I'm pretty new to JSL and I'm stuck on something that seems like it should work, but it isn't. This is what I'm trying to create:
![10460_pastedImage_1.png 10460_pastedImage_1.png](https://community.jmp.com/t5/image/serverpage/image-id/2433i723377BB590348C6/image-size/medium?v=v2&px=400)
Here's what the dataset looks like (well, it's fake, but you get the point):
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAukAAAE+CAYAAAAwF44BAAAgAElEQVR4Aey9XY8jyXXn/edMSRr1eCU/siVb8FhkqSANAXHw6AMYAqkhBqyuO4GLvW8Sg5JQd00Ob/wFOGQbMFwYFUZkfwCD8I1RXUR3DZgXvhVgoHlRDaOmmbIWsnZl2fJKq5FEiYuTmZEZ+crka7G7/gUUmBkZcSLidxiZJ0+cCGam0+kMgb9/+qd/gmEY+Ou//uvAlZfr9F/+5V/w8ccf41e/+lVix15//XW88cYb+MY3vhHKNxqNUCqVQulMuFkC1MvN8l+kdupqEVo3m5e6uln+i9ROXS1C62bz3kZd3cY+p/2W6Wz2goWUgR5Mf9nOnz17hl//+tf4q7/6K4gRnvQnRvyPfvQj/PM//zO++c1vJmXlNRIgARIgARIgARIgARJYmcArugRloBeLRT35pTy+vr5GPp+fa6BL58WI//rXvw7TNF9KFuwUCZAACZAACZAACZDAbhFwjXTdQBfv8jr/jNYe9va8/5ahSTdasM9NPLzr5PFl0PKaD3HXlXMXD+NsZqOFu7EXbXmffPIJXnvtNetk9tvfQv7/EPX/u99ZeV599VX8/ve/1xrDQxIgARIgARIgARIgARLYDAHLSN+kgS7NLranmE7t/8v793GoOeqNC9jnxgcYVK+tfJcoO4a73mkDrYMBqtdK1iPcy+rXlzv+j3/8R/zbnTuY3LmDZ3fu4OmdO/jhnTv4pzt3cHnnDszhcDnBLEUCJEACJEACJEACJEACSxJ4ZRED/fe//wN+8xvbs7xcfQYucAjPRvfOzY+B6tu21V08vI+nH/vd5ObD94HLKMNc88DvBbzrmuc9zjn/6W9/G7/4wQ/wG8D6/wSA/Mv5F37wA3zp299erqssRQIkQAIkQAIkQAIkQAJLEnDDXdKUn05/j5/+9OcwzZ/iP//zl5DzRf4sQ1tzo5sPL/Dm92yT/fmzp3NEvYU39yOyaB746XUVg+8+hDLvzY+euZ73tvdm4BMiYTh/fHiIf3/wAL955RX8Vgz0V17Bq3/zN/iLSsUK0/EV4AkJkAAJkAAJkAAJkAAJbJjAKxJ/LgtFZctF8aon/X3mM5/CV77yZ/jyl7+A3/1uin/91/+Ff/u3n+OXv/x1UjHnmomPnlXh2OQA5PxNOM5z7L/51hwZT/HseTiL7oFH9m1UNTHZe98DvruHvbue4R6U8KlPfQqf//zn8ZXvfAe/+bu/wyevvYZX//Zv8fXvfMdKl+v8IwESIAESIAESIAESIIFtErA86YsY6tK4T3/6U/jiF/8Y+/tfxuuvv4b/83/+L54//wn+/d//yzLeIztgfoRnb74NN4w8cJ79KjD4yPaBGxdP3dAXJSv7dhVPyy3oa07ta0/dcjA/wgBf9epAFvceTTF97xm+G7OQ9JVXXsFnPvMZfOlLX0Lhv/935J8+xf//P/4HvvjFL1oLS+U6/0iABEiABEiABEiABEhgmwTcfdLVji7iUV/k77/9tzuQfwl9+a//+hX+5//8GV599RV8/vOvW+mZTMYSZ3wwwJvfu+eKllCUN9/2zlH8HqrvH2DvXQD3LzF1rXmnSPYeHl22tPCTd/Dh9SPcu/d9VO865XAfl9N7gKxGFV/9w7s4ePexCMRlQKDarUU+laEuxvoXvvAFt408IAESIAESIAESIAESIIGbIOAa6VL5soa6lN3bexVf+MLnrP9PPvktfvGLX+FnP/sFXn/9s5bBXmw/8i0Y/eDZIdqajQ7H6+1LChIptjGdtgOptrfcV67YxiMrBv0RxGaP+pNfEP3xj3+MbDb4NhCVG/jZz35medejrzKVBEiABEiABEiABEiABNZHwGeki9hVDHXVrNde+zTkfzb7YysU5n//7/+E7Azzuc/dwec+9zr29opoB21tVXhLn/LLoTJr8MMf/jBVjRK3/q1vfStVXmYiARIgARIgARIgARIggVUIhIx0ESaGujLWVxEuoS5ilMu/LDT9r//6v9ZiUzHg/+iPPmuFw6wif5WyEuby9ttvryKCZUmABEiABEiABEiABEhgIwQijfRN1PSpT+3hT/7kc9a/7AYj/xIOI8a6xK/LYlT+kQAJkAAJkAAJkAAJkAAJAFsz0nXYYpjLvyw2FWP9Jz/5OWR9qXjcZRGqLDzlHwmQAAmQAAmQAAmQAAncVgI3YqQr2LLY9I//+I+sf/klU9kd5kc/+inu3HnNMuJle0f+kQAJkAAJkAAJkAAJkMBtI3CjRroOW34oSfZe/9M//by12PQXv/glZMGpLDYV77qEy/CPBEiABEiABEiABEiABG4DgZ2zfIOLTeWHkmTv9U9/es9dbKr2Xr8NCmIfSYAESIAESIAESIAEbh+BnTPSdRWI91ztvf6rX31ixa/Lr5pKPLvEr4v3nX8kQAIkQAIkQAIkQAIk8LIReGFWaEp8+p/92f+Hr3zlz6zQl5/+9OcwzZ/iP//zl9YC1JdNMdvtj4HW3p71a653H5rbrZq1JRDw9LLn6Gdvr4XFfhM4QTwvrZ+AYf8qMvW1frTrkRg1pvbQ4qBaD961S4nQ192HuF1PKY8Bn8/qC7aDTMyHuCvP6TXfTCxP+r/8y7/g448/xq9+9StFIPLz9ddfh/xS5ze+8Y3I69tIlJ1f1GLT3/72d9Yvm/7rv/4vfPazn7E87OJl59+CBIwLPHCKPB58BPPePaT7HdYF62H25Qi88yGuH91DVm4CB++ifPdN+3w5aSy1IQLmw7s4ePcx3vnwGo/u2SPIfPgQzzdUH8WuQECNKQBGaw/l8h6eanpbQTKLboKApq9NiN9pmXw+h9VzA0zs+zvw4fUjOLf3cLs2kPLKs2fPLONcfrzoO9/5TuK/5HnllVfwz//8zxtoyuIiZW91WWy6v/9liKdd4tefP/8JJCRGfjyJf+kIGBdiot/H/fsAHg/w0e1yU6SDtAu5sl/FW7vQDrYhTMB8iO+++xi4f+ka6JIpe+8eiuHcTNkhAsX2NT58B3j87gecpdohvbApNgE+n8PfhO0zMfHR4HG4IVtIeeX6+hr5fB7iJZ/3J3m+/vWvwzR3z4qTHWC+/OU/wV/+5ZesPddlsal42GVbx9lsNq9rt/i6AdtGP0T70LLSMaCVvpvfB8d78E71bc507JiGzI8GkFv4/UOa5DummhTNyeKr1tvvA1ww7CUFL2bZHoE5z2cVYuGEQ7qRFlHpTiieGzKjn6v8d+/aIRtWSJEXUmKH792FGw2r8rv1mnh4V0JmvTzieZZybpvWBm2NTCLbpPpihwDv3W2hdfcA4oMBHuPdgz0ohqqPFp+Dd61nQKTIFRJf+eSTT/Daa/Z+5LPf/hby/4eo/9/9zqrm1Vdfxe9///sVqtxsUdl7XRab5nJ/bnnZf/3r31re9Z/+9D/wySe/3WzlL6J0x/CzjIviIWxn+ke3LOZvxxX3+F0cyM2w/AB450N8f5tzbTuOhs0jgXUQ2H/znXWIoYxNEVD3wA3E/G6qyWuRm/R8FkNZDEMJBZpOMZ1O0RYfQVx6mgY9fgvviSwJr0QRbUfu9PpDvCMG6gdGjPws3q7KGHrsOPmU5/k+1u632DATo2Ub5PcvbabTR220H9mzbcA7+PB6as+WarOnwv5apuM28OcuHP2Pf/xH/NudO5jcuYNnd+7g6Z07+OGdO/inO3dweecOzOFwA9VvVuRrr33aWmwq4TCf/eynrX3XJ5N/w89//l9cbOqgt6eNgAdleWss27HpDHnZ7BdzUenuTfgS962HFRePLoqQ+UkgicDzZ+Imewdv7ifl4rUbI+DeA6eYWpbojbVkqxUnPZ/d2bv3/GvI4tJTNfz+YSA8z/GmKy/x049hqFnDQL3Ze+95Tj7zI1jRISF5qVqRmGnTTNQLu2UTJUwDuJydt5Ds21Vswkx3jfRPf/vb+MUPfoDfANb/JwDkX86/8IMf4Evf/nYiuF2+qPZel1CYv/iLP4VEv0gozE9+8u9WHPsut32jbTMf4n0JR9dugPbboHob3mjtFL4wgSKsiCQ8xce7F3G2cG9epgJZO14CDxgv8QKq1Zk+x1v4KlfMv4D6e0