Vika Kazanceva (Все сообщения пользователя)

Vika Kazanceva (Все сообщения пользователя)

Выбрать дату в календаре
Выбрать дату в календаре

Выдает ошибку программа Грандсмета, не открывает файл
 
Добрый день! помогите пожалуйста, кто сталкивался, вчера посчитала смету все сохранила. сегодня захожу в программу он не открывает смету, выдает ошибку, и изменил ярлык файла. Не хотелось бы заново пересчитывать....
Изменено: Vika Kazanceva - 20.08.2023 18:36:45
Устройство галтели из пескобетона - помогите в выборе расценки
 
Здравствуйте сметчики, помогите в выборе расценки, нужно расценить устройство ганетли из пескобетона на фасаде, я так поняла он будет и вдоль здания и между этажами. Вообще уже голову сломала
Какие расценки применить для резки листа нержавеющего, толщ. 4 мм
 
!
Какие расценки применить для резки листа нержавеющего, толщ. 4 мм
 
вот такой отбойник
Какие расценки применить для резки листа нержавеющего, толщ. 4 мм
 
[CENTER]Я со стороны заказчика, просто нужно правильно посчитать чтобы потом вопросов не было почему не взяла, сам монтаж я взяла по ФЕР09-03-040-01. но отбойник нужно изготавливать будет подрядчику. Поэтому решила уточнить как применить именно изготовление, и резку листа [/CENTER]
[CENTER][IMG WIDTH=584 HEIGHT=318]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkgAAAE+CAYAAAB2je/uAAAgAElEQVR4nOydf1DTd57/nxGBoAhBQSkqYJJWqz1Lt1sW+WJU6pD09vbW7jlTaG9G/ONsk9mb1jsP2htu1Btnrsl659q5Dd3+cdLZWRI73tSdvdsC4/mDsEhxrZxtrbUkRlQai0BAhMQQPt8/uPe7n8+HhB/yI4G8HjMZP/n8eH/enw/mk2dePxWCIAggCIIgCIIgOIsiPQGCIAiCIIhogwQSQRAEQRCEDBJIBEEQBEEQMkggEQRBEARByCCBRBAEQRAEIYMEEkEQBEEQhAwSSARBEARBEDJIIBEEQRAEQcgggUQQBEEQBCGDBBJBEARBEIQMEkgEQRAEQRAySCARBEEQBEHIIIFEEARBEAQhgwQSQRAEQRCEDBJIBEEQBEEQMkggEQRBEARByCCBRBAEMcfY7XY0NTVFehoEQYwDCSQi5rHb7VAoFPzFvrzsdntE52UymfictFqtZJt4rmIMBgPfZrFYQo4rvlaFQgGTyQQAsFgsIc9FzAzs/ioUCpSVlaGoqGjc/V0uFxQKBVwuF4DRvxuJKoKYO0ggETGNyWRCWVkZjEYjBEGAIAhobGzE1q1bIz01WK1WCIIAAHA6nVzw2O12OJ1OaDQadHR0SI6pq6uDzWYbd1xBEKDX6wEANpsNVquVfwmbzWY4nc6ZvpSYp6mpCZWVlfy92Wye8Bi1Wg29Xg+NRgOFQgGNRjOhqCIIYuZYHOkJEESksNvtqK6uhl6vh9Vq5eutVit0Ol0EZyZFo9HA6XSisrISFRUV6OjoQGlpKdrb22fsHK2trdi9ezfUajUqKipmbFxilNraWjgcjikLnLq6ulmaEUEQE0EWJCJmqampAQAUFxeP2VZaWorS0lJotVrudhK7vIDvXSAKhQIGgwGA1C3GrDLi/ZgViI0rPjYcJSUlMBqNfHxGU1NTWFfbVGlsbIRarZasE4/PrhmAxO0X6h6IXZbyfcQv8T0NdT/E6+x2O3dRvf3222PmxbaZTCbJceLXe++9J/k7iF1ecjfrRPdV/HeWuyjlL4vFgtzcXBw5ciTkuOLj2LWL773JZJLMz2KxSK5R/jeRX5d4rh999NG49w6QumnJ3UrENAJBxCgajUYAINhstnH3MxqNAgDBbDZL9tVoNILRaOTLbBsb12w2C4IgCDabTQAgaDQaQRAEwWw2CwAEh8PBx3Y6neOe3+l0CgAEAIJer5ec32g08rHF52PnD4Ver+fjiccUA0ByfWwf+fhsLKfTyefJ7hUA4eTJk4LZbObb2DjsXzYH8djye8nuDzsnu4c2m01wOByC2WwWjEajoNfrJXNm47J7GGqu4a5L/PcVw/ZzOByCw+Hg82DXGGpu4mtk751Op+R48b1jc2bnYfeJ/Z3ZcWx+8n3F1y7fd7x7J77/4v+nBBGLkEAiYhb2ZTmekGCIv5wE4fsvHfFL/AWk0WjGCCLx8YLw/ZfaRF9C8i829sU3EwLJZrOFvA/jiSC2Tf6SiwM5ckES6t6yfdg1i+fBRIT8XoQSd+z+yH8Diq+DLcsFEnvJ/16hxgh1TaHugXg88TWNJ4LE29iyXCDJX6EEElsO9f8o3L0T7zPRDwiCWKiQi42IWZhr7ezZs2O2uVwu7iIDvg9elrtcxMHd4jimffv2wel0wmAwjInpYS4nnU7HXWfjkZubCwBjxqmpqUF1dTWqq6tx5MiRCccJB5t3ZWXllLKkzGazJOB7NigtLYVGo0FlZSU6OjrGuAHNZjPq6+slLs3JoNFoUF5eHnIbuy7mxpoJNBrNYx+7devWsDFx7P9fuP9HCoUi7P+NcPeOXfNkAskJYiFDAomIWSoqKqDRaFBfXy9JiXe5XCgpKeFfxmJRVFZWBpfLxYNtq6ur+THi+CAmZuRf6ABw9OhRAEB+fj4aGhpCzo3FmcgRZ6gVFRVxcVZaWjq5iw6BWq3m47LsPTae2+0GALS3t0Ov14e8HjGFhYUAgKqqKgCYdLkEljnX2toKABJBwL7g2dhisrOz4XA4AExNhDidTuTn54+7DwuClwsvJqw6OzvR2dkpWReOkpISfo0s83D37t149dVXAQB37tzh59m3b5/kWIfD8dh/X0EQsGbNmpDbQt079jkoLCwM+cOBIGKKyBmvCCI6ELsTIHOtiOOJxPuI40cQwi3idDp53IvYlWY2myVjyV0nDPHYcsQxPPLzs/liHBeKeDtErhfxePLrE89DfM5QsVFiV5X4/OLxQ7mfxpuz+P6Iz8nmFS7OS3x94nnJ/w7h3Ibh3Eviv6k4TinU3MTXEGrcUC4v8b03Go1j5i4eS/43kV+XeK4nT54c996JzyM+jiBiEYUg/F+hFYIgiAjAavyMV7bAYrFQ+QGCIOYUcrERBBGVMDej3W7H7t27Iz0dgiBiDBJIBEFEDBa3xQLaxWRnZ8PpdIas0UQQBDHbkIuNIAiCIAhCBlmQCIIgCIIgZJBAIgiCIAiCkEECiSAIgiAIQgYJJIIgCIIgCBkkkAiCIAiCIGSQQCIIgiAIgpBBAokgCIIgCEIGCSSCIAiCIAgZJJAIgiAIgiBkkEAiCIIgCIKQQQKJIAiCIAhCBgkkgiAIgiAIGSSQCIIgCIIgZJBAIgiCIAiCkEECiSAIgiAIQgYJJIIgCIIgCBkkkAiCIAiCIGSQQCIIgiAIgpBBAokgCIIgCEIGCSSCIAiCIAgZiyM9AYKYLYaHhzE8PAxBEJCUlBTp6RAEQRDzCBJIxIIiGAxieHgYgUAAgiDw9YFAAPHx8RGcGUEQBDGfUAjibxGCmIcwUTQ8PIyRkZGQ+/h8PmRkZMzxzAiCIIj5CgkkYl4yMjKCQCCAkZERDA8PT+qYwcFBrFq1apZnRhAEQSwEyMVGzCsCgQCCwSACgUDYfYaGhtDR0YHbt28jPz8fKSkpAAD6LUAQBEFMFrIgEVFPMBjEo0ePxrUU+f1+eDweuN1u9Pf38/WZmZl44YUX+HuyIhEEQRCTgSxIRNTCgq3DCaNgMIjOzk54PB54PJ6Q+3g8HgwMDCA5ORnAaCwSQRAEQUwEWZCIqIOJonDCyOPx4O7du7h37x6CweCE46nVamzatIm/JysSQRAEMRFkQSKihkAggEePHoXMRBsaGoLL5cLdu3fh9/unNO6tW7eg1WqRmJjIz0MQBEEQ40EWJCLiDA8Pw+/3hxRG/f39cLlcuH379rTOIbciDQ8PIy0tbVpjEgRBEAsXsiAREWN4eBiPHj0K6Sbr7u6Gy+UKG1s0VeRWpIGBARJIBEEQRFjIgkTMOSMjI3j06FFIV1d3dzdu3LiB+/fvz/h5xVakYDAIhUKB1NTUGT8PQRAEMf8hCxIxp/h8vpDCaGBgAF999dWMWYxCcffuXWzYsAFxcXGIi4vD/fv3SSARBEEQISELEjEnhIsz8vv9aG9vh8vlmpN5bNq0CWq1GsCoFWnx4sW8BABBEARBMMiCRMw6jx49GpN5FgwG0d7ejps3b85pVll7eztycnK4Fam3t5cEEkEQBDEGsiARs8bw8DB8Pt+YFh9dXV344osvMDAwEJF5ya1ISqUSSqUyInMhCIIgopNFkZ4AsTDx+XwYGhqSiCO/34+2tja0tLRETBwBo1YkljkXFxeHb7/9NmJzIQiCIKITcrERM8rIyAj8fv+YKti3b9/Gl19+GRVFGv1+Pzo7O7F27VoAQHJyMnw+H1mRCIIgCM6MWJAMBgMUCgUUCgUMBsNMDEnMQ4aHh/Hw4UOJOPL7/WhpaUFbW1tUiCOGOChcqVSSFYkgCIKQMG2BpNVqUVxcDEEQIAgC1Go1iaQYhLnUxHR1deHChQvo6uqK0KzC09/fLykpkJycHLb3G0EQBBF7TCtI2263o6qqCu3t7dJBFQo4HA4UFRVNe4JE9DM0NCQRF8FgEF9//TWcTmcEZzUxKSkp2LZtG3/f39+P1atXR3BGBEEQRLQwLQtSR0cHtFrtmPV6vR7Nzc3QarXc9aZQKPDee+9J3ptMJgBAU1PTGBed3W6X7KtQKNDU1MTPwcY2mUzcxWcymWAymfg2sRtFfA6LxSIZU/ze5XJBq9VCq9XCZDLx/dl85OMYDIaYtZiNjIyMEUd+vx9NTU1RL44yMzPx5JNPStqcJCQkhGx7QhAEQcQesxak3dPTg3379iE7OxuNjY04cOAAWltbYTQaodPpkJ+fj5KSEgBAeXk5z3YyGAywWCyoqKhAR0cHKioqYLFYAEBikWpoaEBJSQmsVitMJhM0Gg2sViuamppw4MABnDp1Cq2trTydu6ioCGazGQBQUVHBx8nKysLZs2chCALsdjuOHj2KhoYGaDQa6HQ6WK1WKBQKOJ1OCIIAi8UCh8OBI0eOoLCwEIWFhTFpKQsGg/D5fJLCj/39/WhtbR3jaosW0tLSsHbtWmRmZvKebGKUSiXu3LmDnJycCMyOIAiCiCamJZCys7PHuNcAoL6+HlVVVSgqKoLdbgcw2gdLrVajsbERZWVl0Gg0ISsol5eXo7GxcdJzMJlMyM3N5e+LiopgMBhQXFyM0tLSMftXVlaisrISAGA2m9HZ2Yn6+nooFAoAgEajwYEDB6DRaPjxer2eH19YWIitW7fy93V1dZOe60JheHg4ZLzR5cuXoyoQGwDi4+ORnZ2NdevWISkpKex+nZ2d8Hg86O3txZo1axAXFzeHsyQIgiCijWm52JiAYK4ytqzX68e1qthsNjQ0NHBR4nQ6uZDq6OiATqebVOsJp9MJnU6H3bt3AxjNTLLb7Vy0iOfFMJvNEASBW5OysrKg1+t5kHk4wadWq9HU1IQjR47A4XBAr9ejqqoq5txrocSRy+VCS0tLVImj+Ph4PPXUU3jxxRexcePGkOKot7cXn3/+Oerr69HW1gaPxwO/3x/17kGCIAhi9pm2i629vZ3H/ACj1hYmUFwuF8rKygAAOp0OAFBdXY3q6moAo9YatVoNh8OBrVu3oqysDEajEbt374ZGowEAbu0BIHFnMfdcY2Mjqqqq4HQ6cfToUQDg53Q4HPzYpqYmyVhsubCwEMXFxZL5W61WOJ1Ovs5ms8FisaCyspLPFQCKi4sBjAalm81mnD17dkFblEKJo6+//ho3btyI0IzGEh8fj3Xr1kGtViM+Pn7M9oGBAXR2duLu3btjrmXp0qXIyspCZmbmXE2XIAiCiFKistWIy+XC0aNHYbVa+TqLxTJn8T4ulwslJSUhrUmxSrSLo/GEUTAYREdHB+7cuYMHDx6MOS47OxvZ2dlYuXLlXE6ZIAiCiGKiUiBFGq1WC6fTCaPRKBFpsUowGBzTNiSaxNHatWuxadOmsMLI6XTi0aNHfP2iRYuQk5OD1atXU1o/QRAEERISSFGG2+2GSqWCSqWK9FQAjKby+3w+Sfp7tIij+Ph4bNq0ibcMYYQTRiqVChs2bKAgbIIgCGJCqBdblHH8+HGsWrUKubm5cLvdKC8vh8fjQV5eXkTmE63iKCMjA88999yYdP2bN2+GFEbPPPMMWYsIgiCISUMWpCjF7XbD4/HA7Xbj+vXrKCgowMmTJ3Hs2DGcPn0a5eXlsz4HeRHIW7du4erVq7N+3vEIZzUaGhrClStX4PV6+ToSRgRBEMTjMiPNaucacXVtl8sVMp1f3EBXXlWbVc5mBSjZOlZqQLyP/Ni5Ijc3FwUFBSgtLcWhQ4ewfft2VFZWwuv14n//93/h8Xh46vr+/fvh9Xpx/fr1GTu/z+eTiKOurq6Ii6OUlBTs2LFjjDi6ffs2GhsbuThSqVQoKiqCXq8ncbQAYBXt5S/x53WyiI8Xf/6JqSF+vtrtdtjtdkmnA0D6DJX/vVhHAnGZlKamJsmzXNy14HH+1gQxXeaVQHK5XFAoFLDZbLxuUUlJCS8hIN6vqqqK72M0GnlFbZPJhA8++ACCIKCiooKPmZ2dzVunMEHE6iWFEmBzjVKpxIYNG5Cbm4tjx44hMzMTN2/ehNfrRWpqKlQqFV5++WW43W4YjUZe1+dxGB4eltQ06u/vx+XLl2fqUh6LlJQUFBYWSlxqPp8Ply5dwueff45gMIhFixZh8+bNJIwWIIIgwOl0QqPRQBAE2Gy2KY9