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ADn//85z/96U+//vrrlQOiKGpra3vmmWd+6qd+6umnn/7a2VOpqampq1evxiuqV0Zvh4eHxWJxcnKyMi2oq6vr9OnT165di6KopaWleh+SbDYbhuG5c+cq0257e3vDMLxy5UoQBNUHZ7PZZDJ54cKFyt7UAwMDURR95StfaW5ubmpqqgxPoyja399vbW2tnwcEAA/Xywa+53u+53u+53tqgnrkRh9NTU3PPvvswcFB9Tg1k8nUj1A7Ozuff/75QqFQs9hsa2trpX8VPT09PT09uVyuepTZ1tZWqXJFvAxQzZGJRKK9vf0JXI0BgLe1l5XB3wk3w6p5IrOBdDp98jVdm5ubG2/G+QhHAkA9q9gAwFszvszn88vLyysrK1tbW8H/rcVTLpczmUx3d3cikaiekhqvqrO1tVWZ/loul1taWuJJttWXc+NnVw4ODnZ2dirPsZTL5a6urnh4Wn/w9vZ2NpuNP46iqKurq6Wlpf7IKIq2t7cPDw8rRwZB0NPTc+rUqZGRkXgqLwA8zl7m8/mbN29ubGy0tLRU9rms/FE2mx0dHa1eH6BUKl2/fn1oaKj6cmg832dqaqq9vb3y4v7+/uzsbFtbW80adXt7e4lE4vz589VPUt6/f392dnZgYKD6aZDd3d10Oj09PV39tXZ3d+fm5mq+gfgMi4uLh4eHk5OTkgnA4+xlqVSKd7Kcnp4+ctGcQqEwOzsbBEH8p6VSaW5ubnh4uH4/r4ODg9u3b4+Pj8crAxwcHNy8efPs2bOdnZ31p93d3b1582Zliuz9+/fv3LkzPT1dvxbB9vb2jRs3Ll26FE/82dzcXFtbu3jxYjzurLG+vn7nzp3Z2dlLly5V5v6YBARAvQfs51Vfo7t37/b39x+38WQ6nT5//vzy8nK8XvnS0lI6nT5y88t4B825ubn40/n5+ZGRkSNjGQRBZ2fnyMjI/Px8/Onc3Ny5c+eOXLinu7u7o6NjeXk5CIJisXjnzp1z584dGcsgCAYGBoaGhhYWFvb29iovrqys5PN51QTgpL1samoqFovV5YhXHmi8Vlw6nc5kMvGtzc3NzQYbNTc3N8cPmURRdHBw0HhP6Z6enspqBoVCocFk14GBgXjlvM3NzUwmU/8sSs1pU6nU+vp65ZVyuTw6Otp4VSAA9PIbelmzuM8JF4qLd8sKgiCZTDZYD6/6tGEYHrcKz3GD3QZfPf4gmUw2Pmd82mKxWP3UZjKZTKfTD/yLADyJvYyi6MiNQfL5fHU5+vr6SqVSZd3zIx0cHJRKpXj6a29v7927d487cnd3t3JNta2tLV4k/TgrKyuVxYAymUz1FdT6I+PLxd3d3aVSqWb1g/qDm5qaai4vFwoFM4AAOKKX7e3t9dtapdPp2dnZ6tVf29razp8/v7S0NDc3l8vl6k+3ubl55cqViYmJuL6jo6NRFM3Pz9dc3iyXyxsbGwsLC/FCr0EQnDlz5u7duwsLC/UbNReLxYWFhc3NzfHx8fiVqampW7duLS8v14wCC4XC/Pz84eFhPMM2mUyePXt2bm5uc3OzfnhaKpXu3Lmzvr4+OTlZPck2/l+CxQ0AqJaqjNjqV0UvlUqDg4M1LZmcnIy3Zb5+/XpXV1flSmY8Qm1ra5ucnOzo6KgE8