数学智力题:破解密码
数学智力题:破解密码如下图所示,每个地方的间谍需要2个密码数字来与指挥部联系。缺少的密码数字是多少?
http://www.aoshu.com/e/20181122/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVgAAAD3CAIAAADXM9uYAAAgAElEQVR4nOx9V1NbaZ7+/xvsxX6Avdjam62pnfudqv0Au1NTtVM7uzM707PubrdNzhjnBO623U5gm2SDScbkYHLOGUSWAAkBEsrn6BzldML/4im9pbbBYwwCgc9z0UVjJJ1z9L7P+4vP7/+JEiRI+Orx/076AiRIkHDykIhAggQJEhFIkCBBIgIJEiSIEhFIkCBBlIhAggQJokQEEiRIECUikCBBgigRgQQJEkSJCCRIkCBKRPCVg6Zpm80mCIIoioIgcBzHcRz+VxRFt9vtcrk+eEkgELBYLAzDiKLIcRzDMIFAwGw2m83mQCDg8/nIyyWcIkhEIEEUBCEQCPA8jx/8fr/D4cAO53nebre73W5BEPx+v9/vx99jt1MUBabw+Xw+n08URbzJyd6OhC+ARARfNTiO43ne7/djq4uiGAgEbDab2+0GHbhcLp7nOY7zeDxerzcQCIiiiB8EQfB6vQ6Hg+f5QCAAU4JwhITTBYkIvmo4nU4c+zjtsbedTqfT6XQ4HH6/3+fzmc1mnU6n0Wi2trZ0Oh1FUVar1ePx8DxvsVg8Hg/+zOfz+f1+MMtJ35aEA0Migq8aHo8HB7jP58PPHMf5fD673a5QKFpaWsrKympqalpaWrq6uoaGhrq6usrLy1+8eNHY2KhWq41GoyAIPM8Ts4K4DxJOFyQi+KrhcrlABG63G4c5RVHj4+ONjY3v3r2rra1tb28fHx9XKpXb29tqtXpra2tubq61tfX9+/dlZWVXr15VqVQbGxtwEPx+P9yEk74tCQeGRARfNeDqi6IID1+r1T5//vzx48ednZ0ymUyn0zmdTo/H43A4zGYzRVGBQMDr9RoMBovFolKpKioqHj16lJubu7y87Ha78W5SjOA0QiKCrxoej8ftdouiyPP82tpaXl5eW1vbzs6O1Wp1uVwOh4OiKIvFYrVa7Xa70+mE8a/T6UwmkyiKTqdza2urp6enoqJicXGRoiiv1wtnwev1Iljg8/kQiTjhW5XwSUhE8FUDZzhigQ0NDd3d3bDzkS8AFzidTp/PFxpQdDgcdrtdFEW73U5RlNFolMlk+fn5MzMzfr8fXOB2u71eLz4CLz/pe5XwKUhE8LVDEASNRvPw4cO+vj6KoliWdblcNpsN+5/jOK/Xy7KsxWLZ3d3V6/VIKHg8Ho7jUI/k8/msVmtHR0dhYeH8/DxJMSLuIHkKpwISEXzV4HmeYZiqqqrc3Fyz2exyuZA+cLlcXq/X5/MxDKNQKHp6eqqrq0tKSsrKyhobG4eHh1Uqlc1m83g8+GObzWa325ubmwsLC3d2dsRgkRJyk4DECJEMiQi+ang8nq6urszMTJqmERR0u91Op9Pr9Xq9XrPZPD09XVJScvPmzaSkpOTk5ISEhLi4uKysrLq6uvX19UAgADeB47hAIEDTdGtra2lpKbwDJCPxVk6nk+O4k75dCftCIoKvGgaD4cqVK3NzcxzHud1uu93OMIzdbvd4PDRNz87Ovnr1Kj09PTo6OiUl5eeff75169b3339/8eLFu3fvvn//HvSB/wqC4PP5tre3X7x4sbGx4fF4RFHE28JwkIggkiERwVeNxsbGpqYmq9Xq9XoZhkF2wG63syyrUqlqa2uTk5PPnTt3+fLlsrKy1dXV4eHhhw8fxsfHR0dHP3z4cGFhAXVECBY4HA69Xj82NtbU1KTRaERRRG2ylFaMfEhE8LUAXUOI3uOUttlsBQUFKpXKbrd7vV6KouAaWK1WlmXlcvnjx49/+OGHb7/9NjMzc25uzuPxsCxbWlqakJCQkJDw7bff9vf3u91uVCIyDANGoGn6wYMHBoPB7/fDFkD6QEIkQyKCrwWCINjtduT/QATr6+tVVVXr6+uiKHo8HtgFaD0OBAJqtfqnn366cOFCVFTUgwcPVCoV0oqlpaWxsbGXL1/+61//OjY25t4Lubm5CoUC1Ucej8fpdErpwwiHRARfC/x+PzYkOgX9fn91dXVbW5terwdH2Gw24tKLoqjVap8+fRoVFRUVFZWZmbmysuL1eq1Wa0lJSXx8fEZGRmxs7PT09J5EMDk5WVxcDHfA7/fbbDZ0MZ70M5CwLyQi+LpAOgKsVuuFCxcGBwcdDgcKAZxOpyAIsP8dDofRaHz37t21a9diYmJiYmLev3/PMMzm5mZhYWFCQsKlS5du3bq1uLi4JxEwDPOHP/yBfCjqF6UYQSRDIoKvBTifQQSCIFit1t/97neTk5M+nw9xAWT43G63xWKhadrv9y8vL5eXl9+6devcuXM//fRTU1NTRUVFVlZWWlraw4cPW1pasMM/hsfj+Yd/+AdIlYhB1YOTvX0Jn4ZEBF8L/H4/wzBwDZDq++abb2ZmZrCZ0UqAUgKUFfM8bzQa29ranj17FhMTk5ycnJiYGBsbm5CQkJGRUVBQoFQqeZ7fkwhcLtff/d3fwQqQ8gWnAhIRfC1AizF+AGJjYycnJ5Ey8Hg8yBqiZBi5wJmZmefPn9++fTsuLu7SpUtpaWkxMTFJSUmpqal3794dGhqyWCx7EoHdbv/7v/97n8+H4kI4IxIdRDIkIog4hNbkhp6oCLyRNj4SigttCvpE0Q78f1EUUQXocrni4uLm5ubcbjfLskgBWq1WnOcsy66vr+fl5cXExMTFxaWmpj5//vz9+/cVFRX379+Pi4uLjo5+/PhxZWWl0+lkWdbpdELaEOEGg8Hwq1/9ymw2w00AI0jeQSRDIoKIA05R+NWEDrxeL5r/AoEAjlz0+aJ6F0SAH/Z7WxT84v0Ryb9z587i4iIcAfJfr9frcrmcTufg4OClS5dABA8ePBgdHbVarXq9vrq6OjU1NTEx8erVq3fv3jWZTAguQr8MnUhra2tRUVEGgyFUv0yyCCIZEhFEHLgg+BCAAogiADqCsP+J1QAG2Y8LBEEg6UNwSltbW3Nzs16vF4N6xG6322azBQIBpAkTEhIyMzPj4+NfvHhhMplQfdjW1nbz5s3k5ORLly5du3ZtfX2d4zg0LMOs8Pv9PT09zc3NMF7wcW63W5IkiGRIRBBxIOF9yAdje3u9XvKzz+eDMw9TXxRFyIeSF+73tjabDecz4oUajebJkycWi0UURfwTVIm9Xi9N0zk5OX/9619//PHHhISEFy9esCyLcGNHR8etW7eio6PRgLCxsQFHw+12cxxns9lYlr19+/b6+jpRNPX5fChSOr6HKOGAkIggQoEtjeMU7cA4bJ1Op8lkslqtKONH8p/jOIqidDqdw+H4xBvCrECOEL7Gzz//vLm56XQ6sVHRUwxVkvLy8j/+8Y8pKSmJiYn37t1bWlry+/0URfX09Pz0009JSUlpaWn37t2jKMpsNtvtdryD2+2emZmJj49H9NHtdkttyKcCEhFEKAgR+Hw+mAOh/2Sz2XZ2dgwGg9vtRs4f/2Sz2Wia/pvvTPqCu7q6mpqazGYz9EgQOHQ6nX6/f3JyMi0t7YcffoAXUFhYODMzMzAw8OrVq4yMjMTExMzMzLKyMp/Pp9PpWJZF2MJqtVZUVDQ0NJDYpIRTAYkIIhSECJDb0+l0EAjJzMz83e9+94c//OHRo0fZ2dn//d///T//8z9Pnz4dHh5eWFigaXo/C1z4JeBlWK3W169fDw0NoRyQpmmXy4XKAp1OV1NTkxZESkpKVlbWzZs34+Lizp07l5SUVFRUNDExQVKPDMNYLJbp6emXL1/abDae500mEz4LMifH/AAlHAgSEZw8sOdJmpA07YIFdDrd+vp6WVlZbm5uf3+/SqUyGo0URSHVb7VaLRbL9vZ2dXV1VFRUVlbWzMyMxWKBjUBK+vBWQsh0Q1JZ1NzcXFpaarPZLBaLTqfDXAOUFa2trb1+/frevXsZGRkXLlyIj4+PiYm5cOFCSkpKXl7e7OwspM3gsNA0vbm52dLSUl1djQ/a2tqCMwLhM8k1iGRIRHDCIGW/RFkcemFoBFpcXKyuri4tLZ2enjaZTOjtd7vd6BdG7gCbHBHEwcHBvLy8urq66elpiI4hy0jTNL8XOI4zmUzDw8Otra3Ly8skfYhCQ5fLRdP0/Px8VVVVQUFBcXHxy5cvy8vLh4aGNBoNrsFut4M1VCpVR0dHf38/RVF7fpZEBJEMiQhOEkTPi8wOFEWR4zhU+MhksuLi4t7e3u3tbaPRaLfbES9gWZamaYT0MJ4MiuN+v5+maaVSOTw8fOvWra6uLhABXPc9N6fD4UD6oLCwsLy8fGtrC22IKA1AIgCyAg6Hw2KxGI1GHO+oPmIYhmVZnuf1en1FRUVJScnGxgYaDSUiOF2QiOAkAUOdlA9hq6BMaGBgICcnZ3x8nGVZOPDI8MEOx2BCr9dLNEWMRiOZR8wwTFNT040bN8bGxpDe/6AqgQBygxzHKRSKysrKysrK+fl51BTgD+AmIJVgMpkQVoSKsd1uNxqNFotFrVZXVFRUV1fL5XLInElEcOogEcFJguTzsE+wYZxO59zcXH5+/uDgIGL7HMdh88NWV6lUS0tLy8vLCoUCQkAo9YHoKLx9m802ODiYm5u7sbEBN34/14DneVyJwWCYnJysra0dHx+naRruBgwEVB+ADuBrINfodrsXFhYKCwt7e3t3dnbQp0BuRCKCUwSJCE4SoSyAKJ3H41leXs7NzZ2cnER4D