hMBj4M4F9/ompo9VqoVar+X1sbGxEY2PjmAzj7Oxsvo/ZbEZ+fj6A0TZSW7duhdPp5GVRtFot7ty5g9zcXP6jtLa2FoIgwOFw8NItBDGXzCsXm8lkgsvlktRZOnXqFCorKyUZVi6XiwsidpzVaoXdbkdZWRlCXbJCoZDUcBKj1WrnVcp/XV0dCgoK8NJLL+GTTz6ZcsD3wMAAv0d+vx8OhyOi7UMyMjLwwgsvSAKrb9++jWvXrvH4qBUrViA/Px8pKSmRmiYxy0y3/Ibdbg9ZXZ+YPKGeoRaLBR988AFqamokIkn8HGbPYJfLBY1GE7KZucFgQH19fcjns8FggNVqlTzXCWK2mbYFiZlaWdNaeYNaZqERN4eVr2ONZsXm1FANal0uFy/OCIwWi6yoqIBGo5GYYMUfIrvdjldffRUAUFNTA71ez8dmY7JCj8XFxSGb7zKrkvg44HvT/+HDhyX3QHxf5GbnucBgMEClUuHjjz+e8rHydP7PPvssouIoKytrjDi6du3aGKvRzp07SRyJ8Hg8eOedd+DxePiv7x07dvD3bW1t2L9/P+rq6vDuu++ipqYGNTU1ePfdd/k2+bHAaBFWj8cT9ti6ujrs378fbW1tY46dadhzQu4OFy+zfT766CMAkDxvAKmrSO5yY59vrVbLz8GaWIf7fIdqiC1uds2OYcez/UwmE3cp2e12STNu1oA7HPLrl7sk7XZ7yOuUP6vl+7Dt4vvS0dEhab1kMBiwe/dulJSUoLa2VjIv9hx2uVy8HdSpU6eg1+uxdetWyf3TarUoLi6G2WwOG9agVqv5HNnzXuyqk4dEhAqlIIipMC2BZLFYUFxcDEEQoNVq8d5772Hfvn2w2WwwGo1wOp1obW2VmFmbm5uhVqths9ngdDp52w6r1Qqz2Qyz2cx/5ZnNZsmvDLHwMRgMk/olKTb9tre388a4RqMRFouFm4rdbnfI3nIWi4X/crHZbNDr9fzD6XK5YDQacfDgQZjNZmi1Wi4AQ81/rlGpVFi3bh18Pt+k9g8EApK4I6fTifv378/W9CZk7dq1eP7557k4CgaDuHr1KtxuN4BRq5Fer8fTTz8dsTlGM+vXr4dKpcKbb74JADh48CB/n5ubiz179iAvLw+7du3C9u3bsX37duzatYtvkx8LAG+++SZUKlXYY/Py8rBnzx7k5uaOOXamKS0thdFo5C5zs9mMo0ePcoGvVquxZs0aOJ1OZGVlSdzuDQ0NvC0Rc+OcPXtWMr7VaoVGo0FDQwOys7MBjDbJPnDgAKqqqmCz2dDc3Cw5hj3PKioqJMvs3KzRtdhSzebDljs6OnjD7AMHDkCn04V91jU1NfFm2+z6AUjckR0dHSGvs6GhgYcrAKOWZ/GctVotX2aw+wCMPhurqqomtOq0traisLAQwGjyCXvm2mw2HDlyBMDoszk7OxtutxuCIEjGbGpq4kkpdXV10Ov1qKmpAQDcuXNnzNxPnTrFzyWfP0FMhWml+bvdbm6dEX/g5Q1qge+LL7IeaOPBLDpydDodampq4Ha7UVVVBWBUpDidTu7fngi2n06nkzTFDVUQkgkd8Ye1vLycfzjljXXLy8tRW1sLnU4nsXRFCqVSiZs3b8Lj8Uga+oZiZGQEfr+fv+/t7cXXX38921MMS1ZWlqS0QTAYxGeffYauri4AwLp16yb9N481ampq8Omnn/KWPgUFBQCA7du3S96z+xuqtQrb9jjHsnXyY2cL9iVbWFjIxbPRaOTPoaKiInR2dkqsMPv27UNHRweAUUtRdXW1xDIi5tSpU3C73bz9kVqt5kIk1HND3Pxar9fzZ5TY+sxgX96sdRIASauliVyKd+7c4c8asRAQW2DY+omuUwxr+C0Xjfn5+SgrK5PcW2BUbLG/g5zGxkbJfWIxo/n5+fw5DowK3lAu0NraWsnxxcXF+OCDD0JamcrLy1FVVYXCwsJJ9/QkiHBMy4KUm5s7xqwqh5m8GxoaJKKHPZzkyOOJxJSWlqK4uBi5ubn8g2kymSRB2GKampokAdz79u3jvy5YU9zx5s1ceMxUD4x+qNvb20POv7S0lH8pRRNbtmyZMGA7EAjw+x4MBtHW1iapfzSXpKWlScRRIBDAp59+ysXR008/TeIoDB6PB7t27eLWm1iiubmZ/xBgVh5GUVER6uvr+Rem2+1GYWEhtFotdDqdpG+jHLfbPabtkdVqhU6nC9msmjW/ZmOq1WpuzWEvOQ0NDcjKyuLPHWYBamhoGNe9tmbNGnzwwQcT3BmEvM7Ozs6Q+9bX13ORIYf1zqypqeHCi7mwJhPf9eqrr/IfmJ2dnRJhGG7eBw4ckJwHGH2Wl5SUjDnnmjVroNVqUVtbizVr1kw4H4IYF2GaaDQaAYAAQDCbzYLT6eTvbTab5L14X41GI/xfgLgAQDAajZJx2LLD4eDncjqdgtlslmw3Go1h5xZqG5vDeMc5HA4+Pnux69BoNILZbBZsNhvfdujQIQGAoNfrBaPRKNkmnn8kuXjxYthtgUBA6O/v56+2tjbht7/9bUReH330kXDv3j0+l+7ubuG///u/BbvdLtjtduHatWtzeNfmH6WlpUJ1dXWkpzHjiD+T7NkhCILkuSFez7aFG8NsNguC8P3zgP3L1ovH1mg0kmXx88dms0nOEeoZJn9eyJ998n1sNpvkOcXOffz48THXKL8Her1ecl3sHsivU/xc0+v1/Nhw85efL9zfQ47NZhvzDBTfy/GQP4MdDgefo81mE4xGY8i522w2yf2Wz58gJsu8ymIjHg+fz4cdO3bg3LlzUCqVY7YPDg5ya5Hf78eFCxck7ra5pLCwECtWrODvL1++jHv37gEYtd6tW7cuIvOaD5w+fRrbt2+PmjY1c4HJZIJOpwtpvbBYLFEdf6JQKMJaywmCiDzzqg4S8XgolUqcO3cuZLG1QCAgcaW1t7dHTBxt3LhRIo5cLhcXR9u2bSNxNAG//vWvJZXEFzp2ux3V1dUoKyuTxJqw7Kvdu3dHcHbjw1xzoVx0BEFEB2RBihF8Ph/27t3Li0wyxO1E+vv70dTUFJHYo4yMDB7UCwA9PT1oaWkBADz33HN46qmn5nxO8wWfz4f9+/fj2LFjIS2EBEEQxNQhC1KMoFQqceLECR4gCYxWzBan9X/99dcRC8zeuHEjXx4aGsKlS5cAjKYVkzgaH5/Ph/Xr15M4IgiCmEGmleZPzC+USiXu3bsHr9cLlUolEUd+v59nic01mZmZkiKPV65cQTAYREpKCmWrTcDp06dx8uTJx2q9QRAEQYSHXGwxBnPH/Ou//qvEWnTt2jU4nc6IzGnbtm1cIHk8Hnz22WeIj4+HXq/H0qVLIzKn+QCLN/J4PNiwYUOEZ0MQBLGwIBdbjKFUKpGTk4MHDx7wdcFgkFeknWvk1qNvvvkGAPD888+TOJoAs9mM999/n8QRQRDELEAuthjkjTfewN/8zd/AarVCqVSis7MzYplr69ev58sejwcPHjyASqVCTk5OROYzX6irq0NlZSXFHREEQcwSZEGKQVJSUvCzn/2Mv797925E5pGRkRHSevTMM89EZD7ziZMnT+L69eskkAiCIGYJEkgxSCAQwM6dO1FUVIRvv/0WPT09EZlHWloaX+7p6eHWo9WrV0dkPvMBn88Ho9GIY8eOScoiEARBEDMLCaQYJBgMQqlUorq6GoIgRCy1Pz09nS/fv38fAFmPJkNOTk5MVcsmCIKIBCSQYhAmiLKzs7F9+/aIVF+Oi4uTfMn39vZi6dKlZD0ah7a2NuzYsQNvv/12pKdCEASx4CGBFGOIrUWrVq3CP/3TP0UkWywtLQ1xcXH8vdfrRWpq6pzPY77g9XqRm5uL6urqSE+FIAgiJiCBFGOMjIzw5WAwiKVLl+Ktt95CIBCY03ksX76cL/f39yMYDGLVqlVzOof5RE1NDQ4fPoy8vLxIT4UgCCImoDT/GENsQXr48CHi4+Pxi1/8Al6vFxkZGXM2jyVLlvDlvr4+AMDKlSvn7Pzzibq6OpSXl1PGGkEQxBxCFqQYpre3ly8fOnQoYp3gh4eHsWjRIgo8DkN9fT3a2tpIIBEEQcwhJJBiDHFnmYGBAQCj1pxf/epXPJNsLhDHHwUCAUnKP/E9+/fvx5tvvont27dHeioEQRAxBQmkGEYcdxQIBPCb3/xmzmKRxK4+pVKJxYvJ2xuKVatWITMzM9LTIAiCiDlIIMUY4XoTx8fH4/Dhw/jTn/40J/MYHBzky0lJSZKYJAK4fv06tmzZgrfeeotcawRBEBGABFKMIc5ikxMIBOBwOOYkFknc+y0xMTFiveCiEZ/Ph8zMTBw7dozEEUEQRIQggURw4uPj8fOf/xyXL1+e9XOJA8RTUlJIIIk4ffo0jEYjtRIhCIKIIBT4EWMoFIqwbjZgNGC7s7MTg4ODs+r26u/vRyAQQHx8PIBRNxsBtLS0oKCgALt27Yr0VAiCIGIasiDFGIsWff8nDydKSktLYbfbZz1gu7u7my+vWbMmYmUGoomWlhacP3+eXGsEQRARhixIMUy4L+H4+Hikp6dLLDyzwd27d7Fy5UrExcUhLS0NCoUCDx48wKJFixAXFweFQoG4uLiYyXB755138PrrryM3NzfSUyEIgoh5yIIUY4jrDyUmJobdb+fOnfiP//iPWbMirVu3Dn/2Z3+GRYsWQRAEKBQKvm1kZASBQACPHj3C0NAQHjx4gKGhIfj9fgQCAUmJgIXEqlWrqFgmQRBElBAbP80Jjjj+aLwYoyVLluD555+fcStSQkICtmzZgpSUlCkdNzw8PGbd4sWLuZWJWZ3mI16vF1u2bMHFixdJIBEEQUQJJJBiDLGISElJQXx8fFgr0dNPP41///d/x9LNCMkAACAASURBVP79+2dEJCmVSvy///f/xgiz27dv47vvvsOjR4+wePFipKSkID09nc8vHEw0sfkrFAosWrQIixYtwuLFi/lytOPz+XDixAkSRwRBEFEECaQYY/HixRKX1ooVK+DxeELuq1KpsHXr1hkRR4sXLx4jjrq7u3H16lXe8oTh8Xhw48YNAEBycjJSUlKgUqmgUqmwYsWKsOcQBAHBYBDBYFAimlgM0+LFi6Munqmurg6HDx/GxYsXIz0VgiAIQoRCGC/nm1iQ9PX1ccuKy+XCl19+GXbfwcFB/OM//iMOHTo0LQvHCy+8IGmZcfv2bXz++eePFU+UkpKC1NRUpKWlISUlZcp93FgAOHPLRUo0Xb9+HQCQm5tLWWsEQRBRBgmkGMTv9+PRo0cARhvWnjt3btz9Ozs7kZGR8diWpCeffBIbNmzg72/duoWrV68+1ljhSEtLkwim5OTkKR3PxBITT3Mhmn75y18CAN56661ZPxdBEAQxNaLL30DMCeI4JObC6u/vD7v/kiVLYDKZYLVapyySEhIS8OSTT/L3vb2941qsHpfe3l5JdW5WOiA1NRXLly9HamrquMUoR0ZGePYcY/HixWOsTTPF+++/j+3btyMvL2/GxiQIgiBmDhJIMcjixYsl2Wm5ubnjWnRUKhV+8YtfwOv1IiMjY0rnWr9+PRcWwWAQly9fnpM0/WAwiPv37+P+/ftwOp0ARus7qVQqpKWlYfny5UhJSRm31MHw8PCY7DmWOTcTQeAUlE0QBBG9kECKUcRf7GvWrMGXX345rnBJSEjAP/zDP+AXv/jFpL/Yly5dKil66Ha7MTQ09PiTniaBQABdXV3o6uri65KSkpCamsoz51Qq1biWolCZc2K33ESiyev14qWXXsLHH38sickiCIIgoguKQYpRRkZGeNVqALh69Spu3bo17jFTrYm0adMmqNVqAKNxT//zP/8zL4o8Jicn83im1NTUcTPnQiF2x8kz57xeL9xuN7nWCIIgohyyIMUoixYtgt/v53E569evx507d8YVMFMRR3FxcVi9ejV/73a754U4AkYD1+WlB8SCiS2Hg8UzAd9bmuLi4nDjxg2Ulpbiiy++mL3JEwRBEDMCCaQYJiUlhX+BJyYmQqPR8PpD02XVqlU8vicYDE5onYp25EHgAHgxSyaYxsuc6+zsRE9PDxwOB3czygtaztdK4AQRq1gsFlRWVvL3NpsNpaWlEZwRMZOQQIphlEoluru7uTVEq9Xi1q1b8Pv90x5bHMzd1dU1I2NGGywInMEy51jWnDhzzuFw4IsvvsALL7zA9x8ZGeHlFhizmTlHEMTM43A4UFRUBJfLhZKSEhJICwgSSDFOcnIygsEgrwH0zDPP4PLly9MeVxyAHK5S90JDnDnHSExMRGNjIzZu3Ii//du/nTCOK1TmHOs1N5/apxBELFBRUcGXT506Ba1WG8HZEDMNPWljnNTUVHz33Xf8fVZWFrKysqY15rJly5CQkMDfx4pACoXf74ff70dPTw+am5tRV1eHM2fO4PLly3A6neju7p4wNou1ThkaGsLDhw8xMDCAoaEh+Hy+kE18CSIWWLduHc6fP48dO3agpqYGhw4dwqFDh1BTU4O9e/fybW63G+vWrQMwmnXK3ouPnQ52u523bqqrq+PnYa+mpiaYTKYx6wwGg2Sd+OVyufi4f/3Xfw2FQgGtVgutVguFQiEZ77XXXpOMq1AoYLfbJeNbLBbJnNk2g8HAx2LLbFtTUxPf3+VyScZiy3a7nc9Tfl1sP5PJJJmX+BpMJlNUi0rKYiPg8/nQ39/P3UHBYBCNjY1jApUny7p16/DMM88AAPr7+3HhwoUZm+t8IhAI4NixY3jllVeQk5Mz7r4sAJzFNE21fQqzLEW6fQpBzAUKhQI2mw0GgwFutxuZmZnw+XwARkMHvF4vMjMz4Xa7sWHDBrS1taGgoADnz59HQUEB2trasGHDBn7sTJTcMJlMcLlcXCQB4MKkoqICWq0WDQ0NAEatTRUVFbBYLJJtarUaCoUCgiCgqakJWVlZUKvVkmNLSkrQ3t6OpqYmHDlyBHV1dTCZTNDpdOjo6JBYtQBI9pPfQ0EQeByVIAhwuVzo7OzEnTt3xoxlt9vR2NgIq9UqWdZqtWPmo1AoYDab+bXV1NSgqKgIFosFu3fvRklJCRoaGtDa2hrVLkl6ihJQKpW4desWEhISuKvthRdeQGNj42NlnomDleWBzbFEIBDAT37yk0lZ5Pr7+8dUMxe3TmHiKRzizDkGE0usVhOJJmKhcO7cORQUFECpVIYsmcEED9tWUFAAANi+fbvk/UyW23j11VexdetW/l6r1cLpdMJsNkv2U6vVY0SMGKPRCLvdDgAoKiqa9PnLyspgs9kk60wmE6qrq6HX60MeI7csqdVqHD16FABgtVrH7F9dXY3q6mo+T5fLBafTyS1oYtg1lpSU8HW7d++GRqPh69vb2yd7eRGBXGwEgNEP8zfffMPfJycn4wc/+MFjjbVkyRK+/PDhw2