mbfMPPZzuUo4wH9y8xnV5aBngyaef5JE6+j57hsXidv7fm8L8tMMneewR75gDivcRN76jmGukSU/PHh4f49wcP8JtXXoEEhsjnq3/zN/iLSsWKLUpW0ItxVfZe/5M/+Zy12FTi2GX/dVlsKr9uKrvF3KY/9Saoxzirt0Frl5fbBOOF6CuNiZ1VU7GNS4kVe1B24xWlrbK7C8Ocd1ZrVsOMlj2DeP+yHfAi7na72bqXm8C857OzkAIP3vdvSek6DALp2H/T8vQ+fmbvN2V+/DQRoJpdsgxt82Oo3PvKIRGUD6DorGt7910Jzazi7TW/9K6dSRyB7D08mqoQF3GKqXUrXgGXs+OYUW3zcqznyDXSP/WpT+Hzn/88vvKd7+A3f/d3+OS11/Dq3/4tvv6d71jpcv1l+5PtGv/8z79gLTYV4/0nP/k5fvQje+/13//+Dy9bdwP9UTFjwFu6+yj7NuzQMu7yEgB2c6duPKYYExITR2Pi5pQRX3OxbcclPn73wHJqiOPj4N1n8QV45eYIuGNqD+UHdpzpLYqiuDnuy9as6eumPZvLdmGxcimez/ttTMUzoLGxojOKMenZe3jPcSTIvem7g+QWFb/nxKEf7GFPzxwnX8Q569rkUHf+JdeU9uoGmERULVuyWgtB91Rsur3los7DWjiqOWase/1AAubW/5f5+7//+5lsvSh/f/jDH/C73/3O2pLxV7/4BV7//OetXV/EQJetF9XfP/zDP1hbNarzl+nzN7/5nbUjzC9/+WvcufOatfe6bO8Y9zcajVAqleIuM/2GCFAvNwR+iWqpqyWg3VAR6uqGwC9RLXW1BLQbKvIy6SrtfuIvU5/X/bXR2byi79YihvhnPvMZfOELX8Bf7u9bn3KuG+jrbsyuyfvMZ+y912V3GFls+otf/BJqsSn3Xt81bbE9JEACJEACJEACu0HAwAfW70W8t9Uf/Fmu78EtJsWDvnubMuzJL4j++Mc/RjabLnjoZz/7Gb74xS8ux+QFKqUWm37uc69bP4wkP5Qke69/+tN7lndd4tklD/9IgARIgARIgARI4DYTsH65V21E8ULEjtlbTLZ3XGl73/zmN2EYBn74wx+maqrErX/rW99KlfdlySTx6rL3uvzLQlMJhZFfNZWYdv6RAAmQAAmQAAmQwG0mIGtyprtu8b6ACso8efKEP8f5AiqOTSYBEiABEiABEiABEnh5CWSm0ymN9BX0KwH+5XJ5BQksugkCV1cm8vl0IVybqJ8y0xOgrtKzuumc1NVNayB9/dRVelY3nfM26uo29jnt90xn423ZkrY085EACZAACZAACZAACZAACWyUAI30jeKlcBIgARIgARIgARIgARJYnACN9MWZsQQJkAAJkAAJkAAJkAAJbJQAjfQEvLIp/+L7ZproH2as7Rlli8ZMphnxs+B2nsO+Gahd0g8RSg7k4ukyBBy9NIM/0m6g6ejIaGYQ1Imk6UWC58u0hGXmEUgaQ56+PCl2fltPwbJ+/XlleLQ6gTBr+54n97Dgtaj74OotoITFCZj9Q+35lEFGv8G54mz9Be+HgKTrzyhHz5EyXGE8WJKAritPF8GxlXyPs2Xo408rf9iHa4WYfRzq50u2eZ3Fwm0PSJc2W3ZWhK0Ve03rv5SN+O5G1ms0vXHjcoqTFZdutz9ar4G+Oac00iO52JvcfxdVyK/oLv5XQW8yw2w2w6Q3Rin4JTAvMSg0UKifRhjwi9fGEgsQ6JZ8RrdesnjSAwaXvptWe9zDSVHPxePtEJgzhhIb4ZWVMdih/hJpLX8xi9qFfZ+bjRpAY2Td82azC9SsNdueHiLvg8tXzJJLEhDjIDeoYjJz9DabYYRS2FBJ+YwymjkMqhPMOMiW1Eh8MUtXVy1nTM1wYQ8qt0Bj5OkwGr84NDI4RhUNtxRg9o9x1XLsk+oAp47fyjgdoHpWw+5st2DgdABUtLb7Dw00cwNUI22tpGtA+Uyxm6A31m2CaGYQg78EjJxxMyrUcex4U+NkxaXP06u/jwCN9CAR69ze5P7Rva9GXl0kMVuuojK+9gw/AOblAIWjDo4aXZwHHbuLCGfeBQlU0Bv1MG5r3gNdQraGVqHu3rRET6iWd+impTf29hxHjaHb0/uXo6fU4Q7o0ezjuF7A6MJviBU7Yqi0fTO4aZ5RYmyUMAoZjzvQ05egCQZORVfR1nfK/hXRmYlxfzA/v9FEO3/mvFzPz76NHEazjfxZC4XEygo4cN4qsgfBnHHXsvB+uzMLf7EYZs+vMGwcQfl7PIdenKy49MX1SiM98Quw+sWwoWficlDAUREoHjXQpZW+OuRFJOzbhrh6Cw4WtXRiGfH2YGoFvBfB/DzfPIHwGNp8naxhvQSow/XyXEpawNDwZIihMsTgUgU+pHhGXTZtj/xKRqTXAh4FCBjn6DaOgKYKndXDVey83ZJzLThTHxAVPM3WWoBTVmZVTooGmu08znbpWWc0UUJrzktDEScSqSChJ8rT7X4fk67pRAycdxuWPaanBo/N63EwCRhe4bkvNU6Wlp5Crz6RoCc9yGNN50PUc/YAytUL8Bl6xinqBeeNrHiERvecIS9rop5WTLEzQqF+7PMcuWWLJ+hhgMv+Oca9E/fN2b3Ogy0RSBhDc1vglc1k9PjZuQWZYa0EPD2E7oNrrYfC0hAQQ6OS34/Mup/XggrmPqOGqNe7aLT8HvlIwUxcnkC3hPMjJyxFGaOWNC3MbGaHa3jx6mmqs73FEgo4u6gB/TawU7o0rSalmUWwZuiGdeRydZ+nWygkXYMbX36Oo1ln7nPekqXZasZpHUOFOk5WXHqEXpWoqE960qOorJzmxWLOJnm0tcWjxnkXDXGjW39FhryszHoZAUV0RgXUVTCeT0QWtVYB9foY1fLuROf5mngrTuLHUHT3K/DsD62sGx8dXYqpmySg6SFwH9xkrZQdTUDCAYZXft+fnrPgxA3Mf0Y5YYMlvgDr/NZ+3Bi562nE+90IeW6lRnleNRL1mtguCYG6aqEj3nS1ANNdFJlYcmMX7Zj5+YazFSeeu0LLiROf5Nve2grxrMddk5YXO06s/xHOM+ENI0Kdy9ZwJi9KDqM2GqhU8rBeeeNkxaVH6DVUn5ZAI12DsZHDbBnVioo9l2kPwJ2mymRQknOGvGwEfaJQ8Zj7FoxouffzqFSqoI2uMbnJQ98Y2ke+Msa1mpm/yXax7vQEfDpMX4w510hA7muaN9CTLOEtcF5yUz6j9mu4EEdHLhyG4cnl0dIERFeBtWxLy0ooaC0WPSnCFG+6sxB1oi0mTSi6oUsSZjrUbKQSuuiiFDUjGgjfsl5k1Pc76Zqv5eKwS/eSk61deIt4j4Bh4SCwXi1Olpa+hF5ppPsUtoETWSU/dGKerHgktQOCWl08QqPrX7SzgVZQZIhAFrUzWUTaRkS0WSi3naDFlsXkYPIGCOhjCHb8rG8WRKbnwZeqDZBfn0ifDtcnlpIWICAL4xtdO4bXLSZbxeVQLzjxv4s8o4ode/eyG/a8ul15mQ7kpRbaJgb9thWjrubgva5KaIg2Oy8e5LT62MHFooAWimN5yEdooIGRmhHV+xd46ZQXja7ybiddM03fRh4ycxQXBuZx1o8MNEtj9GTbtzhZcekxetWlB49ppAeJWOf2Fox7e2U8wAOU9/awd/ehT7GRxdxELxYzY20RZE/d+KcRVWYJedEX7Whl00zDKDH8XJyATGFV4cWWxUpQe57KHkwppuFi5fBCegLaONDGkJS3d6MoeXvWiloCO1akr4c5N0cgXoebq5OSkwgUOzOIpzSnQhsy/i0U0z2jvBqytTP0UEcurWHoFeVRIgHHiaQt8Jy4iyK10BRHf+4ln0yVT3mjM8i4ehJDU0LR7ZDO8GJSn6DdPAmEoMi6F/c5kHTt+an2/c8EdiiKY6bSZa1hG/mJs81snKy4dAlPEudgpF6jMWem0+ks+hJT0xAYjUYol8tpsjLPFglcXZnI5xlTvkXkS1dFXS2NbusFqautI1+6QupqaXRbL3gbdXUb+5z2i6WzoSc9LTXmIwESIAESIAESIAESIIEtEaCRviXQrIYESIAESIAESIAESIAE0hKgkZ6WFPORAAmQAAmQAAmQAAmQwJYI0EjfEmhWQwIkQAIkQAIkQAIkQAJpCWSePHnChaNpacXke+ONr8VcYTIJkAAJkAAJkAAJkAAJLE6Au7sszsxXgru7+HDszIm+OnpnGsWGRBKgriKx7GQidbWTaolsFHUViWUnE2+jrm5jn9N++XQ2DHdJS435SIAESIAESIAESIAESGBLBGikbwk0qyEBEiABEiABEiABEiCBtARopKclxXwkQAIkQAIkQAIkQAIksCUCNNJjQJsP72Jvb8/5b8GIyRdOVj8hLz8fK//NiLJ2nsO+GSgu6YcIJQdy8XQZAo5emkFNys/92joymhkEdSJpepHg+TItYZl5BJLGkKcvT4qd39ZTsKxff14ZHq1OIMzavufJPSx