Membuat Tampilan Menghitung Luas Persegi Panjang di Android Studio

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Halo teman-teman  pada blog kali ini kita akan membuat tampilan untuk menghitung Luas Persegi Panjang di Android Studio Simak Lebih lanjut yah 😁
Langkah 1
Silahkan teman-teman membuat projek, beri nama sesuai yang teman-teman inginkan dan kita akan memilih empty activity.
Langkah 2
Selanjutnya teman-teman boleh langsung di desain dengan menggunakan pallete kita ubah tulisan Hello World menjadi Luas Persegi Panjang yang saya gunakan adalah palette Text dan saya hanya menggunakan TextView dan PlainText dan juga Button hasilnya akan menjadi seperti berikut
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
Langkah 3
Nah selteah selesai desain silah jalankan/run file dari projek anda maka hasil akhirya akan seperti berikut
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c16Ovrc6YzqafbYb1UkhfF10llJ10//PKwNsLy/D7457RLyXKcs7+QPFgOyXKdlyrttxFlE/nQ1Qf2iHCrGs9bABrYXAYoAAyksWRB27oNnfbL/H6yLT8/1blvn20wnzKVDf8apqqjy3Q6yj50tJ5/HlXP/xx+H1mPtmkXMkyXen496upybYv6WrKOznO3Tv+2737Srl37OpGFVmLaN6DPmaZEHXYIaZ1Pe6nyUTeqjq4fluZF0fXZF5axntZhnpa+vi4LS7MdlrG+L1muJftCqW0xD/o6retnko6qq/uHbxtED1iWYCmCJQogwrpR/fLbp76fH3VOu+wL9fx82EUe+gmdqHaYH2aPtimpi3Otr9N+Gfvh64TpsZ0wGVYferpPYfXSlYfVaUge+ofDwWLfffaTtm0Tzyv4xjL5IOg0L5xfX5/7tlgPOjqt6zRGmu1CMg27Os0+sD2/P74u9bREHZz7ujj383S9qHI/P8wG+6nLdFr3h/3Tbeu0X0+X6TT0qBtmk30KK4Md1qXUtpmOqstybQe6tMV6kDygq3V4rm1F5fk6OPfb8nXYB+r55ciPKoMu6m+xxRZ1vry1vk77tsPOdX/C6rKcEjaop/OC4uLRMmb0WMnPb5uktFZg53UeDfkyrKPUCSujbV2m2/HzWUabPKcezllGyTItoce6qfR0HZ1mHUqU6bTWjUrr9lE3rL7Ooz5lmF1th2ltA3VQn2W+Da0LPf+APuvqMub79jI5121G6bOtqHLk0w50qcc0ymhD51EvnaTtTPTYDnX1OdtmWSrJqMnXoQ3aZd8ofX1+9rBybcuvF3YejBmzj+wzdn9pm98ueUGhyM6EVUIeGtcd0PrsBHW0pD3q8JwyKh/l/sMpyKM+JNNoD2ndv7A+oD7z2X6YpF1KbTedvl9H10UZy8PshOVpfW2LujpP67Kcknpah3laB3k8mO9LbcMvo80wnagy5sMW07o+83Rbupz5yGM+pH72JpUNXabTtMs8SuZD+m2yferqcuqzPnX9fJZD0g4ly/xz5lOinPaR1ue0Sxt+H1keIKrYZ+x+kpdXG1mwgYZK3ahvgx1lPj+APkeer4dy326YDu1Qhn1wtkkZZZv52oaug3Jdps99PZTx0GV+fX5G6kIyj5Jl+hx2cM6DOqkkdfWOuLbJct8G8nV7LKe+toEyfa4/O+uF5aEM+eibX+6fU9dvi/Z1uc7T+ew78nR/maZk21qfNlnGc1+iDnV8e9RlOSXykdbnyGP7tMP6qSRtsC7Ow+pTT9tCXlBcXCxFo8a6TSxdURvS+doA077xdPp+Oesjn2nahvT1ce7nQS+sz8iLspmqTLcfVZ9tpirX/QzT0+34aa0POzjnQV3q+FEXr5Fun3Ugw/KZBwm7kMxjO5S0xfIomzrfr0sbzNftsSwsD2WowzL2gXZYl+eUzI+Smer59VGPfWBZWB7LINl3pMPaZZ4vWZf5fru6DT+NOqznl+lz3TedH4waVSSji/eVvDZ57psvSlFXQpoNp2octsLKWZd2tG2tH5ZmXthFYhns+eUo0+VsMyyPZVHXgnUooe+n2X6UDbaRTmq76XTZZio92IuyGVU/VZ2wtqgf1o7fBnV0PtMoQzqVPbZPHZ77ku3ofLaj85BGflQZdf32qO/ns12WU9IOJHWYTnXOetCBLd8e6+p8nUY5D20rrG2WUwZjiveRoqIxkpeXvwEs2DCUdYM0TCNaQk8ftMH6lMynZJ2wtrR9ra/zmaZ9nlOyHs8hkReWr23oNOv4NvS5r4+ysDzdblg526JelI5uu75pbRv2U7VBXbYRpav1kI7So51UUtsK06P9VG1E2dB10ulAV+tH9UXnUx+2o+xTX5f7aX1OfUjksw1KXY48Hjo/0zTratvB6OKxMmpUsftdPQzpQnZU5/mN6U77ZbqeTlOP9mkjTIe6lKyDc6T1OXW0TGeT9dPp0SbbZD3mU8IObUGHaZT7ZchLZYc2/brM920zP5XUddi2zktVV5elq5OuXNtiP3Qe07RDyXzIVPW0Xljat0dbOh9p/9C2tK7Opy2dxzTKwuoxD+Vh9VlOO5C+LnUgmdb69Umzvu5LMHr0mDqwSGeQRrSe32ldFpbWHQgrD8tjG5DsA/N4znoNse/boK0omYl+qn6wDDITW1H9oB1dDnvaZiZtUD/Mnrat0347fhnOaddP81yXMw8S/UjXl0x0YCuTI6wt9s3/nGG6uu9R7fn1/HPWQ35Ume6LvrvDuixn35mfTka1x3xIdzcE0QV+Y68NUgmNIo2HRDbddFP5v//7vw0O5EeVQd8v88/DbPp5bEPXZZ7W1Xk6rXXqm2ablKnq6za1PvOZ50vapJ4+ZxqS5Vrqcj9NPZ2PPH2u035ZWH2t31TpsHaZxz7yPFUfqBumo8t0OkxX56XSrU9ZmC7yeOg2w9JaL8xWVB2dz3qUv/zlL+twgExwsEBkUVw0xj2UpWlEWFB58803lyAI7LBrYD6Qwz4AaHDOQ2omuGVIcXFig1MXABb63GBhoLQvi/Q+8OMf/1hw+Nfq5z//ufsRHn5rg2OzzTbbQMev0xznPiwADLIgKBpVLEVFo5OPe0dRxWCR3lGaY3CtzR9mXPAeWPz69le/+pV7nSPeFvazn/2szoQHJPBXChoEm2yyifzoRz9yLxW67bbb5PHHH3dHUVGRy0d5No1hGCzIhGBMcfgyhApcjhgsfhinzCbHsb4kxhyAOPPMM91x6KGHyowZM2T8+PHuJUC8Rj/5yU/cqwjxXlgNC7wx/fLLL5d7771XlixZIo8++qg7cL5gwQL3CkPaoARAYA/7B5i8Op97Coj6wyIY1P3FL37hVgVaB/mAG1cLSIeBKgwWZEBQXDRaRo0sDv2JOsMPgMNgYbCg07YkiQmF1wmecsopDhbnn3++DBgwwL3AGG85x7WADh5LxysJ8RcJGhZ4wxig8Nhjj8kNN9wgc+bMccc///lPueuuu2To0KFJGPC64p0heHHyEUcc4V44xHy8NuCQQw6RadOmydlnny14a5kPDNwh2X///Z0OoIa+o3+Yv3ha+7TTTnN18f7a3/zmNxu0DYgwUKAkB9xP1AEL/ESdBKESJWhksDBY0GlbksTkQTRx7LHHyiWXXCJnnXWW7LvvvnLiiSfKqFGj3FICcwNvFevfv38kLB566CH3gmlM3oEDB8qiRYsiYYFXGR522GFy8803y/Dhw92EBhT+/ve/ywknnOB+EIe3rQM4mJuIBgCSn/70pw4IJ510kvv5Bv7vBe3gTidejXjRRRe5N6EBcrNmzXLLKj+68GGhmeBggT2LMFhAkVQxWBgsWhIk+