6k+VBPs7u4ODQ0VFhZmZWXdvn371atXcrkcTX5wAWDAO51OtVq9u7s7MTHx6tUrFP/tuTlJYMJutyO8Pzk5ef/+/UePHnV3d2s0GsQLjEajXq9HpQCIRq/X9/b2Pnr0qKamZmVlxWQyIVohCALmIEpEcLogEcFJIjSfB5ufYZji4uL5+XmlUknGE1utVofDwTDM8PDwo0ePvv/++2+++SYhIeHVq1dbW1tI+MGY9/v9cN0hPba1tVVQUNDc3LyfRYD9Lwb9EdQCulyu9fX1kpISdBwWFxcvLCxg/Oni4mJra2tycvK///u/P3/+3OFwbG9vIxKJu7BYLCh8lojgdEEigogA9qHNZtNqtWVlZdPT04Ig+Hw+vV6v1+vh529sbJSXlyckJPzxj39MTk4uKytDtR+CixRFYQei+sjhcKBrwOFwvHr1amxsjDgCXAiIcBDKAch+Rl8Dy7Imk2llZaWjo6OysrKsrKygoKCkpGRychIkhQglbgFljih8kojg1EEigpMEqSBAOsDj8WRmZioUCrTuWiwWhmFgb/v9/uHh4evXr0dFRV24cOHatWsDAwPYeERNBLNGkFzAtoTrsbi4mJOTA44QRRE+CNn5n3+pyC8MDg7qdDqe5202WzifjYRjhUQEJwl3UDIYO1Oj0ZSVlW1tbYEI4BFgA6+urpaVlaWlpaGep7CwUC6XwyOAoAiKfJH8J9rBsBfkcvnr16/hL5CawoOezzjV9Xr99PQ0RVEocw7TY5Fw/JCI4CSBicNI1Lvd7s7Ozvfv3xsMBuT/kRr0+/1Go7Gqquru3btpaWkJCQmPHj2anJxE3REZWwxbANIgIAJE+DmOU6vV9fX10BeH9QHZwgNdKuwIiqKUSiXKBD/R4CTh1EEigpMEiRTibM/JyWlra4PCh9vthuVvs9nm5ubu379/6dKlq1evpqenP3/+XCaTmc1mZPURCESsEeYAQDoCjUbj0NBQd3e3GAxGgH1IUfPnAD6I3W4n9cuwL8L4dCQcIyQiOEkgKYAQgMfjefr06djYGMwB+PyBQECj0dTV1V2+fPnSpUtXrlxJSEi4cuVKQUFBWVlZQ0ODXC5Hhw+SfzAKEP+32WyIF9rt9tXV1efPn4uiyAdrhOB9fH6MgGQ3SWRB0iY+S5CI4CSB3UtaDMvLy9fW1rBXUUro8XiWlpYeP36clJSEZF5sbOzFixfj4uJiYmLS0tJKSkoWFhYQF3Q6naj/Ja0HDMOgGFGv1587dw4hA+gFhW7pz7xUoptEBAgli+DMQCKCk4QgCBAaRPV+U1OTSqUCEdA0jWLeycnJK1euREVFpaampqSkoCM4Pj4+Li7u/PnzCQkJDQ0Nu7u7LpcLJgC8A7/fj5YEuAAMw/zrv/4ruox9QRw0ZEhcCbw2bE9FwglAIoKTBMdxXq/XZDLhsEUxn91uR3LOarWiHSghISE5OTkqKio+Pv7t27cjIyNPnjxJTk7OyMhITk6+du3axMQEZhYYDAa73U5RFEwMCBxiZklaWprJZCLVhKTH8TMvFSyA9mee561Wa1ifjIRjhkQEJwn0GqDzx2q1/vjjj7Ozs4gaICOoVqufPHkSHR0dHx9/8+bNpqYmo9Ho9/vX1tYKCgrS09OTk5NTUlL6+vosFosgCCaTCTWIxKygKCoQCGxtbT1+/BidgiACj8dDaoE+BwhkaDQa0JbdbhdFUYoRnBlIRHCSIIqjoiiyLHv9+vXR0VFYBwaDAQW8jx49SkpKunDhwpUrV2ZmZojoYGNjY2xsbHJyckxMTGtrq9Fo5Hkexr/D4UBsz2w26/V6v9/f29tLCo1JEvETQxA+BqyAhYWFnZ0dxB1w/eF6NBKOFxIRnCSwJ/mgiFB7e3t3dzckBrRaLf777Nmz9PT0xMTE1NTUoaEhUjvQ0dGRnJwMImhpaTEYDNircAqQI0Stodfrzc7OXl1dFUWRD05DJvIHnwme5zUazdDQEHSHxKD2YZiejIRjhkQEJwzk56FWvLu7++rVK51OB4kRCAfm5OTExcWlp6enpqa+f/8em1yj0dTX11+5ciU1NTUtLW1gYADVfug4IBQAotna2rpz5w68elQWHpQFRFHkeX5jY6Onp0en0+Ftcc3heSoSjhsSEZww0OeP7c2ybF5enkwmQ4Gwy+WyWCwYNAK9wCdPnszOzq6urra2tv70008JCQnp6elZWVlLS0uo9oM8CcqNUVno8Xg6OjqKi4vhCxCxAHz0gYKFa2trAwMDVqsV6UNp0vlZgkQEJwkhZDwRz/Msy46MjNTX1+/s7FitVkiM9/f3Z2VlJScnI2V4/fr1Fy9e3L9/PyEhISoqKiMj4/nz51qtFu+zu7vr9XrNZjPykTRNa7Xa7OxsmUzG8zxqFkhUAhIjn3+pCoVidHQU+U5oloTz2Ug4VkhEcJIQPtIvdjqdWVlZCoUCtUBOp1OpVPb09Ny+fTs6OjoqKiomJiY1NTU5OTkuLi4hIeHx48cYbe7z+UwmEwROd3Z2kJg0GAyjo6P5+flISZIxhMCB6ggCgQCKmmEOHPTlEiIcEhFEHCYnJ2/cuLGxsaHT6TC/ZHt7u7Oz88WLFzdv3oyPj0dxUWZmZnV19e7uLukpRBCRVBD7/f7R0dHs7Gy1Wk127xdrBIBZPtj8EhGcGUhEEHEwGo0ymez+/fs2mw0Ze5qmbTbb7u7u2NhYfX19TU1Nf3//2toapI2hYsayrNVqRT4SgqgLCwuZmZkDAwNw5o9KLOSDtwrHE5Bw/JCIIOKAWqDu7u78/Hy9Xg8uwCQyDCNiWZbIEOn1ekTvsPm1Wq1cLqdpWiaTPX36tLe312g0QvvwqIiAD05kJB0HEs4AJCKIOEBiyOfzlZSUZGRkzM7OopUIXAAtE5Zl4bFj0jlUTCAcBhHkFy9etLS0wEaAzNEhiQCGBl5F5jIfqCRJQiRDIoKIA8/zmCzgdDqbmprS0tLq6+sx6Ri9A2gfIAlCZBwQLBwZGampqWlubh4ZGbFYLGhk5nkeDQKHIQKPx2MymYhguRAcmhbWRyHh2CARQcQBZX8I+zmdTrlcXlNTU1BQUFFR0dvbq1AocM6jodjhcBgMhvX19dHR0ffv32dnZz98+FAul5NRaKQk+ZBEwLLs6uqqTqcjeiToPgjnk5BwfJCIIOJA1EpghEMdcGxsrKWlpamp6d27dy9fvrx582ZiYmJcXFxycnJhYWFjY2NJScnAwMDm5iZUBshZTd5tP3zmVRkMhvHxcRQskVe5XK6wPAIJxw6JCE4NAoEAwzCbm5uTk5NtbW3V1dVv374tLi4eHh5WKpWDg4MMw7jd7jCZ6ysrK+Xl5VarFSxA1MrC8VkSjh8SEZwmEOecBO2gQeJ0Otvb281m8xc0EXwm+vr6Ll26RNM0/hcRTamO4MxAIoLTASJ5Hgr8hmEYh8PR2Ni4srJCUVSYLqC7uzsjIwOlSghhOJ3OMH2WhOOHRASnA3vG9gKBAKRKeZ6fmJiYnp42mUxh2p8LCwu1tbWiKCJUKUpiBGcLEhGcDoR6BKjngTmAKSY8zyuVyoGBgQPF/w4EiqI2Nze9Xi+mG+JTpDqCMwOJCE4HICWOPY/8IvKCROxMpVLl5uYKguB2u8NxAUhGYqQiPl0MhgwlnAFEKBF8EBXDL/lg/xz5M7/fzzDM7u6uSqVSKBRyuRzzAlmWDQ2eQ0sHzi3e+ZSuYCFkejqcAvQdOhwOq9Xa2dnJB2UCvjhNKAYfPok7klJCvDk8EdLpFLZ7lXCsiFwiIHWssIEhxY+fHQ7H0tJSU1NTW1tbd3d3f3//wMBAX19fd3f39PR0c3PzmzdvhoeHMa4bmh9kcJDT6STNeSd9l0eD0K0eWgj8AT7/DfnguBS8iggoHfJtJUQyTgcRkBk7Ho9HLpfn5+e/fv363bt37e3tMplMo9FQFEVRlNFoVKvVs7OzPT0979+/r6qqamtrW1tbc7vdSLD7fD7U6vPB0cCnHR+wgPhRd+CX7Vi/3w8Jg0AggPJkGAISEZxVnA4iQLLKYrF0dXU9evSoubm5ra0NTTh2ux0jACiKslgsOPkZhjEajfPz801NTa9evWprazObzWTcKGzas7GIQ3cjmg4OTwSCIKC7SRAElmU9Ho/FYpmYmJCI4AzjFBABdu/W1lZpaemzZ89kMpler7fZbDRNOxwORMvAF9D/RWcOz/No4N3e3oYTwbIslrjNZjszlTAIHOJnhmGgXHjIHYsHjhiBxWLhOG5kZCQtLU0igjOM00EELpervb397du3Go0GM3mhmRUIBPC/xCLQ6/U4yjBBSKvVqtXq1dXVp0+fvn//XqvV8jxPxgef9F0eAfAQEP7c2trS6/WHJ4LQaWhoYa6trf39738vEcEZxikgAofD8eLFi+rqaqvVipAhz/OI/EH512q1Iv7ncrngRBiNRq1WS9pv/H6/Wq2Oi4traWkBF2C40Enf5REAXcmwdBYWFhQKxX7SA5//nqG5BuidjoyM3Lt3TyKCM4yIIwKyBLHPPR6PQqHIycnZ2NiA2W82m6H8D7kOi8UyPT1dUlJy69at7777Ljo6urm5GZYtggUYCuz1ejc3N2NjY9va2lAVc8huvAgBIQKGYRYXF/v6+o4qqgcaRW5yfX29r69PIoIzjIgjAiJ9IwiCw+FYXl5OS0vb3NxkGAY2AkZ3QPOf53mKosrLy1NSUojgd29vr8fjcTgcUPLAmGDkwBQKxeXLl7e2tkAEZ2BlE9I0m80+n+8vf/nLkdwX4qmgRZqmR0ZGRkdHz8DjkrAfIo4IyNBuyPJlZmZ2dXXRNI2Dzufz2Ww2