Mathematics
Grade-2
Easy
Question
Choose the equation which describes the array.
![](data:image/png;base64,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)
- 3 + 3 = 6
- 2 + 2 + 2 = 6
- 4 + 4 = 8
- 3 + 3 + 3 = 9
Hint:
An array is a group of object, pictures or numbers arranged in columns and rows.
The correct answer is: 4 + 4 = 8
An array is a group of object, pictures or numbers arranged in columns and rows.
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ZO/DWsJZyp3+tqTJwuS4D209OHDhxoxY87bo+KwV9gOOAalIBPGOXprx5Th2XZzz4LSp01MR8/66yzrKLG6KpyFpGbyKgXXn/dWteoYbfpXU4ZQrIk4s2Ss6/kOl7148uKc11O/7PWgIXhOlZVu+j/1l272plqWGRAoZkOh+WEGQKaqvefLovnZfWfzTRsn6E6SoZSUoRvv/3W9abjNVdHCVjTjtLiu++2lhrXHlchE1YSPSnSmwhCweHEK4/+tkkV00CmGc8ZBchsXPWWATKBDTWtqqsGbilFYQigZ4SVAKZnjVLPQYmzW09g8enSSy9115ZVz2SFMjzbeHnDBsuoV8+uyU7OGGYoYU2BfQv8pMxl44Bf1HdN5AMMGDLEJgeyIgs+T33NlI4vXtxKlihhlaSg7WQRvWxhWVF6fAr2HpKhlBQBh4mt3P+TIBdccEHw7Z9p+cqVdqrM0pWqpF9Cpt3zegmOU8Sqm4tVjPz+J1ZF36leU06CT1aDhAWGUYwZshIw0ykqIXoNTK+icjJat3ayJKJVq1ZZaZniY+SYMtNgiIjSBilTJ1keYjK/i5HTM/snmZFWsO8EMZ0BPl/Pq6GZz0Q1bliZaWxkGyllZijww11U4fmf61pJCbp06RKUNjGlpAhMu66//npnkhYvXhx8G0+vv/ee9ZPSDFJjr9f1vwYVxRLrcYFpxCwyFKAY0coIM3PpgfnyWas2bZzjFBY6GaZSUJZ+vXtbqRNPtDvuuCPbKSRBKzVk/vE1EinNlu3bbdzIkdZd4/RayUOwrS/3W5Krh+RjRsH6wtIEyuL5G93TR9xavgiKG5XFNzIcVQD/O9ZwmGYUldVxkDUZSkkRIMK8TlRlTpYmZkff//yzzV+wwE6VkzVblcAWcT1VSHiMgwnZSrTp8oF8gwoyld5xigofx1QIjU9ljtbUqrVmF+XKlHEbM8nuORDqduihh9prr70WfBNPP8uXWKQhsZWcSJaACWL9QgqBrxOWkwjmZ0KKEserVBe1ZYmGqsw0dpxscewVAJl7azaHEjCc5eqs4fLLL7f58+cH/2VPn23bZpeqAaqoIeJWHmuqwgg4iasYTOcq9ajihQu7+TSmcJoEZHUN/wDFoBJgKm6KKgIPm/+ZNbAGX02OXjtNJVemuB3NFJkl3QceeCD4JjEh58zZs61XrVrWQ/Lkj5GVuM1ESn+jrqmkd54tJxUZkSOu4WEvM3VCPZwmeevJT8KxnTt3bkpRWGkpQjr0q3rhEGn54YUKuTX/fBLaV06GGPMf53RtVcWdJm7ctKnVVAVXlpPaolkzJzQzBqZJE2QpxsmjZ9mVFcVGqkjWC06R4zhMv99000323XffBSVJjdauXesUIhV6ef16Kx2zvA13k9Jntb7yC0OJrilUrJi10zA4UPI45Q56epj9tBhH+RTVTfly5aypPkdqmEp1nQTKM0V48MEH3Tyc+TgBpI/JocRKtNTUp4oaepR6/WINAW+IP5Z5fUa+BTGPXVQ558hEb9KYvVL3XDVvnhsiWsoRqisPuqqeWVaWpoIqooEUoEePHm5mc6OmstmZ9Nyi2267zerUrWvHaVrL3sDQwYPtEDU+1rCPeJOUQfO+zE0seLvqYIK+768p4/yFC50C19UzWDuop0+mjjQ402L+Zo2AjaYGmrnQ+Phur+ZA3jxRBJZ0iZ4powYjYmjXrl3BL2Zffv65Pb9und145502Tb36NJm16qoYklhqV6tmSx96yH6NOHZ48O+++669rvk8Qan0gOeff97F6G3dujWtvYS9RUQLn6ZeWk6KOWDAAGeeieh6VVbijttvt+n6rrN8rM5yLkfL/+gvhWilTtBM/2PivwoyuLBgb775pj20YoVde+21birL1j9h+gSr4gSuXr3ayZzOknmU8kQRiANg/b9mzZrOMmRF3+/e7Xb6xmiMP07a3qlbN9uSxMLPX4nuv/9+p/AsQpF4EqXvpRgfy5d45Z13bJYs3WEaJg+QZZipMX13goASHFwWuIjMTifAJjvKdUWg93fWVKhUqVJuZS4ZeuSRR5zDA/P3/wqx4IYVIPaBZemw5Yuj73butN6yHhVl5nGEs0rfywvKdUUgyYKKIXJm+fLlwbeJieXfPn36WPHixZ1JzElOX17SCpnxww47zM00cDKTIWIGaskJrqZhkMScfUW5rgh+WRqPefTo0cG32RPzfRShffv2SWU+/xXoueeecyuROInJeu4sXOHt41MkSlvLbcoTHwFnCU+fxZm4cTOO1smBbNKkibuH7CQcI5yifekIJkN33XWXU3oyrZA7GWLIxIdq27atU/rc8AGyozxRBAgBFyxYYO+F8g13//KL/Sjn6XvNAnaKf9T/4XWwGWed5XpYoUKFnHUgFo/YgL86kW5Gw5J1lAyte+UVK1++vGaR/3aK36xZM3viiSfyVCHyTBEgplbPPfOMLZNnfYXG/sljx9pYFoV697bhmlYCL8OQMH/RIrtXFXHrPffYdTfdZI+sXOlWBbESf3WL4InEmB1S/nflI72gYWL1qlX25JNP2uOPP26PilesWWNrNPVdL2X5WDOlqTNmWB85jm3atLEmjRu7eshJmnuqlOuK8JMcveVyoi46/3xrp7GQjB+/ykaYF8uwYCaQSXSp5tNE8kzW5wD9P6hoUZvYv79dcM01tkyKADTNX512avhaJSW+SoreXwpeXpbh3//4c2wmK4zDZOlG6PcxavyzL7jAFj/wgL2TYrj93qJcVYSlmiX079nTmsjcRSsizCiEi95llY3l14C3qQIf1G/nicfkz2/9mzd3a+hb/4JrC9u/+cYunzfPOrdrZ8U1c4iT0/OUAw90oWjfSubNUvo1+u5q8Rni4VWquJT+y664wrZlk8q+NylXFOHVt96yIRrPexQubEsl3EYJ3l4cVykEvoKd4JQgZm/e886DD7apupZUuaaVK9uVMp3ZrajhxbPSmJv0k8bxW2+7zdo1bGhnScZJgVxZMUAhLq8zRkaShd6RYizXde3EtatXt6tlWZLJ4E7WMc2K9qoigCF4zY03WqsTTnDIKR4zgQYmIaW5/qchfaWQ+ELaGGASL+n31/RJfiCBoARzRCvqFvUgf29JVWjX1q2zTP3etm2bW+rNTQyl5+Tk9ejQwfpJvqdVpp9VPgJQCNMPywkfIiZjnNhFoqD3iHaO6QBdgvuK61mtNaQ+n2A6SlYTs7KcKMNeUwRSw0aPHGm98uX7A0hCAnsByR4m0wfzX1vKUEpaX0vcTH9niME66CxuKW6t/8kDJCGE6wHeeJNn6TlEM3sfAyUiwrlM6dJ2+5IlfwKbYtOJaVlWySzMYtLBSoDwe66RE9v62GPtFsnxU9iiicljAOgirAh0Aiwf+RBgKlygz6vEt0m+VZLrXd2TmbuhZ3QN3c/QWaFYMbtp/vxYBxIwDDgns4y9oghrX3vNOmAaVeBdEgxBiDskyxfBR0hwegN5DiSAELMH2siumF5PZZDu/pCuIcuZ+wDfADJnie4l89hHOMH0vPJU7vTp9kPQIxgyhg4daotCYBmegJi56KKL3BLwxo0bg2+Tp4+2bLExuren3vmaGtf5M4HCPyeZrlIZyeeknOAlkZYHVhS5ksQnggcBpM4CMdnQBOW4utEn+SDsuAKSgfwFQnLC7F4O1kxrWyhiigU7ZhrMqOIIdBjqIbvQvBwrwmqZ3lPl+d6lQlIpgFYgDI2HcOfo75USinxB19hBr/GVl5CDa15XBQMfAyAVyS5jxVfo/0vEhH89pfcM1ftHywL8rF6xWlMzHK4wbhDTzoULF7pdUNLkCDaJi0NMRG9oGOpOvqHetVPvpnzgQNDIJLsAkHWG/gbRheEuExsiTl7/nZhhAmig63Uv+aPgRTFkAibWTn8T5VxFSjdSPEzv7tejh20OlqNpZNDdorKwM4uc5J6wTL99+/bgl3jKkSKse+MNa1exosP12S2hicwFFm68Co81wETuIXzAL+k3ejc9P+73WFaFkTZOb6KnkS7vLEpQmV/r+wkqB4GdUzQnP3/OnKCUf/gLVBaBt8zl06F3N2+2Lpq1uKhlNRoKgJVC3qn6vEcykeXly+o4KkN2HNxDkgtIcr0lJ2g0ZIt9HNTVb5ITxNYubdvaetU/K5jR1DbAMlilZGEL/yEZSlsRmC51bdDATe0WqtBoLgkaa1Vo1/tjKgJHCixFsn6ZLdRXJWZWXgoMOgrDRkfdD86C+17v26W/6a3Fihe3u4PwMjawsAJTp07NtldkRdvkTwxWzyK6+F29lwhschlnS14QWtzYHpGX3E6wFBnrT1U571UDJgpRi2MivHkXSCkMO+57vQdlWKhnNlEnbCtn9ZNPP3XlxH84++yzXSZ0FFEuO0pbEWbLOSmjAnZQ5UxSYTHfmZ5wUCl7hHCLaUBMXHjcY5zMvCZGebJi0siA66OSAeVySba6/3U97wg9d3znzvaB/IFx48e7ykk2iDOOrpg3z+rpmbPEoLzMlgJk4idRZs/8HzC5CqVDYzwp8WHkmGQZ5UGJUDxQ5Rz4GO/SswijP7RoUVsjK4ejiAUg8CeZ5J0opaUIgDc10ly+twoSTc6AwT0AQJJpFImhHi0FB5KMJl85hVQ5HpcYOBnQx3C2SPwANsflE0YqOMogmoFHeDPP0bX36F6Uk3l4GZVx0uTJOVIClKnsMcdYcz2Pcu2BfaD3YQ0Ix2f6G3Z+N+j/MB4C6C8OLAR5xL/pWno8GIz8nZ2cr+jeLpKT4Fefdn+B/m6v53Y4+WQ7/+KLraeUIFUgEE9pKcJrGzZY+/Ll7UsVIioAw0QUixiF8DB6NPiNumaG+KFACRgTgZGLoomQ80BuZPj5cbxJ13TWO8eJG4irFyliJdVT/q6/Bw0c6GID0p0q3rdihTXVOz6SDFFZKVt3lbuk3sNMBrBN1gn87ygzSLH8htP8k2THmUZpmSmAJQXOAr4As4Tws+MYHwl0tTNUL2A6Y6U66v6j9HnIYYclHe8RR2kpAmirAzTu3qMCuOlTUFDGscJBI4YZfyDOcsA4QuFcwChjXhNlQ32r++epcirky2fHlC5t+Y84wrp36+YCPerWqmWHH36428EkGJSVxlQJAM+uBQvabjVk+L34JnEIKHj94euQG8xlTPyH+mTNJLzf4vkIPSsOVWYPVl2v1POPkiIcp8+ixYpZi4wMO1JKf3KpUnbqqafakCFDXJBvqpSWIkCPrV5tnY880r5XoVwh1VvAUY4KCIMEwjgXFYzVxsoJlMAzJjl6L5XypN53iv6uWaWKO+ugb+/eVrN6dRcCDl5AnZo1M/ECGjVq5ELmiPZNZQeTJJ0xgwdnpsLzbpJVWfiKlhOuru//tCqqumEGFQepG+bKupdev8e9AW9SHZA1Vvvoox0yTCXJSTLvmZMmuSRY8hn8c/CJmElkt3YQprQVgXW8IRqTHAg3PVbCTstCEegBcSaelPe466N8iipwD49blXWrKq2cFLG1vGbyIYn1H6YGI6ll/OjRdu5ZZ+2BK0S+5t/UmCgDizCp0Op166ytTO+2QCEx7ydnocA0ZiYEb8A4lfOSkJVjDOIASO9HAfLntwZNmtiIMWNcNnj/vn0dWg35nmBHYfn8c46QVSwoK5ZKxFPaigCt37jROteoYS9LASjws1II0rrCwsE4OdFVRLx8Fk2i18ZxBVVu5vKreIXuK3vUUdajXz+X1TR4wACrpXIAk0O8P+ngJL6c2qKFa/zws8gBSHUh6SdNy6ZMm2Yz9KxfJSP+Dsvg4ed6Blk+LCecCmIKq5JhX+RhZC1c2Lpo+jpNsp4xdqz16NLFJbg2adjQJfWQ6FJIDR99Vly2elaUI0WAug8aZDX0Ug+cyaoaK2HgCTH2szoWl86GIiB0tPBxTL6kn4puUc9uoorKkI9Cz8AKgBjCdQwDBL2SRAO+EBlQpzRr5mB0DtQzuCaM55AKMVPiEI0leg7lIIeR9ZBwOZvqt3ewjkFZPWMhksVQYlbgFeETWYIG+rujGh5ZUe7qVavawapjLECrVq0cJBCWoWunTnZ4ZPt7zdNPB6XPnnKkCIy3ZcqVswMPPdQt8YJ7iAA4SCwr4yS5+X0WzCZSdJcujlnC9c/hDKTqcgLPkB9w1tSp1qZ168zrDlRlEzaPaUQp6Dkz1ZMB1eqmIaGxGhKwrXSmWORmHH3iic5DfyMYIp6SfFg1rANL3h/HKAGMNUsGVe1fUixWTt19Up6JematunVt8sSJLt+zXp06mdeSNogiFFDjV5OPhF/UP0h/qyblKHHCCXmDqsYaN2njteWkNFblNlcBLlQB/6PGdRrtOVQhUaaXZ1dBoLR9EVTwOlVMHXnIvQIgDIaF1vKU4+5z/oD8B67Bf+AT04qlSBWvmKScOmoEfI5CxYtbRoECtjVQBmRwoOD6zJJVD6whgJEUV1bPpM5/H9zzsp5fXQo9cOhQ18jgPpDSH3dfAQJ8dR2AW1NVLyTInib/rabaJ7tzGjylpQhs2DjzW7682/kiJuBTvbCnzBNo7W4HMlwRCRgPnB1K4GT/LWZ7GSvBWgQbTEy5/LWX6vtK6iE+AZTPnpoq/lOVHK4YLEPFChVcOjyV6LOHUR487i6yDsmGyBN1TYYWyTaNGje2J1etsrnqab1V+Z8Gw0QyjMPIISTHxigDMrMtzx6Mv55DSho2b26TVH5kRRHwf6L3wiUCtFlk9RnSDIsgyFx9zTWBJIkpZUUgrBwrcKwcM9A4wpsaWzVdAYyCkKtECCJxzAknt6oi2KdnNdLHIHjepud1V+W3VyNOVaX4tHAEbi7nEBwl+MSSJd3/zByiWAqTdD2bUmASgvOQHZFP6SzBSSe53AO/fs+u//kXXmhdZJbflazhcmbHL0rGyZKP2AvwEwDZZnrsfSwYbIWW+fJZdzmCKC9lJ0W+V48ezt/xCnCIri2pIYCZkocH8LICGdBOwyb7DslQSooA4DPZxoRd45Rt2bIl+OW/9NXOnTZSPbGfCroRxycQLso0/B5w99nwU+ox5TT+j5PXHBYYdpWl78ep8fkbjl4DU5mkmtO7Pw02arKiN954wxo0aOAg7Dj0Y/369cEv/6XLFyywNvLoX8hOGaLDZPA3O7Z+bSLMi6QktStWtFERZcY6YPLxdRqzLqJGRuEZ+sJywliFju3auUWmZCglRWCZFhQOtDF8rlCUSPS88PLLLUNWwyGPhawDa/UEYNRSTyBaiaNqPJpYVgxuAMNHHTUMGcNRoWEaPtorwkwPgaviWOkZ2YWKE9ABiFZhNTRZyVnRoqVLraVMMwAXYYByV24xJ9YRmEOvz2qxKMwcjQjucwMpXxxMkPd3YPyBqNWD/Xf169Vz2dPJUEqKAHESCkkYicC0PD3+wgvWU/Pd/mpI8IW+V2WwVe1NG0zUDSFbcZXi+XP9Xl+OE4hqNGZU8KwYpaBngKIyYsgQt9YAMmsywwL5lli/fDLRxDMkoudee816yIMfLUXgsFLObqTcTAU9agpyMgxwDFBUvjBvlKwtZf4d0HgwLCTLyOutA7MHFCHZGVLKisB2Jxm/IJEms1S7Q1bk1jvvtF4yZ53UmHELTsTzxZ2J5PkNDQsnybpM0VwaBzGRMtAbqAyuA3twoCqUY/KAAyRTKrshIUwgqzEVTWbtHjkv4uDTMmXsIpWZ9QbAyKOyEqqXaEp9l+6pJIVlypiVdYsyyo68+EAMHSw9c05FKnsrKSsC9Pnnn2fbS6L09Q8/WG8p0EHqLdHK4dANP0X8E0tBmJYWKVjQ7RewcELvZl7t4fQYLpyp1HdjRoxwew6AZ9WWt99IFQIi+9133x2UJHlC0YlsSiWq6ZMvvrBzzj7bioSWfMPMmkPmuVcxfI6uOVbKxNiPPMiGYtPYMIrOp1d2fqc+2soi1WY6X6uWTVZdpAr3k5YipENvaorZtFkzO1EOX/u2bW2qCgtgJJVTWswJbSR8hJ0npqEX6/