uzZs3fu3PnqV79aKVYURYlEoq2tbWJiorm5OT4ynU6fO3duaWnp5ZdfLpVKlcFuvHVJT0/P1NRU5cnOpqam8+fPLy4ufuUrXymXy/HBURSlUqmenp5Lly5Vvnpra+v4+Pji4mK86nrltKVSaWtrK51OT05Onj59uv73Yn8SAI7o5ZHXY0ulUs0DjrHz588PDAxsbW1tb29XRygeOC4sLFQmssbiO4L1J79161b1ADEMw0QikUql6teAPTg4uH79enXD4oNrThuG4cHBweuvv/4NI+hEIgzD6iOjKGpubj516lRvb+/J194DQC+PVS6XjxxpdXV1KQ0ATw7rxwLAmx5fNrC+vl4z9TQMw56envqnM8vl8tLSUs2arkNDQ/VzUAuFwtraWs2Un1QqNTg4WH9FN5/P3717t/q06XR6aGiofsuUbDa7sbFRMzmotbV1YGDAOwCAt2p8ube39+qrr9Y//hFPhX3jjTeqZ8Pu7Oy8/vrrNc9xlkqlK1eu1NzmXFxcfOONN+qn3eZyuTfeeGNpaan6xfn5+StXrtRMu81ms6+99lr1EyxRFN26devGjRv16w9sbm6++uqr+/v73gQAPP7xZTabvXXr1tTU1HFbWt68efPOnTvxgyL7+/vz8/PT09P1k4aiKJqZmVlZWTl16lQQBKurq/v7+88880xlZ5KaEeobb7zR0tISrwG0uLhYKBSeffbZ+jlKxWLx1Vdf7erqir/iwsJCFEXPPvvskd9qvGj7U089VT/DCADe1PhyYWFhcHCwwf7Pk5OTu7u78TBxaWmp5omUijAMz507Fy/0GgTB2traxMTEkbEMgiCRSJw9e7Zy8MrKyrlz545c4jWVSo2MjCwuLsa13t7enpycPO5b7ejo6O/vX1hYqPlaFo8F4M32slAoNF6RNQiCTCazvb0dF6u/v//Yr51IxPcUoyjK5/PHrYoea29vPzw8jCfrNl6Wb3BwMH6WdG9v74HLDnR1ddUsFbS9vV1z9RgAGvUymUyGYVhz5+8kS8jm8/l4ANrc3Fy/DMKRY81kMtm4UrlcLpVKVZYmOG4kGgTB7u5unMlMJvPA8h0eHtbkf3Nz0/gSgIfo5ZFpHBkZWV1dbbAc+draWjKZjGfJDg0Nra6uHnfk6upqZUnY7u7uyuXWIy0sLFSGqp2dnQ1Ou7CwEN8TjZcfql/nr6JcLi8vL1eW2av8gO3t7db3AaBao3ku8To4NRNWu7u7s9nsq6++2tvb29fXV3l4IwzDbDa7vr5+//79p556Kn6xr69vf3//1VdfHR8fr1xuDcNwZ2dna2urWCxevHgxfnFiYmJmZuby5csDAwPd3d2VXIVhuL29vb6+nkwmz58/H7947ty569evr6+vDw4OdnV1VQ7e2tra2NjIZDKVDMdHbmxs9Pb2dnR0VI4sl8v37t27d+/e8PBwzT6a+Xw+Hlt7cwDw9TFknJCDg4PZ2dlnnnmm+s8KhcIXvvCF4eHhS5cu1fy1Uqm0t7dXs1dXIpFoaWlpb2+vOTiXy+3u7lYPSZPJZCaTqT/y8PBwf3+//vnLtra2+klD2Wx2f3+/+nJxKpVqb2+vv2d5//79XC5XfWQYhk1NTW1tbfX3Yl955ZVsNvvCCy/YogSAE40vK2mpfzGZTJ58Sbzm5uYTrgyQyWSOnEx7pJaWlsZThCo6Ojoa73ENAI1ZDw8AHsf48khLS0t3794tlUrV81TL5XJTU9OZM2dqxp23bt3a2NioObK9vf3s2bPVo8l8Pn/r1q3d3d0wDKv384qiqLOz8+zZs9UXSA8PD2/durW3t1c5bXxkT0/PmTNnqtcfODg4uH379v7+fvVpy+VyMpkcHBwcGxvzJgDgLenl7du3gyB45pln6pfF2d/fn52drU7m3NxcJpN53/veV3Nd9969ezMzM9PT0/Htxnw+Pzs7OzAwcOHChfqvuL6+fuPGjYsXL8ZfMZfLzczMjIyM1NxYjaLo7t27169fr0w4ymazN2/eHBsb6+7urjlnsVicn5+fn58/cv9LAKj20Ndj19bW8vl8zRiuoq2t7dy5c5UVc1ZWVsrl8ujoaP1N0L6+vtHR0Zs3b8afzs/P9/b2Hnebc2BgoKurK161JwiCmZmZiYmJvr6+msPCMBweHk4mk+vr6/Eg8ubNm2fOnKmPZRAEqVTq3Llze3t7Ozs7NSfxtgDgoXtZ04/19fUGS/YEQdDe3h4/BBIPIoeGho47sre3t7K2zt7eXuM5QcPDw1tbW5VRY4OpRiMjI/GS69vb22EY1s/CrTm4kuHKuNPDlwA8RC9TqVQikchms9UvRlH0wBFYIpGIq1MoFBqsNFvJUhRFpVKp8SOPqVSq+omUBklLp9PxoyOFQqHBMkCxZDJZc6rFxcVSqWSUCcBJexkvU1fzkGVnZ2fNBcwauVwun8/39vaGYdjX11czequ2v78fz/cJw7C1tbUyfDzS2tpaZ2dnpYj1235VLC8vxyPgvr6+fD7f4MggCO7evTs4OFid4YmJiUwm02ABIwD0stbh4WE8u6difHz88PBwaWnpyBFePp+/cePG6OhoPLAbHx8/ODio3ykzzmr1XJuJiYnFxcXd3d0jv43d3d2VlZXKwnWTk5Ozs7M166THtre3d3d3h4eH4yHp2NjYzZs34yV7joxluVyu7mUYhsViMZFIPHBNeQCeKA+YH9va2loZ1VWKMj09ffv27a9+9as1Fy3jZdBHR0crNzjDMJyampqbm5ubm6u+NBpFUTKZnJycrJw8frzk9u3b2Wy25iJquVxuaWk5f/585eGTzs7OiYmJW7duHR4eVh9cKpXa2touXrxYubQbD3Nff/31crlc/912dnZW1tirHvV2dXU98EIuAE9iL5ubm8MwrN+rK51O18+XSSQSk5OT8Y7QNepv+6XT6YsXL9YPRuuPbG9vf8973nPksLX+4M7Ozqeffvokp+3p6enp6TnhaY97sVwuKyiAXn4tEvU37aIoOu5O3kPNiDn5wd8Kp61XKBQeuJUmAO9ixkwAcOLx5SPY3d29d+9e9XJ06XT61KlTR163XFlZqZ90E0XR8PBwfFcy3oqyZm/qaslkcmRkJD754eHh6upq/f3Irq6uyk5e1crl8srKSqFQqF4Pr6+vr+bWLAA8zvFlqVS6cuVKZRGfisPDw1dffXVlZaX6xWw2+9prr92/f//IjF29ejX+eGZmpvGDH4eHh7Ozs/HHV69ePfIq8fLy8muvvVbzwOjKysqrr75a81RMEAQLCwtXrlxpUGgAeFPjy5mZmf7+/urHMCoKhcK1a9dSqVS8WE+pVLp27drZs2ePXJEuCIL/+Z//iYeGOzs7H/jABxp/3f/5n/+JV0soFouTk5NHHrO9vX3t2rVnnnkmniK7vr6+sbHxnve858jnQ9bW1mZmZip7Vn/tfxDm9QDw5seXd+/eTaVSR8YyCIJ0On3hwoXl5eV4/LeystLV1XVcLKuf8ThJpSoHh2F43Cyk7u7urq6ueIwbX+O9cOHCcQ9TDg4OJpPJePG8Su+rLzIDwCP2cmNjo7e3t8EBTU1NTU1N8fqx29vbjRebfSv09/dXvnr8zTQ4eGBgYGNjo/Lp/v5+sVg0FRaAN9vLE530/9aPzefzjZc7fyu0tLQUi8UgCOKVehofXLN+bCKRqMwqAoDaXiYSiXh59Jo/TqVSNdNQW1paaibU1IiiKN4/JAzDtra2eGutt9PGxka8yHtXV1c2m2282cju7m7NivBWjgXgAePL+smi9Y/5T0xM3Lt3r8Fc1qWlpc7OzviS5vDwcINeVp/8JFtoVR/TYP2Bzc3NeBOx5ubmzs7OpaWl447M5XL37t2bmJjwPgDgIXp5EqlU6syZM9evX19cXKx5pHJzc/PatWtbW1uVAsWTfV555ZUjtzQpFouVQieTyeNWRa+0rbJDdaFQqD+4VCqtrKy88sorXV1dld0xJyYmtra2rl27VrPmez6fX1xcvH79+nEbX9eoH3kD8ER5lOdJOjs7p6enl5eXr1y5Ur0IQGtr68DAQM22z2NjY729vbdu3bpx40bNgDIMw3gR2jAML1y48Prrrx+38WS8PvuFCxfiP52amqpfQj0Mw66urunp6errq6lU6umnn15fX19dXb1582blbOl0Ov4pKmu4N+YxTQC9fBSZTOa4JyDrtba2PvXUU42PaWtre+9733vCE/b39z/UtNv6igPAQ3nA9diT3FYEgCd9fJlMJo+cL1osFivbO8cXRaMoSqVSw8PD9U9n7u/v3759u/48pVJpaGjo1KlTQRDs7Ox87nOfq9/8MhZvgfkjP/Ij8bXW11577Utf+lLNkVEUjYyM/OAP/mD9Fd3Nzc3V1dVisVj5VoMg6OzsHBsbO8nNSwB4QC36++4SvdUAABTdSURBVPsrq7ZWZLPZ2dnZ7u7uqampyothGGaz2ZWVlfX19ampqUrM4nuHExMT9esGlMvl119/Pe7l7/7u7/7u7/5u429mdnb2t37rt4Ig+PVf//V//Md/PPKYH/7hH/6jP/qjkZGRypeYmZkplUqnTp1qaWmpHi5vbGxcvXr1/PnzLS0t1WcIw9CoGoCH62Umk7l169bBwUFlEk0+n5+bm5uamqqfKZPJZHp6eubn5+fn5+OJPPv7+6urq0899dSRo8Z4Fk/88Z07dx74vc7MzFQGpscd8/d///dBEPzN3/xNvAbe7du3W1tbx8fH648cHx8fGBiYnZ2dnp6utDwMw93d3fPnz3tnAFDt6xlLp9PxsjjVmpqahoeHq/u0sLDQ29vbYFrp6dOnd3d34/1AVlZWent7j1sup3oYd5LropVlYBuvv/P3f//3//Ef/xEEweHh4f3794+MZSXwvb291RuthGG4t7fX1tbmnQHA0b087jpkS0tL9R3Bw8PDBz6Dkclkdnd3oyja29uLlw54m/37v/97EAS7u7sP/FY7OjoODg6qXzny9+B5EgC9fICaeJzk3l65XE4mk2EYJhKJxqsQvEU6OjriYegDF7c77onP+p/IewVALx9CV1fXkYv1VBSLxcPDw3iFnc7Ozrd//djm5ubv//7vD4Kgu7v78PCw/iJzta2trcpiQADw2Ho5NjaWz+eXl5eP/NNcLnft2rXR0dH4fuTo6Oj29nbNWnRf/9pVtyEbLEhbf0zjMesv//IvP//880EQpFKpkZGRGzduHHfy5eXlfD4/NjZWeeUkY00AnkAP/fRhGIZTU1Ozs7OvvfZazcgsl8vt7++Pjo5WdpNOp9PT09M3b968d+9e/fMkpVKpcp3zox/96EsvvbS/v3/c85dtbW0f/ehH40+npqa++MUvVi/FFwRBFEVnzpz5tV/7tZ/8yZ+svDg0NBSG4ZUrV9ra2mp2tdzZ2clkMlNTU9UnKZVKHiYB4Ij8VfJw7dq1+nXmstns5z73uRdffLF+G8v9/f3qnZaDIMhkMsfN7lleXj5yyfL+/v7KZNSZmZmDg4Pj1o9tbW2tPO4ZP9OSz+drenn69Onu7u4jv4G7d+/GU3aP/NIVly9fvnz58kc/+tGan3djY+Pt3/gagHfM+DKVSh13/6+tre3kz11UFhBooHr1g8aampouXbr0UD/nCafpplKpiYkJs2EBqJGoHp/Vj+3iVXuenH7E6/9VHvQEgNrxZW9v79bWVl9fX/UfR1HU0tJSWYWnRqFQqB59ZjKZb9n5MlEUVV+PTaVSx0XxuP83eK8A6GUQBEFra+vq6uoJ/9rGxsbS0lKpVKpUJ4qiQqHQ0dFx+vTpmpk1b7zxxm//9m/fvHmzpjqZTOYP/uAP4m28bt68+Qu/8Atra2vHlSkMw1/8xV/8xCc+EQTB//7v//7Jn/xJzcSccrnc39//0z/90xcuXKh+PZfLzc/P379/P51OV05eKBSSyeTo6OgJ70qeZPouAE9EL48cVx1pZWVla2vr/PnzNfcvoyhaW1u7cuXKhQsXKuvN/tVf/dXP/dzPxTuZ1PuDP/iDz3zmM0EQ/PM///NxS6hX/M7v/E7cy7/927/90z/90yOP+bM/+7M/+ZM/+dEf/dH404ODg+vXr4+MjNTMgw2CYH9/f35+vlgsDg8PP/BHXl9fP8ktWADerR76+cutra2dnZ1Lly7VT/YJw3BoaGhiYmJ+fj5+5b/+678++clPHhfLIAju3bsXf/BQt0gb3F+8d+/epz71qRs3bsSf3rlz58yZM/FTJTVHtrW1Xbp0aX19fX9//4Ff0fVYAL18OCsrKwMDAw360dfXVywW9/b2giD4zGc+03htgcqd0ZME6YTR2tzc/PM///MgCHZ2dorFYk9PT4MTDg8PV6+3nkgkpBGAx9DLk1y2bWpqihcxv3Llyjflp/rv//7vIAhyudwDZ7pmMpnqKUsbGxs1yyAAwIN7mUqlwjCsLkoYhg9cfLxQKMSbMD/77LPflJ8q3n3z0VbqSaVSlvgB4OF6GYZhqVSq3I8MgmB8fPzu3bsN/kp8tzLeIeSTn/xk4zUNKuk9yQYgJ9wkJAzDH//xH3+0X0d7e3tTU1Pj/TUB0MtaxWKxZr/ljo6Ojo6OGzduHHljcnNzc25u7vTp0/Gnzz333O///u/HY80jVWra4JiKygq0De6JhmH4K7/yK9/7vd/7aL+OeNG+4543BeCJ9eD11pPJZE0/JiYmVldXL1++nMlkKp2Lomh7ezuTyZw7dy4eXMY+9alPPf3007/xG7+xuLhYs9xrb2/vL/zCL8SffuITn3j55ZdnZ2ePvONYLpdTqdSv/MqvxJ9+4AMfeOaZZ7LZbM0Jh4aGfvVXf/XFF1/07wrA293LKIrq7+cNDw8PDw/v7Ozs7e3F0QrD8MyZM0eOzD70oQ/9y7/8SzabrTltZ2dnJXhdXV1//Md/fMJv+mMf+9iLL75Y38vqEwLA29rLBrq6uk642XI6nX68i7I2NTXVbxAGAG+RE01seXIGbYanADzK+DJ+fr9mBZwoijY3N/f390ulUs1U0nQ63d3dXVkMLwiCnZ2df/7nf/6Hf/iHzc3Nmsun6XT653/+5z/84Q8HQbC2tnbc5pexeMvoeCfq1dXVbDZb86XjB0Obm5u7urpOMnuoXhRF8Z6anicB4NheHhmJRCJRLBZv37797d/+7ZUX5+bm2tvbJyYm6o/P5/MzMzPDw8PxPicrKysvvvjiyy+/fNyXz+fzH/7wh6Moun379gc+8IHG3+uXv/zleGmhhYWF97///Ucec3h4GC9ge/K9Oat/A8VisbW1NZVKeWcA8A1BrHwUbypS/4xjW1vb2NhY5dN4D5Pj1ihvamqamppaXFyM14P9y7/8ywaxDIKgUqaTPPJYOabBmgmZTOb06dOLi4uP8LsIwzB+nsRVWQCO7WW8e+WRG1dV9+PevXu9vb0NzhjPxNnZ2QmC4F//9V/f/h+pr69vb2/vhNdUa9KolAA8oJeP86SJRDy+POHs2ccujuVJ4neSNYNyuZyOAujlw0mn0/FFy8aBiW8fVvahbBy2xyufz8eXedvb2x+4z/PBwUH1cylHdvGE6/ABoJdfNz4+vra21iCZKysrLS0t8RTZj3/84x/72MdO0suThLP6mAYDvlu3bp06dSoMw9bW1kwmE99wPVKhUFhfX68s+BdF0QP/KwDAk+lEE0Gr49TS0nLmzJmrV692dXUNDg5WP7lx9+7dzc3NUql06dKlymD0L/7iLyYnJ//4j/843uGrxvd93/d97ftIpXK5XDzn6Lgxa2VyUBRF2Wy2+qmVeBS4urq6vr7e3t4+NDQUvzg5OXn9+vWtra3e3t7Ki0EQZLPZtbW1nZ2ds2fPVn6E3d3d5eXl46YyAaCXD4hlzVXNjo6Oixcvrq6uzszMHB4eJpPJ+NnH9vb2wcHB+EmSis7Ozt/7vd/78R//8eXl5ZrnL/v6+j74wQ/GX+LChQtXrlwpFotHTpSN14+9cOFCfIZLly7FC75XL78XRVFPT8/k5GT16rWpVOqpp566d+/exsbG4uJi/H2WSqVMJtPd3X3x4sWaRYLGx8c9TALAo/QylUrFW0JW166pqWliYuLIRzCP9MILL7zwwgsNDmhtbX3++edPeLb29vbnnnvu5D9kX19fTcWP+5+BWAJwpNrBXPXW0JWKPN6lX7+VWdkHgBP18si5oE94RUQUgAfPj625EvsEMmkWgAf3MpVK1V+kNZQEQC+/weDg4Pr6+pMwxNzb21taWjpyy2sA9PIB0un04eFhvL7du1tra2u8HZi3BQAP3ctMJpNMJmu2wHxXipf6e4SNwAB4snqZTqePvFXZ1NT0JFyPjW9euoUJwAN6WdlX5MiQPLGiKDrJ9pwAPCm97O/v39jYeHJ/F4nEkcPopaWlkZER7xWAJ9k3LP/W29u7vb392muvdXV1dXR0xPtCp9PpMAyfhAHW9vZ2LperLGa0ubl5//79nZ2d9vb2np4e7xUAvfy6ycnJ/f39jY2