zAtHimthYeHevXuJiYnx8fFo0f+YCIhKh8Viqa+vf/nyJRklcKpXtiAIuDVUHLvd7l//+teHryNAxAHFy6Io+ny+ra0tzGs/1Y9LwicQiUSA0xtls+fPn7fZbGi2DZXoQhZwfX399evXKSkpUVFR0PmPj4//mAgCgQDiCD6fT6vVZmRkWCwWmL6nemXzPO92u8kII4fD8W//9m9QMTwkEXi9XpvNhmplQRDwPE/745LwCUQcEcD4R+1Afn7+mzdvUD+PikCn04miQI7jbDYbemPT0tLi4uJABAkJCXsSwc7ODgglEAiUlJTU1taeAdcA5cY8z+MMdzgcpaWlmIl+yPvCREbIH4v7Fymdrscl4ROIOCJAEQuEelNTU1EIhASh1Wol87ag1fvo0aNr167dv3//zp070dHRSUlJiYmJexKB0Wh0u902my0QCKysrCQkJJwNIgB4nkckFQHUI7kvPtjdxO9fpHS6HpeETyDiiIDneZzbGxsbubm5sAU8Hg9CAy6XC4kDpVJZWFgYGxv76NGj+vr6goKCqKiolJSUpKSkj4kAPgWEvXme12q1V69eNRqNp31lI1JIRgygO/gIdyzCkKRT67Q/LgmfQMQRAamQGRsbm5ubW1tbw4Lzer1gAZZllUrl6Ohoamrq+fPnnz17trS0VFFRERcXl5SUlJycvGfWwOl0GgwGs9nM8/zGxkZDQ8Pq6uoZWNnY/xAp5jiOpunD71iy+cVgA5JEBGceEUcE2PMcx7W0tMzOzvI8b7FYYAsgiMjz/MzMzNWrV//85z8/e/ZMLpdrNJrq6mrwQmpqam1trclkQo0N8gs2mw0jAFBuiAqZubm5076yEU8hOqIMw4RuWmRhQRAHVRMCEUDsaGdnZ2ho6PB1ShIiGRFHBCgN5Hm+ra0NGv6IYLMsi3yBSqUqKyu7cOFCRkZGa2srxoRWVVWlpKQkJiYmJyd3dnai9Bg9SG6322q1ulwulCeZzWa/3z8wMLCwsHAGVrYQVD0nCugkWMiF4EDCAUJQjACJFblcPjQ0JLUhn21EFhEIQeENjuMmJycHBgZEUUQGgaIoVAr29/dnZmbGxMTk5uZOTk663W6NRpOXlxcVFYVgYVNTE03TmAiG2R4URYERPB4PTdNut7ujo0OhUJz2lY2dj5w/2o0MBsPg4CBMp9Ay7QPdF6EViJROTEyMjo5KRHC2EXFEgMBeIBBYXV19//69w+GAIBdN0y6Xy2g0vn37NiEhITExsaioqKGhob+/v7m5+d69e3FxcVeuXElLS3vw4EFLS4tKpcL7OBwOlBgjZICGpcbGxu3t7dO+snmeJ6otiBROTk7eunWL6IuCJj6YZf43gewsXAyGYQYGBmQymeQanG1EIhFgTavV6oqKit3dXRxrVquVZdm1tbUnT578+c9/Pn/+fHp6emxsbGxsbGpqanx8fExMzOXLl69cuXLx4sXbt2+vrq6iAAHNubcHSnoAACAASURBVOhNQFeSWq2urKw8G1kDVEwSIlAqlQUFBTqdDrVA6Nc4KBHAIkARAcuyw8PDarX68AWLEiIZkUUEOPydTieiepmZmQaDAcl/u93OMIxcLi8oKEhOTr58+XJ6enpUVFR0dHRqampiYiJ+uHz5cnR0dFZWFvrwEFyAqcwwDCIFq6urxcXFR1J4c+LAjsWMA+zbyclJtVqNOB88o4MSAZwCNHe4XK6ZmRmr1brnszp1j0vCfogsIiBHnN/vN5lMN27cWFpaYhgGVW4Y+Ds2NtbY2Nja2lpXV1dbW/v+/fva2toHDx4gUpiWlnbnzp3q6mq1Wm2z2bD5YR7TNO10OgOBwPz8fGFh4dmomQUL4Ax3OBxarXZmZmZ9fd1ut4tfSgSiKAYCAYPBgPiCXC7HO5yBxyVhP0QWEfA8T+SG/H7/8PBweXm52Ww2mUwIGSKPiCpDhmEoinI4HFtbW4WFhTExMcnJydevX29vb6coimEYs9mMACHLsmhhsFqter0+Ozu7u7ubD8mQn9I2ZCFEaxhBfqvVqtFowJ7kl6RS+PPfVhAEl8sFriS9DKf9cR0IpIwC6w2ZLFEU0fRN/gw5WjFozJ5eWefIIgKsLWh18zyvUqnKy8t7enogScIwDE3TWq0WfQcoOuR53mg0lpeXJyUlpaWlZWRkdHd34wSDKgGaDsnc3sHBwTdv3sjl8pO90yMBTmlCBD6fz263WywWlUoF1wDtQx+s3c95WwRrwCCgm3DdQ6QiVMCK/2jGFB9Ucw39DamFO76rPDpEFhGIwSIZLEGn09nf35+Tk4PxfhaLxWQy8TxPDAS0Hmg0mqKioosXL3733XcXL16sr6+Hw4z6QpqmYSD4/X6r1Xr37l2tVostdNL3eliQM5nkEZEWsVqtOJrQO3TQyaiw+YXgLCNiDoTpLiITIIIPSiphImFpMQxjs9kIyZJkLenOOOk7OBgiiwhwrKGOBY/YaDQWFRXdu3cPSxxnO03TNpvNZrNBoUStVpeVlaWmpkZFRaWlpTU1NWEnWK1Ws9lsNBrRg0zTdGlpaUNDA9JjZ0POXAzRJiHS7+QAJ+2JB31DcrLhCX+dRgGhV5io6OkSg1XwoiiiuDu0FwPfwgdjeE4FIo4IiKMF9hVFUSaTnTt3bnR0lDj5KBkmEgMURU1OTtbW1lZWVtbX1y8sLCBAiHYDdCgwDPPmzZv79+/jhWfAHCAQQooLcRyRf8Lvv+B0AhcLgqDRaMxm89kwoA6K0EMezxCHB4rWxWCpG7RhSHqVvOSEr/6AiDgiIEsZYQL8MDIy8uLFi/HxcYzcwimHjACOL5ZlTSYTRVEmkwnpRkLSiBEMDg5mZmaura0RUYOTvtcjA1mveFzCL1sGieF6oPdEesXv98/Ozm5ubn6FRPDB08MhZDabRVH0+XyofEcQEbEqIgwRGrg5RYgsIhCDRgEpbkPToc1mm5iYuH37dm5urk6nQ0MxdIpgnsGChc2GSmQYBZhr8P79+5cvXyqVSuLUnaWRZ3xQqTk00I3QAPmbgx5QUHm02+09PT1LS0tfZ4wAi5DjOJZll5aW3r9/n5CQUF9f39/f39raWltb+9NPP+Xk5CwtLaGZ5dRZAaGIRCIIbYOF34tt39/f//z584qKitHRUZ1Oh0lHmIOGdmNwAUqS7Ha7wWCYmpp6+/ZtY2OjWq02Go2IQULm7MyUypFoFp6Yy+Wan59Xq9WQb4H3dKD7QucC8mGFhYUajQZcE7Y7OEkgPwrBC2JIisFKLa1W29nZ+fr166qqqr6+vpqamsXFRZVKJZfLZ2dnOzs76+rqWltbi4uLX716tbOzIwgCdHRIpIYYthG+tCKOCD4G2bRIELS3txcXF79+/Vqj0aBDGQsXpYew09RqdUtLy8uXL0tLS8fHx9GGiPpCq9WKb0g4oxUybrd7cnJyenoa1UQkBfP57wC/Fwnaf//3f9fpdHj44bvmEwQOBrAAGBO1WC6Xa3Z2Nicnp6ysbHl5eXt7G8EpLBvEnmB+bmxsKJXKmZmZJ0+eVFVV4fckvsiyLBYV6uJO+nb3xekgAixNfAdoN5TJZN9+++2FCxeuX7/+8uXLhoaGwcHBmZmZ2traR48e3blzp7y8XK1Wk6q70NAumg7OKhEEAoGFhYWGhgbcb2is6zMBk9hgMFit1n/8x38EdaJ54UwCFCCKIoxKnud3d3fz8/NLSkoWFhb0ej3GPfE8j3QVy7I4gdDxBacM2/7Vq1c3b95Uq9V48hirgQii2Wx2OBwnfa/74hQQAUC6hsheRdqcYRi9Xq9SqZaXl2dnZ6empra3tzElTaVSra2tQYAA5UkqlQp2wZHMCIxMoIM7Ozv7iwNXCKBgfd+6dUsM1iOE5XIjA16vNzTgl5eXl5eXt7CwgDSB3+9H1MlkMmH/gztsNpvBYID+DQZt+f3+9vb227dvz87O4p3x+8gPH5wCIhBChhfjZ0QEQp380OSZ3++Hv0BeTlpxKysr6+rq4ACfjV6DjxEIBIaGhu7fv08iowclAmJ/CYJgs9lIJ2KYLvhkQXIusPZZlq2uri4tLfV6vXa7Xa/XQ8zCbrejvJ3M18HPcEXR3mY0GnU6ndfrHR8fz8nJWV9fR6QA6eoIz7ycAiLgeZ6iKKxFtCTB1iXfCr4PGLQ4/ElqHXsbxAFu/vHHH3t6ehDCOZNEwHHcyspKdXW13W4/aHExgBMPUVie51HBFY5LjQTA2IEDZbVam5qa8vLy1Go19GwgZkFRFEKAm5ubw8PD9fX1NTU1zc3NY2NjGo2GJKRhZkJEa3h4GJXsqEcCq5I69wjEKSACsqvhCyAYE/pLVBaElnaCMpBc5IJq38gXGo3GO3fuDA4OnoFJR3sCxzgUBECOB/UO8BK73Y5+LTDpGXgyeyIQCMDftNlsIyMjFRUVy8vLHMfBEEDpGqiQoqiOjo5nz56lp6cnJCSkpKRkZWVVVFQsLS1ZLBZkEO12OxTx1tbW6uvrIZYFm5Q7uHLkceKYiIBsSxLBImF8snWxpcnsw9BdzQelOD9Y0OTdiKQ3eYkQUgGORUzkt+bm5oqLi2UyGTxhmBh8UEb9eB5I+PAxCR6U4PC0oUcAl/g01sx+JkAEHMctLS1lZ2fPzMxAzA5A9gQxQofD8fLlyzt37qSmpkZHR8fExCQlJV25cqWsrMxoNIJ/MT7D6XTSNL2xsfHgwYPV1VUUuUb4AzwmIgAdEpcVbidMUCKqh+UbOsuID5bKHMkFkM58r9c7Pz8/MjKCBDLWAX4fyZz9mRCC/RrgNUS2D3qeQ5LEYrGIIaX1ZxLkAOjv78/Ly9PpdAzD2O12