tOmgVccMklLmS7kxShlhqY9QAWUthYAmyzjioA+ByAs4DVwZkFFS2VMwv2Fr36+utWTwpYSP4FsD755RwiJ5tvHHru9mbCFhDnUf9zMHoTDQvgL9OgFSUPJr67ZmcoNwtjrBcAKMp3wOiAnlZDU/luHE0wa1aWQazZUZ4oAuMtqfFMwzhxzZ/A+vaGDbZ40SKbIwHGqPH6FihgA1UZw2VWB4u7SjGGyS/YEEqcBUOABZ4rr7rKRSOzZEwFACtz9dVXOyeWykjnXMe9QQTBEBbHYhvmeY2m2ysfftgulE/VUQrdUhZxnGS8TZZhvfgVKTvBNJdIQTI0/b1bspHJ9dBDDzn0OqAEgAZooUZnzGf9hs8O+o6OQR1QH6meQRGlPFEEsoJBcYeJqI0jzlpeowa8edkyq6AKPEC9pImE/eQvmN6WiHw6P9C9YB2F6fOtW22NLNT18plmamzvoh5fQgp/OEovK/DSq68GV/6XQF3B4SP0HnCwF196yYFm8V2qm2eJKE8UAScPxBQ0O5k98utvuMFZD+bAcfP3vyrhU5CbSSAMK66Jjhz+4Zdf7AU1aNOMDCupYW6G/Ip9SbmuCCSUgNQKwFRcwkkcvaqewRDCfanuC+xLYqkdGBwwnG+++ebg28TEugzRVGyGpYsFuTco1xUBE4a3z9pDsmitmEMWfVjGZhzcV+N9qkTMIE4h+IgkmCRDgIXhSwCdk04o3d6iPBkaqBR6Nw5UsrkF9913nzsUhG3ldGLw9gUxrSbDii1w0F6TIZSeIROfYubMmcG3eU95oggQ+/kEUySLFk7+Iit7HFXD+RBs/uCN7wt8oVSIMDg2erBmGzQrSoawlCjCkZo6MlSwers3HcFkKM8UAfrggw9SCit/WGaT9QAqFsvAXDknOQp5RUxxgeHFQiRDOND1NCU86qijHDwfjjJnROTlkJinigCh6e+op7yg8ZAVu4c1X35g6VK7T/P/ex97zB5au9ae1hTstU2b7OuI0vyv4C1GCTyl7Tt22OfbttkWKcdnX37plqR3h6zbR3Kq8RHY5geaj6XwVKKtc0p5ogjkQTz91FM27/LL3VkCJY87zsU0+mVXVtxgzjwe+Le/2cACBWyoesX4fv1s7rXX2nIpyJdJBpL8FQh518q836xp8Nzzz7cxQ4da7w4drGerVta9SRPrpRnR+P793bL4zAsvtIsXLrRHn37avskGASY3KVcVgQMtbtaUsVvXrlb8iCMyGz6Oe0gBwBVi+fX7gw+29//+d7tP3xOjOErmsj+VN3GiPZckoum+oFfeeMPOOfdc69u5s50YkRdFJ+2N6KuW4mXiReJLxFPEo4oUsQHt2tkoyXiT6uzLNBN206VcUQQM2sonnrBu6gUj8uWz6yToCeJwxYQZ1JRv/Zq7X38P8dcHHeQAp9inP0nWZOyQIbYhQYyAJ+blOcUWSobek08w8fTTrUfZslYrJFccgxZDlJKTze836BPgMI4cpq4myyK2r13bzj377LQSWtOhva4ImzW2AVjRUT0CIK1vJCDCPiDhCf9mX95XCpAwhHmTRMqOHEGgWQapSEmWSCG4r6C4KjhNV12VZUMzu2Cd/oUXXgi+2fv0jfydK+fNs9bly9sclel98WuyZiS5eBk9k+RDfgawAWGZ9pARVh1gEZvq+kPFtcuUseuuvDIhwDczLFDhUz38PEx7VRGWyw9oV62azZHAX4mdxiOsmGhfwtLJ5qFiUIgGuoY0OQI4SO4EcOI8XXO1GCQUsqozw9n0DEK9fcVyfzEp0YgBA+yzmJA5jsNlTp9bQNfr3nrLenXp4qBxNkjBXfR2UE4yl4nACuc4Hi4GO+kBycABZ3w+rus4HX6PkL1AOXxCDDhRJNGephnTe++9F7x9T2KLHcCMfa4I38kDvkBa20bjHLiImQoggWjMeWpYGhkklf5iIHVo8IVBpZADAdP414tn6Tegd8gYJm+AwzFX6jkgrrVQBfvK9Vy+bl17LoSehjUAIwn00jjCOycLyO+CpkqL77vPMjQMuHQ/ldc3IGl5L0iOW/Ud4WnkQaLsXcREZPfTd8PEwOwQlwBTH2P13UzJDP7Bq5KR5xHa5uXzznTVSpVs6bJlQSn+IGQFCQaLkBUxbc8OijDHirBd3vzIwYNdqtdmCYUQJIHS+GAKDdb35C7QwC9KSGf6URLP/B/l4HsOAyVbGpgcngVG4UgxGEPkQ5I2z3eAeLU/+WS7Lzjb4Z2NGx20XnTDik0gFmxYj+CE11QTXXZpXn/ORRdZR/k9wOn5Mf4NycUZltQB5aFhwXeix5PllZnuF5Y7kBEIHq7DWnIfikE4HxljwOZgSbxCHC+ulz+/XaHZlycirZEnLhCFFVmiyViTyC6QKEeK8K20bJQcN8LXf1DBcfioAFBFQBW7Q99tClcCn57990kyFQZOEUMIqeUAT4VDwJ9SGVqXKGF3qWewe0lkUXjdgVwMlnLJFCZCOVXiOKFps2c7/KbPJB/vJNcTgC+gbTD7WDcQ0VyZIg2eLQfXvaZnzpdspAp20nuwhqTLg0mFtXhF3/XW/zPVuBCWjziM8IorCg60IJaCY4AIA8huRTZtRWBmcJYKMVKF3qDCEoBKqjhjPmc67woJ55lYPUA1u+s68iPP0j2AR4SvSch6HgmlS/UMzCoZxi4nMnjPOj23U7FiVqdePVty111/lFMNeJWcSsClWOZOh6jCyzWUDNR7P9R7AfZAIWiom1B2/e9gdCJMHCagIMQpejCsZJmIZzoSJ9wxTBDd7OX8TO8GqnDwoEHWt3//PQ4xI84SWQnUScU/