FlxmxEvLcY3+jnnnOOiCoDi8MMPd9/+mBeYuIggEHFERRbYr8A+BSIGTFrsXURFFmz76quvTsICk3jKlCnSvXv3ZDRw6623utce4q8cDjroILdxeswxxzgYYRkDO/PmzXMvu8bbz9A2bZ9xxhmu39hPYR5k2DKEQUMwumi0u3WqX37DdQ2UkAYwDBYGC+1ULS2N8B7f+JhMfBcp/uAK39iDBg1y/9qWChaXXXaZ08PGKCY9ljN33nln6DKE11bDAndTUA/1WY5lDZYieAYKwMLbzPD2ew2Fa665Rg4++OBkHdTFe1TPPfdc95JuP7JICYsxo8dI0agxG7wpi8CgNFgYLOikJgO3FMAkRMQxePDgtLBYvHix2+jEf7IMGzZMFi5cWK/IArDAUkjD4vrrr3d/CMXx+PWvf+32VlLBAn/5gAgJyxtEK6xLGQULBAwBYFFcNDYlLACMsM0QNmDSQNKSfACTcuLEiXLTTTfJ0UcfnREssOzApiT+ye2WW26p9zIkLLJA+4gSeO2hgz0NbLRyeYENVex1QAeR0PTp0+WAAw5wt4BZT0sfFgwWsMoI8EDWqJGJJzi5NtESyrYMMRhoh2rJaWw0YjJi8xF7DpnC4uGHH3aRATYc+axFffYssAdx5JFHOtgwIrjvvvvcRibHA0sKRDv4My7c7sVdmXvuucf9SRTu1hx11FEyYcKEOndrWJcStjHfuQUByfMAm5sjR+ChrLq/DSFRoIi0LUMMGHSolirxbY1lxN133y233357vWCBZcgDDzyQBEUmG5xXXnllnT0N/DUDNkevuuoqufHGG90dGcAL/xiHf+jDk6H475eZM2fK7NmzBcsU3PKFDpYveLYDy59rr73WHdgMJXg4pjqy0AwAB9a//Gaf5N0QUoSKJAs2UWjQpIGjJfoA7nhcd9117sCERYiPb/JevXq5zU9MSKTxUBSvD/5v5eKLLxbcucCByIIHJi2iFOr6Enc5/C9pnOOPoPBEKZcamPAABe7cwAa2DKADcOAcEQciDUBFH6hDG2ybsNDznwwIikYVJTY489u6cIOwgII+/E7TuEkDR0vxAYT1mEQ4ENbjwBOVmKxYJmCyYrLp64FzPAOBiekfuHuB+lq/udOEhZ77SOMzB8VFxTJyRO3Lb7QSwQFpsDAoNLcjW/tN74OEBee+5oH7IdmokXgoK/F2b12o0waLph8omwx2jZvbBwgLPfeZDkYX46Es3DqthUUYVdps/mcpCC6xw66B+UAO+8DOmx5UZ/sBoAAPcLg3ZeGFvfoJTpIE6xSCo8PmXWVcUGKHXQPzgRz2gb6bzk3uy4ADmgHB6OIxbs+CsEAhYUGqQBosDJT2ZZH7PtDvZ3PrPGMBHpAJboMTD2URFhoQVDJY5L6TGAhsjOED/X42rw4syAO3DCkqKpZR638bouEAJX1YZGHOZEDJfR/wIwsyIAkL/JCsfbv2yY0M7lNQEXK7LbrZWjWH16oGgtwHQSZjzMhCz30EEbWwKBrjfmSiFZgmODpsXmCwMFiYD+S4D4TBgiwIikePlpFpnrMAWWwZYt88mXwzmU68/SQMFggYwAD3L+qJH5IlnrNgJEGaUBos4u0ENolt/DLxAR8WXIKAA4nHvdNEFlA0WJizZeJsphNvP+EGpw4akpEFfkiG34bg1ikVIHkAFEhva3sWtl7P8fW6gS5x61TPfa4sXGSR/NVpClhYZBHvbwubBDZ+mfoAliGAhYYE0+4n6iOGFyUjC00VrFeoaMsQc7hMHc704usr/uPemP+ER1BcnLgb0m79cxaEA0EBRaRbGiwO+XGJHPrj9YO+SSJ9yCZN4ASw/ZMmsGtLBls2NsAHCAvNgSQsRo4cldyzoEKYrC8sDv+/Ejly81IZ//MSGRcyyQ5D+RbR5Rl9O21SIkf8olTG/6zxJ9sFgyrkohEVzuGOaVUqF4+okOO3LWt0B5y0dYnMOaxSDmuCz5DRNWyAQ5ndxve3bLmm/TZN/DZEM4CrjQD/qsR3cDKa0IpM1xcWM3Yrl7tnrJZrDqhKAEM5Jb6hz+5SLg/MXCMX9q+QwzZt2MU/cstSmXNglVwxslLG/6JhNqIG6ZX7a+Sd59c6OJyxV7k8fUu1zOyXgEdUnXT5h/yoRI7eulSO27ZMDl8Ph5N2KZP/vvmtTNq8tNFBlK4/Vt64PpML1xORBee85gGAESCycC+/ya99nwWVtawvLGaNrpTP3vtWPn7nWzlx+7rfyBM2K5G7z1gt364TueXkVTL+lw0YtE1K5IJ+FbLypXXyxuNr5fQ9yht1smlYTNy8VE7dvUwm/37jJjQAMfeQKrnnktVy7LYJW+N/XSLn9KyQQ3/agGugAJwLjmqfofl9gLdOOfe5BHGwGDWqSEaMwAZn4h2cVPJlQ2Dx/ovrpPzr7+Xqv1fVWYpM36Vclv2zRtZUfu9gccSvSuSiIRVyVq/aCT/xN6Vydo9ymb5beWjkgYl3w1Gr5KW7a+SNh9bKrDGVgn0G53CblMgJO5bK+X0rZPouZXLtuCqZ9bdKOa59qeDbHTrTO5a58hl7lsv8I6rkiuJKObp1abKfGhZH/b5Uzu1bIVPyEhMc7UzdsUzmHV4l102okrO7l8vhWG6tn7zHtC6Ty4sr5bpJVU5O/m2pg8H03crkuUXVsot/9VMAACAASURBVGLZOllwVJUc+dtSmfjbUrl8dKVgWYb6WL6hz9ccVClzD6uSGXuVJ/c0sKS7YGCFTN+1XGb2r5AFE6vk/D4VcsQvNw5i7LfJ2jFsqdeCD2UhqtCRBXjgNjhHuOcsaiMLXwlUaQgs3nl6rbz60Fp5+f6apMNjUsz5e5W89uhaeW/pugQsNiuRZ2+vlveWrUtOGkziF+6pkWsPrZJD108kPYCIVp67o0ZuP3m1PHJZtTw2f40L8aGDyXz1EZXy/kvr5In51fLMrdXy1lNr5ckbqmVKm0SUs/jiVbLyxXXy1I3V8twd1bL832vlvktXy7H5iYmnYXFmx3JZeleNXDSwwsEEYFt2d40sXVwjT99WLa8/ulZunrIqAYS/lMuSq9bIC/fWyNO3Vsub/14rj8+plqNalcqlIypdm59/8K38+6ZqObFDmZy8a5l8+n5iGYKNzvN7VciLd9W4+s/fXSOvPbxWrtq30oHkmG3KZPlTa53dJxZWy7L7a+StJ9fKpcWVFplYlJX8stLzpL5pP7LQQUOAP2tNwKJdcq1CBQ2N+v7qFMsQwACT/bOV38kZXRJRA9bsD/5jjTwya408dX11chlycVGFfPetyLH49t6kRK4YUSlvP71OLgzZJwAMLimscBP8jM7lcvnYSnn/1XVyxp7lri7Krz+xSj5791v5R3GlnPKnMrlqbKV89Oq3cu34KjexlixcLZ++/a1gPwLlNx27Sv6zfJ1cNrzSgU3D4vyeFe6zXFlU6aKBl+6tkSduqJbpO5fLyX8sk7kHVsnyx9fJ8duXydX7V8mTN1c7sJz8hzK5cGCFVHz1vVw6LBGZLPnHGnnjybUyc1CF28uZ3rFc5HsRRB/Hty2TF+6ocdfl9N3LZdpO5fLApWvkw1fWuejquLwy+fq/38kT86rl1F3KZfrOZfLGw2vljcfW2p6HwaJxYKH2LMgByDrLEPy1GQtRgIOwgGxIZPHBi+vknC4VsnRxtTw6v9pN5DP2KJe3n1wrVx9YKU/Oq4UFNjmxLLl75mqZvFUCKM/dUiNT8urud4CUE35VKovPWi1PLqhxkQg2N1+9b63M2i8x0QkLtH9ch0SkcPimJfLyXWvdRMQdFMBi5dJ1yQs8cbNSee6GGllw6CqBbhQspv6xTFY+t05mYI9k/V0e9GdGQblM+G2pTPpNqUxpUyq4gzKlVZkcl18m5V98J/PHVbm9mbtmrJZlD9XIyTslPpeGBTaFsQdz1QG1y7bTO5ZLxZffy8wR5QJYfLbiO1l04upkvx+dVS1ffPCdHPU7W4rU91vU9DdcdqXd4MRDWYAFAEFgUBIYDYHFR698K2d3qpBLRlbK6orvHQRuPLpKnrm+xn2TPjm/FhYYuCduqZavPvxOEPa/t3StLDppVXJC6oE9oX2ZfPnRd/LqozVy2wWr3PHBa+tcZIDbsYQF9ky4kYj6/55XLW8+slYmbLYhLFD++OxqF2FgDyAKFmcVVMj7y9bJyd6mLcFx7Pal8vxdNVL5zXdS+tl3UvLp9+6zzz8kPSzO3LNc3n1unZzbu/auC5Yv5Z9/J9cfX5WAxXvfyS3H1sJiyeXV8tVHBgvtH5beEAKZXpOwW6dkQfJuiI4sWEhQ4LwhyxDCAh39+O11cu+5q+X1f6+V6yevcs9Y+LDALdWv//OdzD9klbz52Dq3ked/SOhgDV/59ffy5qPrksfyx9a5SYkNQQ2L49bfdUDeszfVyLI7a2TCLzeExWE/LXGRzvVHVLnnNqJgcQoii2fXyfS/1G7Goi6+2bEfs/jU1fLO0rVuiYK+Yx+i7HN8pvSwmLF7uax4eZ38Y5/EHgXqT9utTCq++k4uHVthsLClRjKi9OdFY53rPQvOf6403HMWqf4YmdHGxsJi3vgqqfjmO1n5wjo5pm1pKCzw7fze8+vkk7e+laWLamTCrzckJO6CvPpYjTyxoHqDC7f80bXy4OzVboJizwJ2Zg6skOPaJu6MfPDSOrn99NVumYFlyP/e/NbtV2BTc9b+lfL+K+tk9r5VgskfBQvcGXntobXyyLWr5aQdytyG6KziSrfROPUvZXLXaavl8Wuq3TIF0cfl+1TKqtLvZcGhVe6OCWDy5lNr5fwBFa4fehly4rZl8sr9a+WJa6vlpD+UyQnblsldZ62Wj9/6Vg79eYnBwmCxgc83FiRoh3dDECAAFgQGzoPRRaPdv6jr/w1hZKFlfWGBjcI3nlib2HQMSmTS70vlP29/K/demAih8RDSw1eskQVHJ75x2dmrDqqUkk+/c7clmafl8TuUyf/e+VYuGVYbqrP8puNXyccrv5WJWyQ2OKtKvnd3DP592xr3gNXL962V49sl9goAi8qS7+W5xTWC8nefXydP31wtJ++QKMedjGWPJIB0dkG5vPxIjVw6NPGNf1lxpbubs+zBGnni1jWy4sV1cse01W7j9MriSge85U+vlZcfrhHsu3y0fJ0sOKLK3bbFLd7/vLrOAe/kP5XJ1D3KpPTr7xw8Ef3gVugb/1orLz5Y4/Y23nl6ncw9uMo5yZTWZfLeC+vkuomrkk5z73mr3eYuNkh5HUxu+CVj1ySza6JhgfnPqMLBgn9fmB4W9fvfkBP/UCb/OKBSjm5V68QziyoE374YOGwinj+gXKbvXVbntt+Voyvl/efXJe6KhHyTYMNy9rjERqbvAJO2KpG5kyrd3ggiiw9fXicXj6xw+xALJ69yD4fxOQvA4oOXvpUZe5fLbVNXuWcajmtfltwjuXhUhVz2twSQpuSXyuV/q5AT14MENqbuUia3nrjK1T1vQEXy9i6WIngqddHJq92doCM2K5VZ4yrljG6JZcvEX5e6J05vPn6VTGldKpNalch1x1Yln+jEsuW03cvlximrZNHJq+TMLuUu0sFnxUbqVeMq5dQ9EtcQeef0KperD6vc4ClZ/9rYeWaTpaVfJ70M0cGCg8XIEaPW3zqtfc7CV8J5fTc463vRJ21TIuf1r5B3n1srD16+pg5A6mtL71noDU5tx78bosssbROrpfqAv8FZZxmC91nwCc4wSFC5vsuQ+l7smWMq5K2n18nz91TLSX+s/easrx3oAxbXTKiUZffVyDHrH7Ly7dx56Sr30Jefb+cGipbsA/rWKXjA+Q8ZjFKRBdcn3NTU8OiwRf2WIfW94Ee3KZVzOlfUWSrU10ZSf5MSOWqbUjllx7LQR8Whh7skU/+0cVBKtheyXLIyg04cfQCRBcBASGgGBFiG4Fen/EeyMCVUaOplSBwvrPXZgJBrPsANTp8DOA9GjBiR3LNgZKHDD5LFYGETI9cmhn2eDX1ab3D6wEi8KWv9D8n08oPgYIWm3rOwgdtw4Oya2DX5oX3A3+BksAAZDB82QvD3hfn5iZ+oExiEBc8NFua4P7TjWns/vM9xg5Pzn7DAeTBq5CgpLgIs8jf4XQgVIbdr4g1Oc4wf3jHsmts1932AkYUPCxdZjBw5UoqLRidhwUhCgwJLEYOFOZbvWHaeez5BWGD++ywIhg8fLni1no4sqMT9Ckjb4Mw9x7DJbmPq+4CGhQ4YXGQBWOClvWGwgAJAgcP+kcwcy3csO889n9B3Qzj/CQ136xRvy9K/DWFkASWkcdgyJPccwya7janvA3jOgvOfgQI54O6GjBpZJPn5dd+UpamSWIYU2K8a7UlN84Ec9wENC80AAMTBYuTI4jqwoBIggTSOP++4k1x+0Ww77BqYD+SwD4w76PDknCcHGGkEQ4cME/yFYdv1kYUGBEEB2bFjR3n99dfljTfecAfSLeng5zaZGH+7Drl3HTCfL7zwwjq/CwEoeLg9C/x3iN7gBByoQGAUFBTI559/Ll988YU7kG5JBz+3ycT423XIzetwzTXXJG9qcO6TBcHw4SOkqGi05OXlJ4nCQkhW6Nq1q5SUlLijtLRUcPDcZOK62HWw6xA3H9BzGem5cxO/OuW81zIYNmyEFBeP3WDPQish3a1bN6msrLTDroH5QA77wIIFC5JBg2YAAodg+HA8wYnHvWvvhmglprt37y6rV6+uc6xZs0bssGtgPhBfH8Ccxvhxbi9cuHCDZQgYkISFfzdE31/lhidgUVNTI9XV1e5A2g67BuYD8fYBzGc9r2+44Qa39cB5D1AwHQwdOlyKixO/OmUUQUklSMBi7dq1dtg1MB/IYR+48cYbk/uUjCi4d5nc4OTdEBSwkMqQBgsDpX1Z5L4PaFgwWCAT3D+S+XdDCAkNjR49etg3Sg5/oxgIch8EmYwxliGAhJ77TAdDhw6TxJ5F3b8CgMJWW22VDEkMFuZMmTib6cTbTxhZMKqgRACx/oW9Re45C2REHbYMibcT2CS28cvEBwgLcoCwgAyGDRsuRaNGS35ebWSBqIKhB5UtsjBny8TZTCfefuLDgtCAdLBIPGdRCwsUEBZUNljE2wlsEtv4ZeIDGhY+AxwsRo0qlvy88HdwWmRhTpaJk5lObviJhgUDBcjkMsTBIj8RWYQtQaBoexa54Qw2qW0cU/lAFCwAjAAv7C1Sb/f2Qw/SxWBhTpbKyawsN/zDf4ITPODqIhg5YqSMGJ64G8JMAEIr4dxgkRvOYJPaxjGVD/A5C80C8sA9wTlqZO1fATCS8CV+dZqqESszJzQfiL8PRC1DEDy4h7L4j2Q+IPS5RRbxdwSbzDaG6XxAw0JHFw4W+GPkUaPGuLd7I0MDQqft1qk5WjpHs/L4+0gYLMAFB4shQ4bKyJBlCMFBRYNF/B3BJrONYTof0LDQwQLSwdChCVjo1+r5SgCGwcIcLZ2jWXn8fYR3Q8IY4B7KSkQWtU9wMqrQFQwW8XcEm8w2hul8gJGF3q8AB8AE91+nuBvSdv1DWRoQOm0bnOZo6RzNyuPvI4QFAaGluxtSXLSP5Oe3dQ9fkCh+dGGRRfwdwSazjWE6HwAsMPf9+Q9orP/7wtHJ/zrVsNAVLLIwR0vnaFYefx/RkQVZwBWGeyhr5Iji5K1TDQgqQRos4u8INpltDNP5gL/BCWDwCAYPHiIjR9RGFgBDGDAMFuZo6RzNyuPvI4wsyACCAlxIvFYPkYXa4KQipUUW8XcCm8g2hpn4APcsMOf9w90NwTIEG5waDv56xTY4zdkycTbTibefMLIgKMAEsiAYNmyY+9UpYEGFMGmwiLcT2CS28cvEB3xYaBYEeNx7+LBR0rZtuzqRhVYCXWzPwpwtE2cznXj7SUpYFA4uTMICgGDIQVjw3GARbyewSWzjl4kPhMECwQKOYEghIosit2ehAQFI6MNgYc6WibOZTrz9xIcFgwWwISgsLJThwwGLui/s1UpQNFjE2wlsEtv4ZeIDGhYMFjD/XWSBfyTDnoUPCxRSyWBhjpaJo5lO/P0EsODcx7zXh4ss8A7OsLshqMSKdjck/o5gk9nGMJ0P8B2cOlBAhAEOBIMHDxY+Z6EpotNQtGWIOVo6R7Py+PuIXoYwUCA4gsLCITLCPZSV2LPQClQyWMTfCWwi2xhm4gOEBaMJHTQkNjiHjUr+MbIPCyrbMsScLRNnM514+wmXIbzBQQkOBEOGDAnd4CQkAA9UMFjE2wlsEtv4ZeIDjCww/zUokrAYOnRknciCgCAwIG3PwpwtE2cznXj7iX83BCwgD9zj3kOHjEjCQgMCSltuuaVTtsgi3k5gk9jGLxMfICwICUgyYT0sRiZvnfqhBxRRwSILc7ZMnM104u0nXIaQA1tttVVyOZKAxdAR7qEsKpAkpIrBIt4OYBPYxi9TH/DflEUWQLpbp8OGIrKofdwb0MBBWEDRIgtzuEwdzvTi6yt+ZEFYgAXu1umwYXVhQQVIAsNgEV8HsMlrY5epD/iw0KsNF1nwtyEAA+HA6ILgsH9RN4fL1OFML76+Qlhw3kMSGMGQwrrPWRAYhAWlwSK+DmCT18YuUx9ICYuhQ4ZJYs+i7js4NVGQtmWIOVymDmd68fUVPsEZGlngrwDwnIV+YS/DDkpUtOcs4usANnlt7DL1AUQWXE0QGORAUFg4VIa5W6e1L+xlIZUhLbIwh8vU4Uwvvr7CZQgZQAkGBIMGDRK8tDcvLy+5kQEFHNzshKJFFvF1AJu8NnaZ+gBhoQMFpoPBgwsF0UVeXv4GsIASNzwNFuZwmTqc6cXXVzQsGFUweHB/XzjUW4aQJIQFpC1D4usANnlt7DL1AQ0LzQGkgyFDhsnQocOlbX675Ds39fKDaYOFOVymDmd68fWVtLBIbHAmYOHTxGAR34G3SWtjV18fiPptCJYiwbChw2XYsMStUw0KQoJ5FlmY49XX8Uw/fj6DyMKf+2TA+l+dDk/+RJ0FfgWDRfwG3iarjVl9fcBfhui7oqGwICi4G4pzg4U5Xn0dz/Tj5zOEBec+ggem3QYnlyGEBCQPRhoGi/gNvE1WG7P6+gBhoSFBLgSDBxUKjvy8ur8NoYLBwhyuvg5n+vH1GQ0LHTAg7X6iXjh4aJ3fhhAQGhgWWcTXAWzy2thl6gOABSHB5QfP3Z4FlyE69ECaSkgbLMzhMnU404uvrxAWmgXgAN7F6SILPJgV9V+nqGSwiO/g28S1sauPDxAWAATnPiTOE3dDQmChQxCDhTlcfRzOdOPrL3rPQsMC6WDo0GEydMhwyc9LvLCXkPAVbRkSXwewyWtjl6kP+LAgD1xkgTdlYRmif3UKUFCJ0DBYmMNl6nCmF19f8WHB+Q+ZiCyG4gnO2r8CoIIGhsEivg5gk9fGLlMfiIKFiyyGDRvu3mfB1+pxY0ODAvAwWJjDZepwphdfX9Hv4CQDKINBeChrcGHyOQvCgtEFpb3dO74OYJPXxi5TH2BkAQ74LAjcnkXhMGmbn3gHJyhCkgAUPLfIwhwuU4czvfj6CmHBIEEDIxjGuyHrYUElSoLDXqsXXwewyWtjl6kPaFj40UWAt2ThnRb2UJY5VKYOZXq56yt6z4IBA6OLoHDwEBk8aEgoLKgMaXsWuesgNvltbOkD/puyuLIAA4IhhUMTd0PU2701JEAVVLA9C3MoOpTJ3PUFHxaaBcHgwYMFR9gTnHrNYrDIXQexyW9jSx/QexYEBTkQDB06VIYMwTKk7uPeOvxAJYOFORQdymTu+kIYLDD/wYMAoCgsxHMWdWFBqhAaBovcdRCb/Da29AEfFtzcBA+C4cOHC/7CEH9fSEBAcq/CYGGOREcymfu+ELVnAR4EiCp0ZEFQEBYEiEUWue8oBgMbYz+y4Px3L7/B5iYii7Zta/9FnaGHlvZQljmSwST3fYCw4IoCkkfybghgQTiQJpRQtsgi9x3FYGBjTFhw7kMmYYElCCMLwCIKGAYLcySDSe77AGERxgK3ZzF40ODk3RCQxAcGzg0Wue8oBgMbY8IijAPrH/culLy82j0LHYKQMAYLcySDSe77AGARFiwgL8DvQgYORGQBWNR9o6+mi8Ei9x3FYGBj7MOCwQJYEAwpHCKDvGUIIwutaLAwRzKY5L4PaFhgY5MscLDwNzh1IWDBCgaL3HcUg4GNMfcsOO/BADLB3TodMGBAnecsWMhbJjg3WJgjGUxy3wcACz3vyQJI949kAwfgoax2oRsbUAJdDBaN6yg1NTXSVJMPtqurq93RlO34/a+srJSKigrRbeq+oE9+nUzOq6qqpKysrEF1M7FvOrW+Hfa4N6OLAH+KjA1ODQsU6gPAMFjUXtCNda7y8nJZuXKlm1gba8uvv2bNGmf72WeflaVLl8rzzz8v//3vfwX5vm5jn//nP/+R999/X1avXu3aAig+/vhjeeaZZ1xf0B9dnmn7n376qbz99ttN3v9M+5PLeoAFlyCY9/oIBhcWyoABg9K+Kcse9248WGAC3XvvvYJJoB1Pf/Pqb2fkY7LrPKSRp+vAFr7ZH3roIcGg/+tf/5IHH3xQ7rrrLvnqq6+SE1jbgh3YwEH7YXbZB7+/rIe6JSUl8vXXXyf7BDvPPfecXH311a4vDz/8sCxatEg++eSTOn2BDdiFDfZH9xFw/fLLL5M60Gcd1GMf/HzY4mfR+vozWLquX3PPgpDQ4AgGDR4sAwYMrPNQFhW1NFjUvagb42RhsMAkf+yxx9y3MkLu5cuXuwny2WefyT333COPPPKIAwwmTmlpqfu2vu++++TOO+8U6LA/sPP444/LsmXLXB6+5RcuXCj/+9//BMuE22+/3cEEIMH5G2+8IYsXL5a7775bvvnmG1cXdnGgDBMO3+oPPPCAa+u1115zeWgTtgAAHNBZsWKFvPXWW7Jq1SrXNibqiy++6NpD/zBhb7nlFhf5oAz18bnuv/9+9xkQmTz55JPOHvoE0KAe8hEhoc6rr77q+gYAvvvuu84m+vbUU0/JP//5T1cXMEJbTz/9tLt2ADN0eI1MRvuyDwswAMDASiPAf4YgssDfFxIOmibMs2VI9AWur/OFwQLfyLNnzxasz/EtCnB89NFHbkJgwmHZAofHZMIkBiTeeecdNxHfe+89NznQD0IHIT9ggAl13XXXuSgGgMDkRN6jjz7qwIBzTMw333zT7QtcdNFFrvyVV15xfQBkEJ1gKQFQzJ071/Xx2muvdRMXtjBJn3jiCTe5ASq0i75gcr/wwgtuciMPtubPn++WIpjQmMz4XJCAE+yjL2gbUPjHP/7h7Lz++usuIgFEkcbnR38RPSFv5syZDiYAFfoKcMAubL300ksOvDNmzDBYrE3vw2GwAAMcLAoLh0r//oBF4glOZJImBAXgYbBIf6EzhUZ9YIEoYsmSJYLJeemll7oJgIl22223yfXXX+8mFaINtg1Y4Jse5fhmRoTx4Ycfuojl/PPPl0suuURmzZrlJhh0AAtMLnwTI4pAFIJlA+CApQtgcNVVV7m2MXlPP/10F9mceeaZTh91AKYoWKBs3rx5ri8AB8AGIOJAHZRdfvnlsmDBAvdZMNnRLuxecMEFdWAB+KA/6PecOXNk+vTpLhoCLBB9oA4+L5ZhiETwGXA9kA9dXiOT0b6ccoMTfwUwcECh5KeBhb3dO/oC19f5omCBSepHFvh2xCTDBILz33HHHc75MQmwFLj55pvdtycmEvrByAKTBUsQ5GOyoAyTD6CBLRyADGCBb3bqoP3PP//ctXnTTTe5b3BMPmxMsh50zjjjjOTkQ1tRsEBUhIjI7wuAhkgHERUiBUQ/iCbQFtpBfwE3SEYWH3zwgYtAABzUu/jii5OwwCYudBFJADgAJTZ5GeUYLDLzX0YW/uoisQwZWCh9+w5wkQWjCh1RMMqwyCKziw2HTXdgwmIdDefHhMWB/QJED4gCEIZjbY9lCCYswnNMIMAEsMCEwJodG4qYiJiQhAUmByYudPx+YPIALpjs2FzFsgBRCyAEWGACXnHFFS5yQN/wLQMdLBFefvll10+AC20hOkEeyjHRsfxghMEJCj180wMMfl/wORDR4HMjQoINfE7ooh/Qv/DCC50kLAAJ7K0gikB7WFpAF9ES+oE66BOAg2XIrbfe6nSxlzJt2rQN+uD3yc7XujH3QUEeBIWDC6V/vw03OH1wGCzSQyBTZ8PSAt/G+FbngYgAoABE8K2IDUNMJG5w8tsd38KY7JhAmDgAA+yxbXyDY6Jw8jAfEksNTF5EK5ioqAddQImRBSYk9kPw7YwICPW++OILt3+B9rAvAF3UBajQL0jYwyTWt0bRHvoBm7ofSAMo+KzY70AdRBWAKHQJG0Q80AVEsPTAZ+PnxvXhMgMQBDihiz7DBvoIHUAVdk477bQN+uD3yc7XCiMLAoLBAgDi/uu0X5/+djckg4jAnKkWmIiGEH0AXgAeoNMU1webvdiMxZKlPvYBC4AKIAJssDFbn/otVVfDwg8YgsGFQ6Rvn/6S16buC3tJFlTAYZFF7URpqY6kPzcmMZYwmMSINrgM0jqNkUZ0wL2N+thDfwAJ9BEHopb61G+puoQFlyIaGMGQIUOlX78ByT8ZYthBWFAaLAwWLXUCtaTPTVhw3teBRWHhkAQs8sP/N4SVDBYGi5Y0aVrqZ/VhwfkP6R7K6tu37p6FpgmUbBlioGipk6elfW7cAeMSBHOfaTAgwENZ2LPgf51qklAR0iILA0ZLmzgt8fOGwQKgcLDAnoWDhXutXt