914oKyurrq5ubGzMzs6+fPlyWlpaUlLSw4cP5XI5nhjCB+j7YhgmJyenoaEBvICj7qRvd18cn2tAsvfEIkC9MDHsxeBZRMwBYv8fyadDnoh4a0gdEztFDCr8Hf6zThYgAqg8IRgOLaYDvQmoubKyMkwXGVGATHZXV1dfXx8pKNiTCBQKBXrYxsfHr1+/npycnJqaeuvWrcHBQZvNhuYXHC3Qj1tbW3v27BmaX5FiPOl73RfHQQR8sHiLcAHR1fnAOUeOkGEYq9Vqs9mO8Hz+wL8gfPRBl+7ZOPpwyiEIgpD4QWMELMsGAoH/+I//sNvtxF4L3wWfLDwez+rqamNj4+bmpt1ux9PbkwggdcPz/MLCAiZuJiUl3bp1q7+/n1QWIHVNHlpBQcHi4iJs4UiOsxwHEUBEGHuPDDtGrJU8GrgJH+T20U0EA/VIQE5LZBlIRBcXI5yJZlvchVKpXFhYCG1J/nwg/+rz+f7lX/6FoqgjdNAiEPBS29ra3r17ZzQaYT2xLLsnEeCIomkafQdxcXGJiYkvX75UKBSksghrG6aB1+sdHBzs6emBJO9J3+uncHyugcPhwFb3+/0Gg0GpVG5sbMhksqampufPnz9//ryqqqq/v39xcVGv18OfB00cvpQFnUvILCJaAY+AsNLGxsbq6urplZcJhd/vt1gsvb29NTU1JpMJNZRomz0QnE7n999/T+K74bjUSIDP52NZ9u3bt2/fvjWbzXDyQ+OFoYDHurKykp2dnZKSkp6efuvWra6uLrvdTsxMFBqxLIvexI2NjTdv3lAUddI3+jdwHEQAcwAlGbu7u/Pz8x0dHdevX09PT29oaNjY2Nja2lpcXJyammpra8vJycnLyysrK+vu7sZsgsOf0nD+ibUsBj0FEIHb7R4aGmptbWVZ9ihu94SBXOno6Gh7e7vZbIbJcyDDHgt6c3OzoqICRHBWzQEx2KzZ2tqKqVkwGPcLFqJKbXBwEMLZly9fLioqWltbw7pC2QXUClCb5PP5DAbDN998g1k7kcynR08EMCOx9+Cg6vV62EuTk5O5ubmlpaWdnZ1LS0smkwkBW7vdDt8Mi3htba2np6elpaWtra2vr295eRnmLnnDL6uTIeVG5DeECCYnJ2tqalZXVxEr+jiFeYqAQ0mlUkGGHHd9oLvAvSsUipmZGZjK8JvCd80nCJhLvb29o6OjiLCSUN+eMQKfz1dRUfHdd9/Fxsbev39/YGDAaDRiFaHyAhVuqCbgeZ6m6X/6p39ChXIkO55HTwTwr2BxIXeFn2tra+/fv19bW7u7u0vGkyJq6HA4SE+x2+1mWZamaa/Xu7S0lJub+/r1a51OBwFC+F1IcR/yOoWg8IEoii6Xa3x8vLm5eWpqCvEC3EKEs/ie4DjO6XQajcbR0VGNRsNxHAzXz38HMDLmSlmtVjGkLuPsged5q9Xa3d2NzgLUqu6XNeA4zmg0Pnz4MDo6+vr1652dnWiH//gvoYvl9/vNZvOvfvUrlmUjvF/jiIkA/TyoRSN5AaVS+fPPP//4448qlQoDC6xWKwnaw2VA/RZeAuPK5/Pt7Oz09PQMDw/DgyA9IbC7Drk08cWQsmWr1bqystLU1AS6CW1NP13bAEFvmqbn5+cxzcntdn9BZSEIhaghn6IncCDAaW1sbBwYGEBVNe56PyLQarWlpaXJycl5eXlwXfcDsokMw1y4cAFdSV8REWDNkZQVHhwGlm5sbJAyTDhRON6Jwe9wOCiKMhqNJMTl8XiMRiPLsm1tbUVFRSqVCpQhCILZbD5kMga1DLhmeMI2m62zsxNdaKHr/nTZBQh/QJQB/fMHDYKSMC3yBSQMFrZLPmF4PJ6ampr6+nq0aeGY2Y8IdnZ2Ojo6UlNTKysr0b1GpAc+sAgsFovdbt/Z2cFYLbLeIhNHTAR4LjjYUVnR3Nycm5s7NTVFHhmcfMQFsM5omp6enn737l1eXl5paWl7ezu6PuBBuFwuvV5fV1dXWFi4sLAAH+Hw/XAkWQgHAUENkrAgf8YH9ZQP+2iOFz6fj6ZpHEEH3cZcUAGR1HSdxljJ5yMQCLS1tWHQJuSt9iMCh8Oxu7u7vLz89OnTnp4ej8eDYqGP/9LpdNpsNrfbPTQ01NXVhQPyKyICEo3HuTo5OVlSUqLX67Fv0S+InWwymeDq+3y+lZWV4uLi9PT0H374ISEhIS8vTy6X41HCTeB5XqfT3bhxIz8/Hwf44ZcmKVsEI7Asi1JcfwgQNTyNRMCHTCg66GuxZDFURvzlGJWzB9zd4uJidXX14uIi9vCeh7w72B3j9XrlcrlOpyO5sD0pw+12Mwzz9u3b6elpHHiRXEpwxESADByY0mKxVFZWTkxMwNJGcNVqta6trcFqQteXXq9vbW39+eefb9++ff369bS0tNLSUoPBIATFBRF38Xg8AwMDz549m56eJkN4Dnm1fIjaNzEEUPgI4TNoeJ4u10AMLm4x5Gw/aP6Ppun19XW9Xh+eC4wgwP2x2+1tbW39/f1oNBBFcU8igE6J2WxeXFxcXl5GqGvPyCIOPBQRgDJO+kb/Bo6YCEiWnmXZ7u7uzs5OGE4oLiSbCskC/DA2Nnb37t3z58/HxsZevXr16tWr5eXlu7u7GG3kdDrNZrNOp4Pt0NzcXFFRgcrtw1/qB9lEMTjZzu120zSt0+n0er3dbg8lgsj3loUQdXPS0HlQo9RoNM7MzKhUKvE03PJhgHUlCEJXV1dLSwvk8LEGcAK5g7q4brd7a2tLrVaj4+jSpUv19fWk9Ahzt8hLIBs7NjZWWVnpcDhQ5XXS9/opHDER4JlCsKWtra2jowNbCy0ZQnDQAJ4aKjfy8/Pj4+Pv3Lnzww8/pKenJycnFxUVbW1twb+AH+F2uxEs0Ol0Dx48QGXB0V45AcdxyPpOT09XVVWtrKyE6vxEfipBCOoUWq1W5Fa+oPtQLpd3d3fDInAfRU1XxIIIk6hUqqqqqtHRUavVClkBKDXBPMTPZrN5dXUVDcgJCQn5+flqtRrKBQ6HQ6PRYMQWmHdnZ6esrGx0dBRzECK8WeOIiQDWvsvlWlxcLC4uXllZgacKSxtGFEVRaPCmKKqzszM9PT0lJeXGjRsJCQnnz5//mAiQZUACxmw25+fnz8zMhG9pCoKAcBEKGUpLS2UyGTqjyXaKZLdZCEowUBS1tbXlDuZEDvQOKysrvb29mOcBmyIyb/bwIIQeCATGx8eLioogPYpsH9xDNHHSNM2y7Pr6elJSUnx8fEJCQnFxMbTJrFYrlkcgEIDbu729XV1d3d3djZAt8lwnfa+fQliIwG63d3Z2Pnv2jKZp2Esot0JLrNlsRhm2TCZ79uzZd9999/Tp0/r6+oyMjP2IAN+B1+tlWbahoWFgYCCsKnqBQAAxDpqmm5ub09LStFotckv4AxKKC9MFHAaECMxm8+DgoE6nO+g29vv9CwsLw8PDZLDXGRYmIZkRnNsdHR15eXlra2ssyyJXjRWLdkyn02kymSoqKiorK9++fTs8PIyRR/DCkBG3Wq1Go3FkZKS4uHh9fR3vjITUSd/rp3D0BUWIuHZ1db1+/RrPMVTpgbhbOp3uzZs3165dS05OHhwc3N7evnHjRnR09J5EQFEUy7KQKhsfH29qajpotdxnQhAENIphpKLD4TCbzcXFxdvb21arlUR94eBE5t6AaxAIBEwmEzT5D2q8eDyepaWlubk5ZB/Rn3+G2w2gIITeYZPJlJubm5ubazKZ0IyI9QxPAYtwd3cXw/VQFwMnl9TFQLy0uLh4enqaeAQRPtRADEeJMUVRHo9neHi4tbUVoQGapkEE4E7IYHV1dV27di0hIQEPXalU3rx589y5c3sSAagEoa+NjY3y8vLDVxbuCSEomoJoMOrDrVYrRVGnxSIgkjsMwzx+/HhiYuKgD8rv929ubiqVStwv6e8Iz/WeMFBAicMJB7tarW5tbUVXMv5JFEWn04k1gK8eGx7HHgafIJBkMpm6u7vfvHkzODiIUmU0I6EKLpLdq6MvKHK73Xa7fWhoaGpqCs62zWZDXBDVxw6HY25u7tGjR4mJiVlZWZOTkxzHjYyMpKen//Wvf90zWIgYLGwKs9lcUFDAMMzRXjkBjAJQD27HYrF84CdHcowAWkwIhkOm9aDXKQiCxWJBw5wYUnEcnus9YUALhwvOj8fNOhyO0tLSzMzMkZERFLzCLEW8wO12m0wmtMPATED9q1arLS4uzsnJkclkSHgjOgPBwq+LCFAaTFFUW1sbujiQivd4PDRNI9ei1WrfvXt348aNS5cudXV1YfzL5OQkqon2JAIyxg/1iC9evAiTwLYQMhmR1Brt2XcQsd8rsuIoB7x69Wpvb6/4RdOQiWxM5C/iwwBFQRRFYcfiYNdqtRkZGS9fvnz27FlRUdH09LTFYoFeC3IoxEJEfmFnZ6eoqOj27dvt7e1ok/EGgS/C6/UajcaTvtdP4YiJAOTn8XhmZ2f7+vroIHCAw5TC4X/lypVXr15NTU2tra1tbm52dHRcunQpPj4+LS2tqKgIuSsMMoWPimAsXIx3794ds3YAkpfIEomiiDY1IhAqBkN0aFY5zgvbE6SCAP/9sqaM0GqrswrSo42EqyiKqCy6dOnS+Pg4yl7Gx8e/++67//u//6utrdXr9Uaj0WAwUBRlNpsVCkV/f//Tp0+fPHnS1dWl0+nwtqeRN4+eCECx9fX1eXl5mCYABwG/p2m6vb09Li7u+++/j4qKSk9Pj4+Pv3z58pUrV86dO5eUlJSYmJiampqVlTU0NIRCbhR1klaQra0tTO842iv/NAi1G43GhoaGiYkJ9OeKwabdyPniSXME1jcyWwdKYhOlw0jW2PsC4KZCRSvxiNBhGQgENjc3+/r6Wltb+/v7wewoDdrd3V1bW1tfX3/x4sXFixd/85vf/PrXv/7973//888/d3Z2LiwsqFQqiqKI5XgaPakjJgKTycRxHE3TTU1N9+/fpygK4h8wVs1m8+7uLhg3KSkpLi4uLi7uz3/+c2xs7OXLl6Ojo2/cuBEfH/+///u/P/zwQ3V1NaqSEdSFl+H1eru6ujo7O48/BotQhdPpfPfu3b1797a2tkLLCiJHyASuAVYknjxMlc9/B8hDkATtaTzf9gRx9JAYIm2vKBx2uVxLS0u9vb2k+IXYU0SrBl80bMPQvizxl2N4IjaQ/AkcMRHQNI2G4qWlpcLCQox/Q/gQRGA2m6empl69evXixYsnT57k5eU9fvy4oKDgyZMn3377LWRhExMTf/rpJ3gWCN0TjQOn01lSUiKTyY75sAoEAtvb20gr6nS6urq66upqKCxhHeA6v9gOP0IgTE1KjPmgPPTnv4PRaNzZ2SGqRDB5wnW5JwGyt7ng8BskiWiaJuJu0BfCXxKVEVgToFeMPBSDklxE7QoyvKfuiR19rwF2PsMwra2tfX19eI44o6xWq8fjMRgMMplMoVDI5fLt7W2FQrG+vt7e3p6QkABnoaCgYGpqymAw4LGihBPliSqVqqysbHt7+5jPKKwDeDqQqWlvbx8cHNza2oJtgsgI0UQ8Wfh8PmRbkQo9aEGRUqlcXFzEsDMxqFwWtos9Puyp7A7XgPwe6QNE++EaEA6FcUocChTFkHp5MpXnlFpPR19HAI1w1OpXVlaazWZCBDRNoygItQaI/JnNZpPJNDw8nJqaeuHChfT09JqaGoPBAOPN7/frdDpsQoqienp6urq60L98nE8cOTkiXIFK8omJCYVCAaub9K4c2yXtB1IBASIYGhpCK+fnv8Pi4uLIyAiEzEVR9AdnSYftko8JWJmEqUO1cFAqhup4+KHIIJBh52TzhzoI0Dg81fuf4IiJAFkWHI8ajSY/P39sbAwy7zzPm0wm5Fch8wgDAXSwsLBw/fp1tHMUFxerVCqkYQRB0Gg0Xq9Xr9drNJrS0tLZ2VmiMna0F/8JIIDscrkQe8Nl6/V6aNGJokhGJx3bJe0HaL0h/cnzfEpKyuzs7IGe1fT0dHd3N9GAIidk2C75mBAa1vX5fHq9fmFhYXFxkTh0pChTCHZqEaNACLbMkr/EEybvjBOO/PEJ3uaXISzdh2JQVHtiYqKqqgrlAzAHUL9B9F7B0H6/f2ZmJisr6/z580lJSc+fP5fL5WBcnLQ2m02hUHR0dECr3xucjH60F/8JcMEZTTAUsUQ4jiMxAmQTQ31OrBWoMB3bdZKLRF7T7/cXFBRMTExwvxwqRbDnM6yoqGhra3MHlQ4DgQAq7Y/zLg4P7EzyfaEIBd8jioLevn1bW1sLvvsYeJPQyrHQx0WSDqF/RshXCMo64V/hkogholgI35KILH5PZvzgVZ//fR0Jjt41IHcbCAS0Wm1fX9/ExMTS0hLHcQaDQa1Wo/UI7Un4SmiaHh4ehjhsWlpaZWWlyWQSBGFzcxNzZjmOm52dLSgoWFlZQRALTeNHfvEHAhnZAuUJROngN4LgBEGAYXnMF8YFJ776fL76+vrx8fEDEUF5eXlbWxu+GjGyyyg/gQ+IgDS5GI1GnU53/vz5hoYGYqvuRwRfDOEjuN1uIiFJmlnJv/I8H9onSgKZp5UIcMPkMIEvfeHChZ6enp2dHbPZjGPK4/Ggs5iiKPjYPM9bLBaNRqPX69fX13U6HWnYsNvtw8PDL1++XFlZQZ3C8bsGn4bb7SaN6HAyQ8dgH3+kDUQAg6W7u3tsbIzUQXzOwpqZmUErLhl86D6gDvKJg+d5RPI/PpZXVlb+8z//s7u7e2trixzdR04EYGEcdehlFkM6WYj7wLIs5LlxeciL4TpPvUWAPAoftJA9Hs/Ozk5OTk5zczPDMCgKMBgM8LhomrZYLKiNR0aXpGeRt6dpenx8PDs7++XLl1NTU/ALImdp4jwRBGFubq69vV2r1RJLL9R0PGaACHie93g88/PzaIP7/IUFUSlBEGC4QZkDyfbTAi6ID2x4u90uk8lMJpNCoRBC8v/HYBGwLKvX64kVEFq6zvN8IDiPFy8nCeBTTARkG4ghlTYURb148SI7Oxtl22RorMVi0ev1ZrMZrMkwDLSiOI6z2WxKpbK9vf3Ro0fz8/NLS0v19fWzs7P410iIY5N1FggEdDpda2trT0+PxWLhQ+LSJ3KRsJh4nne5XAaDQS6Xo23uMxcW6BihmVM6+zDUV0fWA18KDh545ri1MFkEfHByLKlcwpfCsixqk7u6uurr64eGhpaXl3U6HRQ3YMcJIeUbp5gICEKpDsmY7u7u3NzchoaGubk5s9mM1AvuECIwyCkYDIa1tbW6urqcnJzOzk7I7CB7v729DZXow39Vhwd6S1BMhhEM/f39bW1t8IDEYOb5+C+M53nYpQhh6vV68pw/f2GRIjx3cOjTcd7CIcGHZAcgMYIqD4SoMXoE2ZA9D97Dry44idjbOCpkMlltbW1ra2tLS0thYWFiYuKf/vSnmJiYhw8f9vb21tfX19fXT05OWiwWbJnTbRGEStkQswfuAPQIlEpla2trY2NjdXV1bW3twMDA8vKyUqmUy+Xz8/Pj4+PV1dVPnz598+ZNR0eHUqmEXUpyMzimIqc3HhE1fG1+v1+pVNbV1fX09ECgkXS5H/OJygcHT6IoG6VBn08EWMTkx6IITAAAIABJREFUwES2/HRlDcitgaCR6EXiAB4oGT2EotVwEAGWBMuyMpmss7OzsLDw5cuXIyMjarUaKiaYmGy321dXV2dnZ3t6eurq6hobG2UyGejgFBPBnsWVcFmJpI/f7zcajVNTUz09Pf39/QMDA0NDQ8PDwyMjI+Pj4wMDAx0dHahNDgTnqQqCgBmKJM0riiLP83C6YFBg1OKexl5Y9yHMPzFYdKTVahUKBUVRZCwCH0wshaaXwnc9YkicHzYXQlN7LncYoiQ7IAT1GrH5SSN2WK/2kAgd3xDqC8D47+npqa6u3tzcJPnU0MQzz/OIOn+MA10DtHPI00OpEiQPm5ub8/Ly+vv719bWoGgEAiJFB6BarOHNzc3e3t6mpqbm5mbMrSR3RL7No3+Coigez1j0PcHzvM/nw6QTrVar0+kQHfh8ehYEYWho6ObNm3K5HA8XubpjJoKP74vMehKCORS4D4QXju16eJ5HjGa/9CEuhgw45DhOpVJBmyiUcyMZoZoxQlB9MBAIGI3GlpaWoqKipaUlonAVpmtAlzrsVtKYoFary8vLa2trl5aWsKsh1YklAUleEC4yaOhfMJvNMpmspaXl3bt329vbsM5goIWWMB05TpIISLL0E8v0E0QgiuLa2lp3d3d2dvbs7Cy44Jizrx8DBgJZl8jhIVhwzERAQtMo4tyPBUhZFGzmlpaW7u7uU0QEH5SWEXemrq4uLy9Pq9XiTuHBheMCcFaT/6JYSKvVlpSUFBUVbW5uIimo1+shrgMbDS35cFUsFgtGfmImqM1mMxqN1dXVDx48wAsxdSqsg5JOjAggC4O8FBds+dwv3b3nOyBYwHHc7u7ujRs3YmJiNjc391vux3Zf4COcSJBj4TgOedPjIQJi2fJBl4RhGIVCsd+TISlbOMzZ2dnFxcWniAg+vkJBEObm5kZGRlQqFZ4GvpQw3YsQUtiC52mxWPLz8/Pz8xE2djgcpBodEqler5eiKBTLCMHOBZZlGYaBT4Em197e3ocPHyLGKQTFqcNxC+IJEsEH6wwe3YGIgIwtZhhmYWFhdHR0dXWVdI+eFBGA1BAlMhqNEMCEd3psRIDAHq4EBZ0DAwNnlQjEvZL2qGeH1/PFnv/nIxAIUBSFjWo0GgcHB0tKSlZWVsizRVwQPiNN02tra4ODg21tbT09PWNjY/ALMOYTeXQic4gKmkBIx3SYcGJE8ME3x/P8QS2C0DQ+ydOeeIxADImYMgzT2NjY29tLZIKOgQjwJMVgnzzHcVtbW1VVVfsRwWl3DUg4DelAsir4YB0BrPFA2JqpyaOzWq0cx62srBQWFi4tLWE+EsdxyJQTAd6lpaWKiorMzMxLly5dunTpypUrjY2Nk5OTWq0WfwD9G2R8TCZTRkbGwMAA6hHC93WcZIwgNJYeCIrnfz4RoOgNDw6dzvulhY/ZIgiEzB1cXl5uaGioq6s7TiIInUfA8/zGxkZ+fv6eD5Y//cFCtOugsptkOkkREWJ4pIEtHBdAniRkOJqamlpbWzHIgMxEhqYG/P++vr67d+/+8MMP58+fv3jx4sWLF2NjY8EdpAEHQXQQwdLSUl5enl6vP7PBwo83qnDAek88Mvz8QdyRZVm5XK5QKGia5kMKzhE6JoYi+cSjWvEkXYfTgOO4+fn50tLShYUFFLFgd31QAPsBDnMBWEk8z4MIOI5bX1+PjY3d88HiGtAMA2DON1iAJDvDald/GcglcRy3s7MzNTVFwnLIVXuCI8yJfRSmYBt5kjabTafTPX36dGdnBycTpvvhS0dpgNVqHR0dffXqVV5eXk5OztWrV2NjY7/55psbN2709vaiYh3mgM/ng/CfTqcbGBjo7u4m1ByOr+PEiCBMIDFkg8HQ1dXV0NAwMjKCL4YPNo0LwQ4wMaQU9MgPaiHYW4pui4KCgs3NTcRB8IkHagQ60OfyQZEyBGJ1Ot1vf/vb/T6L4zi0cuHl5Gl8Ph0fD8CtpBpFCCoIbW1tvX37tqamRqlUkmlax1