIRbv/KdiS/Zn3i1fT7XJeHq178Pg4k/wZjU2ffDQ0Pfx5D76XHdfcTaP7tbShPnf+w8G6rN7/55pummWwGldXw4cPN9X379pnmKnXWawXhBAmnN9BDZevH2KmT0NPXjZ540kwizKeyjFJJ9fX0Ic/tw8hBZRhWUIR4Tw9iTfXooiWeS+u+s68HpcOHwcXrybxsEoqWu3SggQpx864dmDRuPApy81BRXIaqqmo88ehjmH32XEybPgPdVI4HaqqRn5Vplq93hYPo9Hei3xmDn95QjEqugh5TSTwTWU4fMrJz4CF5banej4kTx2MwCc4MSGAlcLS2ItnRhmZ/HyKUK6O4AFnFpcjKL4aL3kUsEkbDoRqmWz+JMxclQwchqyAHNY0NePyp3yOb3ujN111thgYrnQT1jUjBqwqIpKVs5c3oWApe1/VdeqWtSCnHm41xQ8fB53Mjznfpra+Cv7sViaQGIpBzGUc2K2kWychLku+nd9HT5cfhPQdQWlCI8RPGw8FnHa6hx7iVPpAjgdk01krLyrB//35jXKieCcprkaHkU3OeyoP6iixvqwBeN4kumIA/6EdOYSamTBiGSA/JvLEO0fpmJHuCcFMG56AKOIpLkKQxQcuEcrrQ1tiOUHM7Mn1e5JQVIbe8yLy7cHw5S+PjD5XnkxHHH+3qzY4p9+CZa1MH3/3BsSQjNBw2TVp5P/8z3HPPdSSZJ8xpdcYK+XOvJclko3Lpg/iKSKYSKE5dsxHWSOlvzzVDVE8FVTbJ4O+w4dcfPsm8G1RwpHzsdn11FssaVnOPl0o4kUwgEo3Cl5lhvJ6iomK0NDTBH+hHLBg0H9jy9/bwNy6UkkC6wv3YcfAA2rS8TCmfMZJexPyzkT1rBoYsOBe+SRN5vgQOeihRKqQorf0iKseZ02agvrER+2khq9FFH8LSN1JWrV2LttY2ehYZ5pyaoHqpyP1U3h4vz5EItNx/lteHYDxK8ulFfzREj6vDfOBs7JjR2Hf4EHZS+fZo+G1hPjB2JByzpqPkvHMw6Jx5yJ08FZ7BwxAlMSWk5LMyUDFqOMpKytFLsqw5eBi9bV3I5vNKc/Kwd9sOVO7abdKtpKTEKHSlo4KUqxS40krKXdadjnX+IN9N3s3IkSPR0dONqkNVps/FRY8vf9IElJFUS845B3lzzoJ34iR4hw1HhMQapR8coWdWXlaCieMnoKG2Hjt37DQDFHwFudAnh5VulQf2m3iy+R76AqpcPlsxSOGrKU8kI9kks2STcRBlehYw/fLowbU2NKOexOHQlzfHTUDO2ecg94KFyDxnDjImjoN3yCA4+d5Jpr3L4UZFean5Mm6Q6XOI6SyPzcZABSO5FNJI44PiDDRdcnH93//Y7P31jbYXMgBRqz+lKn8srd55+M4Pf4gf/OSLmGCNYLWGJDvyMPnyz6Lrrh/hr3juRLNzQAX7tuayE2D/A3dgtEjm2v9GZei7mKu16T9iSBlIWSocPnwYu3fvNqQj5ZgtBcl/wXjEWNgxRxLmE78eNxxxKi591TEQRLCzC+GuLnhomRdmeOCmh9He0kSLv4+Wrw8OKm7w904qVDWPyRJPhMKIUOn1kxD6O6icqJR72jqxe+duBIMhZGblYtioUaiub8COPXvMVz7z6KVk8PdOp5p8XEi6vPQU8uBzaVUBD5z0quIufQQtig56Ox29bfBQweZnULGqeau5Gb2My3xIiu/myck1o648DifcemYkhF6SZg+VpYZOdwe60NjWgMO1h9DW2WL6f0aPpbUfCWDDxvVoaWtBSWkpPFTgeqaCi/IpKF0dVPRS7g6303gTmuDazmcHggESdiG9lF6SaCOCvZ1mMVAvZfHxHbP57pn0rPTZ6lg4igCJoK+7Cz293QjHg6htbkDlvkr0k1hzSZzFFWUIRsPYyXTaX30YWbm55muJ+qCYOuhtOUQ2Gi0oOJMO47EG+ex+ejKhKL0wd4KknYH6hjp0trOku73ML+YdPSjYzdrJOFzxGOKhAMm3DX56PkEaFW39ndi5a7shMptwtTU/SW1Pt2Wbxh8nzkgf2SklRwQGfAL2CEbOgQan/eWPfoC/+7u/w//74hUYnW93mHThhXs1JPkvsLIthsf/7uu44AOMilZz2YQv0WP6+nNofuFPMPEMIBlBSmDQoEGm2VJNPurc1twPfZlxUMUgZPioRF1AzEWS8XmhVEzSkpVx6uU2GQzDRdJIUoEG6Q0V8d6RRfkknnbUUun1UjkaUOn1NjVj39Yt2LxyJd5Y/BJeevxJPP3gQ3jqoYew+MmnsPaNZdi3Yzca6hrprXgxacpU9Pmp1Ldsxdbt25FHL2hIeTmVKD0byqcva4YpUKifCteTQw+LypyC+RMRePOy0NXXiW4SXnl+LirychHo7EZ9VTVC3Vp+n9Z+Ion+ljYc5LO3r12FZa+8jOceexS/++1DePjh3+Cp3z+Bl998BZt2bUZVUzVcPidGTxiF7PxMHKo6hNffeNN4fBMnTDDbGBWwmo2k4DW3xaxfQCUfIHHqG/36Gml7RzuaW1uQn5eNiiGF8Pe1oKmhCjF6iPpGjZbjcUSA7uombFm7HquXvoEXfv8cnn7yMcr0IH775KNYuup1bNizBU0dzfTAHCgsI9nRS6mpr8Pa9evR0dmBEWPGIJfEHiS56ZPEGRrGTG9Kyj5KecwimhRPX+tUk2hjdz16o12oGFyCDEcC9YcO0wCQu85qHU8i0N2D6n37sJF5t2Lpq3j9hd/jqSceweO/exiPPv1bPMt0Wr1hnRnqbTfZ2cSiMiaSSxNNGqcDH7/GWDUvED9Zechsmx/5Im6/9+vYp5Fg4cN4oZLbX34eC0uoPeMHsXgllavvVHyX4xDeiR+k+mQiP77hI28uGwgpAXUUSxFoq47jAwcOmKYnNQ1pYICms3R1d1JZ+eClhxKkd2C+IZ+IMdOTVEy03mmxR+ndaMhtIa1f/Tbo70V7cyPJwo/2hnpsWb8GLz71FB579Hd4+vHH8Az3X3lhMVa+uRzbN2/Bgb37kUnLu4dehZRVXm6O+YxxO63rnTt30LLvM8+V0owm4sw+KsB+zQnRyOpMxGhMRKjQw+pbokWvAQHhQMAs9plLTyGXZBOjgu1sb0eIMnU3t2L7ps1Y+tJLePzhR/AUwzNPPY5XX34F69avxZbtW3C46jDl76P1rz6PGDL4/hmZtBLo3cn7O0QvcNDgCjOIIRQJU3FreC8phl6StjGWsaia1pjWWmFB+1Fu+/gupeXFfB8SIJ/fzfTtp2fYXk8y5nNffuFFPPnoE3j6MZLxE0/gxRdfwNI3XsW6jevQ1t6EMMm0J9DLdwyTSBx0PtyUL4qGxkbs2rWbHmEmyorLKQ/jj8RIqgnTJJrBEOe+vjsv6LPb+sqnv7+HsoaR4XZh+NBhcMYdzLNmQ/R9be3Ytm49li5ZiiceexyPPfwQnvjdo3jllcVY8uZSvLVuFXbv3WXWO1NznLyZ44nF9mrSSOOD4sxcvbltE/7xf17C2ff9Na4cpMVHBsAVwJ5/+gleP5iBWeOa8J93/zd24mZ87bvXYKgnF85lP8ATP+vF7E/PQPf//Rm+/NpBxPMm4fbr56HU0GoEex/kPZO/gu+cfXL6SO57FtdQBhQOR6l/P1bSKpTXsGzZWnQPnYMJhVbn6YeFdxp1pq2ONTRXBKPhsFoRQE0ghYWFGDpsqGkiqqe3oqHN6rvRvDwpEileLc/Ph5hJjWpqyyIZSem6XF5E+v04TMt4f+UuKs7n8fLLL2PN6nWoNkN8gTw+a9ykSZg6bTqmzpqJ8RMm4eyzzzZxZufkIEHCOHD4IJobWkgqVGKUaeTw4UaJSmH3UNYMelnFhcVGcXr0DX16EzESYZAKL8bfa86Im7Lqe/u+DJ/xPHbSa2uoqsKat1bh2Wefw4aNG7BtG4ks1I88Pmv6zGmYwfI4bfp0TJgyCTNmzsC4seNNx7lk2rV7F+pq62noM91IDkMqBqOwpBh99JQ0x8XF+LIpo/pC9D1/FRUp9whlzGEa5ecVGIIOUn41Q7a3tzGN9mA/03/F8hX0FJ4wcqnPqouehJPKf9ToUZg372zWk7MwnbKZOU0jRqGgsAhxunWHDxyiZ9SEOL2ijo4245HOmDYNrc0t6A8FDCHlZGWbdJXKD2rSJsla3pcIKDcnFyWFBcx/P8mGXiwJatv2HWiiB6iJqL/6v//D5i307KqrzSgzEWrF8BGYOnUaplGWWXPOokyzTeevys1AkhHx6HjguTQ+vjhZPv7RjjoT7JFnf7e1G9+dSSV5HNQPk2lm7Vu478Uq/PwaLScI1D1+P4bf+VOzj0l/jl/c1YT7/v4xfG5DN349V89KjTq7dOBItBNg32/gmKgJmm/H/ZTrv04g1+nEu406U6e1ZrC/TMt+F63plpYWQz5z5szBTTfdROsc2LV3LyJaCmXQIDOEtdcMkY3TC/KgOL8IgwdVGKu6pvowdu/YifraWrS3tqKFIcLnV+7aibnnzMXsWXNRVFSCzNxsQzRDRpB8yypQUFRoyEl9MSKPCEtSd0cP3lqzGi+89DJlprdCwrz+ysswhYVYo7hq6CUFAv2mv6OR8ZSXlRkr3OtWJ/UgWuZDzdDmrRs2oJJE29LcZPolGvm7jvZW47X5SAaXXXkFcvLzkM/nlA0qx3Aq0BI+K7cg33S0C/qWvyAvac1arZTwFMJMDy2zM3EyjY/bbkOwP4DDJFGlZxE9L6WNRq6pb0amRA4NqVEjR5ptR3MzNq5YznSqQjgUwb6DBxCm9+AnKajZcP75izCchOsjufsK87g/wowI9JAsBZGDl94eTQZ09XTjrVVvYf3a9STxarhJTPl5+bjvy182fW21dXVo62g3Xl1+URE9zT709FgkpyHaSr+hQwajg0S1cuUKNNTXo6WhkenVDB/fe8fOnSTfmZg6YzoGDxkCF/PHR89uGN9FQQTscsuDcx0pV8oreciCPQhgYJlL4+OJgUbq8fhDjTo7I4nmlBD2o70vBOSWoOS4vpNYdxMae4HMIRUopbZIUInEMzJOqfP/TMG7EY19rJniGuq8fPly8xtZ5AsWLcS1N95EazyGzRs2GuVZRCs6Qgt5CK2VPFrIWVSGoSCV7KEDeP6ZZ/HGm6/jcOUBM4hgREU5JtNjkVdwzdXXYjItX0+Gx3yO2JQ/DYXVJwZkZyedZoSb1jgTuSV4qq2jGy8ufglvvPG6JEVuXjbOmjsX5517LpVmAbZv2U4yiPMxVJrFRcihcisguQwi0cijefXFF7GC77R7+y6S6E4q/aAhoIrBgzBn1mycd/75uOrWW1V6rSAPjRutNmCnkTrUpSr1nXyzH09i8Uuv4ulnnjbEpfXXbrrxRlx8ycXoIOHVMh1dVPY+Xwbf0Y3s3CyUFpbQW9JSlE5s3bYVi1/4Pda9/jq2bN+OTKZBDkngrDmzMWHSZMw4azauuOoaM0eJrG5EMrNZiSgJ1+3UviVLOBQ2cYnkdpEQfvPwQzQIQvRUnBhJL+j+++9HX2+vIcB+5qn6t3z0PvPyc5FfUGiIJhmNoJFk9BbT+KEHH0IlvatSDWNmuSgj4c47bwFuueEGep2zkFNCD4qekDwnN/NJzXaah6PFNX1eLb1pkYxgE41gq4a0V/PxxplANB/fD5/RMpTll2XV5WPg9LFCslJmp/Syg9byh9vQdfrxTk1nGi6sTmJB6a8JfjrWvZrw10MllZmdhUmTJqGAFr4UkLya/Lw8lA8qM01DtfU1eG3pa3iFHtHiF3+PmppaDCobhPMXnIerr70WV1xzDW6kMh82agSTWos/qnOYqehiovL3UlLhcAxxypLhzaDXoImOTo0fQHaWDxUlZaYvpLa+zjQzyUPKoBIbP36cGVJdQg9pzJjRyKTiGzVyFIkvE7t37cISyvPQAw+QILegu7MT5SWl9IYmsbxdiDvuugu33XEHptFKZ2RGhiSVpzwUKXYtPaOO/RiVrZqJmGiIkWDCgRAJJBuDKujB8XdvvvEG74mbgRSl5aUYO348valy06SlZoMh9AAGDx5iSKe1rRVvrXzLkP5DD/4G7S3tGDdmGM6ZNx+3UpZb77oTl191pSHSDL6DyEIelFHqbpk2FIxkaH1L1GFdI9G5Kac8PPVfqSlTy+O0kfCUd1L2yjvNryktKSFR51HOMgySTIyjobEB2+mBLqXX+G//9D3TLDZpwiQaEwW44upr8PkvfRFXXXUVJk2Zggx6fcoUEbCL765mN0njYj66Xcw3kp6MFnlbdpmyofKWJplPBk6Wj3+oprP0FzbPULwT0WhfikMKQn0zWg9Lo9Bqa2vNnBr1K3R0daGMHt3YseORQ0XV29ON1pZWVB8+hM0bN2D1qtVYtWI5KvfsobIJYcTIkTj33HNw3fXX4aYbbsQUKk4NInDJwiWxSIHKi1Hc/G/23R63sZClS9WnIq9Bbo14KFeTQnMLcPDwQdNMFAgFTZ+ShiZPnDDRKPVELErvpwO7adUf3H8Ay0gAq5avQBcVZ4KKuriwEPPnz8e1116HT33us5hMb8aXp/4mKnN6A25fFsWgclSEVNdmhQIpVHoPHhcVp1P9TvRHKKfIVf09U2itbaF3oua7vr5es+abZtYPGzESuZoHRC+wu4feBNN9w6YNpv9lyZIl2Ld3L/JY1kcMq8C8ufNw+x134ZpbbkJhUTEyc3LNKgkOETETx+31UWnLM7DyixJxz9r3UF4NW5Zc0XDE0M9gEqCfcuzYtRM+ps8e5smU6dPNXJeC/ALjEfXSs6lrbsTWHdvNwIc3l7yG7es3GmNr7Ohxpnnvsiuuwpe/fB/Gz5xt+q0carJjesSicdMfxuJiRtHp0xER5pUMB6WZSM8uWxrSbZevND45SBNNGifEOxGNlIDt1ShIaSkf1IxZQ7JRf83hpga00JPIoWfT0t6KtatXU0lp0uIO7KdSV/u/Vi+up3U8ml7LXXfdjc9/9nOYu/B8+IwVzPgYjzhFHkKMpKBOeXWaayn+gaSnUW/q7DckI9eRCi0aTWAolXJxWQl2791jXPNeKvaerm5Q5ZkBDGvWrsXO7dtxYN9+bN+6Dd0kovqGevPhszFU/NffdCO+9Kd/inkXXmBGjhl3SV+q1HtLEbql2BkZlag6zl1ufXpZI7MsRZmkQpXilGcRT8bo5WgkWRILFizAxk0bUUsvTkTd0NBIi95lFqvcuXMXNq5fhzVr1qKhrsHIXFNTbSagFtE7vPdTn8JnP/c5zDx7nhlJl0lv0qvh5HF6UVouJoMEwzRhAhlDwFpR2hq8oaZMt8goBZOWfJfs7ByMHTPGDKE+eOCAGYRwgPmuz213+Xut4evr12P9xo3Ys68SfSRCzTFqrqpFUX4+5lGWr95/Py5lemWoPvKdQC80boZn05shuYlgNDfHgJmk9NHINS8J2XzWW6cps4JNMpJ/YLlL4+OLk+XhGU80Wll22rRpptnGLqAqmFKA2kr5pfH+oXRUems47qeo3JSmCrYS0HXtWwo1afrQlBeFRYVmhJXa4Ovr6mg9+xCjAmymN6OhumpqisWjqK6qoZ524porr8KXvvAlLLpgEcpIVI6U8k7y+Wpy1NdMHFRM8hDkKVjew9FCqHxXv5DZT+kxXXaJFPhfI95kUft7egypiWA8LBsRytTUSAUvElCZobyN9Y28N4LLLroEX7rvPlx46aUoKikxRAIv49YzTdMd47DLlyoE00BkIqVuPJhUGtnHul0ejWliIzJ91uiyKnp3zU3NZii4Pmvd2dNpmh41h0Yd51pvVM1/ra3tOP/883H/176Ga+nxFZexIpo49GQL8mZcHnkxkk/xqE4cvUfpNJBkmJniQ+s5ip9kILJW/Ierq0g6rchm2mnEnPZFUupri9MAaayrRS9JcdKYsbjvi1/CZz//ORTT+3HwmnluipRFYgMzxf4n40Fb5ama7ZRetmKxt4L2Bx6ncWZC9X+gbjgRTpaPHwui0UqzUiS2UNqqYtsko9+k8d5gE4osca3JpRn/N998sylECrqmdNbWKNEBBUJNMsVUzJk+H95Y9qYhjpFDh5k+AfWPaDRUS329WVZFExbvuusuLFy0EJOnTkFeQYGliPU4llcpzrjiMT6AOtatrbSj9dcKpi/ebPnDgRcEbr208IuKi+TkmA5uNeFkZZEQ83IxdMQINNKr8vcHzMrTWrL/c5/7PO645x4MHz3GyGzIhQrWtDG9E+i9KMJjpTs2iDBFOPJ+NBpMpGpNdHViOBW1iNrnyzIE3N7ZwXQ6ZDxFeZRaKXz61Kl8Hypx+6WPgRIulRd6Wd5y9K7U+RSSxoOwlLv6bAJ9Vod/WXmZaeZT/viyssxipzpvlvEJhemt1pnldcqLS3Hu2efgi5/6NGaddRZcqoOGgFNplYpOHp2kSFBe+5/l09HjYzC9Ncq3PwAGltMT4Q+lK95NDuHjpLdkYA40rqQXdM7WIwoDDYnj8YcimnervieFBLEVnTJGilELEcrS1ovqWNfS4b0FpandKas0VNpaX820YJ8TdL+gY6W50l6d6gvPW4DPUgn1tLXjwB71LeTRKm7D668sMZbxPZ+6G5+jFSwvZsKESVazF5+lpU40aokPNAs+qm+BvsKRQJucqklbkp75y/glg4JK0gmCnjd0UAUWnjMfl194EZ+YRFN9HTy0uns6u7F923ZoJWp19v/FX/wFLuBWyl3LuxgvhorXgt71HYJD1rua9E4eRJZ+fx9J1AGfNwMXLroAN950EwpJsj19mkgZQVNTA9auUZPeDhpSM/C1r/4pbrzxRvONGjUhvh16UcuDOQKRI8PRfOXVAcGQtsiK92gekVffBOJ5DZGeS+L4ND3YWno1ylP1K2mdNH00LhLsx4wp0/Dpuz+FO2+/EyMmT4EzV8Ps+WP1jxkPxkRghmjrnZUmA/NQ/zwMLGUmHJXxww3vhhP95sMIp4IT/e5MDcdDpGI3qdvhTIBqyfuCFJ7YUtAL64U0WkajVwYqyzTeH2zvRWtm2daKYFsnA4eh6pzSXUFFL7+wEFddeQUWkXB6e7rMd/ir9u3HvLlzjRK74IKLMGbcWGTTUtZIJNm26jfRgo98GJUgScQ0/5w6RH0W/R3dCrbsmiC54NzzcOHC880M/+ef+T1WrliO8ePH47bbbsMll16GkaNHm85tzcI3L6Kfmro08InvHyJGDW7QXBaNOtMkxauuuNwserlv/368+vKr2FO5F0OGDcHd9PZuv/U2TJw0hUScZSZguk3T2AeHyVtuFUzeqY+H+1qlIJtGwbnMN306upne3u8efQSHDx7A5EmTcMuNt+LqK67EtClTzIg09buwkOiR5Domlq13SGAayDEw1XRpYEjjkwFbz0ofy9A83hvT+TMB75to9IJShHo5m3BspTLwpdPhvQV79WCRiYa/ao6KmsTsdFa6y9IVdKyg39nWjdlnGFIxBDdedx29icFmjsstN9+Ez3z602ZujD6gpSXn48x+fWCYPihiip/koicr6JxyVYb3kUDVpaB/ssqPD/S1zK/0TENc6qinfM6ktUDkkKFDceVlV+BcEo50pGby3333Pbj44kvMJEIz6IAEoNFsRhsyTr2Pni3o7/HBhp1+7xQEeTLhcMikm8vhxOgx43DZ1Veigl5XeUW5Gd59zXXX48qrr8aI0SPoUXhN34r8AQ3RtuJVw5MdrD4P6+mWGldUxwQmw5HAY6WrbjVpxpN6Z5Gr8tbDUJCXh9tuuRVjJ0w0+XfRhRcz/27EgvnnYNRIykSvVWuhMdOtKPkufLLxSE054ZEGACg/FOz8MWmgiU7HhePT6cMI74YT/ebDCKeCE/3uTA2C9IFt7Nt6wIZNRB813jfR6IVELAra10vrhe2Xts+nw3sLdpra6WnDTk/BPm/fZxc4G1Ki8VAYY0eNwRWXX44bqDjPPWc+hlHRe2mVy1tRs5ilpXi/Anf5JP7TVucoz/9n7z0A7Liq8/Fv9+3bfdt702q16r3LllwlN7l344ILhoALgZCQ5BdIgJBQk1D/QIDQbWNj425JrrKa1XvZ1Wq10vbe6+vl/3133khP1ZIxIMOe1dXMmzdv5sy5937fObeN/nj8SDrFnwW2upYFuhJzHR3ScW0JaIooikcVY+lVV+FvHvgorlm6FOPGjSX4MxLWyChGDWGCutZEE+kYfUwzlAD99HK8HU+WJLKdQFhRt66pfqBJEybiumuvxW233sZo73JMnzrVgL2W1FdnusBb83L0O0t0LTudKLrVaROfSeuqcc9Ej9rXoAD1i/Fro1dBYSGuoZ3uuvseRoIXmqVrtHJAMolSxKL12CwVor/gVkv5yFbWKm0Sc4Kxu5L+jlXESiez1fud3k1O9ps/RjoTOdnvztWkui8csLsxTN1nGVeZjW11+nPLe14Z4Mtf/jIeeughM7lNosvYD6V99SvIACNydmIXIM3yf/LJJ7Fp0yb84he/OCGSUYQg0THb7vqdxHwOqhNQw32Dpj/EQRDzeD1wJDpMh7xGRKkzXGBu4g9hjmEGHuFG3n5CkOdYbHGMmP6FqGhPd7coSnL0O1FZSgIjp2E3yc1q3gvwtxF642GWkd6BAaRmZpiZ+vLQVW5MU55Gx/EyAkcNAdZzaY22k4ldwmi16J4lx2streKdDrOMiwYdKKrx875Gp6DeHsNf8F6ymR5PKxfoKrL70Sqiimy/NNyWo3eSvhLBeqxoeX9b1DEf5BnqAxOVKlIyz87vtAiok8+quUl+6mfmKVEz+zUBihCP3EP2EVmSlI3d6EDo1QZm4VLmuSJU45zwXNEjb2e0Mr/Wb7kx+cYDyvs/thy14cnFLrt/bHk3PSR/Kl3eL1EZDSrP5Qwxz+3uCz2HKQPcnuqZzvklaLRE/6OPPnoM0Ug5nadZzpr/MUI0Zy924dDACi1oqffNyObqk5GXou9NXwy3SrK7bG5no31MkYtWQdYIqsycXAwPDqJ/aBBpWobePWxGlCUQeLkhzTCJFRh1aNFJ9dUkiGj8DsLccXlobmPRCu9kfmskztrTcRtXHfyQ5kxGZEivI2YFSHQiyO80bNob9KO1qwN5BYWG1MyMeRKkzosXaBJcNW/HupSahY7cydzjeEngmRasKvGM6Emx+gi41SyZlZmJIY/bEK6WdtGE1VRGMHrnjiZRCoBt8hboO5MI1fyo1wZEWJkl9nWtSM4SdXHJ/gl6R4M+M+kqcRES65HTGK2RzAJqRyNbiEgNmZFI9eIzNTOqWdPHPEo3UwcYofis2ftBOg+6o0s68VmC/hDzy4r8zKRUgoua4nxBH20p+ytaIllbNzb6GTsxjxP4vXTyUUnbPn8sUXm0y6ctumesE6NyKNu9vxJ7Pev+R5oQTxDrXEPgigyjIotbYh07EdFOdq0/nchmwgZ7IJYGrQiTtRWOxOLCyeQDsdbZxz/+cRQXFx8BOlUYTd57/fXXzTBoPfiInJ0ECWTKZPXPaKKeCPvWW289xsbaqi9HYpOOxIAj9+UBa+WqJGcSgoxiUhMTCKAeU4m01tig22MmLwbj6BETnPxOaxhzmLVoyDNM75hkFp+AxPgkRAIEfwEW7+kkCaj/R3UrgbdUpRN4HRUCH2EtSNIJ8PsEgmYco4acpDTzVk+tDB1JInm5WE70YjaX5t8QbHmy7qdLe1hm/KzozhTNBeEVqWuYAJ9GkopQj5CTx0iIAUZo8tr0rIlEzHiRFJ/dRA+8kCKHMD/ro/opjHa8VkFevqlUioC0TJEZScbr+WV3/hnniL/RtWQTvcZAqxTIxlpdOUmTVYncfkYOYHTo05a/148UfSSRGFwBUR6vQ2LQsOMAo6BwYjyfy+q7koigdE09s46a8X2maY5602Yi/JQklwEQPaNLESyPaUKq9NAipPH0Dny8diSRxGUiG9a3cJC2cnHDC+vZqaze9