nPbT7S1dWFN998E1qt9rF72PX29uLWrVtoa2vDhQsX8Pvf/x4XL17EtWvX0NnZOWHRTdY65dGjRxgaGsKDBw8wNDQEv9+PQCAwb8ouEIScw4cPw+v1Rnoa3GoEAM3NzdBoNNwd1dDQMEYciWHHyTlw4ACqqqqmPBebzYbGxkYurrRaLXQ6HRwOx7jHicWaxWKB1WqFTqeDwWAYs6/RaIQgCFyIqdVqaDQaCILAX3IaGhqQlZXFg9idTic0Gg0aGhqi2r0GkAWJ+D/i4uKgVqtx584drFmzBsDor7C8vDy0tbVNaazU1FS+HMnK2ZFicHAQfX19OH78+GOLo3DIg8Dj4+N5v7nJtk+Rw9qnsGBwypwjop2DBw9GRase5mJi7YzEYkSj0UCj0cDpdOKDDz6A0+nkVhPm1nI4HDCZTJJtarVakg3HtjPLCwCJxea1115DbW0tqqur4XA4sHXrVh5XVVZWxufA3HkAuPg5e/Yszp49y9cVFxfzscXWKJfLhbKyMgCjralYaQOdTocjR47wYzQaDbcKsXVmsxmtra3cwsVE0tGjR1FSUgKFQoHjx4/jvffeizqLEsUgERK++eYbJCYmSmJgnE4nrl27NukxfvKTn/DlixcvSr7QY4E//elPaGlpwc9//vOInJ/9/Vj7lJSUlCkJNVZigDLniGhlx44dsNlsC7Zdj1jMzEdYfNN8hyxIhIQnn3wSra2tiIuL4zEvGo0Gw8PDM1ZEciHzpz/9CfHx8RETR8Bo5pzH44HH4+F/s+TkZKSkpEClUkGlUo3bPkUQBASDQZ49B4D3mgPGtk8hiLlm27ZtUCqVkZ7GjMOsUcwiNR9h1imDwTAmMHy+QU85YgzPP/88zp49i2effVbSikSpVOLq1asRnl10Ex8fz0VFNMHap3R2dvJ18tYp42XOCYLAr0vcPkVc0JJEE0FMj2hzMT0O810UiaEnGjGGuLg4FBYW4uLFi9i8eTMXSTk5OUhOTsalS5eiUgREmmPHjsFgMODZZ5+N9FQmBcucu337Nl/HXHJMMI3XPiVUkDcTS0w8kWgiCGK+QjFIRFgePnyIixcvYtOmTZIvyqGhIbS0tIStk/Tiiy/yTLZLly7FTKHI9vZ25OTkzHhgdiRh7VNYILi4fcpkofYpxEzD6hktRDcbET1Q5CURlqVLl2LLli1oa2tDV1cXX5+UlISioiKsXbs25HGsYBsgTflf6EwnpT9aYe1TnE4nLl26hDNnzqCurg4tLS34+uuvJ9Vnb3h4GH6/Hz6fD4ODg7zcAKsELq/fRBATES1p/pFCXnXbZDKN2UdeqVtcVoBVuRbXQbJYLLxEgHgf+bGxBAkkYlyWLl0KnU6Ha9eu4ebNm3x9fHw88vLyUFBQMCatXNyAdarWBiL6CQQC6Orqwo0bN9DS0oKGhgacOXMGly5dmnT7lOHh4XHbp5BoIsYjWtL85xpWY8lms/G6QyUlJdDpdGP2q6qq4vsYjUao1WoAo2UDPvjgAwiCgIqKCj5mdnY2Ojo6oNVquSASBAFmszmkAIsFyMVGTAqfz4cLFy5g2bJl2Lhxo8RN4vf7ceXKFW5lErcaGRoawpkzZyIyZyKyJCcn8wDw1NTUcTPnQiF2x1HmHCFmoaf5h0PezsTlcuHUqVO8VQjD5XJxQcSOYy1CysrKQqbgKxQK6PX6kEHWrJ1IrEEWJGJSKJVK7Ny5EwqFAn/84x8l8UeJiYkoKCjA888/j6SkJEnz26SkJLIixSgDAwO4ffs2vvzySzQ3N+P3v/89mpqacPXqVdy6dWtMaxU5rBI4szQ9ePAAg4OD8Pl88Pv91Kg3hjl37lzUiCPmymJVoVkzVrF7St6oVr5O3oBW3gCW4XK5UFxczN+XlJSgoqICGo1G4h4TiyO73Y5XX30VAFBTUwO9Xs/HZmOy3mnFxcUhq1szq5L4OAB8zocPH5bcA/F9Ec9/vkECiZg0cXFx2LJlC9auXYs//vGPY/zSWVlZ2LFjB3JzcyUCSvxhJWIb1j7l6tWrkvYpX375JTo7OydskMxqM1H7lNhGoVDA7XZHehqwWCwoLi6GIAjQarV47733sG/fPthsNhiNRjidTrS2tnJXl9lsRnNzM9RqNWw2G5xOJxwOB/R6PaxWK8xmM8xmM6+ibTabJf3YxM9Sg8EwKatOY2MjH6O9vR3l5eXc7WaxWKBWqyEIAtxuN7Kzs8eMydqPsDnr9XouxlwuF4xGIw4ePAiz2QytVssFYKj5zzfIZk1Mmc2bN2PlypVoaWmBx+PB5s2beZYba1kiDtTOyclBe3v7hMG8RGwib5/CMudY1lxaWtpjtU+hzLmFS7REhrjdbm6dEbummIBQq9Vc1IRrXhsKZtGRo9PpUFNTA7fbzfu1sYax+fn5k5oz20+n06GxsZGvD9WclgkdsTArLy/nrUzKy8slY5SXl6O2thY6nU5i6ZqvkAWJeCwyMzPx4x//GGlpafjjH/+Ia9euSWojJSYm8kDbuLg4PPfcc5GaKjHPYJlzN27cwKVLl9DQ0ICGhgaeOdfd3T1hHa5QmXPMPUdB4POfaLEg5ebmora2dtx9wjWv7ejoCLm/PJ5ITGlpKYqLi5Gbm8stMyaTSRKELaapqUkSwL1v3z6cOnWKn18e3C2fN3PhuVwuLvry8/PR3t4ecv6lpaWorq4OO+Z8g4K0iWnj8XjQ0tKC4eFhPPnkk8jJyUFcXBx6enqwfPlyvh9zrRDETJCUlIS0tDTePkWlUk3JUsQa9LKClhQETjwO4ma1ZrMZu3fv5o1lbTYb8vPz+XvWOJYtt7e385geo9HIxYXZbOYNYR0OBxdDLCgbAN9uNBpDWn+A74OzQ813vOOampqwdetWyTrWMFej0WDfvn3Izs7mDWwPHTqEQ4cOQa/XQ61WQ6fT8W3i+c83SCDJMJlMIRWwzWbjfuHJIg5mM5vN87r54EQEAgF8/vnncDqdWLx4MdavX4+VK1dicHBQ0sKiq6sLTqdTUleJIGYKljHHKoGP1z4lFKwxL7VPiW5iNYuNmFvo0x8CQRC4ebG9vV2SHTBZDAZD1PjJ54L4+Hj84Ac/wPr16/HZZ5/h888/R0JCApRKJX7wgx/wgpEZGRnIyMhAIBBAf38/7t+/j/7+fvT29lKMEjFtWPsUMeJec0w8hWNkZGSM+42JJWZxItEUeWK1DhIxt5AFKQxigfQ42O32KVucFhLd3d28NtK3336Lv/zLv8SqVavGPcbv96O/vx89PT3o6elBX18f9XwjZhxx+xSVSoW0tLTHap8itzYRcwdZkIi5gIK0JwmrSyEvvy5eZvt89NFHACCpbwFIS7+LS7wD39eT0Gq1/BxarRYmkylsPQnxWOJleQ0Ndjzbz2QyoampidfbYHU7TCYTTCZTyDoYU2XFihXYuXMnXnzxRWzevBknT57EhQsX0NvbG/aYxMREZGRkYP369diyZQsMBgN27NiB559/HhqNBunp6dOeF0GI26dcvnyZt0+5ePHilNqnPHr0KGT7lEAgQEHgs8y2bduoDxsx65CteJKUlpaisbGRl2i3WCw4evQoBEGAQqGAWq1GZ2cnnE4nOjs7ea0JYDQozm638zTQpqYmHDlyRBKTZLVaebZOa2srAKChoQEA+HjNzc2SYDeHw8HHKSws5MtarRaCIPDz1NXV8XgoVq/j1Vdf5dfR0NCAkpISHDhwAK2trWED9x6HlStXYufOnXj22Wfx8ccf49KlS0hPT8fq1auxZs0aZGRkjCt8kpOTkZycjKysLL6uv78ffX196O3t5e45gpgOgUBgTLmBxMRE7p5LT09HSkrKuL32WLkBZvVkJQYWLVoksTgRBDE/IIE0RY4cOQIAKCws5GmmRqORxykVFRWhs7NTYoXZt28fT4lkQeB6vT7k+KdOnYLb7eZZD2q1GkePHgUQuk5FfX09Fz96vZ7XxBAHiDOYICspKeHrxBkX03EpTkRGRgb27t2LK1euoK2tDV999RXa2toAAAkJCdBqtXjiiSewcuVKpKamYtmyZWHHSklJQUpKiqRZbm9vLxdMfX19E1ZpJoiJ8Pv98Hg88Hg8uHHjBoBRwS6OZxqvfYogCAgGg7y4JQCeMQdQ+xSCiHbo0/mYNDc3Izc3FwBw4MABlJSUcPFUVFSE+vp63g+HFRPTarU4cuQIXn31Vb6vHLfbDavVygUWq2Jqt9thMBjG9MlhvXOYtUitVvP00XA0NDTgwIEDPM7K6XSipKQEDQ0Ns9pzJz4+Hvn5+cjPz4fH4+FtKO7cuYNr167h2rVrUCgUWLJkCRdATDCpVCoe6B0KecZSMBiE1+vlr97eXgwNDc3KdRGxw8DAAAYGBtDZ2cnXyQPAx8ucEwSBiyX2r7ygJYkmgogO6JMYAnENCLlgKCsrQ1lZmUSEqNVqlJSUSIKyHQ4Ht8yIy62zY51OJywWC7fqmEwmOJ1ONDQ08OWSkhLs27ePW4NsNptknmyOFouF18SwWCw4cuQIP0Y8T7bObDajtbUVZWVlsNlsXCQdPXoUJSUlUCgUOH78ON57771ZE0uZmZnIzMzECy+8AAC4efMmvvrqK9y5cwc9PT349ttv8e233yIuLg5KpZK7O1atWoXly5fzVziXR1xcHFasWCH5hR8IBOD1etHT08OtTZQ5R0yXUJlzzCXHBBOrNB+KUO1RmFgS12kivufChQt44403Ij0NYoFDWWxTwGQyQafThcxOE4udaEShUMybsgP9/f347rvv4HQ6cevWLQwODmJoaIhbgFj5gMWLFyMtLQ3p6enIzMzE8uXLkZaWNqWMoqGhIfT19aGvr48LJ+rnRcw04sw51kLlcTLnqH3KKOfPn0dBQQEFahOzCgmkSWK323llUKfTOaa/jnhdtGEwGFBfX8/dcfON7777Dl6vF93d3ejo6EBPTw8XTHILEKuuvGbNGqxYsQIZGRkTlheQMzAwwIO/Wa0mgphp4uPjeZmB5cuXQ6VSjRsEHorFixdzC1MsBYFTmj8xF5BAIuYdPp8P3d3d8Hq9uHfvHvr6+nD37l3eeyuU2+yJJ55ARkYGtFot0tPTkZqaOqVzMsHEAsApc46YDZKSkriVaSbap8SSaCKImYYEErFg8Pl8PIvt3r176O3txe3btzE4OIjh4WEMDg5CrVbzL5xFixZh2bJlWLVqFVatWjVuRlIouru7JeUGBgYGZuOyiBgnOTmZlxuYKHMuFAuxErhCocDNmzd5ogxBzAYkkIiYgFmdOjs70dXVhb6+PrS3t0usTQkJCcjMzMSaNWuwatUqZGVljRtcK4dlzrH2KX19fZQ5R8wKYsHElqdCXFwcFi1atKBEE0HMNCSQogRx3SKWURauYKPBYEBVVRWKiookGXfyhroWiwXZ2dl8nTjbLZpjpmaTBw8e8OX/+q//gtfrhd/vx+DgIAYHB8fsv2TJEqxevRoZGRnIzc1FRkbGlAJDxe1Tent74fV6qX0KMSuwzDkmmKYi7oH51T6FLEjEXEA/GyKMy+WCRqORiBtWLykUdrsd9fX1qKqqAgDU1tbyqtlbt25FaWmpZMyOjg5otVpelZtVzzaZTPMyYHsmUSqVY2KRfD4ffD4fbxsxODiIb775Bt988w2am5sRHx+PZ599FsuWLUNaWhqUSqWkYKUc1j4lIyODr2OZc6zfHGXOETOBvBJ4fHy8JGsuLS0NiYmJYY9nlcDFRGvmHP2uJ+YCsiBFGJPJBJfLxcWKy+XCqVOnUFlZGfIhwPZnFiQxBoMBVquVW4YUCkXYzLXZLAgZzYgtSGfOnJmUC4xlzPl8PgwPD2P16tV82zfffIOnnnqKfwmpVCounqaCuAI4qwpOEDNNYmIitzJNpn1KKJh7LpJB4JTFRswFlN4QAtbclVWzZs1cQzWpZQ1h5etY81e2LG8gy3C5XCguLubvS0pKUFFRAY1Gw9uXMEwm04R90tRqNZ+L2WxGcXFxyOazWq1WMmfxORQKBQ4fPiy5B+L7Im+au5Do6upCIBBAXV0durq6AIxmFi1fvhxZWVlYv349fvKTn6CoqAgbN25EcnIylixZggcPHuDOnTv44osvcPHiRfzhD39Ac3Mzrl27htu3b0/Y+oRVDt+0aROKior4OTZv3oy1a9dOOcaEIELh9/vR1dWFGzduoLm5GXV1dThz5gwuX74Mp9OJ7u7uCa2ZrHXK0NAQHj58iIGBAckPiLng4MGDUKlUc3IuInYhF5sMi8WC4uJi1NXVwWAw4L333sO+ffuQnZ2NxsZG3tCVWXcsFguam5tRUVEBm82G/Px8dHZ24siRI7BardxHXlpairKyMklVbQCSOCCDwRDWqtPU1ASdThd23k1NTSgvL+djCoLAC1vKx2TtS9RqNWw2G2pqamC327l7zmg04uDBg0hKSsLZs2fR1NTEm8XK5z9f6ejogNfrxblz56DT6fBv//ZvqKysxKFDh1BRUYFHjx6FjRWKi4tDeno60tPT0d7eDr1ej4SEBHR3d6O7uxtdXV2SNifi41QqlaQ1xXjFAln7lJycHL6OlTfwer2UOUfMCMxCKm+fIm6dMlH7FHmjXnks00wHgR8+fJgsSMSsQwJJBuubBkDimmLWHLVaPaZIpNlsnnBcZtGRo9PpUFNTA7fbzeOKWMPZ/Px8vl9tbS2qq6t5scr6+no4HA4uVmpra8dYl0JZm1wuF78ORnl5OWpqavhyY2OjZFttbS10Op3E0jUf8Hg8AMCb4gJAY2MjioqK8O6772Lv3r3o6+vDkiVL8Fd/9VcAgF/96lcAIBElkyE+Pp63T2E8fPiQi5l79+5xAdXd3Y2bN28CGBVN4hiRZcuWjRsEHqp9Citmydxz1D6FmC6h2qcwoSQWT+EYGRnByMiIZN1MlhsgCxIxF5BAkpGbm4va2tpxrSQsCNrpdOLUqVN8fUdHh0TUMFg8kcViGbOttLQUHR0dAMDPaTKZYDQaJSLGarVywSPOYgMgCcIer+UJa07b3t4Ol8uF1tZWAEB+fj6qqqrQ0dGB7OzsMfMrKysb13oVaa5fv47c3Fy8//772LVrF44fP46f/vSnOHnyJNavX8+teNu3b8eyZcuwefNmbN26FWfOnMErr7wCAHj66adnfF5Lly7F0qVLsXr1amzatAnA9wUnmSWoq6uLvxhJSUlISUnBsmXLeFHLcMGx8fHxY0ST3+/nRS1ZIDhlzhHTRR4bJ26fwiqCj2cRDSWaHjdz7vz588jLy6NWI8SsQgJJRkVFBY85AkZdSrt37+aWG51Ox0WQRqPhQqmyshIajYbHDwGjQqe6uhqANMW+sLCQixtm0QG+T/U3Go0TxhrJj2HndDgcIfcTlwNgxzidTn4NzI3IrnPVqlU4dOgQzp49C6PRCAAh5z9XeDweeDweqFQqnD59Gm+88Qaee+45XLlyBTt27MCVK1f4L8rXX38dKpWK33sxmzdvntN5y2ENTOVuM1YCgAmnoaEh3Lt3j7tHk5OTecFAlpkUjsTExDHWLNY+xev1oq+vj9qnENMmGAyOmzm3fPlypKSkPFbmHLMysYBwgogElMVGRBVtbW3IzMzE9evXAYym3f/ud7/DT3/6U/z617/GiRMn8Mtf/hKHDh16rIaVj5PFJiYpKQk7d+7k7//whz/gL/7iL7B06dIpjTMR4v5zLN5IzrJly6BSqfgv+KkGcrPMOVYJnDLniNkgMTGRu+bS09Mfq30KszAxi9M///M/46233iI3GzGrkEAi5hyfz4eWlhZs374dv/zlL1FaWop33nkHP/3pT/Hpp5/i2WefRWZmJrxeLwoKCuDxeJCXlzcj554vAklOMBjkAeDMbfbw4cMx+61YsYILp8cpFsjcKOKyAwQx0yQnJ0uSFabaPuXHP/4xampqkJWVhYSEBLIyEbMCudiIWUPuFisvL8e6devQ29uL/fv345NPPoFSqYTP50NlZSVUKhV27do1ZhzKVBmN91i5ciVWrlzJ1/l8Pm5lunfvHl/u7u6WHMfiQ1hw7WQy5xisfYrX6+XCjNqnENNlYGAAAwMDYzLnmGBiywxBECTlSN5++20sW7YMgUAAgUAAcXFxSExMjJpClsTCgAQSMWlYlWm5Wfv69etQqVRoa2vjae2/+93vsGfPHpw8eRLHjh0DAKhUKpw7dw4AcOXKFQDAG2+8MYdXsLBQKpU81ogFgT98+BD379/ncUbizDlGQkICUlNTeeacSqUKWywwLi6OB4GzOLdAIMAFE7M2UeYcMV1CZc5lZ2fjqaeeGiPq3333XTz33HNYunQpsrOzUVtbi7fffhsmkwnnz5/HunXruKi6efMmduzYgRMnTuDDDz/Etm3b4Ha7AYwm5Vy4cAF79uzB4cOHceLEibDHHj58GHv27MGFCxeQk5MT8tgdO3bg5s2bv3sgfAAAIABJREFUUCgUEAQB69atC3ksANy6dQvbtm3Dhx9+GPbYc+fOYe/evTh48CA+/PDDkMcePHgQe/fuxW9+8xts3bo17LHi6z506NBs/zkXBORiw/f/WXJzcyX/4c6dOxeTHzTxdYuPff3111FZWYknn3wS3377Lfx+P/bt24eRkRFs2LABKpWKu8WA6LT8zFcX23Twer3cddbT0yMRS4ykpCQey8Timqbya5y1T2GZc9Q+hZguaWlp+NGPfjRGvAcCATgcDvzoRz9CUlLSGPeaUqmccnXw+c7p06fx4Ycf4uOPP470VBYUJJCIKXPs2DGsX78eAPiD6sMPP0RlZSXcbjcMBgN8Ph8JpCiGZc6Jm+jKWbZsGVJTU3lM01Tbp7DMOWZlosw5YrKkp6cjPz9fItIfPHiAmzdv4sGDB3jppZdQU1OD1atXY+XKlcjJyeFCSRAELF26NKbcbc899xza2tpw5cqVGYvXJEggETOI2+1GW1sblEolr010/fp1bN++HQC4ZSmSkEAKz3fffcez5rq7u0MGgbNec8zK9DiZc6xGExNOBCEmMTER27Ztk5QH6OjowO3bt8Mek5qaio0bN3KRNDIyMqYR9ULl9OnTePnllwEAu3btIivSDEICiZg1mPvR7XbD4/Hw1P3c3Fz+Yu/nChJIkycQCKC3t5cXsvR6vSFjjVasWCGprjzVzLnu7m6JYKL2KbFLXFwcfvSjH0my2trb23Hv3j3JfsyCtGrVKr4uKysL69atk+y3bNmy2Z1wFLBlyxa0tLTw92RFmjlIIBFzzvXr1+Hz+XD+/Hnk5ubi008/xY9+9CMAo2JJXuRwJiGBND18Ph+3MrHMOXmVbnHm3GTap8hhmXOsfQplzsUOarWaJxwAE1uO5OTl5fHP4sDAAJ544okZn2M00dbWhueee06yjqxIMwdlsRFzzoYNGwCA/8phrre6ujoolUq88847eOWVV3DhwgXeCiQ3N5eKwkUBSqUSq1evDtk+hWXOdXV1hcycY2IpPT0dy5Ytm1TmHMPv96O/v18SM0XtUxYW8fHx0Gq1/H1/f39YcVRZWYm33357TFzc7du3+fMlOTkZnZ2dvNH2QuTw4cNj1p0+fRptbW1kRZoBSCAREYdZi8rLywEAJ06c4Otzc3NhNpuxZ88evPTSSzhx4gTOnz/PA8HZw5CIHKx9ihiWOSeOabp3717I9iksc26i9ikZGRnIyMjg64aGhrhYYi46ypybvzz11FM87mhkZETShknOa6+9FtJq293djeHhYd4I986dOwtaIDFLUVtbGz788ENeUoWYGUggEVEL+wX0L//yLwDAC0t6vV6oVCq8/PLL+Pjjj7F3715UV1ejpaUFBoOBGlhGAUz0iGNCWPsUJphYvJHH4+H7sMw5Fgw+XuZcUlISkpKSJF+A4grg8uaqRPQSFxcn6U/o8XhCJgkwfvvb3+Ltt99GQkLCmG19fX3c+qhUKvHw4cMF7wLPzc3Fnj17Ij2NBQcJJGLewFxsb7/9NgDwopNvvvkmMjMzUV9fj127diEpKQnffvst3nnnHVRXV+P8+fM8k46IHPJK4Kx9Snd3Ny9u+eDBAzx48AB37tzh+zGxxQTTeEHgoaxZ4l5z1D4lOlmzZg1Pyx8ZGcHdu3fH3T+cBQkYjTNkAkmlUuG7774bE7y90HC73fjwww/JrTbDkEAi5j1M/FRXVwMYdb34fD48++yz8Hq9OH78OPLy8rB371588MEH+M///E+89tprkZwygdDtUwKBABdNLHOOvcTHsV5zrDXFZNqniC0UzPXHGgFT5lxkEWey3r9/H48ePRp3/6tXr0Kj0YS0IPl8Pr6clJSEmzdvLniBRBak2YEEErEgUSqVvI0J89MfPHgQfX19uHfvHq5evYq///u/h8lkgsPhwM9+9jN0dnZKvkSJuSc+Pn5MFuPDhw+5W07ePuXmzZsARkXT8uXLefuUiTLn5EHggUCAF7Ok9ilzS1JSksTqJ3a5Pg5igaRUKkNWjl9okAVpdiCBRMQMeXl5ePDgAf7u7/4OAPCv//qv6O7uxoYNG3Dr1i1cvnwZXq8XV69exYsvvoj29nb88Ic/RHx8fMy1Logmli5diqVLl2L16tV8XX9/P68G7vV6ea2mrq4uvg/74mWZc+O1T4mPjw+ZOcfccqxRL2XOzTziVHy/3y8pxfE4DA8PS96PjIxMa7z5AFmQZgcSSERMs2TJEjz77LMAwFOMc3JycP/+fSxZsgTffPMNWlpa8Pzzz6OzsxP5+fm4ceMGnnrqqUhOO+ZhsUZi14lYMDEX2tDQUMjMOeaamyhzTm7NYu1TWOYctU+ZPmJROhvWnmAwiEAgsKB/5JAFaXagQpFETPG4hSKZZaK7uxtZWVm8su/IyAi2bNnCm/VSrabogmXOMcEUKkCbBYCz7LnHaZ8irgROmXNT48///M+5Ze/69evTFkmJiYn44Q9/yN+fO3cOL7744oLOZPN6vXC73SSQZhiyIBHEJGD1d7KzsyWVtI8ePYrExETU1dXx2IfMzEyoVCps2LBhTtuoEGMJlznX1dWFnp4eSbC2uCjhihUreM+5idqnMGvW2rVr+TpWYoAJJgoCD01ycrLE7Uni8vEgC9LsQAKJIKbBxo0bkZ+fjx07dgAYLdiWmZmJ8+fPw+PxYP/+/XjllVfgdruxa9cuAN8LKGLuCZU55/P5JMUs2bLYkiFun8L6zk0mc47B2qd4vV4ez0TtUyARno8ePZqReCFxcH4wGIyJ+0wxSLMDCSSCmEHYL7jS0lIA32fQsTYqx48fx+uvv469e/fi4MGDaGtrw/bt28nSFEGUSiWPNWLtUx4+fMhrM8kz5xgJCQlITU1FamrqlNqnaDQaAKOZc0wwxWrm3JIlS/jyTF07q8YNYNxikwsJVs6EdSEgZgYSSAQxBxgMBgDgrQCOHTvGLU0qlQpbtmzBiRMncPjwYVRXV+P69evIy8ujquARgmXOiWHtU3p7e7l7jmXOsSDwpKQkHsukUqkmzJwL1T6lr6+PZ84t9PYpYgvSTAkksegaHBwEgJD1khYSmZmZeP311yM9jQUHCSSCiADMYvTWW28BAC5evAgAeOWVV6BSqXD48GF8/PHHeOKJJ3Dz5k28++67OHToEDwejySripg7QrVPYZlz4ia6Q0NDIdunsJimybRPkWfOMQsTq9W0UFi0aBFfnql0/GXLlvHl/v5+JCYmLugMNuB7CxJr/E3MDLMukEwmE69wbDQaYbVaJesoiY4gvofFKX3yyScAgCtXrsDn80GpVMLn8+Gll17CuXPnUFZWhk8++QR1dXXcOkXMPfLaSeL2KSyWibVPEcMy55iVabzMOVaaQAwTTOLsOWJUcInvVW9v77gB9gsFlUqFN998M9LTWHDMukCyWq3Q6XSoqqqC1Wrl61wuF+rq6mb79AQxr2GWBNZ/7sqVK/B6vTh48CC8Xi9+97vfITMzkwsmu92Ot956Cx6Ph+KaIkC49im9vb3cHSdunyLPnGMB4GlpaVMKAgdGrVliwRSLmXNpaWncKsUC42Phc0AWpNlhTlxspaWl6OjogMViQUVFBSwWCxdLBEFMDZVKxR+EzBL71Vdfwev1IjMzE9evX8evf/1r7NmzBydPnsSbb76J69evk6UpQsTHx4fMnGNWpslkzj1O+xQmEO7fv8+tTdGW0TVRz7Wpkp6ezpe7uroQDAYl92ShQhak2WHRxLvMDBUVFTh79ixMJhMAQK1WAxgNXlUoFDAYDDCZTFAoFNi2bRsUCgUUCgU/nm2z2+0hx2fbFQoFTCYTmpqa+HuLxSLZxpbZPk1NTZL97XY7348dG+rLRavV8mPk1yB+AZC8ZxWbCWImUalUKC8vR15eHqqrq5GXl4fXX38dPp8PbrcbNTU1ePnll1FXV4f3338fHo8H169fj/S0YxKlUonVq1dj06ZNKC4uxs9+9jO89NJLKCgowNNPP42MjAzurmtvb8elS5dw9uxZnDlzBpcvX8aNGzfQ09MzbusTljm3fv16vPDCC9i5cydKSkpQUFCAp556Cunp6RGPzREHZk83ISEhIUFSGf27774DAKxZs2Za484HmAWJmFnmNEjbarVCo9FI4o7q6uqgUChQV1cHi8UCALhw4QLsdjtqampgt9tRWloKl8sFo9HI06dDjc1cdyUlJbBarTCbzQBGxRmjoqICLpcLVVVVaG5u5nPRarUQBIEf397ejoaGBrjdbgiCAIPBwOfCaG9v51Yxdg3AaABuRUUFDAYDqqqq0NTUBL1ej7q6/9/euYc1deZ5/IuIRFQaxUsEhdyqaK1FZ7QpAwh0lkTrtDhrH0E7I8zOiLCdKs+2oFNcoaVyaZ9FOw6gcwH3sRJndaA74xjoVMJlELXVaB2JDgkBK0ZRiYgQBDz7B3ve5oQEAYPc3s/z8Jycy3vOe5KQfPO7qiCVSlFSUuLYJ5ZCsQGPx4Ovry8AkGVUVBQMBgP4fD7UajVMJhOKiorA5/Ph5+cHs9kMX19fGgg+DLAFJy1hLUCsS46t1WSrfQobz9SXxcTV1dVm5hwbYM666J5V5pylBelpBdKsWbOIe62zsxM3b96Eh4fHsIvAZwG1IA0NDhNIloHXFRUVCAgI6HVMWFgYKioqoFAoesUfseLIkqioKOTn55PH5eXlfc4hMzMTiYmJpM4IACQmJiIxMREAiGACgMDAQFRUVJB1nU7HsVjp9XoAwLvvvgsACA0N7XU9vV4Pb2/vPucEAAEBAUhKSuKcn0IZLoRCIYRCIXHTmc1mGI1GGAwG8Hg88j/H1gdijxsPsRwjDVvta9j2KaxgYuONjEYjurq68PjxY1L9e9KkSZg1axan0a81bOacp6cn2ca65NhK4ENV4fr+/fvk8aRJk+Dq6jqodP+JEydy5v/tt9+iu7u7z/seS9AYpKHBYS627OxsMAwDhmFsiiOFQoHa2loEBAQgNDSUuNossbT0AMDKlStRW1uLhoaGJ16fdYHpdDrO9oyMDDAMwxFHQI+IS01NRWVlJQAQyxb7x7oAWU6dOtXLVPvJJ5/YtGgZDIZe21JTU1FRUcERbxTKSIDH40EoFCI4OBgymQw7duzAjh07oFAoEBwcDJVKBYPBQNxzRUVF0Gg01D03TMyePRsLFizAypUrsXr1aqxfvx4hISFYunQp5s6dCzc3N7S0tKCmpgbFxcU4fPgwMjIyUFBQgC+//BKXLl16Yr+zixcvwmAwYMOGDfD29samTZsQEBCA9957Dy4uLkhPT0dNTQ0OHDiA8vJyHD9+HMePH0d5eTlSU1NRU1OD7du3o6mpCZs2bQIAbNq0CU1NTdi+fTsZ+5e//AUffPAB0tLS8NlnnyErKwuXLl1CYmIibt26hdWrVwMAVq9ejVu3biEqKors/+KLL/Bf//VfOHz4ML766its27YNFRUVWLNmDb7++mv88pe/hEgkIj9MRSIR1Go1QkJCkJ+fj+joaCQnJyM5ORnR0dHIz89HSEgIDAYDKeVgOdZgMCAkJARqtdruWLVaTY7ta6yjoRakoWHIm9XaSumXSqVEyAQFBaG8vBxyuRwAUFxcTLZJJBJs2bIF3t7eiIyMBAAUFBQgPz8foaGhHEGlUChQXFwMiUQCnU5HlkCPSGKtSLGxsRxLV2BgIGJjY7Fx40YEBgaS8zEMw5knW6LA1n1ZU1BQgIaGBnJNdjzQE1QrkUiIeZzybBlss1qWyZMnc3qx/fWvf8XatWvHdCNMS1iXXHBwMDIyMvDGG2/g888/R0xMDIxGI2QyGW2jMoyYzWZ0dnais7MTV65cwfnz59Ha2gqz2dyrzpCLiwvmzp0LgUAALy8vzJkzB8899xyA7yw7165dw4svvohz584hMDAQ586dw4svvohr167Bx8cHV69eBdATEH3//n10d3fj/v37mDVrFhobG+Hj44Pa2losWrQINTU1kEqlqK+vh6enJ0wmE9zc3PD888/D09MTrq6uuHHjBu7cuYNbt25h3rx50Gq1WLp0KS5dugRfX1/o9XrMnz8ft27dwvTp09Ha2orp06dj6dKlePDgAebMmYPTp0+jo6MDra2t2Lp1K9RqNYKDg1FdXQ1fX18YDAYIBAKYTCbi1jObzeDz+TAajfD19YVGo4FMJuOM9fPzg1arhVAohNFotDlWKBSSIq/V1dVk7Ny5c/Hb3/4W7777LrmGI2HbGhUUFDj0vOOdIRdIoxk2XsjamgT0CKR3332Xs8+W65AysqACyfGwXx579+5FREQEQkJCUFhYCJVKha1bt9Kq4M8QViABwPXr16HRaMi+zs5OmM1mtLe3o62tDe3t7b3q0E2aNAkvvvgivLy8MGPGDEybNo1TmfpJdHZ2kmKW/W2