NtbW12dnZ9vb2pqamzc3N3d3dd/1EmLm5ud7e3rm5uXK5vLe319nZ2dLScu7cOTOAAAgb35u8f//+5uZmLpe7f/9+Npvt6+tLJpNdXV3t7e3vgors7u7u7e3t7+/v7e3dv39/YGBgaGhoZ2enr6+vs7PTmwOAk/ayWrFYXF9fz2az5XL54OBgY2Ojo6NjcnKyUCik0+nOzs5v8WXZs9ns3t5e/IPcvn27UCj09vbGT8u0tbUNDAw84cv+AfB4ellvf3+/UCjs7e3t7u5ub2/Hdzp7enpSqVS8HWZbW1uDLaDf0jTu7+/Hz4weHh7u7u5GUZTJZJqbm3t6epqamjKZTCaT8c8PwNvRyyPt7e3FD3EWi8VisVgqleIBaPxpvMfk4eFhsVjs6uqKv3oikTjJqu7Vz0eWy+WNjY3u7u7K8nWJRCL+OIqieM/O+NOmpqbW1lb/0gB8a/USAN59PIYPAHoJAHoJAHoJAHoJAHoJAHoJAHoJAOglAOglAOglAOglAOglAOglAOglAOglAKCXAKCXAKCXAKCXAKCXAKCXAKCXAIBeAoBeAoBeAoBeAoBeAoBeAoBeAoBeAgB6CQB6CQB6CQB6CQB6CQB6CQB6CQDoJQDoJQDoJQDoJQDoJQDoJQDoJQDoJQCglwCglwCglwCglwCglwCglwCglwCglwCAXgKAXgKAXgKAXgKAXgKAXgKAXgIAegkAegkAegkAegkAegkAegkAegkAegkA6CUA6CUA6CUA6CUA6CUA6CUA6CUAoJcAoJcAoJcAoJcAoJcAoJcAoJcAoJcAgF4CgF4CgF4CgF4CgF4CgF4CgF4CgF4CAHoJAHoJAHoJAHoJAHoJAHoJAHoJAOglAOglAOglAOglAOglAOglAOglAOglAKCXAKCXAKCXAKCXAKCXAKCXAKCXAIBeAoBeAoBeAoBeAoBeAoBeAoBeAoBeAgB6CQB6CQB6CQB6CQB6CQB6CQB6CQDoJQDoJQDoJQDoJQDoJQDoJQDoJQDoJQCglwCglwCglwCglwCglwCglwCglwCglwCAXgKAXgKAXgKAXgKAXgKAXgKAXgIAegkAegkAegkAegkAegkAegkAegkAegkA6CUA6CUA6CUA6CUA6CUA6CUA6CUAoJcAoJcAoJcAoJcAoJcAoJcAoJcAoJcAgF4CgF4CgF4CgF4CgF4CgF4CgF4CgF4CAHoJAHoJAHoJAHoJAHoJAHoJAHoJAOglAOglAOglAOglAOglAOglAOglAOglAKCXAKCXAKCXAKCXAKCXAKCXAKCXAIBeAoBeAoBeAoBeAoBeAoBeAoBeAoBeAgB6CQB6CQB6CQB6CQB6CQB6CQB6CQB6CQDoJQDoJQDoJQDoJQDoJQDoJQDoJQCglwCglwCglwCglwCglwCglwCglwCglwCAXgKAXgKAXgKAXgKAXgKAXgKAXgIAegkAegkAegkAegkAegkAegkAegkAegkA6CUA6CUA6CUA6CUA6CUA6CUA6CUAoJcAoJcAoJcAoJcAoJcAoJcAoJcAoJcAgF4CgF4CgF4CgF4CgF4CgF4CgF4CgF4CAHoJAHoJAHoJAHoJAHoJAHoJAHoJAOglAOglAOglAOglAOglAOglAOglAOglAKCXAKCXAKCXAKCXAKCXAKCXAKCXAIBeAoBeAoBeAoBeAoBeAoBeAoBeAoBeAgB6CQB6CQB6CQB6CQB6CQB6CQB6CQB6CQDoJQDoJQDoJQDoJQDoJQDoJQDoJQCglwCglwCglwCglwCglwCglwCglwCglwCAXgKAXgKAXgKAXgKAXgKAXgKAXgIAegkAegkAegkAegkAegkAegkAegkAegkA6CUA6CUA6CUA6CUA6CUA6CUA6CUA6CUAoJcAoJcAoJcAoJcAoJcAoJcAoJcAgF4CgF4CgF4CgF4CgF4CgF4CgF4CgF4CAHoJAHoJAHoJAHoJAHoJAHoJAHoJAOglAOglAOglAOglAOglAOglAOglAOglAKCXAKCXAKCXAKCXAKCXAKCXAKCXAIBeAoBeAoBeAoBeAoBeAoBeAoBeAoBeAgB6CQB6CQB6CQB6CQB6CQB6CQB6CQB6CQDoJQDoJQDoJQDoJQDoJQDoJQDoJQCglwCglwCglwCglwCglwCglwCglwCglwCAXgKAXgKAXgKAXgKAXgKAXgKAXgIAegkAegkAegkAegkAegkAegkAegkAegkA6CUA6CUA6CUA6CUA6CUA6CUA6CUA6CUAoJcAoJcAoJcAoJcAoJcAoJcAoJcAgF4CgF4CgF4CgF4CgF4CgF4CgF4CgF4CAHoJAHoJAHoJAHoJAHoJAHoJAHoJAOglAOglAOglAOglAOglAOglAOglAOglAKCXAKCXAKCXAKCXAKCXAKCXAKCXAKCXAIBeAoBeAoBeAoBeAoBeAoBeAoBeAgB6CQB6CQB6CQB6CQB6CQB6CQB6CQB6CQDoJQDoJQDoJQDoJQDoJQDoJQDoJQCglwCglwCglwCglwCglwCglwCglwCglwCAXgKAXgKAXgKAXgKAXgKAXgKAXgIAegkAegkAegkAegkAegkAegkAegkAegkA6CUA6CUA6CUA6CUA6CUA6CUA6CUA6CUAoJcAoJcAoJcAoJcAoJcAoJcAoJcAgF4CgF4CgF4CgF4CgF4CgF4CgF4CgF4CAHoJAHoJAHoJAHoJAHoJAHoJAHoJAOglAOglAOglAOglAOglAOglAOglAOglAKCXAKCXAKCXAKCXAKCXAKCXAKCXAKCXAIBeAoBeAoBeAoBeAoBeAoBeAoBeAgB6CQB6CQB6CQB6CQB6CQB6CQB6CQB6CQDoJQDoJQDoJQDoJQDoJQDoJQDoJQCglwCglwCglwCglwCglwCglwCglwCglwCAXgKAXgKAXgKAXgKAXgKAXgKAXgKAXgIAegkAegkAegkAegkAegkAegkAegkA6CUA6CUA6CUA6CUA6CUA6CUA6CUA6CUAoJcAoJcAoJcAoJcAoJcAoJcAoJcAgF4CgF4CgF4CgF4CgF4CgF4CgF4CgF4CAHoJAHoJAHoJAADAt7L/D4tRsGjyIoX5AAAAAElFTkSuQmCC)
Overige werkbladen 79
7
Overige werkbladen
De rekenmachine bevat tevens de volgende werkbladen:
• Werkblad Percentageverandering/Samengestelde
rente (&q)
• Werkblad Renteconversie (& v)
• Werkblad Datum (& u)
• Werkblad Winstmarge (& w)
• Werkblad Breakeven (& r)
• Werkblad Geheugen (& {)