yNb6H4JtFUKt86ApUmQGam8eu+iJlHLIZBbYl6zQD3NQAXaMsh81soDfAgzfN6sHm6aR6mLJouayFslSfofhfX3InY9sO6RwLxgtCrnTFnKaM/PyFVRvHRSVG0GUFDiwgmmTKk5mU9g8sPJ8/TqCjXdao6WJuRqZJ9sr7LhUMapcBkrRssXP4bjLYdIDsMfncEpqvOqB0GWXzkoCxYsMKtpzJ49+0jfrjDDts3xcs4TzX/+53+aRTW1pLstemidp4fWdoRo3ruo6fHpp582i2o+99xzhlhUYCTKstNlm481y80IQQUwhZU4MS6MBFYUebICayGQ3vsfUAXi926CgJuVz5WWjI6uTiSnJVnNNgnyrK1VjLXEv4AvnucmsFK6WJGd3CZQDXnHkhCBNMB7e7kNWnXYkE0i656Lv0tU+WBF9PFHbp3Dc+PJbqmMnOIIjI5ERj8E256wFx6Slbx9J38XT4BIIICG1f6TnExdCdzxTqQkp9JOPmisXRIBy6UJiAQDQ8oiGj4DMR/eSJDPEIc0/twZ1fVUojKr38vWqqja1yoN+iwiiHN7zeuye/3DiEtNxDCjB3XmC6SS4hKQlZCCND+fi3qEvTzucmDAN4SELOoaH2Qkw2O0iQhRfycTkbfyX56qQNiOrixApp35rLJrCu3VqwmwuSl0LEiUYZL5YB+Kk9PhGXAjyZVKJ8KJLkaPfvX/sDw4+LtcRnGJg8PmPv5kpwHI04l9/+PLnAVGisoIwHxeZwKjbhKhj05FQkoKEpKcGKDjmZKebN5zpEVIfX6PecW32xdmeeJnli8NVolT3saA9nsRRSIORxx6e/uRkZqJFFcK+rr7TESq9zL10TbxyQkYpDMVTyfBwfuGSXiJtGOQ+ij2i1c9iQsiNY2/7RtgpO8w71jy+YMIDjNP+DmZ9YbFl3kgXVmnqLtsqObQAL/QUeWPIZs/sqh8qlyormurcqp9JeWPjinf/qKIxhYRjc20I3L2oixRE88zzzzN6PANPP/880fAzv7+dOIngJtOdIqWdSSd8EfyvHVMhZ9bbnQZ+V/02xjJBAgEiaYp5uDBvfAS3AuZtxkZuYxerGG9noCXkQcrmgCdv40nKLvUYR6jjprgfCQTP2+ha8tTT+F9nSw/cdKBlTjoCBJ0qSe/Uy9EJhjZ8KvAMIGYnmcoJR5DPgI6K0mGU6AdQE93G4+54cxKI4ilE/S16jBJMuRBhiMD0lC9Vmqukz7qA1IzHeMhkpI1tMElPWJ0PV5UKU9WwWRvY3N5vTyHCsFH8K6oOwikJiA7IxtZyWm8tx4+TH3SFUZReC1lAA9H+NwDfGJFbk7qYf4M6Z9cYuvO8URjRMbVs/DQEJ/RFxlkFBGGWwuYdnWjuHQsImECDsF9OD4RXiqhKEo2UhyZokvqGiT00xHNqWxyVBhdkjzULKoHVVwg8bJsaCRdEom2b7AfVVXlmDK+DCmZGeY13kEaxgGXLMSokb9kgdKvrYc6e5EpzS8J9po/JMeCvgkJRC++YxmlWhE6HBE+ryKW3v5etHa00fGJR1FRGTJSslg96NjwEuoxU0yq68lVHvJ54GKUaMo8beHiVi3FaiGw7kpj8vo20SiaTqADZcrDn0iUR3Y6XlR2T5WHfyqiiSm5758IEOWN2cw6ks4uGe/ZpKMr6qqJTJVe6WS/iU0ukowyVsksD293pAuFdVBlSPXDT+/LG0Aya2m+Ix7JJLM0en1xe/dieON61L7xKjr3bIFzqB2pETfSwyQWkoVAPZHXSBK4OLmjpLY0JnmUyazoqSQQJVZP6N3+6pdhmEQdNFyYiZCXzG/Nyxv0IhuKM50gTJLRE2dTz2zey+nxIm6oH+7WOqx//SW89tQTaCnfifTAEAnKj3R692mEgxQ+kKnW1qV4V3qqfK5MVvbskBNZYeoSbW47VTq+concJTpubK/O9sgw/KEBgokH3QOtWLfhTbz85rNYvmE5anpqEZ9CkE1iBJFKQCOiR2gs4Y2XKGUvW6OBGXptwMl0sNPxckLF1ynRvIyP+JBCuztIft3eLvxuzYv48bM/xTuHt6DZ04UODKIH/fx/iOZhpKXf83chzxDz5OT3t5Pue4RoTyEOlgNFyL2RALpJaT3MF6+T5Y7JHRzEgL8Llc3leG7NS1ix+iU09jZQfR+j7n7+z2sbjqKNWQZPpsOZJA1BV7/joN/Hu8fRwaCTIR+IjoCiWvVbxZHs48N6jfkAfC31aN69DTWb1+Hw1rVoOLCDpdHD8hhgBB6AQ04NLWXKOvNNxVvOgUyu/+Kks5K+cDIzjB1ZZ+Mc/A3LcXRB1z9VOt4hsPPsdPn2pxRjt/ci7+7pjMh7EbtwKIJUc5nd/KjPOm57t6cT4+yG6NmxjCWa