fIhAIsGLFCrKu0Wj63SJk4sSJ8PPzI+1FzGYzysrK0N3djVWrVo2YWLr4+HgolUrU1dUNyf+B2Wwmoo7iOGglbTvExcVBp9ORgG1rbJUpoOKIMh5hP5TZWk11dXUAer7oeDweUlJSUFBQgFdeeQWnT59Gfn4+tm7dOmzzHa+4uLjAxcWFU2m6o6MD7e3taG9vR0dHB9ra2nDjxg1SQ+nu3btwc3PDggULMH369H61T7EuN9DR0YHm5mbSPuX+/fuc7Duj0Yj29nZS90ksFuObb7554v1MmDABCxcu5PReu3LlCrq7u+Hp6TlixJHRaERubi7MZjNyc3NJ9fyBUllZyQlfsVynMUhDAxVIdmCz4igUyuCIiooC8F1V8Ly8PPB4PJhMJpjNZsydOxc3b95EbGws8vLyiDuD8uxwdXWFq6srxy0qFovh5uaG+/fvw2w248GDByRzjoXNmmPbqFim19u6BtsMmKW1tRUtLS0kc06v15NGwe7u7hAKhTZjOVkmTpyIJUuWcCy3dXV1MBqNmDBhApYvXz6o52MoyMjIgNlsJo+3bt06KCtSYGAgJ5Y2MTGRWABpDNLQQAUSZdwwlpt+jgb8/PwAfGdpam5uhtlsxhtvvAGDwYB9+/ZBIBAgOjoaJ0+eJJYmNsaD8mxwd3fH/PnzAfQ0fu3u7oZQKCRZcyaTyWalbkvBxOfz+9U+xTLzrLu7m1imvLy8MHHiROj1+l6xUzNnzoRIJOI0oG1ubsa1a9cAAIsXLx4xLm+z2UyyQoEea1JKSgrS0tIGfK4NGzbg1KlTCA0N5WT/saSkpJAfIxTHQAXSOIeNszp79izKy8vHnNWsq6sL3d3d6OzspH3/RiA8Ho/0nyssLCRLk8kEPp8PrVaL+Ph45OTk4MCBA9i2bRsJBqc8O/pqn3Lv3j0inGy1T2F7zrGlB+xh7babM2cOZs+eTUoOuLq6wt3dvVcLlnv37uHcuXPo7u7GrFmziCVqJJCbmwuTycTZtnfv3kEJJKVSCb1ej7Nnz8Ld3R0nTpwg+3g8HicpiOIYqEAa52zZsoWUHrAukTCa6ezsREdHBxVFoxDWFcO66EpLS2E0GklV8M8//xwGgwFHjx5FWloatFotEUwjJe5krGOvfYplMcsntU9xd3cHn8/v093k5OSE5557jmTXWXP9+nUSdzRlyhROJvJIgMfjYffu3bh//z4MBgNeeumlpzrfgwcPUF5ejpKSEoSFhWHNmjVkX0pKCnVROxiaxUYZU3R2duLRo0e9zPK2cEQW2//+7/9i7dq1dj/AKUOLwWCAVquFyWSCVquFr68vx8I03ixNfWWx9Rc/Pz/iYrt27Rq6u7uxcuXKQc3n4cOHuHPnDu7fv487d+7g7t27vf43J02aRESQh4cHpk6dygm8tkVzczPpPwgAU6ZMQUhIyIhxrVmj0Whw6NAhZGVlDfocUqkUUqkUUVFRWLlyJeLi4jiJQTSGz/E4rFAk21PN3h8A0tcM4PZOszXeuj8aWwjyScexvdqsr//WW2/1OsZW3zSlUmmzX5plXzeFQmFzPpWVlWS8dQ84vV7/xHu27v/GjrN8zJ6fvR+pVEq2ffrppzavbXksu539Z2Ovy87FVgHP0cDjx4/R3t5us95Le3s79Ho9ysrKhuS6ZrMZbW1t/RJlFMciFAqhUCgQERGB5ORk+Pn5ITw8nPSfi4+PR3p6OpRKJaqrq2EwGPoM/qU4lilTpsDHxwdLly5FaGgo3nzzTcjlcqxcuRLPP/88PDw88OjRIzQ1NaG2thZnzpzBiRMn8Pvf/x5/+9vfoNVqSfC10WjElStXUF5ejtOnTxNx5OHhAblcPmLFEdDT6mfDhg1PdQ6dTofQ0FA0NDTg2LFjKC4u5uxPSUl5qvNTeuMwFxvbU401SLGP2d5mAODt7Q2GYYhAYRgGcXFxyMzMhFgsJtWt2b5sBw8eJOdTKBRPPI69VkREBGkj4unpibCwMBw+fBhr165FeXk5qX6dnZ2NkpIS0huNdTXZapXCXtPf3x/+/v4ICAiAUqlEaGgoVCoVKisrERgYCIZhUF5ejqCgIERERMBgMCAoKAhnz57t1z3HxsaS+8nMzMQnn3wChmHg5OQEsViMxsZG6HQ6iMViVFdXo6SkBMeOHSPPk1ar7XXtiIgIciw7D/ae2b51cXFxkEgkozIGqbu726YwMhqNqK2tHbI2CdZzePjwIVxcXGi9n2GELcDHtkVh/9e1Wi0JmPXz8yNFLs1mM4RCYa8sK8rQwbZPYatVAyCuOJPJhObmZkycOBFarRbnz58HACxYsIATlA30ZMctWbJkVDT/dkQafmxsLKc4srXQ371796DPTbHNkMcgicViSKVS0tIDABoaGhAUFASAW0/I8pj169fj4MGDZJ3txZadnc05LiEhAYmJiTb7qNkiJyfHZjVrVqwEBgbajcVhFTtr1mSFENDTb00ikZBrR0ZGkurfQUFB/brnhIQExMXFITU1FQDg7+9P/gliY2OJsLQUb5YVw5/EsWPHYDAYerU7iYuLG7V9trq6unq5ye7evYvLly+jpaVlyK9v2WwT6HHxdXd3g8fj2a0VQ3n2sMKJzaSTyWTg8XikUW98fDw2b96MsrIyxMTEwGQyQSgU0uy5Z4R17aTu7m7cvXsXtbW1uHHjBmcfn8/HnDlzIBAIRs3/mCPS8HNycjjfbcXFxZzvEhqD5Hgc5mLri6SkJERFRZFeZt7e3pzUR1uIxWLodDoiCiwFhjW2+qh9++23No+NjY0lbUQsxYler0dqaioYhuEIHUvkcjmSkpKIe00oFCIpKanXvIGediMMw5AWI/25Z2uqqqqIcHn33Xd7XQsAKWbZlyhkMRgMvSxEOp0OQUFBWL9+/YDmNhJg3VuW1NfXo6qq6pmII6Cn9opWq+WUEHj8+DHa2trQ1dX1TOZAGTgCgQB8Ph9RUVEQCoUoKCiAQqHAhg0bIBAIcOjQIRiNRixbtgwGgwG5ubkwGo2DiumhDBxnZ2fMnj0b/v7+ePPNNxEaGkr+li9fDi8vr1EjjoDvLEhPQ25uLsRiMaKiovDOO+/02k8tSI7HoTFI7NLyMdBj8QgLCyOWD9bsbRl7A/QUwiouLkZmZiaAHrdWZGQknJycYDAYyDjr4/Lz8zmxPAqFApGRkeS6Op0Ob731FiIjI5GTkwMnJyfU1tbiyJEjpG+bRCKBWCwmQkMikXAEFHvNqqoqMvf169eTOB4nJyeUlJRAqVQiJycHkZGRyMzMJI/ZIMcn3TMAcs8HDx4kJlWxWEzchwC30ndqaiokEgk2bdpErufk5EQev/XWW9DpdCgpKeGMY12f5eXl5Hl6UgzSxo0bYTKZEBISAgC9lsnJyTaXarXa5vJpsM5Su3LlCi5dugSgx5KTnZ2NTZs24b333kN9ff1TX88eBoMB5eXlaGpq4mxvb2/nVAymjHzYlihZWVnw9fVFaWkp6dvF5/MRGxsLk8mEdevWwWQyQalU9hLpFIo1jrAgxcTEIDs7G/PmzcPly5c5af4AjUEaChwag9QX1i4cW8dbJ9QFBATYTNPu73EAOG60w4cP99pvK+bmSde09ANb34dYLCYi5knH2rtWQUEB5xwsls+hdaVv9vjPPvuMMyYzMxPr16/n3PvTxBmxgdDsrxXrpT1Y86/1ko1Vs16GhISgtLTU7nLXrl1ISEhAWloadu7ciR07duAHP/gBampqsGjRIhw6dAjV1dUAgMbGRuzZswf79+8f9H0/idbWVlRXV0MsFnPqsLBfni4uLkN2bcrQwbrY2OKWp0+fBgBs27YNfD4fn3/+ORQKBaZPn4729nbEx8cjKyuLZhRRODgiBkmv1+OLL77Axx9/DKlUCm9vb85+akFyPEPuYmMtJpZCgWIbS+uTpcuMtVINxg2WkJBgs9nuYNm2bRsEAgH58Lde2rMglZaW2lyyAtFy2ZcAY5eWAdmtra24ffs2AOD48ePo7OxEZWVlL7fXlStXHPEU9Iler8fXX3/NuXZ7ezt1t40x2Pd7QUEB+Hw++eGwcOFCGI1G7Nu3DwaDAZGRkTCZTAN2r1PGFgKBADExMU91DolEgsLCQqSmpuKdd94hMa4s1ILkeGgdJMqAYC04w4l1YHZ1dXUv99b27ds529zc3JCUlIS3336bbHNEHaSMjAzMnj0blZWVMBqNeP311+Hp6Ynp06fjlVdeIXESjx8/xrRp0zBhwjMJ+6OMELRaLXg8HpRKJWQyGeLj41FQUAClUont27fDYDCQwHFHMNLqIFG+42k/O52cnEh2NgCSNc1CrZaOh35aU/qN2WwmJfKrq6thNpttLocaS+tMR0dHL3EE9GRBurm5AegpRCcUCuHj4+Pwudy/fx9JSUkoKipCRUUFUlJScP78eTQ3N3M6kk+YMAEPHz50+PUpIxtfX18IhULs2LEDwcHBuHDhArHAajQaHD16FEVFRdi5cye0Wi3y8/NhNBqHe9qUAWAZq2prneVpXWAMwyAgIID8Wds2qAXJ8Qy5QLJVjJEtqmjveLbnzGDrW9jFIFLYAAAgAElEQVQr9shiOQd2fmy2nK1jKD2wLgMA2LdvH/GrWy8NBgNEItETl0ajEZGRkf1emkwm7N27F83NzcjOzsb9+/eRkZGBtrY2qFQqsuzs7IRAIMA777yD4OBgREZGYsOGDejs7MS5c+dgNptx7tw5hzwnp0+fxoMHD8iv9tbWVvz3f/83gJ5f8NbZhR0dHQ65LmX0wufzERwcjODgYKSlpSE8PBzbtm0jTXnVajViY2NRVFSEvXv3QqvVQqvVDve0KXYIDAxEZmYm+bPX7mSoBQyNQXI8Qy6QsrOzERsbS9LeGYbhmAmt2bhxIyIjIyGRSEg9oIESERGBgoIC6HS6XgKHFUI6nQ4BAQFkfpYoFApUVFSAYRjSD4rS82u4rq4OQE/shUAgsLkUCoWoq6t74pLH45Fg1/4sWSx/OdkSHCaTCSqVCvPnz0dHRwdWrlwJlUqFhw8fIicnB/fv3ydL1hXXn6XJZMKnn36KW7du4Wc/+xlu3br1xBpUWq2WU3Lgzp07T/syUMYgAoGAVAGPiIhATk4OWddqtaiurkZycjJyc3OhVquhVqthMBhoBt0IYMOGDTh16hSAHouyPdLS0ob09WJ/pFIcxzOJQYqLiyMVnZ8VSqUSDQ0NOHXqFCd7jK28XVJSQoKXrecnlUpJ9ltcXBw2btzYq7L2eEStViMlJWXYY5BaW1uJSPr666/R2NjY77GrVq2Cu7s7AODq1au4du1av8d2dnais7MTb7zxBr755hv4+Phgx44dKC4uRltbG7q7u+Hm5oaf//znePnll8k4gUCAFStWkPWuri5Mnz6939elUCwpKiqCQCCAWq0Gn8+H2WwmhTAXLVqEGTNmAKAxSM8SvV6Ps2fPks8WyyayLJGRkcjKyhpwxfbKykocOXKEWKPFYrHN76Tq6mpSpoLiGIa8knZfWFa/rqiowJEjR0iV6y1btiAxMZHTaZ619JSUlCA/P59jyrSl8/z9/XHw4EHo9XpS48g6NdIaW649e0UnxxusW2C4sXytB9r/zGQykQ8xLy8v6HQ6TkxTX7i4uOCHP/wheDweVqxYgWvXrmHhwoWQyWQ4ceIEmpubsW7dul7vH6PRiJaWFnJdk8lEBRJl0ISHhwP4rhGvRqOBUChEUVER3Nzc8JOf/ASxsbG4ePEiZs6cic7OTsyaNYvE5FEcz4MHD1BeXo6SkhKEhYXZFEisNXwgvP/++9DpdPjpT39KPj9aWlqwf/9+nDx5Eh999BE5dt++fYMSYBT7DGuQNutyy8jIQFVVFbKzsyGRSFBSUkKEDNsrTSKR4N1330VQUBBqa2tJkBrDMJDL5XZjhVJTU/HJJ58A6Gm18SytWGON/Px8REdHD/c0OBV02Q+N/mIZADt16lROzSKW48ePo62trdd2iUTCud7ly5fh5OSEuXPn4uc//znee+89u3Fvlq61SZMmUVM4xWH4+fmRquArV67EiRMnsHbtWnh5ecHNzQ0qlQomkwlZWVloamrCl19+afP9TRkcUqkUiYmJCAoKQklJid2uBoNxge3ZswdKpRJr1qwhwdlr1qyBUqnEnj17OMcORoBR+sZhAskyGHsggc3sm8uSY8eOoby8nNMzjK3+bClw2E731l2NLWH9+f1FLBZzikvq9XrSImW8Exwc3Ou1Gg4sLY/PPffcgMbeunWL8wHm4+ODgIAAeHp6YurUqQCAmpoa0mNt6tSp8PT0hEwmw+LFi8m4uro6/POf/+y3Ofvu3bvk8ZQpUzjvMQplKHj11VfB5/MRExMDT09PbNiwAXw+n1Z3dzA6nQ6hoaFoaGjAsWPH7H4fDUbA/OpXv0JERAQqKys5fxEREb1iZ2kMkuNxmIvNurLzk9Dr9aTR6rFjxzj72J5hlr/GWcsSGx+kVCqRlJQEhmFISxN7ZGRkQKFQ2OxlZgu2T1tAQACxVlG+aw/CxjsMF5a1hDw8PODs7NxvNxkAXLx4EbNnzyaCaPr06fje975H9vP5fKxYscKu+DGbzeRDsL8CzTJ409nZGQ8ePOj3fCkUR+Dp6QkAT/y8pAyM2NhYTiFktsG4NYNxgX300UdQKpXYv38/ET98Pp8E81tCLUiOZ8iDtOPi4ogFJyMjg7yRWIEEfNeR3nIZFhZG4pEAbgxSTk4OkpOTSZVmdhx7K0qlkqSjV1RUwNPTE2FhYaitrYVUKiWZR5ZxT+x6QEAAZ27sNsp3//jWbWOeNd3d3RwXwT/+8Q+OVaipqQlHjhxBXV0dfvSjH+HVV1/tdY579+4hKCgIIpGo177XXnsNf/jDHzBnzpxe+27cuIGTJ0/i7t274PF4EAqF/Sr+6OzszIlLKC0txerVq2kLEopDoYUinz1OTk6Qy+Vkvbi42GZMLBsrNlQiZrBB4BT70EralH5TVFQEoVDo0Mq/g6W5uRkTJ/YYQDs6OvDll1+iu7sbnZ2d+OUvf0ksNJMmTcL69evx2muvccZ3dXWhtrYWCxYswPLly8kXgj2uX7+O8+fPk3o0Tk5OEAqFmDx5cr/ma12Bu7S0FD/4wQ/g4eHR73umUJ4EFUjPngMHDuDixYsICgqCu7s7XnvtNZsCKT4+Hps3bx7Q56der8exY8cgl8sxb9487Nq1C3q9HqGhofi3f/s3zucHzWJzPMOaxUYZvbDWu+Giu7ub41a7d+8empqa0NjYyKk18ujRI/zxj3/sJZAmTpwIkUiE+vp6Inpmz54NHo+HmJgY7NmzBx4eHjCbzaTPG4uzszPmzZvXb3EE9G5W297ePiC3IIVCGZmwPdYqKytRVVWFEydO2Dxu8+bNA7a+h4WFYcuWLThw4ADOnTuHFStWQKVSQalUYteuXZywFprF5nioQKL0G8sAwOEWSEBP+QXLGKBz586hsrISly5d4gSi2kupd3V1hUgkwp07d2AymYgQev/99/Hw4cNerUEmTJiAGTNmYObMmcStdvHiRfzpT3/C/PnzsXHjRrup1JYfWqyAmzJlyiDumkKhjCT0ej2++OILfPzxx5BKpXZLyRw6dGjAFqR79+4hISGBhH2wNf0iIiIQGRnJEUg0Bsnx0F5slFHLlClTONai5cuXY/ny5ZgxYwYmT54MZ2dn8Hi8J5YmmDlzJtzc3DB37ly4urrio48+Qnt7O6ZPnw5XV1dMnz4dU6dOhUAgQFdXF1paWtDY2IiioiL8+te/Rm1tLcrLy7Fr1y67GUKWH5o3b950zBNAoVCGHYlEgsLCQqSmpuKdd94h8a/WxMTEDNi6k52dDaVSCbFYDIZh+nTJ0yw2x0MtSJR+wzbeBL6LRzIYDINaqlQq+Pn5QaPRPNUyJycHcrkcVVVVCAgIQHl5OSIiInDixAlMmzYNQE8G2YEDB7Bo0SLU1NRwln/5y1/w0ksvYdq0afDx8UF9fT0SEhJQX1+PiRMnor6+nmy3XhYWFqKrqwtAj8vv7t27+PLLL3tlCXl6enLccTdv3sSECRNorACFMkboT4Z0UVER/Pz8BpRFGBERwSkRYol1fBm1IDmeIRdI1llsBw8e5GSRRUVFcdZtZYw5OTmBYRhkZmYCAMmEUygUJN1aLpdzWopYk5mZicTERJvHWWat6XQ6xMXFobi4mDMf62PYNiXjiX379iExMdEhQdrh4eHg8/kkq2OwyyNHjqCmpgY/+clPAACbNm1Cd3c3Xn/9dVy/fp1cLygoyObSx8cHzz33HPlgeemll5Camoq3334bfD4fL730EtluvbQuT/H48WNSP4nF1dUVS5cuJestLS0wmUzw9PTkFLykUCijE+uAbHt5T+xn3kA5duwY7t+/D29vb5Lar1QqUV5eTmOQhphh6cXG1iRixYdUKuX0RrM1nhVZ7HQzMzPh7+8/oBR8ViRZCxx2u+VTYW+O7Hz6EmNjFbVaDZlMNuIsH7dv34bBYMCiRYs4269evfrEViL79+/Hj370I/j4+JBtNTU1kEqlT0zB/+yzz3Dq1Cni5vPw8MAHH3xAPgSdnZ3x8ssvE7N4d3c3qqqq8ODBAwQEBMDLy2tQ90uh2INmsY1c0tPTB2xBUigUuHv3Lt58800APaVWPvzwQ3h4eBDDAQvNYnM8oyIGKTs7m7QVYfH29h5UfaKMjAzSeqS/sP3ZxGIxEVb2ysmPZVJSUkakj3v27Nng8/m4dOkSRwwtXLgQQUFBffY9k0qlvQKrjx8/3itA2xabNm3CmjVr4OPjg8WLF2PXrl1EHLm6uuKVV17hxAxcvXoVDx48gKurK/2VR6GMM8LDwwdsfS8uLoZKpUJCQgISEhKQnZ2NL774wqbb7dChQ3aLVFIGx4gSSEqlkrQrYatos+uZmZmQSqXkseU+9tjMzEyyzZ5KX79+Paf1SGVlJfz9/fucV2NjYy/r1kA6yI8VSktLR+wX+4IFCzBt2jScP3+eEyg9depUBAQE4Hvf+57Nvm0PHz7slU22aNEiTJo0qV/X/dd//Vfs2bMH77//PmbNmgWgJ2suMDCQI8yMRiP58FqxYgV1r1Eoo5zKykrExcVBoVBAoVAgLi6uzzZbRUVFA7boyeVyThV+oCcu6cyZM72OHUwQOKVvRpRAioiI4FiK9Ho9KioqIJfLkZCQAKlUSh5HRkaS6tlhYWGIi4tDQkICGd9Xf7aMjAwistjgXkrfGAwGTg+0kcjSpUvh7e2NU6dOceKPgJ5A6VWrVsHf33/IPkTc3d2xYsUKBAQEcIKyGxsbcfHiRQA9GS/UtUahjG7ef/997N+/H2vXrkVSUhKSkpKwdu1a7N+/H++//77NMREREQNu0/TZZ5+ROm2WrFmzBgUFBZxt1ILkeBwWpG0ZJ/Q07TkqKysRGBjYa7tCoUBoaChOnTpFtrFWnY0bNyI1NRUAt82IPdavX4+wsDBO/5y+8PT05LjUamtrSV+j8YJQKLQbfDiSkEqlmDx5MqqqqmA0GrFo0SLScw3oiRPy8PBAe3s7dDodBAIBpk2bNuiijay7zMvLy2YK7rVr10hjWnd3dyxbtmxwN0ahUEYMe/bssfl5uGbNGjg5OeGjjz7qtY/tZRkVFdXv63h4eHBaFFli3YttMIUoKX0zbM1qbZGZmYlTp06BYRhOo1o2owwAEUhyuRxKpRIRERH49ttvERoairi4OAA9gdx9WTvEYjHCwsKgUCj6NWexWIza2loikth4pPGEWq1GdHQ06urqhnsqT8TLywtyuRxnz57F3//+d8yfPx8ikYhj1Zk8eTLc3d1x+/ZtrFmzBnfv3sWdO3fQ3d0NNzc3m6LJ1dUV06ZNw5QpU+Dq6orZs2fbjW9qaWnB1atX0dTUBKCnwWRAQAB1rVEoY4Bf/epXiIiIwNtvv83Zvn//ftIz1Jrg4OAhndNgClFS+uaZNqt9ErGxseRYy5R6oMctlpiYSB4nJCQQEcSm7lteSyKRQCqVkmwzNlONPWdjYyNSU1OhUqk4YsoyzZ9dF4vFHMvWeEzzN5lM0Gq1kMlkwz2VAXHt2jVcvnwZnZ2dEAgEEAqFmDFjBoCe+kj19fWcNHyg72a1T6K9vR01NTUwGo1km6enJ/z9/ak4ogw5NIvt2aFUKlFUVEQSV/h8PsLDw3tZdljy8/MBDMyCNBCGuhnueIQ2q6X0C5VKheLiYmRlZQ33VAaM2WzGpUuXUF9fj8ePH2Pq1KmYOXMmmpqacPLkSaSnp3OOr6iowIoVK/qdLtvd3Y1bt27BaDRyhJGLiwsWLVrUq/wAhTJUUIE0cjEajTCZTAOOQ+ovg2mGS+kbWkmb0i/8/PxGbYYEj8fDypUrsWzZMtTW1uLq1aswGAwwmUwICAjA+fPniWhycnJCeno6/vCHP9gVSK2trXj06BHu3LmD1tZWNDU1cdxxLi4uWLhwIRYsWPDEWkoUCmX0oVAoiHdCqVQiPz8fYrGYU+/PGo1GA41Ggx07dgzJnGgMkuOhAonSL1QqFYxG46j+dWJp0blx4wZ++9vf4n/+53/wi1/8AgBIMHVISAiqq6sHLG74fD5EIhFEIhEVRhTKGIYNwThw4AB+97vf4ejRoxCLxVAqlcjMzLSZAOTn5zekAobGIDkeKpAo/WKs+ba9vLyQnJwMoCeg+vbt22hqakJ7ezs++OAD/PrXvyZ1jezB5/Ph6uoKT09PeHl59aqnRKFQxiYSiQR6vR4ff/wxPv30UxKTGhERgRUrVtgUSNSCNPqgAonSL0wm05gSSACIQEpOToa7uzvJnGQYhjSftQWPx7NZdJJCGS46OzvR3d1NmidThpba2lr89a9/hVQqtZuGb41MJqMWpFEGFUiUcQsrkKxxcnJCXV0d/TVGGdF0dnaiq6uLI4qeVOKE4jjWrFljUxzZ69NpMBigUqmoBWkUMaIqaVNGLmPRghQfH2/zw4xhGPpBQxmxdHZ2oq2tDWazmVqMRiA1NTU2twuFwgE1qh0otJK246EWJEq/uHjx4qjNYrPH5s2bbd5TSEgICgoKxtz9UkY3XV1dePTokd2q7y0tLeju7u6zOfNA6e7uHnSV+bFMXz3XAgMDbVbZNhgMOHTo0JC5wKgFyfFQgUTpFxs2bBiy+h3DBVt81FoI7d69e8xZyyijG8v6Rpa0tLTg+vXruHnzJtrb2/H88887VCABwKNHj/Dw4UPweDxa7PT/CQwMhFwuH9AYoVCIzZs3D9GMaAzSUEAFEqVf7Nu3D4mJiWPqn2/btm02f3GlpKRQCxJlxGBLHDU1NeHKlStoaWl5JnN4/Pgx2tra4OrqikmTJj2Ta45kYmNj7bapYhuhW0MtSKMPKpAo/cK6c/RYQKVS2bSKUQsSZaTw8OFDPH78mKx3dHTg/PnzuHPnDtra2nDixAncvXsXP/zhDzn9Kx2FtTDr6OjAo0ePwOPxMHHi+P366KuHp70m6L6+vtiwYcNQTQkqlQp+fn5DGuc03qBB2pR+4eTkNG4CANVqNcxm83BPgzLOMZvNHHHU0tKCsrIy3LlzB52dnUhISMCf//xnVFRU4OOPP0Z9fb3D53D//n3odDp0dHSQbQzDoL29nQaIDxCTyYR9+/YN2fnDw8PHlIV/JEAFEqVfjLXMLssGk/3FYDBAq9UO1ZQoFEJXVxfHetPU1ITKykoiVL766iuYzWYSQN3a2orDhw8PyVzu3buH0tJSXL9+nbO9vb3dZlwUxTZ8Ph/btm0bsvMXFRUNqvcexT5UIFGeiMFgGHe1VW7fvg2VSoXk5GSEhIRg+vTpEIlEdmucUCiO5NGjR+RxR0cHLly4wMkmu3fvHse6BHwn+oeCtrY2/O53v0NFRQVnO7Uk9R9qQRp9jF8nMqXfCIVCm2mrox17vvovv/wSX3zxBaqqqnrtCw4OHuppUcY5XV1dHDF04cIFjosLAH7wgx+gqKiIrE+ePHnI4lt0Oh127dqFCRMm4De/+Q02bNiATz/9FM7OznBycsLDhw8xdepUmuH2BAQCAWJiYobs/EVFRTQGycFQCxLliWg0GkRGRg73NBwKm1Fiiw8//BAnTpxAeHh4r3379u1Dfn4+jEbjUE+RMk6xdFu1traiqamp1zF8Ph+JiYnw8fHB9OnT8frrr+P73//+kMznj3/8I8xmM9ra2vDo0SMcP36c486bMGECWltbh+TaY42UlJQhOze1IDmepxZIBoMBarUaISEhMBgMEIlEAEBcMiKRiOzPz89HdHQ0kpOTkZycjOjoaOTn5/c51mAwICQkBGq12u5YtVpNju1rbH5+Phnf11g2IJmdu62x0dHRnPu2N9b6vm2NHenPmVKpHHONWAUCgd14gJSUFJjNZhQWFmLr1q1ke3h4OFatWoWysjIsW7YMixYtQnx8PIqKimhQN8VhWLqsGhoa7B4nlUqxZ88e7N+/H6+//vqQzOXhw4e9Sgk8fvwYly9fxtWrV8k2KpL6x+7du4fs3DQGyfE4MU/pOzGbzTCbzTAYDPD19YVGo4FMJoNarUZwcDCqq6vh6+sLg8EAgUAAk8kEHo9HxvL5fBiNRrtj/fz8oNVqIRQKYTQabY4VCoXQarXw8/NDdXW13bF8Pp98kfF4PLtj1Wo1ZDIZNBoNfH19bY41mUwQCATkvu2Ntb5vW2NHy3M2loK0c3NzcebMGeTl5fXax76G7POWnp6OnTt3Ii8vD1FRUeQ4jUYDtVqN4uJiMkYulyM4OBgymeyZ3Qtl7NDd3Y22tjayXlpaOiDh8fzzz5PSFY2Njfj6668HPAc/Pz/Mnz8fAFBRUYF33nkHOp2O7J86dSoyMjLA5/OxYsUKUi/s8ePHmDJlyrhO/38SISEhKC0tHZJza7Va8Pl8Wr/NgTy1QKJQxhq2mtXm5+cjPDy8z6w3ViypVCoYDAYoFAqsWrUKCoViTIlLytBhLZD++te/cuKRTCYTOjs7cenSJbz66qu9xotEIixZsgRATwD13/72twHPYdWqVXB3dwfQI5D+/ve/429/+xvOnj0LHx8fxMTEwMfHBwDg6uqKV199lcQftbS0wMvLa8DXHC+wP2SHgvT0dBqD5GCoQKKMS5KTkzlLR2MymaBSqVBWVkYy3ywFEy1ESbFFV1cX2tvbAfRYfNPS0uDj44PDhw8jOjoaH330EVJSUlBeXm7zi9DDwwP+/v5kXaVSDSgV39nZGXK5nAieP/3pT2hqaoKnp6fdMS+88ALEYjGAHoHHWsopPWi1WhKzaGlBEggET92+yWw2o7q6mlzH0oJEE0qeHiqQKBQrbFmQnhatVstxx/n6+iI4OJi45CjjG61WC19fX/znf/4n3nvvPSxZsgRfffUVXnvtNWzfvh01NTVYtGjRE88zceJErF69mqzX19fj0qVL/Z7H4sWLIZFIyHpubi4mTJiAuXPn2h1jbUVqbGzEwoUL+33NsY5KpeK8JiyFhYU2E0EGyrJly3rFHoWHh6OwsPCpzz3eoVlslHEJG4Bui6Eoiunr64utW7eisLAQzc3NyMrKgqurK3bu3InJkydj9erV2Lt3Ly1EOU5QKpUwmUyIjIyEyWRCdHQ0jEYjpk+fDrPZjMuXL4PH4yE1NRUA+iWOgB4LVF1dHVn38fHhCJ6+kEgknGOvXLmC+/fvw9XVtc9xHR0dePjwIVl/9OgRTVqwQKFQ9BJCAoHAIeIIsB34PZTB4OMJakGijEs0Gg0EAoHNgMbk5GRs3779mbnBzGYzxx1nMpk47jgadDl6YRMucnNzERERgXXr1iEvLw9Hjx7Ftm3bSLKFpUuqpaWFZJZeuXKFEyDNYjKZUF5eDk9Pz17p/c7OzggKCsLUqVPJttbWVty+fRstLS3EhQcAkyZNAp/Px5w5c3odn5eXh7a2NojF4ie6zCzdbGwRSzbDltLzebNs2TKynpWVhe3btzvs/JZWJGo9chxUIFHGJbGxsYiJiRmRdUPY0hmsO47P50OhUBB3HI3vGLmoVCoIhUIcOnSIlISQy+UwGo39jj2zbFDb1NREYkxYzpw5gwMHDqCrqwuurq6YO3cudu3aBRcXF3IMwzBYs2bNoDLKurq6UFhYCL1eDx6PR4RPX/j4+GDp0qUAeoLDv/32WyxfvnzA1x7LrFu3DkVFRRAIBKirq3Po/3FRURHWrVsHoKew6Ej8XBuNUIFEGZewv+xHQ7C0RqPhWJjY2CWFQkE/CIcJNiC2qKgIQqEQn3/+ORYuXAihUAihUAgejzfoANzOzk6Oi6qsrIxTi+jnP/95LyvQW2+9xclq6+rqgslkQlhYGCer7NKlSzhy5AjS09ORlpaGnTt3wt3dHZcvX8aaNWvw4Ycf4sMPP8SiRYvQ0NAAHx8fzJ07FzU1NQgKCsLx48cRExODjz76CHv37sWmTZvw2Wef4T/+4z/w+9//Hunp6Vi3bh1OnjxJgsXr6+uxatUqHDp0CHl5eQgJCUFdXR2cnJzAMAxEIhFKS0sRHR2N3bt349ChQyRLznLs7t27ER0djdLSUohEIrtjV61aRRprs2LV1lg21jAkJAR5eXk2x5aVlWHz5s1ISUlBXl6e3bEpKSnYvHkzysrK4OPjY3NsYGAg7ty5A7PZTOZua+xgnzPrZJDBPmdDlbgyGqECiTIuCQkJQUFBwah0X1mKJVpOYOgxGo3QaDTg8XgwGAycmma+vr4QCAQOf96bmpqIhcHaivTTn/6Uk/rv7OyM9evX9yoW+eDBA1y/fp3M0dPTEw8ePMCNGzd6iTej0YjGxkZODNzs2bMxc+ZM1NTUoKmpCd///vfh5uZmc75isRgvvPACgB4X2zfffIO1a9c+3ZMwBtm5