4Leo+uHoLKGEJAmYfh9azyX5GeeMm/Owx+4fOPVHTp/vT8kvUzSILERD+9pjSn02aLkSP+gMqKF3Xtas3rbybBkDy6udBWTdwbvc/7t6h9cP5PgdRRPPzOhIpP5KZ4PF0odt1celSi37Nti0CbQ422Guae0Qj3UWhHxj44Nl7mE6n1v/1h09RbgWNOz1/8LiC3mSG2WyGSW+MUlAR5iUGhQYK9dMIAz4oi+drJdAt+YxuXXbxpAcMLuG+Opl9tMc9nBT1XDzeDoE5YyixEV5ZGYMd6i+R1vIXs6hd2Pe52agBNEbWPW82u0AtK1I9PUTeB5evmCWXJGAZDbkrtGaO3mYzHF33vXterFzR9QgNNDC6qMFSb2xeXlgHAdFV7qrljKkZLuxBZYkunyn9TdAbxz3TDDRzA1QdW2RUqOO4b8LsH+Oq5dgn1QFOHdPGOB2gerZLujVwOpC7SPJfY6RY+O/1SfxsiVHyo5kBBk41XXj3s7h020CP0l863Xl9ppHusdCOimi3vSd79u0q3nn6cYobmSbCOcyWq6iMr31lzcsBCkcdHDW6OF/E9g+LZ8pCBCrojXoYt2MeStkaWoW6e9MSPaFa5gNpIcbrzxw1htZfCyVukgB1uEm6aWUbOK0XMJp14D3dgGJtlwyztH152fM5uor0MGSRdd+SsjgoxLAwztFttJwXZkA5oZ5HZTeaaOfP3LxRWbadZjTbyJ+1ENe95PYk8bNLRsqPYWaiiI6mC+9+FpceV39K3Wmdo5GuwYg9fP4Mj9/66lLGWtjQM3E5KOCoCBSPGujSSo/FvpEL+7YhLh6FqD9LJ5YRbw+ylua9iMrPtM0TCI+hzdfJGtZLgDpcL8+lpFkGyJHPQF9KDgttnoCjKzSTwmalGQbOuw3Lngg2yrweo5Lf95KzBygMr4BaCyjZcnODKk6KBprtPM526VlnNFGC94LhdSJ81HX64gv7mccvRn4cs9CLzfMrDAsHYZtQpc+r3+pGvO70XtJI12lEHhtolYFLzbMemc2XOEQ95wyCegE+Q884Rb3g3CiLR2h0zxny4mO3+ZNiZ4RC/Tg69r94gh4GuOyfY9w74QNt8+qIqSFhDMWU8JK9splMOM7Wy8ejzRLw9JAL3gc3WzGlRxAIGSChPJ6+VBx0rj4M5WLClgh0Szg/csJSJGxWjxc3mk6s+jmOAjMj81tXREeFO13UgH4baO3SbIppNWmkea6j+6SF283ssB/fmrJYfmnlR9cqL0bNEhBuXyA9rv4FdUcjPU4PVrqB1t77ePO6vaCx5sViziZ5tLXFo8Z5Fw1xo1t/RYa8OCS2+1FEZ1RAXQXj+SrPotYqoF4fo1p25xR9OXiyDQLxYyi69go8p5FW1o2Pji7F1E0S0PQQuA9uslbKjiaQPShgeBXyCWqZNX05RtykNy8iWCvOw/USaIzc9TTZWguN4RVc7RU7Tqz6Ec4z+qLSBZtg9nF81UJHvOlqMbH+MrCguHVkt2Pm/SFZ8+XKc7vh/37H8FtOvmqBcGojPwm2LyI9pn4sqDsa6Yp96FMZ6I9wbxVbLVtGtaJiz2V6A3CnZzIZlOScIS8h+htPEI953IKb/TwqlSpoo29cC+kq8I2hfeQrY1xHRyulk8dc2yfg0+H2q2eNAOS+xpnbF+OrILoKrGWLbrg4nALGqZMx9FJmXmNcyUMLgIG1WPSkCFO86c4CzIm2mDS6zk2mSpjpULORSuiii9KiM6Kx/JLlJzNThrhaGK84RKTH1q/KyGe87vRcNNJ1Gu7xmgx0kSc7uQydmDErTkntgKBWJI/Q6LajQy/c9vBg/QSyqJ3JItI2xqmFp4shSy2OGdMR0McQZKHU0D8LIiFk4EtVOpg3lMunwxtqw22vVhbGN7r+sAmY6DdjFtLfdl432X95qYW2iUG/jW7DCZM1Td9GFDI778ae69soWuG0nm1hnNb9GyHs4GJRy3BVoTjWp7OjkJoR1fvn04+EsGhRCrH8tFCfKPmxzCIMcav+mPS4+pN05+uPd0Ij3WPhHpkP38cDPMa7B2qf9D3s3X3oGxhu5sgDLbbP2gLJnhrxh7qoghLyMsTgUrkGtbKrTGMp8fyMJ5Ct4awKzI+6VHubWoFoC4Y+xVfPK0kEtHGgjSEpUezY8YcqbjYjauG2cEkwb+havA5vqEG3vtpiZwbxlOZUaEPmGDhJE48s90DHq3nD4RC3Q4mOE0lb4DlRMdrPTzX9ZVDCyLc9o8fHCet01sf589nx02q9nITT+BeTelJ290gMZLWwNodBdeKGBwEJ/BI7FM1MZhq60O5nUu9hH0ZMuhlXf2rdeY3MTKfTmXfKo0UJjEYjlMvlRYsx/4YJXF2ZyOdXiVPacAMp3iVAXbkodv6Auu49+/4AACAASURBVNp5FbkNpK5cFDt/cBt1dRv7nPaLqLOhJz0tNeYjARIgARIgARIgARIggS0RoJG+JdCshgRIgARIgARIgARIgATSEqCRnpYU85EACZAACZAACZAACZDAlgjQSN8SaFZDAiRAAiRAAiRAAiRAAmkJZJ48ecKFo2lpxeR7442vxVxhMgmQAAmQAAmQAAmQAAksToC7uyzOzFeCu7v4cOzMib46emcaxYZEEqCuIrHsZCJ1tZNqiWwUdRWJZScTb6OubmOf0375dDYMd0lLjflIgARIgARIgARIgARIYEsEaKRvCTSrIQESIAESIAESIAESIIG0BGikpyXFfCRAAiRAAiRAAiRAAiSwJQI00iNBm3h4dw97e85/y4jMFZ2ofkJe/VxtE+HSdp7DvhkQIemHCCUHcvF0GQKOXppBbchPC9s6MpoZBHUiaXqR4PkyLWGZeQSSxpCnL0+Knd/WU7CsX39eGR6tlYDZx6H7E91B5rZO/GOLelor/wWEmf1DZDRdZfQbnCsnSmdyUdL1Z5Sjx0gZrjAeLElA15U3fgJjJ4m9Pi4P+7AtDq28myaq7eNQP1+yzessZvc/yoaSWrR+ON/nIIpofl4LI+VHMhM8+rjx2hSXbrVQK2PrL9DmYIO9prlHNNJdFP6Dt78/xXQq/9f48GkZC9npqKA3mWE2m2HSG6MUVIR5iUGhgUL9NMKA97eDZ2sm0C35jG5devGkBwwunRuZfdNqj3s4Keq5eLwdAnPGUGIjvLIyBjvUXyKtVS9aD6ncFVoz+54nzI+ulUEg4yjufqfpadLDuOQ9+FZtE8tHExBd5QZVTDRdjVBCyFCP1ZlfrtHMYVCdYMZB5gezhjNLV1cty46QMXVRy7pSy2dqrE3QG8c90ww0cwNUHVtkVKjjuG/C7B/jquXYJ9UBTh2/lXE6QPWsBq8Wt7obOjBwOgAqc2pvjBQL/70+iZ8tMkp+NDPAwKmmC8+ui0u3jfqcVkbpL53uvE7TSPdYaEdZZN1vahZffUu7tOBhtlxFZXztGX7WM2uAwlEHR40uzoOO3QXlM/siBCrojXoYtzUDQi+eraFVqLs3LfNyAFTLO3TT0ht7e46jxtDt6f2u99TAab2A0awD/V2oWPMe9jKO5t7vsmVUK2NcBycXd737L1L7zD6ORVcXnm6k+cWOGHpt3wxuGp2JEVTCyGc8vkg4drutzriKfPnx2ycHhZieGOfoNlpQtr1yQj2Pym400c6fuXmjsmw7zWi2kT9rIa57ye1J4meXjJQfw8xEER1NF94zKS49rv6UutM6RyNdgxF9aODiwX0c6k+g6IyRqWFDz8TloICjIlA8aqBLKz2S28YS921DXDwKUX+WTiwj3h5kLXWHi8rMtK0QCI+hrVTLStIQsB5qRz4D3V8s5f1OPLeoouw6R/xSeLYGAs+vMGxE6SqLg8IQg0t1T0yhs8um7ZHXDJc1tJAiFAFnXKGZFDYrmQ2cdxuWPaGKqk/zeoxKfl+dAtkDFIZXQK0FlGy5MqtyUjTQbOdxtkvPOqOJErwXDK8T4aOu0xffbNA8fjHy45iFXmxkLBUOwg48lT6vfqsb8brTe0kjXaehHxstJyb9AofTdsJDSC+kjoeo55xBUC/AZ+gZp6gXnBtl8QiN7jlDXhS2LX0WOyMU6sc+z5FbdfEEPQxw2T/HuHeyoN5dKTxYmUDCGJor2yubyejxs3MLMsOCBEIPtWD5xPudpqdj4Czg4Q2K4vlqBJJ0tZ/XggoSdSZtGKJe76LR8nvkV2sdS4cIdEs4P3LCUiRsVo8XN5rOuoJzHAVmsUJyQglFdFS400UN6LeBndKlaTVpNPcFMIvahQp1scN+vLh9ALH80soPgXMSDDRLQLh9gfS4+hfUHY30OD0U205M+iEu9vZw96HyMsQV0NP1WMs82s7CRMlhnHfREDe69VdkyItDYrsfRXRGBdRVMJ6v8ixqrQLq9TGqdOv5yGz3JH4MRbejAs9ppJWdXezUFG5021/c1OxBAcOrkJ/J7VDy/U7paYTGcADXkeuW5sE6CczTVeHAnsZI1pm0yAkbLPEFeJ36CclqjNz1NNlaC43hFdyRVuw4sepHOM+ENzwIyYpLkBCoqxY64k1Xi4n1l4G4chtMt2Pm/eFz86uT53bDfy+K4becfNUC4dRGfhJsX0R6TP1YUHc00hX72M8i2pf38fiZOzxic0ZesGItVey5TG/IC56awsqgJOcMeYlEt9FE8ZjHLbjZz6NS4dT7RvkvItw3hvaRZ+zyIvQ2m1fGSuxsYNr7XdJL82abf6ukx+pKwlvgvOSm1Nl+DRfi6Mhxse9GvkOiq8Batuh6ZOwEjFMnY+ilzLzGuJKHFgADa7HoSRGmeNOdBZgTbTFpdJ2bTJUw06FmI5XQRRelRWdEY/kly09mpgzxoOMnIj22fp1dvO70XDTSdRrq2DR9Cz2Niwd45039q60ypviUWMuhEzNmxSmN3NXasmJ7Nhuh0fUv2kkhlVlWJpBF7UwWkbYxTi0rXQxZanHMmI6APoZgx8/6ZkFkep7xzOlYrjuXLLZudP1T8bI1WrMPc5H7XdJL87rbfFvlxenqMId6wYn/XUhnHXv3shv2vL6U6hTHBLRNDPptdNV6gqB9ct71Ys/1bRStcFrPtjBO6/6NEHZwsShkgaYKxVH2ERoYqRlRvX8+xUsIixalEMtvjvxYZhGGuFV/THpc/Um68/XHO6GR7rHwjp5/gAO1R/reHsq4xKN7i6xo0mItrS2Q7KkR/zSiqk5CXvRFO1rZVaaxlHh+xhPI1nBWlQjLeX9qb1MrEI1x6vNwreW6Ng60MSSi7d0oSt5ez6IWxjOvhfoyQoqdGcT7llPT5Zlj4KSG577QPiVZ3e+CM5P2dHWX2zAqUBv5DOvKv4ViumeU17Rs7Qw91JGjoe5BWcuR40TSFnhOVIz281NtrGUSdthxZqic9XH+nXjs+Gm1Xk7CafyLSdfSiQ0LEQNZRSXY32OFCEjgl9iqaGYy09CVtRgOS+t3Bg77MGLSzbj6U+vOa2RmOp3OvFMeLUpgNBqhXC4vWoz5N0zg6spEPr/Ii9WGG0TxsQSoq1g0O3eButo5lcQ2iLqKRbNzF26jrm5jn9N+8XQ29KSnpcZ8JEACJEACJEACJEACJLAlAjTStwSa1ZAACZAACZAACZAACZBAWgI00tOSYj4SIAESIAESIAESIAES2BIBGulbAs1qSIAESIAESIAESIAESCAtgcyTJ0+4cDQtrZh8b7zxtZgrTCYBEiABEiABEiABEiCBxQlwd5fFmflKcHcXH46dOdFXR+9Mo9iQSALUVSSWnUykrnZSLZGNoq4isexk4m3U1W3sc9ovn86G4S5pqTEfCZAACZAACZAACZAACWyJAI30LYFmNSRAAiRAAiRAAiRAAiSQlgCN9LSkmI8ESIAESIAESIAESIAEtkSARvoc0ObDu9jba8GYk8+7rH5CXv1c7SH6plwNpqvr6lPl8yTxaJ0EHP7NoCblp4Wbln6NZgaHtrLciiVNLxI8dzPyYI0E1qMrmH0cuj8bLeOMY2yNSvKLCrDWx4y69/nHVvh+6C/jF8+zNRKI1JXoIzw+zP6hc0/U9HXYh/VIW2OTKCqagPC3foI+43826ekZ5/kVJSE6X4wu5XuxY7q1228/n6P6p9KS8kVdi+aipNmf/nIaM3mmuDer6HS/fMfGU2x9429+32ik+/USODPwwQB4J5A6/7SC3mSG2WyG2aSKQU4UkUXtYoQGGhhJuvyPGkBjZB/PLlDjr9jPR7tqjm7JZ3Tr4oonPWBw6T2AzD7a4x5OinouHm+NwCq6MprI5K7QUmPNGm8FXD3fWutvTUXWAynA+uhaM+TMSwwKDRTqpwFnh36f7GFcmv/AujVQN9TRubqKrVd7fl3UwEdVLKi1XRBd5a5ajn0ww4VrIBg41dInvTFKrtGoVx+dz+wf46pl2yCT6gCnjt/KOB2gerZLujVwOgAqepcij5PyRV2L5uIXHS5XPnPsttkEvbFnR0SlZ2sXrt7E1pv0KqhUy8jCQDM3QNWxD+N157WGRrrHInRktN7Hm99/D2+FriyQkC2jWhnjmq6HBaBtKmsFvVEP47ZmQOhVZWtoFeruTcu8HADWwNIz8Xg7BFbRlYFmaYzepAPf+1Wxg44vYTs9eblrMXBaL2A087Mu1ryHvYyjwlEHR40uzoMTWQoO75OKxAY/5+tqg5VT9EIEHF1F3rCK6Gjp2XIVlfG151xy64nOF+mnMJpo5892ylFoNNvIn7VQcPsTfZCUL/paNBfdRAuXyyLrvplmceA2Ki5db6sJ25RQAgo4cA6zniC9gO+YRroPh3ZitFDGe7inuGqXePgCE9i3DfHjQFiL6lHxqIGuZcTbN8mW671QOfi5NQLL6so4R7fR2qkHztaYbbsii/WR/2XI1wZ5QBVwVASssRVnpYu3HVWUeb/10VvryVxdrbU2CluFgKMrNFU4bMIs0/MrDAsH82c3nHzFWgso2XJzgypOigaa7TzOdulZZzRRQop7eFK+pGu6boL85pYzcN5tWPc0XQwQk27NJKq+FHEiMx8S+iJhLyVgpL1w+eXZZzTSo6jAxMP3gcv2GtxuxinqfPhEUr6pxGJnhEL92FkrEGhF8QQ9DHDZP8e4d5JgfATK8XQjBJbRlXk9RiW/77ZHjw/0x0W7WXiwJIEg65AYuf8VHCO+eIRG91wLeRminnOMkGPgjGEUIXzrTJirK2j6cNZy5OrDdTaBshYh0C3h/MgJS1GGXai8zBrON/TEgPTyFdFRYYAXNaDfBlrezFeoiq0nmFaT5hmv1lqXdlzf08rQuUhHE8pJCKU1Ls5xpM8cxqU73IzTOgripXD+rJmPYR25XB3DRpKDwy5AI12R0z7Nh9/Fs/faKxho2s1OBhAfPhrdXTgsojMqoK6C8XxNyqLWKqBeH6NKt56PzM2cLK4rmUIcasHnKj5Q4gL5t14CQdZB6cZ5Fw33AVUMhLyomPQRGsMBLvX55qAgnq9MYJ6uJPrXXUvlGHEcMytjX15AY+SG52VrLTSGV/CHqsimB23kg2F9oRoT8pl9HF+10BFvulpkrxY4huRsJ8GOmfeHz0XVnJQv6ZonK8wlsVyx48SZH+FcX8gbl25VFPCui/dcW78zybe1Rahey/QjGuk6DQfqB+8+xoPyHvb25L+MB3iA8t5dPEz9ENFvdvO/bKEmMGHzBMRjri3+8FW4n0elwql3H5ObPFlUV6I/n8f2Jhv/ktedyFoeUEDXmVoXL1RJzkMhL0kvYi85v212L1FX22wI65pLQHQVGWeuSioDc96GE8n5rMWiJ0WY4k0fhReTqtq29ylhpkPtnlFCF12UQjtzJeVLuqZ6EsUlTTkpL/erhs8RZEuNSDcCM/ISWqN5z62Xr+65alTkJ430EJYi2tMppu7/Je7jPi6njxifHmL1IidkUTuTRaRtjFN3I/BWnLocM65GYEFdZWs4i50eXq0lLB0gIIutG107xtK9ZKLf7MO04mrV7lVqZ4QRGt12ONQs6UXMlcuDlQgk6WolwSy8dgKykBraJgb9NrqucRdlYDotEE+t6wlPyCfZd3CxqGUAq1Ac61PtiOe8jLj900J2QvmSrlkdd2Yggi84CeVg+hbmygyhFVJpxqRb6pDQmcCMfOBFWV6OupW8o7zoDxrp0Vw2kCr7aTpvhe4g2kA1FJmegBhzVWB+1KXaC9UK/lshDCp905gzQCC1ruxyEuIi24vl1BRuJgNZJLVTi6MCXXxRT4udWYD1MXBSw3NfqIvqnYS8DDG49E/cQ7aobTXQ5TaMCtRGPuN0NX+9Lp9fG1FIrFDHMaEt8Jw4Cwwtwy64fiDCpkjOZ8diq40RxKPrX0wa27AX/kIyl5juPT/1PUtKGNlbYsali5ioxfDKgeSu+ShY4dAxtVrJmel0OkvKwGvJBEajEcrlcnImXt06gasrE/n8/EfP1hvGCkMEqKsQkp1NoK52VjWhhlFXISQ7m3AbdXUb+5z2C6izoSc9LTXmIwESIAESIAESIAESIIEtEaCRviXQrIYESIAESIAESIAESIAE0hKgkZ6WFPORAAmQAAmQAAmQAAmQwJYI0EjfEmhWQwIkQAIkQAIkQAIkQAJpCWSePHnChaNpacXke+ONr8VcYTIJkAAJkAAJkAAJkAAJLE6Au7sszsxXgru7+HDszIm+OnpnGsWGRBKgriKx7GQidbWTaolsFHUViWUnE2+jrm5jn9N++XQ2DHdJS435SIAESIAESIAESIAESGBLBGikbwk0qyEBEiABEiABEiABEiCBtARopKclxXwkQAIkQAIkQAIkQAIksCUCNNIjQZt4eHcPe3vef8uIzBiRqH5CPoOM9dOvTYSL2nkO+2agvKQfIpQcyMXTZQg4emmGtSHSjGYGGeunlTX9+X5qOU5ny7SFZZIJxOnKQDNjjyfRV3D8SJpPvWYfh87PL9tjkWMrmfsKVwOsfXpA1NjRxpmjI3+ZFdrCookEzP6h82xynlGR4KN0JmIlXR9Hjh4jZSQ2gxdTENB1Fbzf2dei7