5gTWOJNVrBDKM/7Ta53pnpn3zJgfBAiq+8rhXvkWRnV0IKe+Br7tm7Hn908hrvYQEns6ke4IgVzAqMBv3oeiNmwb2I8IP6t3Q23dVrJFJ5ovo0dFBdJIunFPl9IBSmC4nxWeoMDnD+3aja6XX8HQ1i0oHRpATksT9jzxFLb/9gk46ZFmE5zUrAZ5qwHCixkVFr2XaVePfrS3p5HjK+YJ5VvER/c/WFGFlpVvIuNQNdKrDiKyawd6161G4zsr4fL3EbAY+fGBwvFBdLgHCfBBA34WFWqFAmvC5ukkVo+T1jUSLPx8bkZ+KczoSEcr9r36PNrfWYNieuuF/X1Y99iv0bR9PUq8HkzmfcuYkqlJODBMW1ObjLToxU4tth6nquuKkroGBuFR/xBB1kmYZTyHbD5hcm8vWt54E71vrcLEYQ/8O3ei9vXX0LlpA8tTFxIHekmSXgaBbmaP+kb+MElkRJKRxIiX+4poFb1pX3yQpLIQYCFobkHnmrUY3rEN6bV1SNxfiY41K3HglRfgDLgRR4LRhCc1M/q6e5DAcpVBJy+Rzxnwe6HFZY3Y2aOtnfgf3RHzJ1L6U4tdfu08i93/c8t7XuvsqquuOmH1ZoHgCPn8YSL7KYlgjl+9WYBjn3M60VlOkojlhan4k6R41M8t4ZsgY0UepjIIgAf6AYLAs//5ZRx4/jkMbduKLS++ySjiMJrK92D+5ElIdGuFApECvVx540zmFQHHi1FNobr6RazmEOMHmuOs7NzK+40QAvRnmrKiycvTgiSxpLCXFTyMobXvYM93f4DKl15B28YN6Fi3Fv3b9yCuphUTk9JRUDrG6AM3wcFFKEh08BpMBFEPnz/IZ5SnrD5f3YI4dEZi21eeokTl2rSFB6j/i69h19e/g83f+TG631yFwObdcB08jLSGFmQPDKE0JR3egT4k5eUaD10DMrxqQopPoi0cpkXNGiEXNckp5GR5bANHJMynkUn1fHIQqvbjtf/6L1Q89iQGVq4Gtu/GwNrNyGrqxCS/A6Uh3jtCQnYm0/Gw+pL8JIZ+2k1NQu+mx7uVt6SkZJ6j3IxjZBlAAiNl/9qtaPzJY9j93f/F8JurUfXMiwjv24fc9i4UDAYwOjUTzjSmrDTTMW+GeZu/09/rdKJuHvXFOzxBRiWMjkgs8SQ4uTNQVF9RiZf+8f9hy29+g47V6zFMPBvYsQue8gPw0mGYp5c4NjYBhdwqOpEuLEsqYup50fuWjNNmjss25rZm3xQw/qdj1mH7yz+d2Hl1fLK/O5l8YBbVjCUanSMF7e2IvHc5nmhkTzudkZiCLx+R5ELQ1sgjP8FJVVpfOYT5PoKU34dIWwdqXnweB1Ysw8VF+RhLry2DXnF+Sjyq6t2oXv829m7aiKG+XrMgZmpJKX/sMO+9j9d6ZFLpmCT20r11J1XMqKjviBqI7AS1ZiaQTtEAukQSDSu0gxXbpdEFB6tQ8/vn0fHaakxyJmBcmguemnYkDRBE+gdwaNsuvPO7pzFYW4sJJEKkpZBsCKAkY8Zb5rI2cJlntQ6cVmRbm1RskpHouCH5/kFUfv1bSK2uw8WlJSjldUs02qdzEEONvajZVY3da1agq7WV0VUQObkFSEhPMyPFktRkyGup70D0/C6qGLF1seVIGVBTpB5IkVxPD+peeAV7n3kGlxUUYiqvntrRBVcHo68uNw5v2Y3tK17H4N4qpPcMIiUzF8jNM6/w1ntzpM/pStQRcjuuTh85Lh01QER293vgcnuBviF0vPg66n7/EuZFkjAvKxs5IQ8yfQEEm4dQvaMS1atWoX5POTw0cx4B3kWCVm7xKa0bvBdRkWOZJCPQ0+J1SAxUksZm6u5C7TNPo4+gOjcjB2N5r8TWDji7PXD0eRDq7kf99nXYxu8d3jAKJk62ypR+TyJU3wwtEC1ZppBb/1u7UeGO2T/m4J9FlDexEpt3sXLOL6p5siYcW7n3pGTvYWzdugsHOllQj5fBevNd/aD8wT+1BNBxeB927dqFXYe7osf++KKCIhvb80fsgnMyu58gOtWcL4RlZEMQiNcy/0RzYbqP1zCWJICDgBgSqG/cjPxBNzK6uxGpqkE+OSi/xYPrk4HJPnqG1Y1Y/5sn8MzX/4uERGeDgOIgUOkWupW53TGJZcBspb+S+gY0WVFVVRWWokeRIvSAJT5zBs8N+FC7aRP6KisxKSkR4+gtuysPoohfzSAhTSUJzCBwj+cTNbyzEb/8ty+iY8d2hIeHCbMRRkkEWZIrtYOLv4lz8z/dQmq8i4hg1B9mi15rIBHx95TvRVtLLUKDPSyS9eitq0F8Zy9K/SGcT8C8MpnRQ7cfB15+G2/95KfY8PtnTBNXeoA68f4JnggS+byGh40BTi8iN