cye2bds2JJ87bOsZR8U2UahAooxTnnWc0VBhNBo57jjLAF3KwDEajdBqtTCZTDAYDODxeKivr8cbb7wBo9GI4ODgZ/KeuXXrFkeMWMYiZWdn4+zZsyR9393dHR988AFmzZrV6zzt7e1obGwkvdxu3bqFqqoq4o6xhbOzM+bNm4cpU6Zg//79uHjxIh4/foxJkyZh165dNlP+ly5dSqwfTU1NuHLlChVIlFEPLXlKGXewXc9HuzgCerJhIiIiEBERMdxTGXWwQa1arRYCgQD79u3Dtm3boNFoEBUVRQKoh4M5c+bAaDSSFj+LFy9GS0sLmpqa8Itf/AKenp6kXVB4eLhNcQT0NLEViUQwmUxobW1FW1ubzUKOzs7OcHV1hbu7O/h8PiZMmID6+npcvHiRFK40m8347LPP8N577/Uaa2kRaW5upo1rKWMCKpAoFMqYx2Qyobq6GkKhEPv27UNMTAwyMjKQlpYGs9kMPz8/kvnD1qUabgHd3d2Nzs5OEnz9ve99D1VVVWhpaUF4eHi/XSkTJkzAjBkzMGPGDMycORN37tzB4sWLnzju7NmzxPLEYiujbtasWZxSAEajEZMnT+7X3CiUkQytgzSCkEqlcHJysvlHy8c7DpPJNO6Dm5VKJUkltyQuLg5OTk6QSqWc7Xq9nrwXlUolZ59CoRgx71G2srDJZLpDCQIAABN9SURBVMLOnTtJQ2d2u1AoxObNm+Hn54eCggIIhUJERUUNuxiyhZeXF/75z3+SdRcXFwQEBNi1Fjmaf/mXf8GkSZPIurOzs82SApY1mpqbm9Ha2sopGUChjFaoQBpB1NbWQiKRQKfTgWEYMAyDiooKyOVykqFAeXpMJhOOHj063NMYNpRKJSIjI3ttz8zMBNCTIp6amoq4uDiyz/J9mZSUBL1eD6BHUIWGhoJhGISGhpJzPEv27t0LAKRa8c6dO8Hn80k2UV1dHQQCAZKTk8Hj8UZVI+FFixbh2rVrZN3Z2RkymYw0kx0oLi4uvcSvPfh8PjZs2AAXFxfweDyIRCJs3LiRc4yvry9HDLHvC5osQBkL0CDtEYZUKkVJSQmpPVJZWYnU1FQqkByI0WiE0Wgc11akyspKBAYGwvLfXyqVIj8/HwEBAQB6Wq7odDqcPXsW+fn55D2YmZkJg8GA7OxscoxYLIZer4dEIsFQfaSo1WrIZDLExsYiKysLIpEINTU12LdvH3bv3g2DwTBsMUNDyY0bN1BfX48XX3yRs/369ev4xz/+MaBeayaTCYcPH8bbb7/d7zGdnZ0wmUy9LFeWtY/Y+XzzzTeYMmUKDdCmjAmoBWkUkZmZ2cv19umnn5LHlr8M2W1xcXEc9wh7nOW5WHcL6yZhl7YeOzk59bISWLpl2PNKpVLExcWRfdZuGctzWT6urKzkzIu9LntcXFwcOUapVBK3JHut/vw61mg0OHTokGNelDGCXq+HTqfjZChJJBI0NjaivLycUyzQ29sber0elZWVAED2sUvWisDCvkbs8cB372XL9xb7HjGbzfjDH/4AJycniEQiREZGktfMYDBgw4YN4PF4aG5uhkAgQFpa2lPVHRrpeHl5YerUqTh//jwnvX/+/PkICQkZkMttypQpnHpJ/cHFxaXXNV544QWOOGptbcWVK1cAAAsWLBjQ+SmUkQoVSKOIhIQEZGRkgGEYxMbGoqCgAO+88w5xxwE9X04KhQIVFRVgGAY5OTn4y1/+goqKCjImNTUV69evh1wuR0VFBebNmwcAqKioIFYClUrV6zHr8jt16hRnXtnZ2ZBIJCgpKYG3tzcAoKSkBNnZ2QgKCkJFRQXKy8s5Y1jXYUJCAudxVFQUGIaBTqdDUlISx3LGMAxKSkrI44aGBpSUlEAikeDdd99FUFAQamtrn/g8KhQKZGVlDeYlGPPYq5psz2XSnz5ftbW1kMvlpK8Y0FMtXCKRQKVSIT09HT/72c8QGxuL6upqrFu3DufPnwcAlJaWIi0tDX5+fsjLy4Ovry8UCsW4qya+dOlSzJw5E1999RWniKSrqytkMhn8/f37VVvn4cOHOH78+KDn4e7uDn9/f877pLOzExcuXEB3dzdmzZpFBRJlzECz2MYArLuEpba2lrhJLN0dR44cAQBOSnhVVRVOnToFuVzOOae9AN6cnJxex7IcO3aMfPGxNDQ0cNwzlhQXF5PrsOfU6XSca7PWiISEBABAWFgY2bd+/XpyrbCwsH6JI+C7SrG0YuyzIzQ0FLm5uThz5gxOnToFHx8f3L17F/n5+TAYDJg8eTKWLFmC27dv4ze/+Q3Onj2L3/zmNzSWxYIXXngBbm5uKCsrw/PPP88RKR4eHvDw8EB7ezv++c9/4ttvv+VYm1j4fD6SkpIGfO2pU6dCKpX2in1qb2/HuXPn0NraChcXF7z88ssDvzEKZYRCLUijDLYcPEtmZiZSU1PBMAwRC1KptJdLyx6nTp2yKV4srVLsOVlrUF9zy87O5swtISEBSUlJNl1fcrmcWKVY2BgW9s/aolFSUgJPT0/o9XqEhYVBp9MR61V/g0+Tk5OpOLJCLBZDIpFw3GA6nQ4BAQEICgriWA0bGhoQGhqKgIAA6HQ6ImLZGCT2NTMYDKiurkZubi4uXryI5cuXY+fOnWhpaYGbmxv4fD6ioqKQnJwMb29vpKWlkSKIK1eufLZPwChBJBKR572qqgqtra2c/ZMnT8bSpUuxZs0a+Pv7QyKRwN3dnexvamrCpk2b+nWtqVOnYsGCBQgJCUFISEgvcXTv3j2Ul5eTObz88sukbhOFMiZgKCMGiUTCAGAAMBUVFUxBQQFZZ/8yMjI42xMTE8ljiUTCSCQSRqfTccZYn0un0zEZGRmcc7KP5XI5WVo+ZufGLjMyMsi8Y2NjyT7Lx5bXtDyeYRib187IyGAqKio4c7c81vr+CwoKyHxiY2PJtfft28dIJBK7z3NUVBSTl5c3NC/iKIF9ni3JyMhgYmNjez1mGIa8b6wfx8bGMsnJyUxNTQ3z4x//mHnzzTeZrKwsZuvWrUxBQQFTWFjI3Lx5k9mxYwcZW1BQwFRUVHBeI/b9IZFImIyMDPIeptimvb2dqaqqYpRKJaNWq5n6+nqmpaXF7l9zczNTV1fH6HQ65ty5c3b/vvnmG6auro65e/eu3XPdunWLqaysZJRKJaNUKpnjx48zN2/eHO6nhEJxODSLjTLiYRs0UhyDtUvW8rlVKBQoLi6GRCLhuCwtx+Tk5IDP50MgEECtVuO3v/0tGhsbERAQgA8//JAUWmSRSqXQ6XQoKChAQ0MDxzXKulaLi4uRkZEBb29vrFy5kuy3ngeFi9FoRHV1NTo6OsDn8zF//nx4enr2Wcna3d2d0/y2v5jNZly7dg3ffvst2TZlyhQEBQVxrFQUyliBCiTKiIb9wnZkLaj4+HhSLJBiH7YfmUAgQEZGBjZs2IDY2Fjk5eWhuroaERERMJvNo7Lh71iis7MT9fX10Gq1ePjwIYCe6tYeHh6YOXNmL/FSUVHBEch9YTabcfv2bdy8eRN3794l211cXLBw4UIsWLCAVPqmUMYaVCBRxh0ajQZCoXBEVk8eLoxGI4CeIpIRERFYt24dCgoKsHPnTuTk5KC6unpEVMqm9M2NGzdw9epVNDU1kW2TJk3CtGnT4ObmBldXV/z7v/879u/fb7M8gNlsRmtrKx48eICOjg7St5BlwoQJkEgkWLx48bjLJKSMP6hAoow7IiMjkZWVNa4tH2q1GsHBwYiMjEReXh5EIhHq6uqQnp6O5ORkaLXaMVtXaDxgNptx8+ZNGI1G3Lp1i9NT7cqVK3j++ecHZPnx9PTEvHnzMG/ePGoxoowbaBYbhVNEUq/Xc1pMsLDFJK33WRZ6ZDOg2GNt9fOyZYVQKpU2rzlUbNu2bdxYjwwGA8xmM9LT02E2m0ln93379sFsNmPbtm3g8Xi4efMmeDweye6j4mh0w7YGeeWVVxAeHg65XI6VK1diyZIl+POf/2zX+jNhwgTMmjULIpEIS5YsQUBAAH784x8jMDAQIpGIiiPK+GK4osMpww+bKVRQUEC2sdlntigoKOBkNrHbrM/JZicVFBSQ7CS5XE7GSyQSpqKigozB/2ehPQuam5uZ3bt3P5NrDQcnT55kmpubmaioKKauro4JDg5m6urqmJycHKa5uZlmG1GY3bt3M83NzcM9DQplxEMtSOOYTz75BHK5nBSO1Ov12LJli81GprZgm55aWoXOnj2LLVu2AOgpSHnw4EEAPdW4y8vLkZOTg5KSElLIMi4uDgUFBY68rXGB0WiEyWRCbm4uNBoNQkJCUFRUhOLiYphMJmIlKy0thVAoxNatW0nm2VhFJBIhOjoaSqWSxFRRejNerKcUytNCBdIIg+1Lxbqn2D5Wli4wy/XKyspe21hXmK1ea5aFAPV6PUJDQ8l6WFgYEhISIJFI+lVocuXKlaSYIyuSGhoaSLsRoKfYIHtfQqEQsbGxCAsLQ2VlJSorKxEUFGTz/tnrs33XLHvBsYUJWffeQDrIm0ymUfkFoVarodFokJ6eDrVajdzcXFRXV0MgEEAgEKC0tBTh4eHIysqCUCiEn5/fqLzPp+HkyZN4+eWXcfToUYhEIixbtgw7d+6kjZ4pFMqgoAJpBJGZmYnQ0FAwDAOpVIpPP/0UW7ZsQUFBAWJjY0lndeb/q0xnZGSgqqoKYrEYBQUF0Ol0pK9ZdnY2MjIykJGRQSxEGRkZxHIDcPtuKRSKAdebYcez1bOtm5RaolKp4O/vD71eT1qhHDlyhNP2hD1OLpcjPz8fAEjNFZVKRe7t2LFjAHria9gebv3FZDLhzJkz/b/JZ4xWq4XBYIBarUZRURHi4+ORnp5OYokiIiLg6+uL5ORkKBQKhIeHj2mr0EDw9fXF1q1bUVhYiPb2duTk5MDV1RUpKSlwcnLC6tWrkZ6eDo1GM9xTHXYs+7lRKBTb0F5sIwiDwYCNGzcCAOdXL2tNEYvFRJSwxfcyMjKeeF4nJyebxwUFBZFeWGx/Jrar+0BbPbCWKG9vbzQ0NJBzWfZlCwgIIPdVWVmJnJwc5OTkcM6TnZ2N0NBQHDx40KbgioqKQlJSEvz9/REUFNSnKLOFQCBAYmLigMYMFUajEVqtFmazGWazGWfOnMFLL70Eo9GI4OBgCIVChIeHD/c0Ry0ymQwymQzJyckwmUxQq9UoLi5GZGQkTCYTgoODIZfLyXM9Xjhz5gyCg4OpsKZQngAVSCMIoVCII0eOcKw81rCiQ6fTEUsK0OPasiVqEhMTwTCMTTdUREQEETOWMUGxsbF2u7rbw2AwkDFJSUlISEjgxCNZExAQQCo4K5VKlJeXc/q4bdmyhTSgtYyJmjdvHqRSKY4cOULE5EDQaDQoLi5+5kUi2Zghs9kMlUoFoVCIsrIyxMTEwGAwkC9z+qU1NPD5fISHhxPBaTAYoFKpUFxcjPj4eAgEAiKYFArFmK7xs23btnElCCmUQTOcEeKU3lj2Y7PsSYX/zzazXLc8ls0cY9fZvmTsedjHltljbE82y/32ssls9VVje7XBojcXwzDkfH31Q7M+N3td9pzsNst+cJbPQ1993vqirq6Oqamp6ffxg+HmzZtMXV0dk5eXx9TU1DAymYw5ffo0s337dqa5uZm5cOHCkF6fMnAuXLjApKWlMQqFggHAyGQyZvfu3czp06eHe2oOJyIigr4HKZR+QAtFUsYVycnJqK+vR15enkPOx1qE/Pz8kJKSgsTEROzcuRN5eXnIz8/H1q1bYTabx13A9GjGbDYTd5xarYZWq4VCoSDuOFojikIZH1CBRKH0E41GA19fX+zduxdbt27F3LlzcfPmTcTHx5P+ZDKZbLinSXEwRqMRKpUKZWVlUKlU4PF4HHfcaBO/ISEh2L17d6+mwhQKhQsVSJRxRXR0NHx8fEjF6L7Izc1FVFQU1q1bh8LCQoSEhKC0tJRYhijjE61WyxFMvr6+UCgUWLVqFe1XR6GMIahAoox7qqur4efnh7179yIqKgqvvPIKCgsLcfToUSQmJkKr1cLPz29MB+5SBo+lO45t6su64551MkB/oBYkCqV/UIFEGVfk5+fjxo0b2LRpE1JSUrB582YcPXoUMTExMBqNkMlko85lQhk5mEwmjnXJbDaP23ICFMpohwqkEUB+fj4OHTqE3bt3Izo6GqWlpRCJRGAYBiKRCKWlpYiOjsbu3btx6NAhrFq1CgaDAUBPaQB7Y52cnFBXV4eQkBDk5eXZHFtWVobNmzcjJSWFdHW3NZYVE2VlZfDx8bE5NiQkBHV1dXByciJztzUWAOrr67Fq1SocOnTI7ljr+7Y1djDPma+vL3x9fcHj8WjALWVIsSwnoFarIRAIOO644bBKxsfHk/gpCoViHyqQRgBGoxFGoxFCoZC4c6qrqxEcHEzcP1qtFkKhEEajEXw+n1TC5fF4dseq1WrIZDISXGxrrMlkgkAggMFggK+vr92xBoMBAoEAJpMJPB7P5liNRgOZTAa1Wk3mbmssAJLZZTQa7Y61vm9bYwfznNFf8ZThorq6muOSk8lkRKw8qwB/jUZDWtRQKBT7UIFEoVAowwBbIoJ1x7EV1Ie6nEB6ejr8/PyoBYlCeQJUIFEoFMoIgC0nwFqXeDwexx3nqNi4oqIi0tCYQqHYhwokCoVCGYFoNBrijmOLkTqinAAVSBRK/6ACiUKhUEYBlu44rVbLccfZEztso+uIiAiyjQokCqV/TBjuCVAoFArlySgUCqSlpeHChQu4efMmNm/ejIsXL2LdunWYO3cuIiMjkZ+fD6PRSMYUFxcjMjISe/fu5ZzLZDI96+lTKKMOakGiUCiUUY5Wq+W444RCIRQKBZRKJRFM27dvR1ZWFtLT0yEQCBAVFTXMs6ZQRjZUIFEoFMoYo7q6GgcOHEB+fj5ne3h4OJKTk/Hcc8/RchcUyhOgLjYKhUIZY8hkMrz00ku9thcVFWHz5s1Qq9XDMCsKZXQxcbgnQKFQKBTHU1ZWBoFAAD8/P7z88suQyWSQyWQ0/ohC6SfUxUahUChjEJPJZLN2UnJyMmdJoVBsQwUShUKhUCgUihU0BolCoVDGEcnJyYiOjh7uaVAoIx5qQaJQKBQKhUKxglqQKBQKZRyRn5+P9PT04Z4GhTLioVlsFAqFMo4IDg6G2Wwe7mlQKCMeakGiUCiUcQSPxxvuKVAoowIag0ShUCgUCoViBbUgUSgUCoVCoVhBBRKFQqFQKBSKFVQgUSgUCoVCoVhBBRKFQqFQKBSKFVQgUSgUCoVCoVhBBRKFQqFQKBSKFVQgUSgUCoVCoVhBBRKFQqFQKBSKFVQgUSgUCoVCoVhBBRKFQqFQKBSKFf8H4LWyvFVQwpMAAAAASUVORK5CYII=[/IMG]
[/CENTER]