AtNsNH0dO0+z7Sx56aJavs41M81MTd1mNxHrR9yDwl+ByP77vUklq3vXqb4Rtely7CfMcqOsIyKCPZ2/Xq5oF69FtpHNNKDRLTz+5dTTKf2f7uoXZh7WEFvMsNsNsOkN0Yp+OUxLzEoNFCon0YY8HOFM8MqBLrt8EuQ2Ud7XEHFkptF7WKEBhoYXdSQVXVRZ4rE9j67Jb/RrdVcPOkBg0u4r7mWDns4UeNUbtC5K7Rm9jiUsTgbFXD1XBPCw7UQsB44AdZH131NN3H3O+8+OZv0MC6pB+JamkUhEQREV7lBFRNtXIxQChs4Ke93RjOHQXWCWUcNvIhKmbQUAUtXVy3LjpD710VNPY3EWZHBMapoJEkWY7MEjBxdjwp1HPdNmP1jXLUc+6Q6wKnjtzJOB6ieac+8JNlbuWbgdADnuRxdYflM3d8n6I2150VM35WURLa5AaoR9ltUXdnahasf296roFItI5tQf3zdqnX+Txrpfh5rP8uWq6iMr70HlrywXg5QOOrgqNHFebRjd+3toEAhUEGjIbada9pZWCx9VKuJiKizRDwbuFhBb9TDuK0Ze3ot2Rpahbr7gBH9QG6OVh4DzdIYvUkHPtOh2AFtCR3iOo4NnNYLGM38rIs172Gfauxky6hWxrj2D811NJAyFAGzj2PRle58AFDsiIHjd16k0ZkYGyWMNONRVcTP1Qk44yryhlVExzLaD5KreX6FYePIvQcqx0akn8Joop0/g/sekCx5K1eNZhv5sxYKsbVlkVXvLcjiQM8Y03f79pLEVior4MCRm3WFJtTlts+E/RjKArH1z6vbFeYe0Eh3UYQPHpSdcJf0sS4hIX7jQS6LIgs4KgLFowa6tNJDzDaZkD9poaB7YGEPmqODKwxjK6bOYtFs8sK+bYiL9yfqzxo/lhFv67ClnjDGObqN1k49cKLa/1KkWaw9QyDcp5RjRzy3qKLsPnTDkpiyIoGA4eBJEwNnqDkvUujssml75CONSE8yj5Yk4IwrSBhmbNhssmzzehzOMLwCai2gZMuVWZWTooFmO48zdf8Ml9p+itFECYvcww2cdxuWXSWNjeu79YKSyLaIE4l+kLAf5Q0Pfcf9dblwrNknu82x9SfW7UryHdBI9+FQJ1nce6RCXa7x4dMy7j6MNhRUCf/nEPWcMwjqBbjGg2QyTlEvOA+14hEa3XOGvPjhbfisiCPNAwvjHOPeiettiKycOovEso3EYmeEQv04HKIklRdP0MMAl32/DuUGWcnvu80Tj5+KF5wX/+cW4kEqAkHWoUKJY8e7T2aOgbOAhzckiwkrEUjS1X7eDvazKkjUmeQYol7votHyZktWahgLRxPolnB+pIXNLhgvbs3ia/aFcVp3HFG2J94KAbyoAf02sFO6NK0mjULGcQQmN+78HEfabF583x0ZCWytssM6crm6byYCMXWpVgnfgnhfASTWH1G3khH1SSM9ioovLYt7793H42eRk0S+nN6JHmuZR9tZ7CbXjfMuGo4igSJDXjxoWzuSab+xNYMhN4MxqnPcd9TZ1lQTUVERnVEBdRU46cuRRa1VQL3u16FMUQ614HMVNzjpaYaITw5PliUQZB2Ukzx21H1yhMZwgEAUWlAUz1ckME9XBWeOP1ln0ggnFK2kLyBdsXEsHibQGLnhedlaC43hFRaxQpCt4Uy8ws7C7DYaqFTy8NwX9mLR46sWOuJNd/LZGyiEm7OtFDtm3h8+F1t3sePEhB/hPKNtJjCv73FsxXuura+Z5Nveeo24uqzGBbzrSfVH1B3bPwA00pPorOOaFWupYs9FkUDXmWoS715Jzhnysg7S6WWITiQG05AFbfOm1Kiz9GA3lFM85vqiIL2a/TwqlUCYhKRpHiQ9O4/XTCCRddqxk/Qitub23mZxsbqS8BbAnnxKqbP9Gi7k5TnHxb4b+UqJrgJr2ZapRzkorIWnR8CwcOBthmBN7A9QPSnCFG/6KLyYdJk6VysjoYtDzUYqoYsuSpl5L4RyD2lEOmdCfU9iGwgJs16OQs+ScF1RM/KR7JPqjgFHIz0GjJds4uH7D3D/0LcEzbs870jilIZOrJQVjzTyrQaezUZoRO04Mk8ur69AIItyFaiXvOmpWGHUWSya7V3IonYmi0jbiIiyDDdDeTEWnB4OC2LKXAKygLfRtWM43cwm+s0+zEXGTtKLmCuXBysRiNPVYQ515axYSGcde/cyjrOV1BJZWBxJ0BbG99voaotAI8tIoniCI/XhLKZ3t7+ytwjctcWiEl0gi2KtUBzr09lpbXZhrzHS+2eavg05ZAZID3P0GAX6nsQ28CIrLy9dmX1IrGvejLxWf0zdXlvDRzTSw0zk24uWu0f6AQbVayy2BaMWa2lt52NP3finEVXFEvKiL9rRyurTNyo7P9dCwHpDrmhb9rlSZT9U5+39sI++LzxJZQrqTKXzc2MExPCuSjRsuj/xYkyqA+TUFG4mYy1026nFUem6svO5ip1ZgPUxcFLD88SxE5y4l9ClBrrchnGj+g7ryr+FYrpnlNfEbO0MPdSRizQMvXw8WpSA45jQFnhO3BhtFZqivMza3ty+alQ+WR/XRn7iGLpWHjEcJRTdXqktz0P/YlKfoN08eX7qu7/7dxpK6nsCW+XgcZ4bObUbUlJdkYve4+pPqDuGcmY6nc5irjE5BYHRaIRyuZwiJ7Nsk8DVlYl8nltFbJP5snVRV8uS23456mr7zJetkbpaltz2y91GXd3GPqf9Zuls6ElPS435SIAESIAESIAESIAESGBLBGikbwk0qyEBEiABEiABEiABEiCBtARopKclxXwkQAIkQAIkQAIkQAIksCUCNNK3BJrVkAAJkAAJkAAJkAAJkEBaApknT55w4WhaWjH53njjazFXmEwCJEACJEACJEACJEACixPg7i6LM/OV4O4uPhw7c6Kvjt6ZRrEhkQSoq0gsO5lIXe2kWiIbRV1FYtnJxNuoq9vY57RfPp0Nw13SUmM+EiABEiABEiABEiABEtgSARrpWwLNakiABEiABEiABEiABEggLQEa6WlJMR8JkAAJkAAJkAAJkAAJbIkAjfQE0ObDu9jb27P+7z40E3Lql+Rn5eVneNX/IfpW0WC6uq4+VT5dFo/XR8Dh3zQCIuXne5uQVKOZwaGtLDePpOlFguduRh6skUBwrNj6sSvw9OVVaOe39RQs69efV4ZHayVg9nHo3vOCzG2d+McW9bRW/gsIM/uH2vMpg4x+g3PlROlMLkq6/qxy9BgpwxXGgyUJ6LryjR99vB32EWudGE1P124+bey5aaLaPg718yXbvM5idv/1+79fus4n4zzH/TmkW/J9j5YReU1n65bTmDn3Of0rn16OZWhE6CTYau+cRrrHwnckBvrBs/cwnU6t/0f3FvmJ+Qp6kxlmsxlmkyoGOfmCZFG7GKGBBkaSLv+jBtAY2cezC9QWqcLXWp6kJtAt+YxuvVzxpAcMLr0bntlHe9zDSVHPxePtEPDG0KQ3Rkm/I85tgFdWxlmH+ptLbJUM1gMqd4WWuq/NZji61gwH8xKDQgOF+qn1MuzVpelp0sO4FP0g9fLzaFUCoqvcoIqJpqsRSmFDPVZn/hYYzRwG1QlmHGR+MGs4s3R11XLsgxkuXAPBQDM3QNWxMUaFOo4DziWrejE2S3DtDZXP7B/jqmXbIJPqAKeO38o4HaB6VsPumCEGTgdAJZalgVONT/RzIklG1DU/26DMxsix3dznijiNMjhGFQ1fO2PkxOjEVzRwQiM9AMQ+NfDBu2/hsr2Gp3u2jGpljOvYV93IBjBxIwQq6I16GLc1A0KvJ1tDq1B3b1rm5QColnfopqU39vYcZ8tVVMbX3svT7en6C9BTA6f1AkazDvS7ZbHmPexlHBWOOjhqdHEenMhSPeR9UpHY3KfZx7Ho6sLTjVRW7EzQG7edGV+7+jQ6EyOyhJFmPG6u6bdPsjOuol5+jHN0Gy3XqRdyLilYz68wbBy541Lle66u659GE+38mStTv3RTx0azjfxZC4XYBhTR0fhEPSeSZMRfK+DAeVPJHsTXbjeriM5MXqAOIloZISdGJxGF3SQa6S4K7cC4wIP7h0DLDnXZ22sFPEBaXh6+WAT2bUM80vMgD6yjBrqWEW/fJFuu9+LF6ubL1Fq+LO2wNi2DwTMEwi01cTko4KjojK04K108t6iivDtuvHBXXvSUgIHgdSeLg8IQg0vlSUqhs8um7ZHXjCRPHo9WJuCMKzRVOKw3y2Rej1HJ73tVZA9QGF4haHxLvtDf8AqotYCSLVdmVU6KBprtPM526VlnNFGC9yIS6kdUgny/CweeUy1JRuy1Ik5kn+GR3wAAIABJREFU5lbCfpTXW/uOdx1u0SFieqOi5cTqRC8aOKaRHgDinj4o4+LQDnW5/vApyncfLufJM05R58PHxboLB8XOCIX6sc9z5LareIIeBrjsn2PcO3G9EO51HmyJwBD1nPMgqRew2MuSVzaT0