z7gCdpMBg2NjZycnIg3u/+CLAINBqNSqVyOBwKheLnn3++cOFCWlpabGxsaWkpQht4rd/v393dRax3enr69evXCDaF6es4g0RA6o5YllUqld3d3Q0NDVNTU1BSBVMEgpPChWCOjTtqgQNCBOg/m5ycVCgUICAUkOzpxRwJH/EhJSi4hk/ECAJB9U5yzftlcw/9SA4FQRAQbOODAmpGo3F+fr6goKC7uxstHhAOO+YKdD7oXvl8vufPn4+OjuJI/5gIEMNC1QAstefPnycFUV5eDncA44JFUTSZTFjGCoWirKxMo9HA15OI4G8D8QJy1tntdp1ONzQ01NvbC0WqUI+A/AAuONp4Ei4AQSzEisjcEfD9F9T/fyaw+cVg1Z0oip9oOsLWwodiI+35l5FABKEmsc/nUyqVbW1tra2tqJIgFB843mpofMvwQP/yl7+gkYEM5vqACPDV4CUymSw7Ozs1NTU6Ovr69evNzc2Q8INgCc/zOzs7qFk0m83Nzc0rKyuhHH20d3HWiADPWhAEDLfF2Wuz2dCzyPM8/gCh8tBVzh3phL9QfiEVr+T4xRXuJ4lxJESAQ54krvcLvgjB+mL8DUVRpGo70ohADNEXIVe+vb3tDuoIulwu6Nm4QxRHj+eqEKR0OBx/+tOf+GDJ7MdEQMDzvNFobGpqyszMTExMjImJefHihUwmQwUBsok+n297exshG5fL1dra2t3dHb6v46wRAQFJJoX+kvQFgBFIXx1JOB3eIthzy8ETAQWQpilYs0dOBMQSwfsQzdX9PgspA0QuNjY2FhcXIzNGIIaU7pCvKRAIYPgdz/PYPOHOt+8JcNPm5ubVq1dBQ2T898cxArQkzs3NPXnyJC0tLT4+/u7du11dXbgRvBbnFsqNIJFcVlaWk5MT+tUc7S2cNSLAliZ7G0ci6aJBhRbP8xRFra2tMQwTKmV9JOB/Wd5PDAHMgMRKRUmJTqcLBxEAXHCqpxhskdzvs5B2QUHb1NTUwMDAfn98+Ks6DD7IqvDB1nWaprmQ5hzu2CVhyFWtr68XFhYS9Z09bQEyDbi3t/fq1auY6/Xu3Tu1Wi0GhZWR8kRNGojA6XTm5eVdu3ZNIoLPBRGf53me1GB8cEo4nc6RkZG6urqNjQ29Xg86xz8dfh/yISKWhAi44NQDyByq1eri4mK5XI4tR/7+CGOWgUAAUxjI/6pUKnJVpHaD4zjiPdnt9sHBwa6urv3CBIe/qs8EHgV5Dvh0v9+/tbUFVZsPSAFFBOQlgeOdL0IISKlUlpSUfIIIsDhBBy0tLfHx8XFxcT/++OPc3BwSN0Tam+M4KBohp+NyuSorK3/++efwfR1njQg+H2azua6urqmpaXJyEglbURSxXcWQ+PlRnS1kuYii6HQ65+bmKioqoKUNS54PZvuO5OM+xu9+9zui+EjCJZhejUQGTdP9/f2R4BqAMckT8/v9FEXNzc0VFRWNj48zDMOH9Bof21XtB1QHBAIBuVz+7bffol8A9v+eXIBCo+bm5u++++7ixYvT09MklgTbDeVPbrfbaDSi9Njj8UxOTo6Ojobvfr9eIkBsbHBwsK6ubnR01GAw+IMThLHI/H4/yUEc/uNgoZAcuMVimZ+fb2hoWFlZwW7kwzx9+Pe//71OpyMJBTHY34HEgdvtZhgGI1v2y2uG6cL2AxgKiffBwcGXL1+urq6iLAddOmEtuf18IHGI8P5vf/vb7e1tJKr3JAJkNz0ez8zMzP3797Ozszc3N1HsBNeVEAFihHgrk8nU2tq6uLgoEcHRQxAEBGZMJtPu7q7JZCJCQySwj+jOkexPHPgks8XzvN1ur6ura29vN5vN2JNhzXulpqZqtVouKHCMQxV7CYFVh8OxvLyMHvgTdw38wamNarW6srLy7du3CoWC7HzY3hEydgWPC91NpaWlcrkc/cX7WQRIfKjV6oqKioaGhvX1dVAAUSvBH2DSlNFo5HleLpeXlZXt7u6G7y6+XiIAkDknzjO6xIVgxRHOcDIF8DCARUACeOCF9fX16elplJdg3Ev4jIKioiLIY5BYFOE7f3A4lVar3U8k6ziJAElWXJhKpRoaGlpfX//gD9zBtPyJcwEJVVit1rm5udzc3D2ribDDoZjmdrvtdvvCwsLW1haZsu36JZAEgeSkTCZ79epVWEfsfr1EwAWngMAKIMMCPR4PRVGYiosNcCQnD8nqhZYYQYIRFwBRivCZuz09PYgXuoMKWXywP4/QAWmYO1kiEILlXiSQgXAAqBkXQwQsTpwIfD4fAq7Q6b9z587Ozg6o6uOUAbQSbTbbzs7O9PT08vIypvshFgBSgPsAw81ms6nV6qampt7eXv4UaRaeIvj9flLLKQQL10HDExMTvb29Op0OArhHdeyQQDepOCTJRUJJ4Tvi1Gq1Wq3mg0peJJNCGiLJhj9xIhCDyRf87Pf7kfcFgSKOEwjixIlAEAR0B/A873K5bt682djYaLFY9rQIUCW9ublZU1Pz5MmTrKyse/fuMQzDsizogBABAge7u7tyufzZs2c0TYdJYQn4eomAIDQRJYpiIBBYXV19/fp1cXExsruozz3kR+yZDrBYLIhEQMsorAlwnucpihKDbUVYlDAEQp+AsE8N4jHHCLDDTSYTZmGLosiyrBi0ERDNOXEKIKAoKhAIbG9vr66u/vM///O1a9e0Wu2eFgGO/aWlpadPn2ZkZFy4cCEmJsZqtYILQomA5/mlpSWfz1daWvrmzRtfcDh4mG5BIoJfgGTXaJoeGBgoKCioqakhA2rg3ZGNIQRVPbDJYRyStujP/DgC1Kur1Wqj0QjzBHFKOBGHjyPCqBZCmqzwvyaTSRRF+AuoMjxOkD4iPASbzdbR0VFeXn6cTCQEx8biq/z4cwlLoiwNv4FIMcS1cW1IeTocjsbGxsbGRrPZDJ1ClAlZrVaz2YwQ4ObmZm5ublxcXHR0dFxc3NbWFk3TMHCQx0WUwePxDA4O/vTTT8vLy2JQ1CtMD0Eigl9AEATIooui6PP50Og+OztLVAywRVH1yQf7mglP4yg70MdhJYmiCBWT0tLS3d1dhKDRLnFUs8aEEOUFLqieghyqKIq4KYqijv+Yxer3eDw6na6qqqqxsdFgMBy/SQI6QJI/1GMnIRUh2CoCEbrl5eXp6emNjQ18WWKQCAKBgFKpxKhlnU6HCDHCHO5gizTDMH19fQ8ePLh37155eTmigwzDwP4XghVoVVVVly9f1mg0uHdYCmG6fYkIPgSJn2G32Gw2lBvxwaAacfLxrR9GbR5EgFIFjuMQFqqsrIS4FbRrxaDmyuHvi9iWWNNY3DC5XS7X5ubmzs7OMcfhkcWwWCwymayurm5wcNBsNoc224abCEKNMvIbLtiNSopK+KDigEwm6+npwYSegYEBrA0hOEwFF+n3+2dnZ0tLS7u7u7VaLUVRBoOBjFfBae9wODY3N5VKJSTJQD2EDhwOR39/f1ZWFjQsIGcO7yAcD0GUiOADYLfwHxWucUFdcGR0iJktBgtghS+dHc4Ho3cgBbPZXFRU1NzcvLa2htgELPbD2wUwvO12O4lQYtXCHXA4HGNjYxsbG8dcpYOnqlKp2tvbZ2Zm3CGD2I+NCPigmhOiD8QbJ7FJkk81Go3d3d1v376dmpqC5Rhackb4WhAEp9O5urpaWVlZWlq6vr6OSmFwHLY6XgW5Aeia4QJoml5cXGxubn7+/DlkvnFVKFUMxxMAJCL4BXiehxyt+EtVRTL1nKKolZWVxcVFjUaDpBGhA/8vp+h8DrC9SawBm3BzcxNnI+kFOJLhHIFAQKPR7O7u4q0IEWB52Wy2lpYW6MEfs3fAMIxGo0HTBwLjx0wEpIoslAjgrXAhakj4doiUG8/zeElo35oQbHIBiahUqvr6+qdPnzY2Nu7s7JhMJhgFKFTDiqJpGvNX3G439KZLSkrevHkjl8vhdEDGAstAihEcE/DcsThgqoHm0eKGH2ZmZjo7Ozs6OlZXV/F7MbhWDrqLQCVisL4ITqDP56Moant7G931pGnykLdmt9uXlpbQ6RRqEbjdbrghNTU1Ya1d2xOknoK0P6Ah4tiIgA+2eBCnz+FwUBT17t27zs7O5eVli8US2sYWev4jBIjmLi5EgRLHPnQHrVbr4uJicXHxkydP2traVldXlUqlWq02GAwIDZhMJovFgpmgT58+LSoqwsRwuAOwTYgifvgCJRIR/AL4FsVgGy++XZwAqLcBnSMa1N7evr6+TiSAvyD5h/VNhnbxwRw+zE6yDo4kRmAymcbHx2dnZ8F0pAMK6Qmapqurq81m8yE/5aCAawACxX6DTX7MroEQLA2Eb5+VlTUyMiKXy61WK0kKYD243W6j0YhNTr4dUocqBldC4JdjO2H1jI2NvXnzJikpKSUlpaKioqurq6io6PLly7/5zW9u3bo1Njam1Wr1ej3DMDAGd3d3idL8FxwzB4JEBL8A2cyhMSQ+RMmX/Mbn842OjhYVFfX29oqiyPO8OzjcHu/gdrsRh/t0+vdjBtnvEwVBcDgcWBnQt9jz3figBgEWMX6PADgCcqSfCv+KHl6tVvtf//VfOzs76OcN6z70eDxKpbKvr293dzf09j9+8h9gz3dDTpcLmcENa44UHSLOTyKvocB9EZt/bW1tdnZWqVQSS/CD74V8F3xITlHc5xj4eC2BLzDFBJdkMpkwBIkIroa+FfE0/+ZDODwkIvhyuFyura0tpN9g1sIzdDgcarUaDh78TJfL9flvSwa9iEELBar47qAmF4km8L+sCMRqNplMiEVxIZoIsH43NjYePnxI2ArnjEajEUWRZVmLxSKGs6AIj8Lv9w8PDz958mRjY+OQbwh8sBsR9iMCtgj64g9CIz4w+IlZJIqi1+s1Go0ajQbFXWGCEBKbRO7gQIUn4YNEBF8OIdjGKwQ1kRDzI41x+CXJM38m0IWGBcpxnF6vHx4eVqvV7qA4L1gAq9zn85nNZjJFjw/mOHmeR1oOTROCIFit1r6+vujoaI1Gg6YGu92u0WjwbuAOITgmMBxEgHvp6Oh48uQJWvSO8Hwj3wL2P6HID34OBAImk0kul09OTnZ3d09MTBCrhPxBWA9ecrV8cDrTUdWJHBISEXw5UAuE9YehZmieJ9EvsrC+YBcJQbEdjUbT2dnZ0tIClXssUxQyiSEyB0IwlQ2P4P+3dyVvTW3Z9z+qWc1qWl8NalCDGlTVV62odIEQmiA2RHk0CojyaDUhCggJjUhICIE0hPTJbXLvTR9aRRDkEQldRCBJDfYv54s+rR8+RSLvrBFCDBBy1jln77XXQv0wkAmtrKysrq7Oz89rtVoYfYF0vcPDQ7AATqTmoOG4cRpEEIlEJiYmHj169PLly69Y/fro9QF+4PSXa2dnZ2lpiSAIrVb75MmTgYEBv9+PDlZoIhv++7vTzB1O/8m/7p3rS4CJ4JcjfQVCvxdSVbRa7crKCgjI46n632c9M7q4woFicXFxbGzMYDDALgozy6gRDedbJEYGcY7RaFQqlRMTE1NTU8PDw+3t7YODg2KxeHBwUKfTabVaSOaiKAqyN4+OjqCD9SkW+PL3q8/n83q9qA0GbihfvuSAjj8YPUiXTsLGe3x8HAqFRkZGTCbTy5cvoSYPZVqoKaBMtHg8vrOz84U/1XcHTAS/HOmNvXiqsDw7OyuXy5uamqampqC2jETEJ8fx+169x8fHwWBQoVCA2BneuEeptMhEWsVboVD09PS0t7c3Njbev39fLpdrtVpQwlmt1qGhIaVSqVAolEqlRCJpaGhoa2tTKpV8Pp/juMXFxUgkAkmep3QiQPmUqAvz5RN1SP+fTF3W9vb2VlZWNjY2jlPGcKDYARk1WLDAsj9OBUaD+PcolUb3WTWdkyPxCZzG9/pcYCL45Th+3zUc6UDX1tbGx8elUuno6CiYAn2uHAidI+DNCld3kiRHRkaeP38Ob/ednR04Bbx69cpms/X09Ny9e/fhw4ejo6MWi8VqtTqdTpqmWZblOI5lWa/X63a7XS4XwzAcx7ndbrvdbrFYhoeHS0tLVSpVc3OzQqFYW1s7pa4BlMdgcz5Oi739wqdNt+sAxdfi4mJDQ0Nra+v8/HwymYRRSzQsFE95GaD2XnqBAD3mC3+qjyKRyl9B7UB8NThvQH9d+GB/fx8i7pCADEZrUC86lvIL+znSy+DoM4lEIhqNrq2twaQqvJuj0ajFYmlra6utre3t7XW5XH6/n2VZlmUZhnG73TRNUxTldruBCHw+H3wVfQlIgeM4mqZlMtmDBw8kEolGo4EhObRIPrpiP9jNEqlESShewIEcRmvj8fgHnY7/vRnGU0U+9E8gkfSmOhqXjKdcFUKhkFqtHhkZgSpgKBQCa6l0PkVPmK7/Sf91TnWL/uAPik8E5xnxVOUpHfDehcocSklGCWifIoJ0AGu8efMGDEgTicTKykp/f39HR0dfX59er2dZNhAIUBRls9nYE8Nms7lcLo/H4/f7CYLQaDT9/f0tLS0tLS3z8/MbGxto9f5840Jv4vj7xXk4kC8vL/f09ExOTsI47WdZCcXf12sn0sYl0SkMnZjiKZ3f8vKy3W53OBwQi3wah5pzDEwEXxnokJkOlGgQT5Wv0kdZTkIEaAYuFostLCxsbm6KxeK7d+/29/eTJDk3NwcFQqfTiQ4FJ4HFYrHZbG632+/3BwIBuD5MTEw0NjbyeDyv1wuzcfG04uUHpwDYlmNpuaOxWIzjuMrKyqGhodevX6+traXr9k+CxPtahvTNMxaLbWxsxOPx/f391dXVV69eoXkNOIh9KmMaE8H/BiaCr4x42qhSOra3t0mSZBjm9evXhynv4JMTAaoLgtFVVlbWgwcPQqFQKBRyu91ms3l6etputwcCgYWFhZMTAdwL0v/p8Xg4jvP5fOPj43l5eSzLQnLkYcodLF1yB31T5PgWj8fn5+fHxsays7NfvnwJnYhk6t70C87A8bSrezwe397e3t3d5ThueHj4j3/8o1QqRTNCHxwfTqneeY6BieAr42NV4f/zmVheXpbL5Y8fP3Y4HEjEfkIiSKS81RcXF/Pz83t6enw+n8fjCYfDHo+HTZUA3G43QRAnJwKv18uyLEmSTqfT4XAQBEFRlMfjcbvdHMdZrVYej6dWq2H8ETXq0lcdGg1IJpOHh4fhcHhsbGxrawvsVY7SxvJOTgTpL91RKkg+Go3abLaGhoa//e1vBoMBmgKJlJQQSRLgpT4lKcQ5BiaCb4FEaojw4ODAYrFIJBKdTufz+T6XCHQ6XX5+/tTU1IsXL1iWdbvdHo9ndnY2GAxCdYCiKFjbJwRFUQRBIBaAJwQQBGG1Wu12e0NDw8DAQDAYhDFh4IIPFhVa57FYDLzPoJYJmn9oFpycCFBn8TiVvwAGXgaDgSTJra2tRCIBRVO0+X9wbfn4xQATwaeBieBbAHZOWD/v3r1bXl42GAxms/nkRLC3t2cymW7evDk8PBwKhTiOI0mSoijYwFmWdblcv4AIWJZlGIZhGJZlOY6DYwU8A7QYnU6n2Wy+e/duT08PmHCg6kYydQ5HizCeuhah8X6o9kPY7MnXYTQa9fv9KysrMDGdTA2DInvfeOrKgNoBcNWCzsKnii+YCP4HMBF8C3xABLCJra+vwxs9kfK9QLHF4IMCnwdJksvlevDgwejoKE3T0BqEnh9BEEgswDAMRVEkSZ6cBTwej9fr9Xq9cAqAkgE8P8uyPp/P5/M5HI7JyckHDx6MjIyAXSdYvIO08QP3DkQEwAso3An5PsVT5VI0EwFrO5mamNRqte3t7SRJLi4uwvgDeg1hMaN1nkw1UxARwJkFFWV/jrN7C2Q6MBGcJeDAvL+/D0Oyh6mwA1D7gosxmNvLZLLe3l5oj8NxAEp6n7X5fwkUCkVlZSVJktvb26A+BBtfvV7v8/kikUi6Pif5sclciI2Ip+Ya4BlgDz84OCBJ8vbt211dXZOTkyMjI7Ozs+vr6+hCASRyZn+nXwEwEZwlEqlpv62tLTCuQbNox8fHUGxbX1+vr6+/deuWVqvlOC4YDJIkabPZgAu+GRE4HA6JRPL06dNIJILc3EZHR2UymdPpjEQiaKsH2XXi/S4j7OToS8ep2Uq4QcBQoFarBS8AmEdAkkE4Rp1qvAcGJoKzBKhf4QhgsVh6e3uNRiMYB6IURpZl79y5Mzg4SJIkdAqcTqfdbmcY5nPLAV8CjuNsNltVVZVer4/FYktLS2NjYw8fPoxEImjFoqZduowvkWb6vLGx8dNPP7179w6GGqDdkB7BCF0A5LAaT7OTPjrNhFgMTARnCdghd3d3wVDA4/FUV1ebzeaNjQ1wDYtEIh0dHQ0NDTabDaoDUBdwu92hUCgcDn8zIoDJBYPB0NjY6PF4cnNzZTIZqgtAnh+MPyTTnFGTqf0c9JQ7OzsOh6OqqurmzZs0TYPPErI/iEajcEAAb4XjtDnus/wj/TqAieAsAVdlMMaF973f7+/t7RWJRARBHBwcGI3GmpqaqakpMg0URXEcFwqFgsHgNyMCqCmazWaBQKBQKDiOA60kGuZB9vuw8tOJANy4e3t7hUKhRCLZ3NwE4gD9NWz7oEFOv0R8MBeE6eBUgYngLJFIJFDNHPXDYrHYysrK+vr66uqqUql88OABwzDhcJhhGCACmqbdKXwzImBZliRJu90+OjpaU1MDtuio2ZlIiaZAzINi4JIpN0ew6we5IRoWikQikAuO+qZguAIVAeTailoqZ/mnOu/ARHDGSKQNvR6lLH0h+mp+fv7+/fsmk8lmszEMA+09Nm2ykGXZQCAA/X+WZf1+P2IH+Aw8EkYJ4BwB3UGWZaH7yKaGlNOlBF6vF0QE8E3hqQiCYBjmxYsXVqv1n//858TExFEqCCiZKm2CBPjNmzc+n29tbQ3d+ZGNP6xnoD80IwBARwNY/OmaOahYAAAP5ElEQVRSBWCHb5/L+KsCJoJMBNjaO53OS5cugdrP5XKxLBsMBv1+P03TcGOHhW2z2TweD03TL168gIsDwzCzs7Ow1B0Oh9FoZBhmamrK6XTCru52u30+H4iRQY/kdrtBg0AQBEmSDodjZmbGarVCnwJEx1Ck8Pl8w8PD9fX1sKRh33779u3m5qbf7zcYDEqlsqenh6IoIDXoApx84gjjTICJIOMAIpyDgwNwFqNpGhY/LEKWZXU6XW9vr1gsfvjwYVdXV1dXl16vt1qtCwsLMCzgdDpDoRDLsg6HQ6VSPXz4UCqVtrS09PT0DA0NKRQKk8kEhwV00XC5XFqtViaTdXZ2isViqVQqFoufPHkyOTlJEET6YQSal8XFxclkEo4Db9++nZ2dtVgsRqPRZrMRBLG6ugrmvKA7Ql7dGBkLTAQZB3A9Xl1d/fvf/24ymaxWK4iIkJpYoVDU1tYKBIKCgoLi4uIbN26AK9Hc3BxEmLhcLq/Xa7FYFApFW1tbWVlZWVlZUVHR1atXa2pq2traRkZGbDYb0iZardbx8XGJRCISifLz8wsLC+G/iESizs5OtVoNQkZ4PDy5UCh8/vw52HtBqt/q6urm5iaSEgJQWwGX+jIcmAgyDnC1NpvN//jHP0wmE0EQwWCQYRiXywUHdbVaLRKJLl++nJWVlZ2dXVZWNjY2RhDE