What is 10 books?

100

Each number on a clock represents an interval of time. What is that interval?

What is 5 minutes

200

A polygon that is the same size and same shape.

What is congruent?

200

Lexie's younger brother helped pick up all the paper clips in Lexie's room. He was able to collect 108 paper clips. If he wants to distribute the paper clips in 12 boxes, what is the number of paper clips he will put into each box?

What is 9?

200

Which fraction is greater 3/4 or 5/6?

What is 5/6.

200

How many total books were sold?

<img class="fr-fic fr-dib" style="width: 276px;" 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

What is 110 books.

200

45 minutes later than 7:30.

What is 8:15?

300

The area of a parallelogram is 64 square inches and the base is 8 inches. Find the height. 

What is 8 square inches?

300

In the school library, there are 52 reference books, 150 non-fiction books and 329 fiction books. Each student can borrow up to 3 fiction books and 2 non-fiction books at the same time. How many books are there in total?

What is 531?

300

2/5 ___ 2/4

What is 2/5 < 2/4

300

How many students played football, netball, and rugby?

What is 130 students.

300

Mr. Chen left work at 5:05 pm. He took a train for 25 minutes, then walked to the bus for 5 minutes. He took the bus for 35 minutes. What time was it when he got off the bus?

What is 6:10 pm

400

Find the perimeter of a triangle with sides measuring 54 centimeters, 15 centimeters and 48 centimeters.

What is 117 centimeters?

400

A charity organization sends out newsletters to their sponsors every 3 months to ask for donations for special projects? How many newsletters does a sponsor receive in 5 years? 

What is 20 newsletters?

400

3/8 + 4/8=?

What is 7/8?

400

How many more students played hockey and netball than basketball and soccer?

What is 20 students.

400

Joe finished playing basketball at 6:50. He played for 90 minutes. What time did he start playing basketball? 

What is 5:20.

500

A triangle has a perimeter of 196 centimeters two lengths of 56 and 67, what is the missing length?

What is a 73 centimeters?

500

Tanya had an activity book with lots of activities. There were 22 pages of mazes, 26 coloring pages, 7 pages of jokes and 3 pages of stickers. On each sticker page, there were 20 stickers. Tanya used 18 of them and gave 8 to her little sister. How many stickers were left? 

What is 34 stickers left?

500

1/2, 1/8, 1/4, 1/3 in order from least to greatest.

What is 1/8, 1/4, 1/3, 1/2 ?

500

What are the types of graphs that we have discussed this year?

What is Pictograph, bar graph, frequency table and dot plot.

500

The time now is 7:55. What time was it 80 minutes ago?

What is 6:35