SlsRANqupZnBZPVExsBJKjAnn2YCS3kOCYepDyeDsqhEJYWvcRy5L47peYy7ZAQ5OJvgnmf0TObrc9TzcZ5Y6mWJmpNk0qXHnnzSmugdV+i5+Cwd9c7b1Dg7JK8rT0x5UQIAxpCR8b25/g5bsGSZ/A+GVlBVgNnx7yKsr5eeW7JGDfsgaHCimgiKWbp0acqrkmkpAo5Hi6ZNrYoKgulyBfSFV0FxmjBj5PuFfwMsIgowAUaCv488ABJomU4mk/wCjiEWCOQyxmmegbPWSM9tp3F8tOb27FWkG8cHffPtt9ayWTOroGfipwAL6BJTfDkCeZ0FDDE4i+EDQElrYwrtGzLzM/p3DPN8htw2qjsSb/33F+v/inru3DFj7Gn5CgTpJnswSpTSUgTw/U6Vc+ZOhA8K5ZlUNZycEjL9TH1AUcOU+9+ZLtFTyuh7sJUw9RyIydSQWUJ5fU8eJMmvJL8kCnP3fJOu4wzmu/XZW/eSTFpX76QBCLvPCT25Zo2VU9mWqGzRMHRArcCW7Cs58FvIbfSAHvzG1NIrQmOVyQ8PpM5zH84hdXCN/sYHCj87ju+WTHSkZbqeOhuhvzkvk+Df8tWrJx0ME0dpKYLDWNQ4/JoKEC4opg/sRC+85+P1XTjLh8ZnGAGOb7s+qTAWl6L3wfTCTNTWONZv76hiAK0qJo+a3bsmp5xipaWopU880QV6kqNJQk4qUDKelj/xhHXXc8PZWjAmmyEiXFbWDYDZ9dcwewICEPCszZKT7wDSpKzh+2DyIPewrFnwWt3fQNdjHUro7/qSkxNu8quMBPGQoZUOcFhaigCBPXi6zO/vIcHDc98wM0Z6GL0w/6KKwuuOuyfMcfhL8Hb1kDN1f40iRaxtixaW0a6dlSpd2k4fN87l/XEu9L9UuTxjkBwrgl1SRWv/bPt261W7tq1W4/n30utZF4mWEwZo3MHlBdc6Dkz/DN2TlcLDKFYYGSbMv+uZT+t+ssbKFy9uR2qGVLpsWYc5zRmTnAj7d72bE/X8imoqfkLaisA2amuZI5wzV1gJmxXWAePj8pjGfEwNiZLE3RNmhoyoV/6GnpehSqlZrZoNHDHCZkyd6pJCupItPWmS29kj69k/g1A50teAzkl1n/8mzUCY3/tUNixU2ZheDVdUY+yBxQirbh7WvYdmcY/ngvp9ddQq6N4dkhVfqOLRR1trzQjGqudzdnRHTYdJ8gE15ngph38O8Z7ETqaSmJO2IkBL7r3XesksfRU0MtOduIY9Oa5yxCCCRK+NY5DXwj3lQ1VqY30C0AGQFtk/4CScqv9JdMEaoAjVpSTRZzFMpBokuhWrIIfxbt3P+5nyspgVfTaMiQdL0pcVpuwsrMVdH2aWzQEqDTuP21Wn3fRdBcnCIaFnTZvmsrlIhe/To4dLi5soC/hvvTP6PHIekqUcKQI0mAUlCY85/E4FB4AyXJgT1Ygrgp4UZhwvnKXwtVlxJT3DA3YynOA31JXZRwnI/QNUCtQ0rgV3mWgfUt5GDhtmFSOntpP9lA49IVPbRRZmk8pMOXDwws+FAQyNG8bAUAIPIXp9HE/m+YEi/CyZUKCqdevapDP+OCUeEC1gcYhmIrO7SaNGDkoQWMHwc0CMYTqZLOVIEViho5DMDm6SMlB4nEIWl4ZKgPPFTAXDlRJmpmLhwmfF7E14j/1uVWilkiVt+KhRDkOJoeDgwLIcpE+wDAj1AlhquEwm/gIpdigL0DcgsaZzoCjbwWVlbVroPUxbf1BZAAY/SRUO9nNblev+GIWHuba7ZIjKFWUsAn6WUwS9Y4nuKVuqlI3WUECOZ8appzo0GK4tWrSoWznEJwAYBGyIhuoAHj8KEA1WU5OltBWBBRoqHdCJIsceaydriAAA0y8dRwG64xilYaoXrZAwcwIcZxnwHBJlO4hbderk/AAwg1qp58fdBwOTg7JQiWAJjJF/UFZe9mOPPx5IkRwRNubOfD7mGPun/Iyz1RheTlBhwV3ObprL1DKujGFml5Fncf3XDH96ZleZ/zNVdpJdT5JS+GuxgAS7grB2ROHCDjqHNPohUvR+ffo4aEEgAJLdkUxLEUhaYd2+cuXKLkT95ltusWUrVliGetwjKmQq+wgsOQNL57enPeNrEMTB+r2/don+J719/NixLjUeP6CDenv4Ps9MqUAZ8xgDjKVUZrPGjZ2zlWyUMAGoLEqBo4S84/S8js2b27V6h0tmTaDoYWYq2SuBVcCqOmsQXH+prq0lv4DDN/CBkLWMlDjuXhQB6D2GDhg5UQyGDpack6GUFYGK4VQQ8hTI0AnH7z+4cqWdqjH5fhUuFWX4SteyZs85SCxBcyIcTlPmBo6Y1TxmJY1kHqkUjwtASjiZ0QwLjIuHqGHwoDt16OB+D2MMUKFkEpNFnQxOAk4lGM4+bxP/ghPd31VH6Ni0qV0kOfFZwrIkYhaZmHayyHaYykrjg7SGVWR3NtOaSsHaS552Mv1ekfnE74kCiDIbymjVKlPZ/ScMxiRxCslQSooAhhLTLxwV8gzi4HNWPfustZLjcpMK6XpMpDIScoLe9aaUo7ZM88BBg1wD+8blb3oDlQHEH3iKY+U/gJLir/EMkASKQ6r6h9mgppCfcKYUDn+DLCSSd8M7eO9LkXrIGs2QnC7WMqbMWTGLUfgTrKayzR5dMFslJWgkZR489A9oPcpOwzI9RkamxeVVJuDzeqlTRhUeBi8KeEFS6ZKhlBQBJ8tn8rD1mRW9/NZb1lnayxmIoKFFrQNrCixDs3cP6Gb4t6z4VoYFmWZAqMMCw/R0DxpBz+H/6DVUFNfgcDGFzC