1fmWlwGCwMFi1x8rS0z8wnOAkIriwg3a3Tvn36SV6b2t+GUJGRBRTtCU6DRUubOC3x8+o9C8x/ssDBAhuc7tap91+nBAUrWGRhsGiJk6elfWYNCwBCc8DdOu3dq2+dX51CSSuCLgYLg0VLmzgt8fMSFpjzPgMcLPpgGaJ+ou7DAucGC4NFS5w8Le0zc89Cg4I8cO/gTCxDavcsWKhDEIOFwaKlTZyW+HkZWYTCAv8ZwmUIQw+DhYGhJU4U+8wb/pCMTEDgEGhYEBK+hKLdDTGA2GTKfR/QkYXPgeSeRf76x72hAJoAEDiYtmVI7juKwcDGmLBgREFguMiicPAQ6d07cTckTIHKBgtzJINJ7vsANzjDWOCWIbgbgj9GDlNghGGwyH1HMRjYGDOy4ApDM8H9kAyRRRgstKL9FYA5ksEk931Aw4LAQMCAtIssevXsE/qcBZUhLbLIfUcxGNgY+7AgKNyeBf43pFev1LCAokUW5kgGk9z3AcICc56gwAojCQs+Z4EIIuqwyCL3HcVgYGOsYeGzIBhSOFT6rL8b4hfqc3vOwhzJYJL7PpASFvgrAEQW2ODUcNCbm0gbLHLfUQwGNsYaFnoZAja4P0bu0aOXg4Uu1LCAoi1DzJEMJrnvA4QF5j8ZQBkMwgYn7oa0yU8WMsIgPAwWue8kBgIbY/gAYYE5T0iQB+7WKSIL/ERd04QKrGSRhTmTASX3fQCw0JDQTAgGDSwUDQtEEzhYYcstt3R7GQaL3HcUg4GNsY4sdMCAdFA4aIj06NFT8vLaJAHB5QeBAUV7zsIcyWCS+z4QBgsGD8GggYMcCNq0aVPnbgiBQboYLHLfUQwGNsb+MgTznywIBg0aJL16xgo5aAAAIABJREFUYc+i9r9OUagPVLBliDmSwST3fSAssiAwgsGDBknPnliG5CUJwmiCRMFyxGCR+45iMLAxJiw49zULXGSBB66wDIGC3qcgUZBvyxBzJINJ7vsAYeFzACxwsEDUoJchpAkk7oagosEi9x3FYGBjzD0LHxYIGIL+/Qe4uyF43BsZODQskEaeLUPMkQwmue8DYZEF5j/gEQweNES6d8eeRX4dUKBQ08Uii9x3FIOBjTEjCwYMmgHBoEGF0q1bD2mj/uuU0QQklC2yMCcykLQMH2BkQVho6R737toVexYb/smQVrRlSMtwFoNCyx5nwsJfWYAFwcCBg6RrQbc6/6KuIYG0RRYt24EMIC1n/Pl2b8x7vQRxsBgwYKAgsmjTJvGcBe5+4AAgdAWLLFqOwxgcWu5YM7LA3PcPdzekS5eu0rp17ePeAIUPC3v5Tct1IINHyxl7HxaaBQEii4KC2oeyfJrw3GDRchzG4NByxzrtMqRz5wL3BCfBECZtGdJyHcjg0XLGnpGFv7IAE9yvThFZ6GUICvzNDYNFy3EYg0PLHWvCggGDhkbQv39/6dKlS53IgrdNIKlssGi5DmTwaDlj78MC0CADggEDsWeRWIb40YQ+N1i0HIcxOLTcsQ6DBYCx1VZbSTBgwAAXWbRu3XqDpYemij3u3XIdyODRcsY+ChYIHIK+ffsJbp1G/eqUwLDIouU4jMGh5Y51FCzAgaBv3/5S0AW3Tus+7q2XIFDMVlhUVFTI448/LitWrJCamhqho3/22Wdy//33S1VVVTKPZSZb7mSwsU899ilh0b8/n7Oofa0e4MCIgulshcWXX34pU6dOleOPP14++eQTBwZA45VXXpFx48bJN998Y7BYm9pBbALZ9aEPaFggYMCR3ODs16+fdO7cRbBnQTD4SsjPVlh88cUXMnnyZNlll13kwQcflDVr1rgI48UXX5Ti4mL56quvkgD5/PPPZeXKlYI6vDiIPKBTXl4u//nPf+Tjjz92Nqqrq+XDDz905zpiQRpRywcffCCIamjHpE24XPABwkKvLJgO+vXrL+6hrNa1kQULSRTAIls3OAmLc845R/bZZ5/k5NawABDmz58v++23n0yaNEl69+4tN998s5voTz75pMs//fTTXSSCskWLFskJJ5wg48ePl6FDh8rcuXMdgGBn3rx5sv/++8sRRxzh7GD5kwtOYp/BYAcfICwYOFCCCUHfPnjOIrFnQUhQQcMiWx/3JiweeOABOeWUU+S8884TRAUaFq+99pqce+658uqrr7pJ/+yzz0rXrl3dJH/00UfdC4uxv4GLdc0118gee+whyEcU8dRTT8m+++7rog7kARIvvfSSK1u8eLGDqI48bNLZpIuzDxAWZAEZ4GDRr98A6dSxi7RpnZe8dYoCrYwK2R5ZABZlZWUyePBgeeaZZ+rAApMZexfvvfeevP76625DFEDAoAIABxxwgCvD+fLly90/xmPJgnNEDocddpgsXbpUZs6cKUcffbQ88sgjAuAsWbLEQQdwirODWN8NcPQB/dsQBg2UQZ8+/aRTRzyUVQsLFBIWVMz2PQvAAlB46KGHpKioSHDOPQvsQ1x22WVy5JFHyrRp09xmaBQs3nnnHbc/w30NwOLwww93EcbZZ58tI0aMkJNPPllOPfVUd5x//vmuXV5skzbx4uwDiCwQHOiDDEjAolPicW8NCKYZhsQFFhio0047TQ4++OAkLBABYBP05ZdfdhMbd0rqCwtEEtdee61gbwMboWgHEQU2RuPsHNZ3g5v2AQ0LQoLSPWfRqRPuhtS+zwKFhAUV4wQLRBIDBw5MwgJLCGxsIgqYM2eOXHHFFbLbbru5ye4vQ6IiC9jAEgW3aLGZiv2KWbNmCcI2fbEtbZMvzj6QchnSv98AdzdE3zolILTMVlhUVlbKE0884W5lcpDwjY88LEVwB+Prr7+Whx9+WGbPni0LFixwS4pbbrnFwQJRAvYg+DwGdAEC2IU95AMon376qbulCmgsXLjQHbCFumzXpIEi7j5AWPjBAlgQ9O3TTzojsmhV+5yFhgTT2QqLTAcH+xnYAF21atVGT+7Vq1dLSUmJg0em7ZuegSQOPoBlSBgoHCzwnIVehnCPgpCgjDss4jBQ1kcDSnP7QFhkQSa4PYu99+6U3LOIoorBwhy5uR3Z2m96H+RzFgwSIJOwwN8Xdu5UkHzcO26wwPICexR22DXIxAfgLwadaOj4sCAowAX3pqxOnTonYaGJoqmSjZEFfpuB5yDwZKYddg3S+cCbb76Z3Mg2YIQDw4eFDh6CxA/J6sICNCFRCI9shAU2GvHw1H//+1877Bqk9QHcUsfdMQNFOChwXTQsNCjAgaBPnz7SqRP2LOreDSEsUAFHtj7ubQMfPfB2beza1NcHNCwYKFAG+JUlliFt2tR9KIsKlAYLc7z6Op7px89nfFjo6CLo3btv4ifqbWp/ok5A6OgiG5ch5ozxc0Ybs+wes5Sw4K9O9ePehAQl4GGRRXYPsk1CG5/G8AEfFpoBQd++faVLl/C/AgAkqGywMGdsDGc0G9ntRxoWnPuU7o+RCwq6up+oc/lBSSWLLLJ7gG0C2vg0lg9oWPDmBjngnuDs2BG3ThMbnFBAIRUACuTZnoU5ZGM5pNnJXl/C496c+5DkATgQ9OnNl9/grwBq35DF6IKwsGVI9g6wTT4bm8byAR1ZaAashwXuhnSVPPe/IQlYgCaEBCljkYU5ZGM5pNnJXl/iD8k0KMgD949knTolXqtHMIQpGiyyd4Bt8tnYNJYP+JEFmQBgBH369HU/UcffF6JAHxoatgwxh2wshzQ72etLPiw0A4J+fftLFyxD8hIPZZEkWglpg0X2DrBNPhubxvKBKFiAC8GAAQPX/0Q9/HFvwsNgYQ7ZWA5pdrLXl8JgkdyzwItt8feF+G0IwUCpowvbs8jeAbbJZ2PTWD5AWJABAEUdWHTpUhcWhAQqUNkiC3PIxnJIs5O9vqSfswAHwACCw738xo8sCAstLbLI3gG2yWdj01g+QFgQEBvCYv2fDGk4MPRAHtIWWZhDNpZDmp3s9SUuQ8gCQgMMCAb0H+Q2OPFQlgaEr2ywyN4BtslnY9NYPqBhoUEBHri7IV261D7BSUj40pYh5pCN5ZBmJ3t9icsQP3AAONyeBTc4fUDgnJUsssjeAbbJZ2PTWD6gIwufB+s3OMNfq0dQoJJFFuaQjeWQZid7fQmw0PNeAyMJCz7BqaMJnTZYZO8A2+SzsWksH4iChVuG4KEsLEMACxKFEgo8DBbmkI3lkGYne30pbBkCHtTZs9CwYOhBUODcYJG9A2yTz8amsXxAwwLzX68uggEDBkjXrl0lPx8vv/mdO6jEc4OFOWNjOaPZyW5fCoMFOZC8G5IOFnY3JLsH2SahjU9j+ICGBSHBbYkkLPQGp1aiosHCnLExnNFsZLcfpYQF/us0aoOT0IC0PYvwQa6oqZYrvvlY7in/0v5Dc234NTJAxOe6EBYMEjQD3N8XFhQUJF9+owuR5ianwSJ8wD+rXi0/WfGsDPl4ucHCYBF7HyAsfA7gfP2fDCV+oh6mYLAIhwS/LQ0Wqa8Pr5PJeFwnDQtEF/pIwiJsz0LDwyKL8ME2WIRfF4NDPK8LYcE7olyOQIbCgoqARbZHFtXV1fLFF19IRUVFnRCwqqpKPv30U0F5UzquwSKek6IpfSLOtv2/AsD8Z3Sxfs+i9oW9OprQ6WyNLACKo446Sq644gopLS11YKipqZFly5bJ6NGj5euvvzZY2F5Ck/pAnOHg9x2RBQMEPf+Rdm/37lrQTfLyEg9lMezwo4tshsXkyZNlp512kieffNJFEoDFiy++KMXFxfLVV185R1m9erWUlJS482+++SYZcSC/rKzMRSYAC441a9YIIhOkoQsdXlSUwQ7KACeLLCyyoG/kggQsNAOYdrDA3xfirwDarH/5DQtJF0IjW5+zQGQBWBx66KFy5JFHuqWHDwtM/CeeeELOPfdcmTZtmpx88sny/PPPOwC8/PLLctZZZwku0umnn+5sPPbYY3LnnXfKqaeeKlOnTpUlS5Y4uNDO2Wef7exA/6X3V9rdEItckl8mcQcG9yx0VEEWJP4KoDN+SFb7uHeYYrZHFvfee6+ccMIJMnfuXBcZ6Mjiww8/lAsvvFDuuOMOWbFihcyePVv69+/vBvjRRx+Vnj17yvz58+WNN96QGTNmyLBhw2TWrFnyzjvvyJw5c+SQQw6Rzz77zAEGQFq0aJG8++67DjLFhx4iP3nvGbt1asDICWCEwQI8ADDqPMHJKELDgulsh8UDDzzgJndRUZFbgmhYYNnw5ptvun2MpUuXyn333Sd77rlnEhb77befq4tvBex14LmT//3vf64cUBg3bpy89NJLcuWVVzpwLF68WBB9QG635+7yo3efNlgYLHIfFn369HFPcOJ/QwgGLbksyfZlCGCB5cdtt90mBx98sPzrX/9K7lngrsi8efPcJigm+MKFC2WPPfZIwuKAAw6Q9957z52//fbb7mlVLG8AD0Qihx9+uDz11FOC5cdhhx0mCxYskJtuukmwczz1wvPlxwaLnJgocV9CNEb/dWTB5Qd54G6ddu4c/qYsKgEYcYEF9hUmTZokEydOTMICG59TpkyRRx55RL788kt5/fXXI2GBpQeiKB8Wzz77rIsssOeBaIOboe9++bn8ZIUtQxrDUc1G828W8x2cmPsMFCDdMqRv377J34akWobEBRZwuJUrVwoiJt4Nefzxx2X8+PFy//33y6uvvirHHnus7L777qGRRRQssHzB0mbChAly++23y0cffeT2MM67+irb4LQlSM5EVowsCAoGDJDufRb8IRkLCA0ts3XPArdGcVcCQMAyBLDAg1hYbiC6wK1P3Bq9+uqrBfsZWEZgXwLv8UDdZ555xsEDm6AEzdixY13kgHPk447IK6+84m6hYu8Cm5xDhw4V7HU8+/ZbBguDRc7Agg9lERaUG8BCFxAckIBGtsICE7o5D3vOonmvf3OOfS62zcgC897nQXLPwn+tHhRxMLowWIRPCoNF+HXJxYnUEj5TFCzAgSQs0t0NMViET4ovq1fLjh+8KOM/fbdZI5yW4Mj2GcN9sDGvi4aFv7oI+PKbKFiwgsEifKBW19TI06Wfy5uVJQaLZl4SNuakaam29N0Qzn3KJCzi+BP1b9aslkfKvpRrvvnYDrsGaX3ghpJP5fPVlQb1FFDnBicBoaWDBZ6z8GHhb25kY2Tx8apKufTz92X//71hh12DtD4w+eO35L0KiwBTRU16GeIzYD0s8KasvOQTnNzcJFWwuZGNz1lU1VTLR6sqZHlVmR12DdL6wLtV5VJRvcYiixSRBWHhMwAsCPr3HyidOxe4X50SDpSsAJmNkUUqQlpZ+B6LXRe7Lql8gLAAAzDvNQuCAf0HSpfOeGFv3V+d8pYpgWGwMCdL5WRWlhv+EQYLQmP9a/USb/cGIAgJEoXSYJEbzmCT2sYxlQ9oWOjoAsBIbnDi1qkGBWlisDDnSuVcVpZb/uHDgvMf0sGC/xuSChbdunWzjaEUG0M2aXJr0rTU8QyDBbmQhIX+r1NNE6az8W5ISx1Q+9wGpqbygbCHskJh4S89CApIg4U5aFM5qNnNHt8KgwU54N7ujVun+Xltk7dJUEhwUNoGZ/YMqE0uG4um8oEoWIADCVh0qr11SjiQJpQGC3PQpnJQs5s9vhW2Z0EmBP369V//nEXiCU4WEBI4x2HLkOwZUJtcNhZN5QMaFpz7YAH2LdwGJ96UFbbBSWWDhTlnUzmn2c0u3yIsMOd1wIB08jkLHxZaGYq2DMmuQbVJZuPRFD5AWBAUkHXuhvjv4NQRBZUNFuacTeGcZjO7/Aqw8AMFgmP94974R7LaX52ykKAAWQwW2TWoNslsPJrCBxhZMGAgAyAzggUUbYPTnLMpnNNsZpdfERaY8/oAPNLCghUsssiuQbVJZuPRFD7AN2Vxn4LzHzJ5N0T/kEwrcv1ikYU5Z1M4p9nMLr9iZEEGcP47WPAfyfwX9vrKFllk16DaJLPxaAofICwAB71vEQoLQgKF+jBYmHM2hXOazezyqzBYMLoI+vXtK/qFvQaL7Bo8m0w2Hj+kDxAW4AAORheQboNTw0JHE0iTKhZZmNP+kE5rbTWPvxEWPgdwHvTu3TvyX9R1lGEbnM0zeDZp7Lr/kD5AWDCi0AGDiywKuiTewenTRMPCIgtz2h/Saa2t5vE3wkLPfYIj6Nunr/vVqf/bEICDFaBssGiewbNJY9f9h/QBvs+Cc18HEEHfPv2kS+euG/wVgFZC2mBhTvtDOq211Tz+xsjCn/84D3r36iedU7z8hhuctmfRPINnk8au+w/pAylh0ad3P+nUqfYfybg+ISR4bpGFOe0P6bTWVvP4mw8LLkcggz59+krnTnX/65QhCEFhy5DmGbiwCVNTUyOlpaXy4UcfyQcffJA7x4cfyhdffinV1dX2lxPN+JcThAXgwAMccLDg497+T9Q1KAAL+9+Q7ABGZWWlvLdihbz19ts5d7zz7rvy9TffGCyaGRaY+wwYKJHnfkjWqVMn9z4LKoEiUMI56WLLkOyARUVFRc5BQoPvyy+/NFg0MywICC0dLBBZABb+rVMfGAYLg4We1E2VNlg0r59xGcJgQQMjo8e9AQ6DRfMOIvcvLLLIjnHgeOSa5PssNCSYrvM+C2YyqsA5lyYGi+xwUoNFdoxDrkGCn0dHFuQBZeSbsjQwoGywyA4nNVhkxzhwcuWaDIMFA4ZIWJAmhIbBIjuc1GCRHeOQa5Dg5wmDBVkQCgsCgkogi8EiO5zUYJEd48DJlWuSsPAZgHP3E3XeOqUCJSDBEMRgkR1O2piwePa552T+ggUy59pr5amnn5blb72VvC277KWX5J///Gcy783ly+Wuu++W62+4wR2LFy+WV1591ek//cwzsuRf/5LX33gjWb+hd0vsbkjz+hlhgUCBHGDQEPTp08fdOsVDWbqQoIBEvsGieQeR32CNBYtHliyRSZMmyXnnnSeXXnaZ7L///m7CY5IDDFfOmiXDhg2TJ/79bweA115/XcaMGSNnn3OOzLrqKjnxxBNl0KBB8sabb8rV11wj06ZPl+dfeMFg0YzPSNBHNkYSFpoFBEfQt08f91o9/4W9UCAwkLYnOHMHFpjg8+bNkyOPPDI5uU866SS5+eabHShefuUVOeigg+TMs86Syy6/vA4sEEEAKIg8xo8fL/969FGZPXu2TJ061WARc1AAMoQF5z+hARYk/+vUf9wbyvqwyCJ3YIHlA6KDCy64IAkLvWxA1DFhwgS58667ZPqppwrggciiePRoWXDddXL/Aw/ILbfeKgceeKAse/llg0UOQILRiA8LzYCgV69eyWUI6MFCnUae/UQ992Bx4cyZSVhg6cE9i+OOO04uuvhiue3222XqKafIHYsXO1iMGDFCxo4dKwcffLAccMABcvqMGS4SscgiO3yDE35jpIYFWQCJCCPo07t3nbd7U4FLECjhsMgiOxyiMfYssBF5zZw5cvLUqUlY3HjTTfLY44/LCy++KCNHjpTrFi6UG268UaZNmyaXXHKJiy6wZ8FlCPYnhg8f7pYeBovs8I2NgQTralhwCUIG1Hlhrx9NEByQFllkh0M0BiwQQeDOBvYcFl5/vSy67TYXLdxz770y86KL5Iwzz3R3NgCVWxctkhlnnCEPL1niNjgJi5deflkmTpokS5YssWVIji5DMO81E9wypKAg8cJeXaBBYbDIDlCA/o0BC+xPYB/i9jvucHsQiCpuvuUWl3fTzTfLv598MhlxINIARHBrFWB5cdkyV4ZN0jvvvFOeW7rUbXICPtjX0HsfDUnbrdPm9TU/sgATGGE4WKT73xBUsGVI8w4iw8TGggUmMiIMbHYCHNizQB4gsNx7Vwb3M1yZehYD9XmwfkMAoesYLJrXzzQs/IDBwaJLly4b/ERdhyC2Z9G8A0hQNGZkoSdoNqUNFs3ra2Gw4Ioj6N2rl/uTIf99FlQgXWzPonkHkcBozMgimyDBvhgsmtfP+FcAnPfkAGQACERFFtwFhaItQ5p3EA0W2XH9OQ65KsMii+SeBf6+EBucbdu2TT5jAapQgdJgkR3OapFFdoxDi4QFHsoCLPxlCMMQgsNgkR1OarDIjnHIdVgwSMCqgkfy1ikiC2RqSDCNirZnkR1OarDIjnHIdVhw7msZ9OzZM7lnkQoWFllkh5NWVVXJBx9+uNHPM3BDMZvkipUr3X+i5OpEjMPnCtuzADAQMDhY4DmLVMsQKNuvTrMDFviToYrKSikpKcm5o7y8XNasWWN/BdCMT4TquyFcfjC6SMLC/9UpFLlugbTIIjtgEYdvJ+tjfH0lKrIAMIKePXq4H5L5kQWXJACFwSK+g28T18auPj6gYcFggRFG0KNnD+nUue6fDFGJoABVLLIwp6uP05luPP1FL0O4/CAP6ixDmKkhwTy7GxLPwbdJa+NWHx/QkcUGsEDEELbBqZchSFtkYU5XH6cz3Xj6C2DBYIGBAqHhIouw/zolLKhosIjn4NuktXGrjw9wGeKDAhxwD2WFwYKQIDQMFuZ09XE6042nv3AZQlhw/jtY4KEsfxnCMITAgDRYxHPwbdLauNXHBwgLzHkNCgcLvrAXt051oQ8M2+A0p6uP05luPP0FyxAGCT4P3Ds4O3bsKP5DWajAUARpiyziOfg2aW3c6uMD3LPQwCAHIjc4qcAIwx73Nqerj9OZbjz9RS9DMPd1dJHc4NT/SKYVSBhbhsRz8G3S2rjVxwc0LMgBymRkQViggFEFQIFzHAYLc7r6OJ3pxtNfNCzIATLBvVYPt041LBhNUBos4jnwNmFt3OrrA4QFQUEGQAY9evaUTh072QZnM/4suL4DavoGgabyAcJCQ4LpoEePXrL33p0lr01+8pYJCjVZkLa7IeagTeWgZjd7fCsKFmBA0K1bD9l7b0QWG8JCA8P2LLJnQG1y2Vg0lQ8AFltttVWdwEFFFoDF3sk9CxYQFJQWWZiDNpWDmt3s8S3AAnuUXF1w/uM86NG9Fha6gMqEh8EiewbUJpeNRVP5QNgyhFxwd0OinuAkKCDxG5Km6qDZNec3H8gOHyAsCAhIpoPuPRKRBR/3RgjCMETDwiKL7BhMm1Q2Dk3pA4QFGUBQgAUusthrr73cnoWmiFaCom1wmpM2pZOa7ezwL/1DMs0DBwtEDIAFIwtGEyQLzy2yyI7BtEll49CUPsDIgvNeBw1Bj+7d3d0QDQsfFKhokYU5aVM6qdnODv/yYUFoQLplCG+daopoJYNFdgykTSgbh6b2gZSwwP+GABaMLDQw9JrFliHmqE3tqGa/+X2sXrDQEQXBAWmwaP6BtMlkY9DUPhAFC2xNuJ+oh21wamggbbAwR21qRzX7ze9jGhYMFsiCABDAT9S5DGEBSMIDlexNWc0/kDaZbAya2gc0LDj/yYTkBidh4dOEihZZmKM2taOa/eb3Mb6DExzgQQY4WDCyiAIFlA0WzT+QNplsDJraBzQsMO81MNwyRP9viA49NDwMFuaoTe2oZr/5fUwvQxhREBhB165d3Z4F/jcEhYAFlfS5PZTV/ANpk8nGoKl9gLDwOQAWBNi49P++UEcUTFtkYY7a1I5q9pvfxwgLHTAwHQoLFgIUW265pYs0DBbNP5A2mWwMmtoHUsICEGBkoUMPpi2yMAdtagc1+9njYxoWnPsMHtzdEL3ByQINC1SyyCJ7BtQml41FU/mA/xN18AAswJF8KIsbnD4scI6liG1wmoM2lYOa3ezxLR8WjC4cLLDBiciibdu2de6C+NCwJzizZ0BtctlYNJUPRC1DErDo2k26dOkSCQuGIbYMMQdtKgc1u9njWzqywNxnZIF00KNbdykoKAiFBRVtzyJ7BtMmlo1FU/oAIgvuUUByheFggYghChZa0SILc9KmdFKznR3+RVhw7jNgcMsQQCDdMgQVDRbZMZg2qWwcmtIH9J4FgUHp7oakggXIYssQc9CmdFCznT3+xR+SERCQXI6khAWVDBbZM5g2sWwsmtIH0sICPybjrVMAgpCgBF3sOQtz0qZ0UrOdHf7FZYjeqyAH3G9DsMHZrl27OjufDENQCcoGi+wYTJtUNg5N6QOEBec/QYFzBwt/z4KAgAIJYxuc5qRN6aRmOzv8Sy9DOPfJgcjIQhMFygaL7BhMm1Q2Dk3pAxoWhARZ4DY4sQxp3779BssQKPEwWJiTNqWTmu3s8C8fFgAGGZCMLHxYMAQhVQwW2TGYNqlsHJrSBwALAIJRBdPgQNCtW3fp2rWbbLvttkklKgIYhIbBwpy0KZ3UbGeHf/kbnIQFZNCtWw/p2rW7tG9fFxZaCWm7G5Idg2mTysahKX3AhwWDBQeL7t17SkFBtzqw4NJDA8MiC3PSpnRSs50d/hUFC0Aj6Na1hxR0QWTRQX7/u7q/MgMsCA6DRXYMpk0qG4em9AHuWXDeM2BwsOjRrad07dpD2rezZUhTDoLZtkkeBx9AZAFQaFgAFDgPuhV0k64F3aVdu/bJzUzShJWgbJGFOXscnN36uHF+qpchnP9cYQTdu/UQLEW4wQkwEBaUBouNGwBzYLt+cfEBDQvO/yQsurrIonaDMwwWIIzdDTGHj4vDWz8b7qtRsAAw3DIEL+Nt327DJzg1OGwZ0vABMOe1axcXH0gNi67dBD9Rj/rVKUMRiyzM4ePi8NbPhvuqhgWDBcjEBme3boLIgrCgAgoJCkiLLBo+AOa8du3i4gMaFnr+Ix3gR2SILPzfhqCQwABADBbm8HFxeOtnw33VhwXmPgOIoKBLFxdZEBa6UJPFYNHwATDntWsXFx8IgwU54H51qvcsNCyYxt8XGizM4ePi8NbPhvuqDwuCwu1ZFHTtWieyYCFDD57bBmfDB8Cc165dXHzFDyIjAAAOgElEQVQgChbgQPJ9Fnhhrw8IggJUscjCHD4uDm/9bLiv8rcheu5z7zK5Z8G7IVBiIdIEiMGi4QNgzmvXLi4+EBZZkAFB1y4FyWUIM8OAYbAwh4+Lw1s/G+6rYbDAnqXbs+hW0NUtMfTdEB2CMLrAsxg2CA0fBLt2du3i4ANhsCAPgq4FtZEFM7XkksQiC3P2ODi79XHj/DQMFmCAiyz85ywYSeglCfIMFhs3CObEdv3i4ANhG5wMHgL8wZD7IVn79nU2NqHAqALSbp2as8fB2a2PG+enUZEFeBDggSwc/tu9SRNCw/YsNm4QzInt+sXBB8JgQRa4yIKw8JceVEJkYbAwZ4+Ds1sfN85PM4YF4RAmDRYbNwjmxHb94uAD/p6FZoGLLPTfFyKK4F4FFJm2DU5z9jg4u/Vx4/w0ZWTh/0SdcNBEQdo2ODduEMyJ7frFwQcQWfjbETxPvs/C3+D0oWGwMGePg7NbHzfOT7kM0fOf6UhYMLKgoi1DNm4QzInt+sXBB1IuQ/icRYcOHZL7EwQFJGCBw2Bhzh4HZ7c+bpyf+rBgsAAWJG+d8rchGhBIc71isNi4QTAntusXBx8ALBggaFA4WHCDEz9RJxgIDEgetmdhzh4HZ7c+bpyfpowsCAtGFj5NCAuLLDZuEMyJ7frFwQfCYMEgIvnbEOxZEAyQUKASzg0W5uxxcHbr48b5qX/rVDPAwQIg8GFBcDDSsGXIxg2CObFdvzj4AG+dcv5DkgFJWPjPWfjKBgtz9jg4u/Vx4/xUw8JfXSSXIelgYcuQjRsEc2K7fnHwgYxgEbUMYRhisDBnj4OzWx83zk/9DU5GF5DuCU78onT77bdPbnBqBcAC57YM2bhBMCe26xcHHyAsMOe5FUEeuGUI3mex3XbbJe9+sJDKkB07dpTXX3/dDrsG5gM57AMzZ85MQoLznzxIRhaAhV/Ic+yGbrHFFhIEgR12DcwHctgHNt1002TQwPkPCWC41+phGaJhwUJI/GcA5Oabb25OksNOYl8E9kUIHwAsMN81A3iehIXes+B9VSqBKgYLcyYDSu77gA8LLkHAguStU8CCkIBkmsAwWOS+oxgMbIz9ZQhgAQaAB0HB+r8vJCx8SBgszIEMIi3HB3RkwbkfCQutAKoQHhZZtByHMTi03LH+2c9+lpzzZAEYABYk/0WdG5wMOyCZRiWDRct1IINHyxl7P7IAKBgwBF06J/6RTG9wAg4EBRXt1mnLcRiDQ8sdax8WYAEZ4CILPJTlw4IhCG+dGixargMZPFrO2PuwYNAAHiRhwWUIIQElHYIYLFqOwwAOP/7xj+WnP/2pkwaLljP2aWBR4P6aMAwWBAegEfc9ix/96EeCwxw/2vEBCIxz69atpbCwUI466ijp37+/tG3bVn7961+3OHBssskmzmfoOw2VsBMXv/NhQQa4yKJz587uLVhhsNAhSFwjCwzw1ltvLX/9618lLy+vxTl8OiclIPCr406dOslxxx0nl112mZx77rly6qmnOonfC0yYMEH22msvwesXAY50duNe/pOf/MR9VnzmjTl22203F6HH5XqkhAX/CsCHhSYKIos4wgJE32abbeSQQw6RGTNmyN577+1C67gMXFP1E9dls802c29HwztYDz74YDnnnHPcccwxx8jYsWNlp512co/677LLLu58ypQpDhxnnXWW7L///klw/OIXv8hJcOD6DBo0SE488cQGH6effroDb58+fWJzjXxYcHPTRRaABd5VQVjoaEIDI47LkN/85jfyt7/9TeDgffv2lZ///OexGbSmAAWiLCwx8FsgXJdp06bJeeed56KJMWPGyB577OGWIfhWZfsAC/Yu4DSALUBy/PHHywUXXCBTp04V1MMvkhG9IUphvbhLfBZ8QbZp06bBB64LfS8u18OHhWZA8nHvKFiQLHGDBR4uGTZsmFx00UUyefJk2XPPPWWHHXZo0IG/SUDojckWl0H3+4lvyqKiIjnhhBMEy4rp06fLvvvu65YeWJ4BpOnW1iiHHvSxfN1nn33klFNOcREHIo+BAwcKAO23ne3nGFvcDWyof/j1GG1hTiG6wBdVtl8D9i8MFgwgAgw6f3XKTE0TpAGMOMECTv3HP/5RLr74Ypk3b55ceumlLsQ+++yzpSEHljAIzxFOxnEywBGwHLviiivkpJNOEkST2Hv41a9+1eBoAOAEgGAH/oNoA3scAAkdLy5y9913d8vUhvhGWB3AA589V2BBBrhbp1yGEBaUhAbO4wQLDBRCyIkTJ8rs2bNl0qRJbqL37NlT6nv06tXLrV1xZ+DCCy+UkSNHukkSl4nAfrZq1UquuuoqGTFihGCZkS6KYL10EnZgb/jw4W7C4c5JujrZVo7njObMmSOjRo2qt39of8Jezvz582XnnXfOOViABRssQ7jsICgo47bBCSfGehMbVGeccYbbsMM6FN+I9T1QD6Eq1uvYCMSdg2xz+HT9ISyGDBnSJH3HrVaE3HGGBV5aXV/f0PpY6s6dOzfWsMDyHXOeAYPmgVuG4P2aCJlQwIOQ4HncIgtMHgzkjjvu6JwYa2rAY2O+UXGHABMCS7e4beYZLKKfL2Fkgb2pdNBNVY7lTBgs4nw3hByAdJEFlyHI0CShYhyXIRxU7ORjKYFNPUQGv/zlLxvsENgEwx0EwFXfMWBb2SwNFj88LBCBwl/gf9nsG7pv2OBkVEEe8Ny9zwKw0L8N8YEB5bgtQ/QFQISBXfxMdvx1PaYRjWCHG7v9uBWGCGNjIhTa/SGlweKHhwWiT/gNvrB+yLHemLbS3A3p5HazNSwYUWgZx2VIJhcNkcaf/vQnBwBAwD+wWYW1KDbwsNt/6KGHOvJmYjubdAgLPIDlf8bGOB83blzsNzgRAWzMtcCtetx94wZnNo1/pn1JDYtOiVunYbDQEUacI4tUFwqbWnhWAJugUQeiidNOO032228/wboWkUoqm9lYxluneO4k6nM2NP/MM8+USy65xO3n5Ofnx+7a4FbyrFmz3PMiDb0GqHf++ee7uyoATjb6QCZ9IiywmtAHAocAvwfgngXXJjqiQBrQyFVY4LkJPPuPTcuwA9cHkQWiD+jGbflBB8ESLNXnDPvs9c3D72/4QBLbjYOEf+Pp1Pp+3jB9+Euco3D/bohmgYMF74agQAMDaUYXuQqLODiz9TF6v8GuTeNeG8JCQ4LpoFPHji6y4DKEsAAkdDrOtDSHalyHsuuZu9eTyxACgsECZNC5U/oNTigaLHLXQWzy29jSBxhZMFDg6sLBAps7WIYwsiBJfLIYLMyh6FAmc9cX/MiC0AAPgk6dE5EFn+D0IUF42J5F7jqITX4bW/oAIwtyQMugU+fOLrLwYUElksVgYQ5FhzKZu76QESzws1pGEQQEzvF2bxwGi9x1EJv8Nrb0AQ0LcoCBQ9Bl/Ts4sWdBWLAQ56iAw/YszKHoUCZz1xf0noWGBVgQdO6UeGEvIgtCIkwaLHLXQWzy29jSB6JgASa4h7LwAo90sABl8ASjPvCOB30OoOhzpqGny1LV03qsD6nzUd+3wXPoaV1tg2nq8pz2dV2kw/RYh21Ah2mWaalt6LTWYTrKDutRQt/XxbmfR7u+hB0efhltUPrlfj1fD+f68Ov75359lvOzspyS5ZlIvw5t+p8Btv6/tntNjSKKggCcVWQJWYLJ/lcmFfxipbjdMxH80dS59Tp3QJsxKLb3pNvXPlxQd3M7y7a35/aH5w+fec/xXOWTudL0yLcvP27wZcE3i3yr+Pxm8fH+8fkDzn1ZMAguRm/uyr++zmR2Idi6bGN87e2ZT0dr4aLvw7u8ru3gDx+P/7FNfzCaHJRb3bmxvX2P7sLD1q66wscfLz+U0dd36Lmzj7yd0w83u/eIjydo1tl+3B0mLwPjz9zn3bOek25vtNOvB/pPsPdk9qTD3Pfu7iuep7txp8xyX/82pF8WMXmUBTvswq2bo/Fuz+Z4+XN+tIsHytof1NucOZpsuM7jm1uPczx59MnSg3nC6+PZM/7kb02nfJ/dRQdNfjP0YGvxP5O5y9P2N0967YK8P0V3lNszPns8OLh32DPfI9zdOS+ngxbcfc6bdabrCp648DK8fe65O9K1fc4v7x9/v1kgLdrCLnUBmXj5e6bzL8qcusPRg1ddve+uv3fc9emwD+IX7Q9Gg+vbc3pP3fK0PeO7j+cKeaPz6IGvr69fGn8jn3xrmemZe0/PfPHy61vsfhpu89H18TRunhae1mjmC9p5tSd8Xo6yMFnzenTqb29zmT29P7266c6w/etxPmHnMr/8+vNvQ/LNosVT+BHncidfa5k9J2+4votsOPNVLnx364GtnTra1zoe57xIzx4arvH0Oda/5873vF17vvPSksmTnR7aCZ+5G8/VfexM/8nT+fbGv9pyfedk+Zvv2X4YzQy3I7wnfjrs/p5X12+nc1487c3c5+6UaT2cM11mu+j8MH7z58sif9377e3t680lqPgR8kN+S3KO5swHo9N21hVv+/Gwte6K3trprCN4l6V1Hw52l76T1h2ZeeD26DrxuFO2uezpvXKN8cucvHSezmaW6T9+tIeO2zNe1+7Z812+u8zP+n1O95BvHnfC0569++ZWf3ZX91xlcp88rdt3umt3Zo7328tCCDKdgsvlnJyn9Szqzmguaj6dwzWv047uxOnjDZ60zrbXPpn1Nc9rZ3ujObevd53mZ7x6T3l3oW3fVTa+k5c/aNa9yKNr/XtOPtzu3d7We26f3eHicbZTDi+Ld15cf/Tm5JvbDpkT35wu3J7xMDt5IC144ujR7vT49jN9+5nFT4p4g4+WttfcmZ67b3nZRR+qcT3/45x96c09r+56x8u1p+e+s13heuZpTgcuaOZflMHLNLaWeTudt+tRLv5T5sTpanzW587u2R20E9f+ntsb/kprX++5+tzxnD7T+tvT8+771/N2/
Nah begitulh teman-teman cara membuat tampilan untuk Menghitung Luas Persegi Panjang Semoga terbantu, Jika ada salah kata dalam penyampaian Mohon Maaf.

Enjoy 😁

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