3NycxWKhadrj8ZAkOTAw0NjYKBQKL126VFJSUlhYmJeXx+Pxrl+/3tHRoVarGYYBY+9nz541NzdfuXIlNzc3KysrNzeXx+NlZ2fn5ORcu3atq6vLaDRSFIUqBW63WywWt7e3o6GgeMomaG9vDy4CqCNw1i8nxomAiSDjAMUzlUr16NEjjuPm5uagBOB0OlmWnZ+f1+v1VVVV+fn5PB6voKCgoqJicnKSZdm5uTmz2cxxnN/vn56evnv3Lp/Pz87O5vP59+7du3fvXkVFRW5ubmFhYVVVVW9vr9PpDIfDJpOps7OzuLj44sWLhYWFlZWV9fX1dXV1QqEwJycnNze3trZ2aGjIZDLBcQAEzgaD4U9/+lMi5RQUiURevHgBvYB4yqMJHQSO3/dixchAYCLIUHR3d1ssFr/fDyZisPwYhllYWNDr9XCGLyoq4vP5QqFQo9GwLBsOh81mM/QOxsbGrl279p///CcnJ6e2tlatVttsNrFYXFJSkp2dLRAImpubp6enOY5Tq9V1dXVZWVkXL16srq6WyWR6vX5iYqKzs1MoFF64cEEgELS2tiqVSqhEkiQZCoXMZvNvfvObZFqQfDKZhGSH9AHKeCoaGOuCMhyYCDIRiUSitrZWpVJZrVaTyQTWQzRN0zQdDoe1Wm15eXl2dnZBQQHQgVKpdLvdgUDAarUGg0G73d7f319WVpaVlVVUVNTe3k4QxMrKikqlqqysvHz5cm5ubk1NjVqtdjqdT58+FYlEWVlZ+fn5ra2tBoMhHA77fD6FQlFVVQVUUlNTI5fLwQEZsjq1Wu1vf/tb5MIKI8BHqZggJC4A1xB8Fsh8YCLIOICy4NatW5OTk8Fg0Ov1wv0cFAE+n8/lcgkEgrKyssLCwpKSkpKSEo1G4/V6YQzZ5/NZrdbbt2+Xl5cLBILS0tLu7m5oE1oslvr6eoFAwOfz+Xz+48ePCYKQyWRXr17Nzc3l8/lNTU1g/sGyrF6vv337dkFBQUFBwZUrV6RSqdPp9Hg8Pp8PJh2KiorW1tbw2P/5ACaCjAMYEIhEIrVa7fP5oFYPCp8TEoHFYqmrq0snAjAj/DkROJ1OuVx+/fr1vLy8oqKie/fu6XQ60ClNTU1VVVVlZ2fn5eWJRCKZTAZ+xz6fjyRJj8cjEAggygkTwTkAJoKMA+TwVFZWjo+Po/UPkp4TEoHJZKqtrRUKhfCw3t5esB75ORE4HI6RkZEffvghLy8vPz8frgCgShgYGKioqLh48WJeXl5dXZ1CoQBBATxVIBDg8/mnFJeK8e2BiSDjEI1G9/f3q6qqoIEPNUIwGj8hEcCoUllZGTzsyZMnfr//o0Tgcrk0Gk1zczOfz798+XJpaWldXV1LS4tEIoGmQ05ODlwZNBoNOCBAC9Pv92dnZ2Oz4HMDTAQZB5jqa2ho0Gq10LEDTeEJicDr9U5PT1dXVwMRCIXCvr4+kAn/nAhAJiiTyaqqqgQCAbQhCgoKhEJhcXExFA6EQmFnZ6fZbIbZBChYsiz7l7/8BRPBuQEmgowDCIra2tpmZmZgWIBl2c8iAhAalJaWCgSC8vLy/v7+UCj0qWIhx3Emk6m7u7upqam6urq0tBQ6EXl5eZcvXwblolwuR2NILpcrFAo5nc4//OEPOFDo3AATQcYB2m9SqdRqtbrdbofDwTAMmiz8LCIoLi4uLy+XyWQQf/DRq0EoFPL7/VqtdmhoSCqV1tbW3rhxQyQSFRUVARHcvHlTpVItLi5C58JmswWDQbPZ/Lvf/e5TqW1n/RJifDYwEWQcEokEWJI8fvw4GAy+ePEi3YAgnQh4PB6c56GsiO4Rer2+o6OjoqKCx+OVlJRIpVIYJZ6enm5sbIS5g/Ly8sHBQavV6vV6/X4/TB/BSKJEIrl+/TqPx/vXv/5148aNyclJmHGAPDWCIKanp00mU0NDw1m/VBhfDZgIMg4w3hsOh//617+azWawJEFc8P8SAcuyZrNZKpVWVlYWFBSUlJRIJBIYQABpAJ/PLyoqqqysVCgUdrsd3JAh3cDlcimVysbGxuLi4pycHIFA0NHRYTQa4SwAXUOapu12u1wul8vlWCx4boCJIOMARobb29sXLlwwGo0ejwcMQk5IBDBxNDg4WFNTU1BQUFhY2NTUpFarLRbL4ODg9evXQWLc2Nio0+lcLpfb7QYzEoZhNBpNS0vLlStXcnJy8vLyGhsbNRoNeB8AEXAc53A4vF7vrVu3QqEQNhQ9N8BEkKHY3t5WqVTgDkjTdCAQOCERQFrR5OQkNAUvXbokFAobGxsfPXp0+/btvLy8CxcuXLlyBUQEyAERxhCfPHly9erV/Pz87Ozs8vLygYEB8CCgKAqcSxiGsVqtNE2XlpbG43FsH3ZugIkg4wBXg+Xl5XA4XFlZSdM0lABPTgTBYNDpdPb391dWVvJ4PB6PV1RUJBKJ+Hw+dATv3r2r0WhgeAGIwOPxaLXaH3/8sbi4mMfjlZWV/fjjjwaDAYqUYIsCTicURT158uTRo0fxeBxCkDHOATARZByi0Wg8Hn/16tX8/HxJScn4+DgswhMSAaxqv99vNBqlUmlDQ4NIJCotLb169WpJSUlVVdX9+/eHhoZgh0fpieg2UVFRUV5e3tjYqFKpnE4n5KOCoonjODA+uXbtGiS44tCRcwNMBBmH3d1dyPne3d0dGBhobW2FYNKTdw0oilpYWPD7/Tqd7unTp1KptL6+/vbt27W1tT09PQqFwmq1zs/PQwIy1BHtdntXV1dlZWV1dXV1dbVUKoXzglarNZlMkL8OGkedTsfn89fX1xOJxNbW1lm/WhhfB5gIMg5g7wHRAMFgUCwWT0xMzMzMuFwuiqJomg6FQtPT0zqdzuFwWK1Wi8UC44lMGkALDNs+QRCOFMDUEB4AAiF03IA8ZbvdbrfbwdcUOAUqhSzLWq1Wh8PR2tra19e3v7+fTCbBmBDjHAATQcYBagTHx8dv3rzZ2toaGBhoaWlBtsVgRshxXDgcBs3vaQD5oANlwF2Doqiurq6mpia/3398fLy9vY3bh+cGmAgyEbFYDAICjo6OSJK8c+eORqPx+/3BYJCiqOnp6dnZ2aWlpdMjAuRuTtO01+uFVCWSJHk8nlarBdMhkEKf9UuF8XWAiSAT8ebNG8gXBkZQq9Wtra1OpzMYDFqtVo/HA2FnIPj76oDjACICMEHkOE4sFnd0dCwvL0PkcTKZxDqCcwNMBBmHeDy+s7MD/p+Qlfz8+XNIGXA4HKD/AQtDKA2cBhEAgA6cTqfNZlMqlc3NzV6vF4IMgQigUoBxDoCJIONwcHAAZQJIEATbP5qmu7q6ZDIZpBUBF8Bg4mkQAcuyPp/P5/NRFKXX60dGRqRS6dTU1NHRUSwWi0ajEMECAScY5wCYCDIOcP0GFoBM1P39/Wg0ajQaobEXCATm5uZQwf+rA+JMIHadoiilUvnw4cP+/v6NjY2dnZ2trS0wKQXb0rN+tTC+DjARZBxgkheu3/ABYHNzc2Jiorq6ur+/H3bsQCAQDAahiYjYARp+iCPcbje0D90fAzwGpRjBXQMuHfBsJpOpra3t2bNni4uLsPihRggOq3ji+NwAE8H3AbgpRKPRmZmZGzdu3L9/HwR/09PTXq93YWEB+v9zc3MsyyKxAKxzWOEfJQIUiAqjhwzDhEIhaEaACeqf//xniUTy8uVL3CA438BE8H0ATMF2d3d3dnbm5uZaWlru3Lmj1Wrn5+dZltXpdHa7Hap64XAYEo3hXABGo6FQ6KNEAIMG8MHs7OzCwoLVajWbzRRFdXd3//73v9fr9UtLS3BVOevXAOMUgYngu8He3t7Ozg4cyzc2NiQSSV1dnVarNRqN4XAYBo3A3RBKiVD2B7uBYDD4USIIBAJLS0uQdwRG5hRFWSyWH3744d///vdPP/20vr4OXcyz/u0xTheYCL4PoAShaDT6+vXreDy+sbHR3d1dXFw8NDRkNpstFks4HF5aWiJJElyGwciApmmSJAmC+CgREAQBFQSXyxUMBmma7uvru3HjxsDAANQF0bfG5YDzDUwE3wcgU+zdu3egLDg+PoYAcq/XKxKJsrOzW1tbR0dHwVYM7EZAGgxDBBaL5aNEAJIkMB1SqVQ9PT1isdhoNK6trb179w4KEzi28NcATATfDTY3NyORCBTtDw8PUbLowcHBzMyMSCQSiUT9/f1yuVylUhmNRpqmIUPV7XZ/qmtAEIRcLr9//357e7tYLH727NnS0lI8HoeSRCKR2NzchPBCfCI438BE8D0hFouB1gh9gOJG4/F4IBAYHBzs6el59uxZfX19bW1td3e3UqnUaDQGg0Gv1+t0upGREYVCIZfLm5qa2traxsbGmpubq6urJycnI5EIKBegZ4lCzSHLFBPB+QYmgvMAuCwcHR3BFMDCwkJfX19nZ+fo6KhKpRoeHlYqlSMjI2NjYzKZzGAwGAwGiUQyPDzs8/lev3799u1bdAQ4618F42yAieA8IJ0IDg8PQY8IEuA3b96srq6ur6+vra29fv16fX19d3c3FottbW29ffs2PbMcjhWYC36dwERwHvABESQSCSgrous94O3btwcHB3t7e/v7+3Da39/fBy0zPB5CTc/6t8E4A2AiOA/4KBHs7u5CHSGZki3Dsoe0ZVjwcDqAHgR8jIng1wlMBBgYGJgIMDAwMBFgYGAkMRFgYGAkMRFgYGAkMRFgYGAkMRFgYGAkMRFgYGAkMRFgYGAkk8n/AhQZeG2shh7YAAAAAElFTkSuQmCC
答案:5和9。4×4=16,6×8=48,5×9=45,将3个结果相加,就等于109。
页:
[1]