6NnDV7cimO1tw9q1S9LV9+aYM0bAxUj35fssRZQULwCM7hMLM9fkPpPYe/FxNfUUsOIDOFcAPzNwAhfPrhgqEgLKe/jt9byCLQXslQykPDkiVLnEnKbl37k23bXI/qVLCgi0Z2R+KpoogjIObQmzaml5kHWkQqxPNO/d6TgE75Jd5UJstUCj0GxlpgDThnOjsCqJJpKAhyidYdvt658w/gMHnvd3o5g3IjFxFKYCuyAMXyctx2dZiB1usmh7Rdt25OcbOSCc7qN5Sjb69eDmvy0SQ3oVJWBHIXWdIk0ic7+kWm9KEnnnCHYg2X83aLKoXwLa8EntlO9ljLcUzkE6eojA8aNK4CoowzSUUyHABc3ah+fTfDAbE82aXXa665xo3BJJxkR6uIFJIVHKBpK9FL7H9wKEdYTrakWWGMk9HzI5K1usz+KA3BcZYtK6ZekBdF6KDZUgX5aoCJJCtryooAEQsIDnOytOu33+y+ZcusRgCVE+WqUo4wwmqUiYMsKovQu3dvN04yBCA0fgDaTyXwibXgN8wnvgDLsKCPstrI9C/ZY/w9sXnDAlWy8/Fdv/5qt0rR+mhaXUvlDSfxeCaewS+OxfF8XVNBlujcmTOzHOZgb+mYFiMvQKJMl1lyJ7t68eLFQamSo7QUIR36XtO1nhpPD9dQwRQQjfWVQ4YT8+Y9xthgqHhLPaSzTGUPmbrWErSKvPdackbbqrJBGWFpub+eC5oYzhGLK+AKgbPE2QxA9pBUmi7hIKeaavf2e+9ZTVmggyVTWAngvlJ6F23k5QzJS/4GZ1EdKevHJhLy0MA0tFsL0SeMsqMgzIBYTq+hxsdx7NSxo82cNSvz1LdUKM8UAZMMdjPjLhE04CfdeMMNNlo9t2vJktZXFTBbpvQh8ePqNYR4zVKldShSxK5dsMAFjm5QjybiCNQywrSYxraVcjRV44MxhMU4Xb0EVHJ6cU5xhdIlHGkwEnA2515wgYPQQYFRhCbihyXjDnwJP0xIMdjS7yOrOFENDTgIwbVkgwPDX0r144DCNO0FK5K/2WKvq5kbp7oRh7lMFjedFVNPeaIINAgwOCCZgnUYTtb4efdue02zjHvk1Fwip2uMPPqyGmeBrGejZUUWq4A7JDRrAcT6s9SNYn22dWuOYvv3BrHYxnDCtJMAUk+b33/fnpCM115xhY3RtLOzFDxDyt5aCsGCWuvjjrN5Cxe6hFlPLGuvXbvW7lcj33nnnXbLLbfYdddd58w+EcpEXm1NMuM6O8oTRaDg9A6sQXZmeps89DNl3opL49vJNJIl/L9EWKwSJUq4lUhCzeMIGTd+8oldd8cdVrR0aftX0aI2O4scjLyiXFcErEEzzWfBFWK8ToaIsgEBHl8iJ0fY5TWx6opfApgWUcTZhZDz+8CBA93SNfDC+9Ka5boi4KkfJ7MHgkiy3jdTVIYQ7gNHcV+b+2SJbV82gfDakw2YZbGKVVqWsLNKacsLynVFwOO+QuMijlI/aX2yxBweE4s1yYkTlJdEfgG9m61hci+TITKUmjdv7vwnxv99RXniI0CYSjaEEsH7h4ltbhzMApqPs92NJ44jlmq8fl4Tzh17MayCJhsJxQosQyfhZShTdkNKblCeKQINyAqdz9HbLe9457ff2rfq7V9/9ZXtEG/nf00Tfwpwks7TsHCCrAJnGDK0MFz8L1gHpn+AY216993gm8T0wYcfOmhdlJ4YAyzKZZddFvyaN5RnirBb4/yHmzfbY5r2XH7ppTZ00CBrqbG0YdWqVk/zYnAA+jRqZFM0fJyvOfT8G2+0W++7z+7RuPvyq6/aF19+medIYzmhb2UN3pcirH/5ZVst53fpXXfZEk3/bpX5v+WGG+x2+UvLZT1W6fdXZf045Ju1Axxqjg0iTS8vKdcV4cMtW+y6RYtsnHrziTKZ4VW2MJcX3yte8be/2Q2aX3OIeH/xMCkKZx5eu2SJg6b5qxOLXks152c1sHr58vZ/wd4Ky82HiAG/KC4eLDk5bb+3ZBx4/PE2SR3j0uuvtxVSmn2BF5VrisCS8mULFlgf9XqOto9bd/dcRAw2QuZyK0uw8D//aRsOPNCu1+9kXPfTOEoM4trgkK2/Eq1/802bKIVtlMV+Spgvk0wuVkMyArDxyT/+4YJ5ZolHHXqoDWrRwqZNnWrP5yLaS5RyRRE4ar+ThBktYcE++kafxB7EVQqnpJMJlGgb2vNlwT01NK08c/Ro+zibbF+WshMBY+8N+vKbb1yKeid5/VerbJeLEx1qCghInGyev9Pv5IqQzVRelmKi5Nz8wQfB27ImVllz4mTuVUUAF3Ha9OnWSQ4PqGE/+gYWE4XDGdEku/hKIfqX0K27dR2xiQ+qd3DULsgo5EHscdKJnsH+g7+3qLhxjRr2eBbTNDACWIcH4Ds3iG2oe+6/39rI05+icr2t8vhNs/MkUwEpOFHJvrxkaBO+T3IvKX8w+Q8+VzLK3YIhhdiNBrIy9y5e7MLk4uiVV15xkWM5AQ7ba4qwbuNG65GRYRPU2J9LCCeQGo9o5tfVsOzDc6ZjK/1GwkoNfbbRteNUOfgD4CixReviFvUbSaUoCYEsRDF9o+cQzRw9E6qYZhQzzzvPgXaECWfrjDPOiAWhoudgKdLdlNqm+2bonR3z53cAHb+pfF5ePskBBejCl/EYMelsIKGM0Cfh+cjN2diXST6ShF0Uk+7zigAqjL+fYfVYdZRZ6mRfx5SZ2BBC6RJNrbOzFntFEfDsT5XXv1AF9jtqGyUUAZngJoCHRH4/AalE7ZAe7wWOY3oJ4BPkPYC8giWhNwHHQwIIQFXe/JYQ1xOP6N/ftu7Y4cqzc+dOl+vI0BAlprDM29kQSnSMX1a0HhAt4iJVpi/ErsxSABrxXsnGsYSUmcQUGpOhgMBcwLPW6HfOywZej3q4S0zkMteBugIs0Gz9D5QOuaJEb3ll8Ny2a1fbFFqBZDqeoQ4YF2vBLItdX1YvswNDz7Ei3KFpUEvNe59XIakUej89mXzF0WKAMDb7hqfHhJnvsmNdB+wegZ6j9FxyEOltZB1zpiJ4CJ/qE2BOYhM+l8cN9H1/KUZ4zYG/2a5lL4Bo5DDKSLL01HPPWRspfGYou8oHfA7nWBKD6ZJ61JAEpGam+CUpL0MFyoHiDNRzSA4mcgtkFmAEsCjniAmW7Vi/vj0fJPPOmzfPHYwSHRZWyE8jXhEsqRs0XaVzJKIcKcIjwLSULGnrVDgijMZLiK7qrYBfAZ/jhIxUAOHfYCHRc2jE8G8JOXgO6GuYVXAFPqAxgkr+Rd/PVTnorcPU2zkPyRMHauAvkCWc7DkKUXpRvkYbOYTEX6IEDFc0FhA+F6ksNGI05xHGumUm+yTDkoWhZZGUGxnpUA/p7x95NrLq3beoDG2qVLFly5fbsOHDXaN7Yl9mzpw5DiWGuFKisZOhtBXhQ3nsrVQYKn+qCksuwmUqsM/U8Q0XZpJBsRY+K5jk2OdTUQZYzyU/ACg6/A2sgnO49P3vejfwNgXlrC4JlrKBysd04jMkAq1MRB/JI+9Sr56zBJQXeDzggljv2AM8K1ROynSbykYYHuAfoKYlisv8E+t5WBWG1856H3K6wFfeo++X65kNixa15m3a2GdBTALmnzwMwvLeTXJV01NaioDjQewgSB0d1KgLVMhMfCAKKqYXkLgSFo5xNIpKCipK+BoqMLsjgj0/o4Zvr+cxrrpep/e+qb9ZsBnWrJk9++KLblmaDax0CQdsxqxZVlvPHClZsQD4LpmyBfI6DpUNXyB8MjwJLU+i9OHrYu6LY8C7Oum9M9WJ6AT+nvP03AL6f/kddzh/AIS18ePHp7UCm5YivKd5bePy5W2aCsLYFi40WvuQBGYcx/ufrobxeEj8drn+Z+2AyimjTxoTwYCVIa2e8ZaxFsfS5TwGz82KP9I1NM7Fup6MbE6a76xntxEfetRR7rCPnNDbmzbZcYcdZp30PJJSgKwJvx/ZGBYeEYdzF7AUyJepCGIHvxs0Ir0d3EkaOQ4yIMp0IuoFnwHsRr6brf976rmNChWyUaef7qxBskNBlNJShI2aenXS3PZzFSJcWBqasT+KCoLXH8Y3oNIwlS9RMfqfCq4XsRTwMapIoGf8fbGsiv1SlUkALEu2lfXcsiVKWCGZzXz6jYCPWxctcn5COnS3xuFWes9Pem74vSCY4MCCjeShdjnaGAwpfw1TZoBBG4o9ehx+DQ4l4WlgU9MpQFkhSTbRUcEw/hWgWiTUzJMS1NQ7W0vGI/XdAWLC2dKltBThNw0NwzU9u0EF8t4zjOAsnEQblKkepjJTKHpFwIx9cedFe6ayXg0UJo436rdJKkcdNXypqlWtkKzAII2RHK1PJDDKcICeMWLECHvppZey9Z6jtH7jRussn2O7Kj78XpbE8+m50fICsxu+DmwEvz7wnOogq+xvkn6viShblH/V/Yv0/KP07oIFCrgs9I5duridWYJjieoiVZ6hMFVUmLQUAVon7zvj6KNtO8pAQVXhoKLGCcmCSDir2TO94/iYyowy2EPRewkJX6R31zz8cKvfpIkNllkklwEcBOL9x48Z48K8PZ4AASPETGa38BIlEFennHmmXaBy+pVDIHXJYIqWEybBNeobwaTPZ4Wy4pnsbzcTitzLe8mHbCOlr6mZS3dNk2uq0Rs3amTTVDbyPjkH2z+HhTQip4nfSJbSVgSq8nRVNvD0roKkCEwbw4J5JuU984yCELOqFnd9lKn0sMeNEszVd4BKdSX1ffJkm6CyDNQw0KNrV5cLcM6MGXZy6dKZzwBoik9QSVNdUXzlnXesXbFitgllkJyJMJSq6T1YgbCcDJkMB3HXhxnLGUZlg5GVYaCcrFJG+/Y2QUoO5gOyDhCDEYHjDj4UzyBbGmQ5UvVSiXhKWxGgD7dutR7qjQ+r16EMLCbF9XAWgqJoYYyHfB+9No6B6w3ff1ugBANlBUj2AE+IOP9DVBkeYcwnf3BKXPhZeNapxkCi9BdeeaWN1fN3SaGZ2YCyHn6uZ0CvwnLCgGiwnB53fZSnMjxI2dy9uu9mPa/U8cdbXw13bMePHj7cZTQx9NWrU8cl9pwxdqwVi9niX7hw4R8CJEE5UoT/yFfo0LevldJL3wtMGmCQLdVQJdV49GR6AlAz4YqBUQSg+qOFj2OcMLdWIH5XDVEbL75PHztLFUPPKFSwoLuOwFHiIqtqSABnCCsB8hhKAnAGKCMgladzSNi2r75yASOcXk85WC8J4yWymQZuchxwJkNF6yQVYRqKFCjC2/q7qmTrJavHEDBEyoAsXAd0TsdOnRx4Ru8ePRxKSnH5CuFnPZPCdn36Q4PGTpZsT1JBDlZhM/RiPzbyiXMY3kSJ43VqGACowoWPY5BV/T2n6/866g2kjKMIrTU++usw/4S1/UvvxTcgZezs6dMdXsIAKSxZUfXq1nUHbqdKJJcUlk8EbP5TQXmAC2aaiw/DDmqcwsMMazRwWKY4zid2ML3cp2cP0LObNGvmoACwfNXkDPtrUWxwlxkGyPAmBY4hsa3qA4AtMBRYek6W0lYEl8ZVpYrzVLtII1nTnqAestM3mjdvCZixk4pMBELJbuT3wfXPqTJrHnOM9Rs82CWIgg8A3kHcfQBskQZPpBCV5K5XZZIXeW0WeAdZEagw/sznUvLOmxUpYm9L1qg8ifglNSywxHFl9YzV8MvRT6j8VdXDhwZZ0ZSdJKG4+w7Nn985yigLdcLnYFkPFCfZMylSVgQsAbtZxOHjiQM6ARz8D7t22WiN2cPVK7/CvIUqIRH7pVjS5ZlTA2QN8GRpMc4n289cx1BygX6r3KCBE5SMYDKBGSM5YTZcMfgFJIXiRIWzicmYJnG2lZQnu904T5xci8IjKxtWb771lt2i+Xo7meZX9K6oPFkx5WefhJXV6BSb8DU2lj7wFkWfLGM3y8iwySozmc/IHIXQ8wxA2DhZPS+r+5TfUF/WD+jhZCglRdi9e7cDyqBSyO0DZGpL6DylH/X7JDVOHwn8iQSOVsYeHLEYOIPsyTM/ZykW8Knw75/p+w5q8M7du9sU9XKfGg7jFDJ2niCnivk0jc33YSXwFQTMjoPOSaKnkGWFrP4U2vD6/S333mutNJPIRJ5NkvEhWDxitxJUeTaW8KsyT3kRb5b8p0jWXgMHOkQ1yg7ew0ANb/g+wAoz/AGiValCBRcIHJWVKXRHzZDYZ0mGUlIEUEQ6qZIZl9jY4P8oAY4xe84c66BrnsyiklimZXcSc8nwEHdNlB9D86V8E4LGjwrtU8YZAvg/eg2MRcCpqqPhbKtmPImITCUsAdlWyBp3CMY9K1daSykfp9nRi+PKnZCzGD7nqxPVUO8fp14dbmDkAkQUxYeHaGbEd1El8NcyuyAnJBlKSRHY8yZRBXPEyWKJaBEHYKl3Ys6/k8b7igKVnSCM4jL9jJlsKUfn3VHerXtm6BkN5ARNDYaFVBilAFyKWUQZKRPbtNlNIV988UWXewliSqKTUB5/7jlrW7OmzZacO5EzVG6mjRdIPvZC6PnIHv49jkGPY3u7iXoz/k1UFhodZU+k8FyDrAwl+HLJUEqKABEfRxJGMlC2b23ebBM0drWVdVisRt8iB4hgi+gYxxQzrlI8b9XvtfROENUmSfio4FkxFYIC8IlZRQkI1kg2SYZNHODvs1uhe0+/j5E/0iVfPntU8uxWedkAw/yH5cQPIvIqTkbP66VMTeQQs26ABYuTKyt28uoeMBYbyD8g2wqgj2QoZUXAWSTMa9asWcE3iWmXet4q9a7xaoA6mvJEgTVhDulIZBXWYT2OOsotneI0ISxC0xt8j+CT7+gl9BauwR8Afo6lWMAnUd5UzjIg8PUEjcnJYBrjH90jn6JL48Y2SlPYy2QBCqvcUVnd+UwxMnq+XddU1NCF948s0caOsrN2khUYIZBlu2joxm9gGTqVCO6UFQFiQSbV1bkfNKwMUkEPVo8Ani9cOfVVYYS8x1XMr/Il2O4+UQ1Sv359B7kLYhhaT0VQWZhQPkEtH6BpbJcOHdyeA2sGjaQERPFg6tMhFJ7NqmRpp+S87fbb7ZgsknkALQ87hlGeoGuKlijhFsqQEcX3vo9XcBqd75hSni4/ApR2EGXJqkZe8kRTjWhOSxHSIQ7MAE4G+BwaZvbZZ7sziI6U58t5hpyJ/LoUYhfDhCqKNfY3pDBgNfbRFPWupUvdsTy9pQQtW7RwEDJAyQAtU1k9oDK7bxqrgdDpquuHDR3qchDTObUlp/TU6tVWU40CXhSrkWGE+KFiF/XslQGHEdb/i/Vbcw1f/TQEImNVyQY4FmslOIddOnZ0eynMikBhra06YJaEzDi0HHMY58AnQ3miCFgQMIVLlizpgKJ9Yfn+qccfd0fpTZBmj5Bgg1Q5/VUhXaUULeQXzJg+3b6INCaBp0xj2VQhePPiSy5xoWh33XWXO7lkXzS+J6KDkBUoP7K5maZu3LDBrps/307XUDW4XDkbIPnOEd8u68CqKSj2YyVvZw0JPigVOCAUGYvEUAygRk/1/A4a98FWcsPzzJluPyGdcyyjlCeKgIMJjC3TMSJq4+jn336zDRrTlj/5pDWVxuc79lhro569fR82ajoENBCrrWRDL1iwIPj2D/pFiv/6xo22VMo/T0rcRxbxUFkHLEWPwYPt/SxggTlVjwUw1mw4xvhTfWZ3xG+qlOuK8JsamCyc4zXfRpOTGbuItGHqxlp6MmCXfxXCb2L4AjoHxLfs1io2yVq0koUsJaUhQ2xfUq4rAnAwxYsXdyuRcQkncUSyBkMIHjumL5VAkn1JOJVYApQ4WUAQUuE56gBHONmpXm5QriuCB5hiizjZM4awIlSQX9VLNexqXxFL0siJf5Bs/gQWD08fJ/rxFA8U2ZuUJz4CJrJBgwauYZM9mhd0dMZa7mGT638BKYU1isma0jHmExKXDKH0DCPsbJKAs68oTxQBwtMHNCppXONdu1yQCT2MvQ1wC6drHE03SSWvCOtFVhU4SiTXJEPMgLAIHAmAUlypWRROYV5SnikChOebysoeZnPu3Ll27rnnuoMu2eegB/3VidwCooOStWJMORs3bmyFCxd2W+hEJRP0k5M091QpTxUhJ4TDuC/QxvKKWPsAcpc1Fv4m7D4vneT/GUXYT7lL+xVhPznarwj7ydF+RdhPIrP/B7v3qQPUuswhAAAAAElFTkSuQmCC)
In the above image , Columns = 2 and 4insects in each column
Thus, 4 + 4 = 8 , describes the array.
Alternatively,
In the above image , Rows = 4 and Columns = 2
Thus, Rows Columns = 4
2 = 8elements
Thus, 4 + 4 = 8 , describes the array.