[CENTER] [/CENTER]
[CENTER] [/CENTER]
[CENTER]

[/CENTER]

Какие расценки применить для резки листа нержавеющего, толщ. 4 мм
 
у меня изготовление и монтаж отбойников из нержавеющей стали. Решили отказаться от фланца так ка кон очень дорогой на лист нержавеющий. Вот лист нужно нарезать и сделать отверстия
И размуно взять расценку на изготовление отбойников ФЕРм38-01-005-04?
Какие расценки применить для резки листа нержавеющего, толщ. 4 мм
 
потому что считаю в ФЕР
Какие расценки применить для резки листа нержавеющего, толщ. 4 мм
 
Добрый день сметчики, подскажите пожалуйста какие расценки применить для резки листа нержавеющего, толщ. 4 мм. Нужно из листа сделать пластины 150х150. Потом просверлить 4 дырки в каждой пластине интересуют только ФЕР
Манжета переходная с чугуна 50/73
 
всем спасибо
Манжета переходная с чугуна 50/73
 
Добрый день. Подскажите пожалуйста как взять манжет переходной с чугуна 50/73 по фссц. Заранее спасибо
Колодка клеммная полиэтилен - какую применить расценку
 
спасибо
Колодка клеммная полиэтилен - какую применить расценку
 
а если у меня 18 коробок распределительных я взяла по ФЕРм10-08-019-01 и в ней колодки эти 60 штук, мне нужно посчитать только работы, материал заказчика, получается вообще не брать никак?
Колодка клеммная полиэтилен - какую применить расценку
 
Добрый день подскажите пожалуйста расценку на Колодку клеммная полиэтилен 3ВИ-10 2.5-6кв.мм ПВХ
Подскажите расценку на демонтаж сломанного кронштейна конвейера
 
спасибо большое
Подскажите расценку на демонтаж сломанного кронштейна конвейера
 
срезали
Подскажите расценку на демонтаж сломанного кронштейна конвейера
 
Добрый день, подскажите пожалуйста расценку а то ничего подходящего не могу найти. На демонтаж сломанного кронштейна конвейера. Кронштейн чугунный, крепится на полосу. Работы производятся в Холодильнике крупного скота.
Расценка на усиление потолка листами оцинкованными (фер-2020)
 
по 9 сборнику
Правка кровельного ограждения - какие расценки применить
 
Так он и так у меня есть , и сумма получилось 75к , но и этого не достаточно)
Правка кровельного ограждения - какие расценки применить
 
Добрый день, подскажите пожалуйста какие лучше расценки взять? работы такие: правка кровельного ограждения(60м), усиление стоек трубой и окраска трубы. я решила применить ФЕРр68-23-2 (не совсем понимаю как использовать единицы измерения 60м ограждения и в высоту они 60 см, получилось 36 м2)и покраску думала взять сначала ФЕР 15-04-030-03 но тут на 2 раза заменила в итоге на ФЕРр62-35-1. правильно ли я взяла расценки?
смета в итоге получилось по сумме больше чем надо а как уменьшить смету не знаю, но мне нужно где то на 50 тыс.руб.
Изменено: Vika Kazanceva - 26.08.2021 05:06:36