eNnt9T0W1RNyGAI9l3ufwXHiC8eodE91xwemp6OgbOAhzcoiuerEUjS1X5eCypI1Jm0YYh6vYtGy++RX611LB0i0C3h/MgJS1GGYyhTfILlWdbGm3Fax9DKbnt/rZDbixrQbwM7pUvTatJIM47je6muGGhKaI9bJklG0jXA4jasI5erazMREq6sQl1k5qkUWr+mWqI+o+TE60SVCn/SSA8zsVPuX0JFu2TvvYf7j5+F3lTjilo3McfAyMgXhw+feFQ3cqWIzqiAugrG87Uhi1qrgHp9jCrdej4y2z3R45XzaLsLeOJaUYHnXNLKcq1HHLC1pMt08PAq6MPzRBvnXTTEjW79FQMhL0pPIzSGA7iOXK84j9ZIYJ6uCs4cf7LOpEFO2GCJL8BrVE9YVGPkrqfJ1lpoRHjLw4W0lGwNZ2LcOwsd22igUslD88Fbi0WPr1roiDddLfy+4cWjdsy8P3xO61XEobS9jfzEK5MkI+matXhWW18zybfD6zVkfWGrkXjfi5UTo5OITrlJNNJdFNrB/pt45+nHy3nOLTHq4SNvXt4XR6uBhzdNQDzm45hFpPt5VCqcer9pFbn1W/HKKp55H3mu8XDR3PiBjBXNW+dvj4HzLuBOEWcyKMl5KOQl6aXZL5FnKxCI1ZWEt8B5yU2ps/0aLsTRYW2KsEKbWDSagOgqZh1O6GXLvMY4aHw7UrO1C2/h6RH84SCy0YgsFj0pwhRvurMoUl9MGt24TaZKmOlQu2eU0EUXpdgZUWWg6xtvJMlIugYgEBJmvRzF3t8SOCTIidJJgiTQSI+ik30bVbyLD5xFTubD960YdeUPiirCtBeNQBa1M1lE2kZE5F5MZ+QB1rDia2MyMHkTBCReeai42/GzvlkQhpRtgno6mbLYutG1YzjdEib6zT5MK65W7V6lpopHaHT9ixStYkkvza5cHqxEIE5XhznUC07870I668Da/eKGPa8rMdnVwuKYgLaJQb+NrloEaoWNeWNIwljcDQ4kjjpSHxIOMkZP36psBxeLAloojrUDkdoRzzHCff2LMtBFoUkykq4BCLzIystLN/QCJOEy+gxhxJcolZwInUSIopEeAQXI4t73P8TTsr1w9GBQxbWKfYnMnyZR9tl03gojB1EaGcyzVgIy9VSV4KR5f2qPVCvojXHq83Ct5boWr2xtN+bNSNm7UZS8vWYZUrYW4ssKKXZmEO9bTk2XZ46Bkxqe+0JdlHQJeZFFisEQGXsKucttGBWojXyGdeXfQtEf6qKaoHSmFpaqdCBbO0MPdeT4TPOgrOXIcSJpCzwnbry1M/PkhNTG77CjhbBY4SB+b7PEcKu1PuIx9i8mXUsnNirEMqBlfYQKLZb7z6rfw0A4Ss7dDUlnaY8ZWx0qXXn8nTakkiMhOrpOonFlptPpLPoSU9MQGI1GKJfLabIyzxYJXF2ZyOe5VcQWkS9dFXW1NLqtF6Suto586Qqpq6XRbb3gbdTVbexz2i+Wzoae9LTUmI8ESIAESIAESIAESIAEtkSARvqWQLMaEiABEiABEiABEiABEkhLgEZ6WlLMRwIkQAIkQAIkQAIkQAJbIkAjfUugWQ0JkAAJkAAJkAAJkAAJpCWQefLkCReOpqUVk++NN74Wc4XJJEACJEACJEACJEACJLA4Ae7usjgzXwnu7uLDsTMn+uronWkUGxJJgLqKxLKTidTVTqolslHUVSSWnUy8jbq6jX1O++XT2TDcJS015iMBEiABEiABEiABEiCBLRGgkb4l0KyGBEiABEiABEiABEiABNISoJGelhTzkQAJkAAJkAAJkAAJkMCWCNBIjwBtPryLvb09///dhwj/KHJEYaifkM84P1t+iL5VMJiurqtPlS9KJtNWJ+DwbxoBUfKzvk1IqtHM4NBWlptH0vQiwXM3Iw/WSGA9uoLZx6H7U/UyzjjG1qgkv6gAa33MwLkn+sdW+H7oL+MXz7P1ETD7h86zyXn2RIK39ePXmbRB0vVxFDdW19fe2yxJ15VPF/p4O+zH2yZG09O1m08be26aqLaPQ/18B8Db/befz1HN0flknOd4MF+SjMhrOltXpsbMeabowya9HMvQiNBJsNXeOY10j4V7lL33CNPp1P2//vAdvFN9G+l/ZL6C3mSG2WyG2aSKQU6+ZFnULkZooIGRpMv/qAE0Rvbx7AK19BW4beXBggS6JZ/RrZcunvSAwaV3wzP7aI97OCnquXi8NQKr6EoeTrkrtNRYs8ZbAVfPt9b6W1OR9YAKsD661gwH8xKDQgOF+qn1MuyB0e+TPYxL8Q9jrwyPViEgusoNqpho42KEEjK6xSEVxOrMX7vRzGFQnWDW4U3ST2b1M0tXVy3HPpjhwjUQDDRzA1QdG2NUqOM44FyyahdjswTX3lD5zP4xrlq2DTKpDnDq+K2M0wGqZ7UF7JzV+5gswcDpAKjEZjJwqvGZ9MYoBb/HSJIRdc3PNiizMXJst9kM9ldenHwZHKOKhq+dMXJidOIrGjihkR4AEj418dEAqL69pAWdLaNaGeM6nRs+XD1T1kiggt6oh3FbMyB06dkaWoW6e9MyL0Xx5R26aemNfdmPV9GVgWZpjN6kA5/pUOw4N9aXnd02+2fgtF7AaOZnXax5D3sZR4WjDo4aXZwHJ7JUU3mfVCQ292n2cSy6uvB0I5UVOxP0xm1nxteuPo3OxIgsYaQZj5tr+u2T7IyrqJcf4xzdRst16oWcSwrW8ysMG0fuPVDli/RTGE2082euTCXiJj+NZhv5sxYKsY0ooqPxyZarqIyvPSeb5bSOlxEvv4ADx9zLHsTXbjeriM5MXqAOIloZISdGJxGF3SQa6S6KmAPzIwzeeg/3lrTRY6Qy+aYI7NuGeKTnQR5YRw10LSPevkm2XO/FTTX4Fte7rK4CD7FbTHDzXbdYe4ZAuEITl4MCjorO2Iqz0sVziyrKvM+GEa4rJWAgeGKzOCgMMbhUnqQUOrts2h55zUjy5PFoZQLOuEJThcN6s0zm9RiV/L5XRfYAheEVgsa35Av9Da+AWgso2XJlVuWkaKDZzuNsl551RhMleC8ioX5EJcj3u3DgOdWSZMReK+JEPPIS9qO83tp3vOtwC808hdoTLSdWJ6HyXgKNdI9F5JHxwbt469Dnj4vMF5tonKLOh08snpu4UOyMUKgf+zxHbjuKJ+hhgMv+Oca9E9cL4V7nwVYJLKOr4EPMCsdw4gh9cZ1b7cnLWVmQdaiXcv8rOEZ88QiN7rkW8jJEPecYIcfAWcDDG5LFhJUIJOlqP68FFSTqTJowRL3eRaPl98iv1DgWDhPolnB+5ISlKMMxnCs2xfIsa+PNOK1jaOW2vb9WyO1FDei3gZ3SpWk1aaQZx7GddC/I7CnglUmSkXQNsLgN68jl6tpMhIQrq1AXmXkqhdavuU1xDqLkxOskWNo7p5HusYg4MnDx4D4Wt9G1h498cfjwiWB7k0lFdEYF1FUwnq8pWdRaBdTrY1Tp1vORuZmTxXUlU5RDLfg8W7uw4jonPc0QuZnOvHS1BlkHO2icd9EQN7r1VwyEvKiY9BEawwFcR25QCM/XQmCergrOHH+yzqQpTihaSV9AupYmUohOoDFyw/OytRYaEd5yPXvoOFvDmRj3joOijQYqlTw0H7y1WPT4qoWOeNPVIvsbXjxqx8z7w+dCffMlSNvbyGvhjUkykq5Zi2e19TWTfDu8XkPWF7YavmeMrzlyIl74KDkxOgmV1xJopGswQofGBZ5++L0lvKnq4SNvXot82UItYMKmCIjHfByziHQ/j0qFU++bQr+w3EV1JfrTPEgL18cC6QkksjZw3gXcKeJMBiU5D4W8JL2IpW8Kc84hEKsrCW8B7AiKlDrbr+FCHB3Wpghz6uXlxQmIrgLx1UpI6GXLvMY4aHw7mZWDQrzmF0fwh4NIzLYsFj0pwhRvurMoUl9Mqurc3qeEmQ61e0YJXXRRit2ZSxno+sYbSTKSrgEIhIRZL0fLPEsS5ETpJIkvjfRYOiYevv90+QWjsXJ5YTcIZFE7k0WkbURE7sU0UR5gDSu+NiYDkzdCYEFdKW/FDXuENoJi14TKYutG147hdNtmot/sw7TiatXuVWqqeIRG179I0SqW9CLmyuXBSgTidHWYQ73gxP8upLMOrN0vOM5WUktkYVlIDW0Tg34bXbUI1Aob88aQhLG4GxyIBzdSH85ien2rsh1cLApooTjWDkRqRzzHCPf1L8pAF5pJMpKuAQi8yMrLSzf0AiThMvoMYYQGU8mJ0EmEKBrpEVCsJFkwiiqW3dQlLFb22XTeCiMHUbgEUzZMQIy5qkRYzvtTe6RaQW9LzKzMk8/rcwmk1pUtSbwV4hHKqSncTMZa6LZTi6PmdvrFyFDszAKsj4GTGp77Ql1UXyTkRRYpBpe52VPIXW7DqEBt5DOsK/8Wiv5QF9UEpTO1sFSlA9naGXqoI8dnmgdlLUeOY0Jb4DlxY7SdmSdnPUf8DjtaCIsVDuL3NksMt9oYQTzG/sWka+nERoVYBrSsj1DrWuRev+r3UDl4nOdGzt0NSWdpjxlbHSpdefydNqSSIyE6uk6icWWm0+ks+hJT0xAYjUYol8tpsjLPFglcXZnI57lVxBaRL10VdbU0uq0XpK62jnzpCqmrpdFtveBt1NVt7HPaL5bOhp70tNSYjwRIgARIgARIgARIgAS2RIBG+pZAsxoSIAESIAESIAESIAESSEuARnpaUsxHAiRAAiRAAiRAAiRAAlsiQCN9S6BZDQmQAAmQAAmQAAmQAAmkJZB58uQJF46mpRWT7403vhZzhckkQAIkQAIkQAIkQAIksDgB7u6yODNfCe7u4sOxMyf66uidaRQbEkmAuorEspOJ1NVOqiWyUdRVJJadTLyNurqNfU775dPZMNwlLTXmIwESIAESIAESIAESIIEtEaCRviXQrIYESIAESIAESIAESIAE0hKgkZ6WFPORAAmQAAmQAAmQAAmQwJYI0EiPA20+xN29PexZ/y0YcflC6eon5DPIWD8t24woa+c57Ad/ZlnSDxFKDtXBhMUJOHppBjUpP+tr68hoZhDUiaTpRYLni7eDJeYTWI+uYPZx6Py8sz0WObbms18yR4C1PmaAqPudo2NNP/4yS7aDxeYSMPuHzrPJeUZFgo/SmYiWdH0cOXqMlDG3Kcwwh4CuK9+zSR9vh30ELQlXbGQ+bezpZSWvfu4KubkDu/9RNpTXptg8kX13yunXnOe/K1G/FuARqw8ZGda4Crd10XS3Hc4BjfQgEevcQOtggOr1FNPpFNcfPkW5FTTuIgs6iRX0JjPMZjNMemOUgjcw8xKDQgOF+mmEAZ8kl9dWJtAt+YxuXV7xpAcMLr0bntlHe9zDSVHPxeOtEVhFV0YTmdwVWjN7HMpYnI0KuHq+tdbfmoqsh1CA9dG1ZjjE3u+8++Rs0sO4FH7A3RqIW+qo6Co3qGKijYsRSsgs+YwymjkMqhPMOrxJrluFlq6uWpYdIfevi1rWqcJAMzdA1bExRoU6jiM9e9H5zP4xrlqOfVId4NQxbYzTAapnNaha1t2fxeUZOB0AldiC4mDL4BhVNEJ5ovtuZ/Nf89to/ms623h9iNS4ti6aHuoIaKSHmTgpb+Grzrc1+9W3YnPNu5AtV1EZX3uGn7xxXQ5QOOrgqNHF+SK2/7zKeH0OgQp6ox7Gbc2A0Etka2gV6u5NS/SEanmHblp6Y1/241V0ZaBZGqM36cBnOhQ7oC2x7u+NgdN6AaOZn3Wx5j3sU93vsmVUK2Ncx7oE193uWyjP7ONYdHXh6UYoFDsT9MZt3wxuGp2J0VLCSDMebyHTjXXZGVdRNyzjHN1GC8pmDzmXVJti8kX6KYwm2vkzV6YScZOfRrON/FkLhdhGFNGxXl4Owjli+u7dXgo4UPbdgVZDbLkEfYiJHtPWRdPDHQGN9CgoQBHfE+/53YcwJeylDFy2fY/76GIRqWFDz8TloICjIlA8aqBLKz2C2gaT9m1DPNrz4OjEMuLtQdlSd8INNomiYwgsq6vAjTZGOpPXQcBifeR/GfLJTXm/E287qijvjhvP14uX4uT5FYaNKF1lcVAYYnCpTJgUOrts2h75KCPypYB1w51wxhWa4bBZ83qMSn7fa2D2AIXhFYLGd1w+1FpAyZYrsyonRQPNdh5nu/SsM5oowXsR8Tqb7iiu7zajIk4kwkFCWSS0pQSMnO9xbLkEfSCurYumx3SNnvQYMNm3q3jn8bs4OHgXj+8fJjyEogQMUc85g6BegM/QM05RLzg3yuIRGt1zhrxEIdxgWrEzQqF+7PMcudUVT9DDAJf9c4x7Jwvq3ZXCgzURWEZXwRutePzsmPTwmoM1NfPWigmyDoFIvN9598nMMXAW8PCGZDFhJQJJutrPa0EFiTqTJgxRr3fRaPk98is1joXDBLolnB9pYbOB+OhwgbQptgfaCgG8qAH9NrBTujStJinDOW2vFslnRTgM68jl6jEvrhHSIvUR19ZF0yPqc5JopEexEe/5wTO8N3Vi0t98H3tLxqTPJnm0tYUJxnkXDXGjW39FhrxE8d94WhGdUQF1FYznqy+LWquAen2MKt16PjI3c7K4rrIHBQy14PNs7cJZH6IZIjfTmZeu1iDrYAeT73cqJn2ExnAA15EbFMLztRCYp6uCM/+frDNpihOKVtIXkK6liRSiE2iM3PC8bK2FRoS3XM++1LGEQF210BFvulrEvbaXgaVaBDtm3h8+t5ykmFLiPdfW0Ezy7fCajKiiEfq4tOL7w22N60NcelR1Ko1GuiKhfz5/5vOeZ++9h/sPLpbzeFuxlir23MB5F+g6U03i3SvJOUNedPrbORaP+ThmEel+HpUKp963o4gUtSyqK9EfZ6hSgF1DlkTWae93SS9ia2gjRdgEYnUl4S2AHUGRUmf7NVyIoyPHxb4b+XqJrgJr2VQ9oZct8xrjSh5aAIyVNU0+a7HoSRGmeNNH4cWkqs7tfUqY6VCzkUroootSZrEXwsS+B8K+rBcg53kRWy5SH13UI9uaQW6h9MNEvDTSo/Dsv4l3NKPcfPg+HrzzZmgQRBUNpUms5bBhxaDDimsauau1remm2QiNrn/RTkgGEzZAIIvamSwibWOcWro8wBxdpi7DjKsTWFBX2RrOVMzh6pVTQhIBWWzd6NrxnW4+E/1mH+Yi97ukFzFXLg9WIhCnq8Mc6gUn/nchnXXs3ctu2PO6EpNdLSzOPWibGPTb6Kr1BFaYrGczGKd1b4MD8RIrfSTlk37v4GJRWQ8oi0Ft20g+R2iggdHswl7UqvcvSXdJfQ+8rMoLSle95MSVi9RHhC1ntVVvv96HuPSLpJ5w4Wgknew9fF8Wjjr7pB+8+xYuH91bYJcPLdbS2irJng7xTyOqmiXkRV+0o5XNMIZWUdrIpxhzVYmwnPen9pW1VpgwTn0erk1cT60ru3IJcZlUB8ipKdxMxlrotlOLozbB6QZkFjuzAOtj4KSG577QPtUwdb8LLnOTMLMGutyGUYHayGdYV/4tFNM9o7ymZWtn6KGOnDIMvUs8WomA45jQFnhO3EW6zsyTs+4tfoedpHyyA5aEotsrtcWb7F9MulLjt1RYhegob3sGGfd7mNB35cRxng05345HceWS9LHZ7mam0+lss1W83NJHoxHK5fLL3ckXsHdXVybyeW4V8SKojrp6EbRkt5G6oq5eHAIvTktv47i6jX1O+43U2TDcJS015iMBEiABEiABEiABEiCBLRGgkb4l0KyGBEiABEiABEiABEiABNISoJGelhTzkQAJkAAJkAAJkAAJkMCWCNBI3xJoVkMCJEACJEACJEACJEACaQlknjx5woWjaWnF5Hvjja/FXGEyCZAACZAACZAACZAACSxOgLu7LM7MV4K7u/hw7MyJvjp6ZxrFhkQSoK4isexkInW1k2qJbBR1FYllJxNvo65uY5/Tfvl0Ngx3SUuN+UiABEiABEiABEiABEhgSwRopG8JNKshARIgARIgARIgARIggbQEaKSnJcV8JEACJEACJEACJEACJLAlAjTS40AbLezt7dn/dx/CjMsXSlc/IZ9BxvrZ2UP0rcLBdHVdfap8IYFMWAsBh3/TiJRmNNVPCmt6cn9iWIrY6Ye2MiNlMHFdBOJ0JT8D3YRoUPQV1IWk+dRr9nHo/PSzfyyuq52U4xIIsPbpIXLsaOPM0ZG/jCuZB+smEKkr0Uf4GWT2D51xpunLd19cd+Mozyag8Y4aHz4d2vfEIDnRnX3fUzbGnGecyNwJ3Qb6nnRjMJpeHyPabjOI4KPziygnLENl9TLOc8jLpxirugJ9yKhnU1x6UHveOY10j4V3ZD7E3TJwOZ1iOp3i8q138d2H6c10oILeZIbZbIbZpIpBThSXRe1ihAYaGEm6/I8aQGNkH88uUOOv2Hs62NRRt+28NGkVmH20xxVUrCRNTxc1uCoxLzEoNFCon1pGolaah5si0C35jW6tnuJJDxhcei/Plg57OCk6meTmnbtCS401a7wVcPVcE8LDtRCwHmYB1kfXfU03cWNHv0/2MC6pB9xamkUhEQTm6iqijJ0Uc1+Mzc8L6yDQGDm2wmyGjrq3wUAzN0DVsTEmvTFKEYZstnbh2Ba2jEmvgkq1DPSPcdVy0qoDnDp+K+N0gOqZ9sxbRweWlFE+U/2eoDeOeQ6I0VyCa0+NCnUcu040cehkcIwqGqE2+Pn5y6nMBk4HYsmpP38Zj7mB06uWy9lLt8tF60/MPtU/Xa+qLv8njXQ/D/vs+TM8vn8INSaK3/sQGHzkPXSiysSlZcuoVsa4XsTGj5PF9BUJVNBoiG3nV4Z5OUChWk2UbeU56uCo0cV5tDM+sTwvLkqggt6oh3FbM/Z0EdkaWoW6+4AR/aBadl6qDDRLY/QmHXcMW0WLHe1Bpwvj8fIEDJzWCxjN/KyLNe9hn2rs8D65vApSl5yvq9SimPGGCRRw4HiQsgeFFG0xYd8iXbeTv4zRRDt/tiOOwiyybjOziO3e8ysMG0fuPd7vuCmiM5vhonbg76ecGefoNlpuX/3l7OxGs438WQt+slHMi+h4b0/IlquojK+XsxXDLbVSaKRHgDE/fhpOffwMdMKFsbxoKfmTFgq6Bxb2g+vo4ArD2M7IDa6AoyJQPGqgSys9ltRaL+zbhrjnHfFLt3RhGfG2DltqKipwE/aX4tlaCVisvQdlWHbKsSMzVaii7D6cw5KYsiKBubpaUT6Lr51At+SEUfg85UWciPdcwjSUN1kzFCMbYc0E24ZpttYCHLm5QRUnRQPNdh5n6v4ZKeCmEg2cdxvWszfYAvN6HEwChldz7TQpV8nve2WzByjo5YwmSvCMeDtjSuby4lA4cGfgo/UHxKV7jfKOaKR7LNyj7NtVvPPgwg1rMD54F4/dqwseGKeo8+GzILRNZi/iSPPAylv1uHfivo1H1iw6LDiGSPEIje65+92IzM/EtREodkYo1I/DIUpSQ/EEPQxw2ffrMHgTtmML7YddMI59bQ29pYKCrEMYEsfOEPWcY4QcA2d6eFlIEBNWJTBXV9D04cRB5+rxrotV28PySQQkvEiFRNghH/q9y/LYDuvI5eo+b3KcROO0joJ4maw/28tshdxe1IB+G2h5M19xMraa7saan+MoMEun2mEx0J7F0sfVv62mhWMU8dIzn7nM4AJ22Tj9xaWrXoU/aaSHmQDZe/j+h09RdhaOvo/7eOedN6G9e0WV0tK0m50ojQ8fjc3NH8r01tjyhsuAHKM6x31nnHfR0G5wDHnZpg6L6IwKqKvASV/VWdRaBdTrfh3K9O9QCz5XsZkSk8m/9RIIsg5KTx47KiZ9hMZwgEAUWlAUz1ckME9XvrVUzloOjpkVoa+luNznGt49Tbzn2hqQSb6NjM/THqw03hsNs4/jqxY64k1Xi+xjFlIGpW70vNhx4ryPcJ4JbxJg1Z2t4UxmFJx2t9FApZJfwE4L98C04vX9oXtWrrnMhV8b+WCIpd1Qv/7cagN6ddP9BzTS/Tzcs+y9R9aiUVk4+ugQePzWV90pDDdT7IF6+MibcITCY8vxwlYISPzruI2+IQvagtNawRbIDU6bnspkUJJzhrwEQW3uXDzmcYuH9vOoVAJhEpKmeVg21zBKRiLrtGMn6UWMjNdGIFFXa6uFgjZNIBCLLeEribO7CbPF1mLRkyJM8aY7ixkn2mLSTXdlvny5N2gvKIECygEjswIXR/CFmgSyuqehl1XzGmPLuJewyaEXipIpoYsuSplD9C/98e9+5spA38zmHzTSXdXFHRholZ/iw++pqaK4fEx/cQhkUa4C9ZI+BRjTeiuOU+3Ao6YfR2hE7RITI4LJqxLIonYmi0jbiIhCDAtXHpZd8AiFW/dypcgC3kbXjo91e2ai3+zDXGTsJL2IuXJ5sBKBJF2tJJiFN0tAZny12dzAy5YY2F3lQRaPr+++lzBbvFOLRTWCpulbeCmzcW4Meah/qpyzWYC7vZdKj/i0Qla9Xd4kTMbedEALA7JmktRufBeolf2OH495GgM9oD+3SXHpbgbrgEa6n4dzZqCl9kjfex9vXj/CvZUXNMn+mM6bmW8QRTaAiRsmYL0JV7Qt+9z6/Hrq+0JdVKYijhrD0C4x6io/N0BADO8qUscciodFPEI5NYWbyUAWSe3m4qgN8NqiyGJnFmB9DJzU8Dxx7ASX4dtTv11uw7hRzcXpav7jzX9f9O+PtdEm31LhWvhJJodBdeLtTKWcEO66gUJ8SG3sgmw7flottg8vJr1B7M9PffftEka4iFzUqjOD45fFAAAgAElEQVSSUBPdk62uKW+42iNe+uXM3DnrYeLlawximEsAeze4lsOy71T9suZG119culZX4DAznU5ngTSeLkBgNBqhXC4vUIJZt0Hg6spEPj//0bONtrCOZALUVTKfXbpKXe2SNpLbQl0l89mlq7dRV7exz2m/czobetLTUmM+EiABEiABEiABEiABEtgSARrpWwLNakiABEiABEiABEiABEggLQEa6WlJMR8JkAAJkAAJkAAJkAAJbIkAjfQtgWY1JEACJEACJEACJEACJJCWQObJkydcOJqWVky+N974WswVJpMACZAACZAACZAACZDA4gS4u8vizHwluLuLD8fOnOiro3emUWxIJAHqKhLLTiZSVzuplshGUVeRWHYy8Tbq6jb2Oe2XT2fDcJe01JiPBEiABEiABEiABEiABLZEgEb6lkCzGhIgARIgARIgARIgARJIS4BGelpSzEcCJEACJEACJEACJEACWyJAIx2A+fAu9vZaMILQzYe4u7eHPfm/+xDpfgpZfj5ZfgpW/R+ibxUMpqvr6lPlCzaC5+sh4PBvhrRsiTea6meDNT1ZP++rarfTD21lqkR+boRAnK7kJ5Wb1jgVfQV1IWk+9Zp9HLrjUMYZx9h61aWNlRDn4DVbb+utn9KWIhAYF/aYEX2Fx4fZP3TGmaZP331xqRaw0FwCGm9nbMXf26LHlujOs0McO8PSnSZb16V8L/TzuW3cVAatfdJ3X8cDdRpNr48RbbcZRPDRx0BEOaklVFYv4zyHvHzKjlN1BfqQUc+muPRAv7TTW26kG2jt7eG7qOK+BsU+NNA6GKB6PcV0OsXlW+/iuw/TmelABb3JDLPZDLNJFYOcKC6L2sUIDTQw+n/tnU+O4sjW9h8kltESVKdal4F7D0YvuiKLKSto0FX2p5yVadZAQ83QfVNXUCtgSoO68hPeQzOgB3kL7yMlXoXtsCNsB5gEnHTzpJTCDsff3yHCJ06cCES4+F85gLMKrncLdPgr9ikpnD1gNAgnTUrO3hSDdRNNP0iR06KDSCTeM2aWA6s7Tk/mlKx4eUYCo7qudCtZ248TYPYcT5x9GU7waIeRxOBd3aAv+5rf3yxsvimZ8PJEAqKv7BvL4nFwO1mjvu9le2JNmDwfAV/xSPSL1ss07kfGbAzjojE+H5yDgLMK+9duh6Ec2+CiV52hHeoYpr5V6SxC3SLIYztpotluANMHbPphWHuGcWi3cscztJ+Ud945GvDGPBpPst1bTNaG94BQmuuI9KmV1cVDZEQTBp0SHtCGk6qDzk9PJyO7GM+EJif/9DQxcxfjTT/iHIcH6bLlJ9Q+2T5VrrIs/fPGlXQbg9dX/PbT9zoVcecu8PnTL/gp1NLs//cfYPb/0/EOhVQaaDfXeMmr3x/Kj89PINCE4wjdTheG9zyD1W7vzdeP0xqi5YwwzzbG703Ph8cSaGKymmA9MCgQlQ76Vjd6wQj5oN0IJ1UuevU1JtshoveaKN4eKi+6Y+vD+KcQqDTaaK5fciiDp5TCtPsJuBh3Lax2er+wO9ehmO2vO5/qBCzchbpJ5c7SH2XeeQiGyMjspMdyexjUnq7EUFhBJapmBcbmfdtg6bSiMV433NgY7nZYdO70doo7d46R04/aqqcLoru9AWpPfehks5jbGMazJ1xinLtxJT0tPxni/fcP/PMfH+QtUPkeP/7+Z3zPq78kgdpjH5ZqgUXw4mrdbbA0tkgMcBZaNmC3HIyopRtJnfXBh0ARj60jeu6+LHwlPpBhXy5FJQZhPRXv3oOAPol6jxqwzEA5iZUaErl+AqN66EahrULZeBQrU8JNQ1qTFUUxs1X+SnCgmFY6fSDMtzpr49F20RvU8CTHz8wM3ivQxXzk+O/eZA28l3UyCFhucGixVKRr1lTd7g6Wms7toY5YiQ8KyclcTBysu2gFPlt+gCk83SCASnoWlXOGuWN00UYjmhmeM3PmdTwBGy3FAiteXOvJYzQbz8xPyNAKX252C85oTpeXTFDnD7SHK1jdh7SLkijKfsQEMzxPdRkmB2HVNzPpx37+GjPHmMAS3WqgZFS7FqJJVByBVwUSSPaLdNGxvKQvc7VrNl2k0zPkfAQUV7Jd4PKhjl2+xXbZRbXa1azJpvLdcReWsDL5f4GV2Xe5XXSA6QDoX9lqSuRrPkcrsfIj2+gzUN7Foo2nf1s9H8cqY9JzmLlYwQWCtCb5mcJlq9KfVNLTTM4Qogx2Qmiqb/MZcmcWpxEQy1tr3xouOuQa7QMzKHc+gqMMcHR5OY3/caltDFcWutJxUktcQadvodvVZSiWf5eK87n0zRQ+mfwrkkDsk77b1jBQNlsVWQuWFRBI9os0F0Ve4V4O9pk0peJDxDjnxGOasJ4r+wq2tcH+zZUwW6PhTfGw6WMorOly87dhI2Wh7baHoZ93C/NS+pAAvy6VDp7EikJY7wEcNJs1KDbyo6vs+f76ujuYn8lB5oLfALWki2VQUV1+Ua0Sco3C9Qsq6TqP6K7y/Y/4/U9l4cT7L/745z+i5/sv1MEuQ+D7E/PppQmIfQLrAaau2AyaXNZKFi4GOGV5qlRCXdzT5SUJ6nL3wmJu2jz0oYZmM7FSJcIUC8vlKsaccxPw9+ZwP0duXpeIyH5xCarF55nwxRbuK3tXd/esFvubRR9teMKaHm5m3CqbSYtvXLJEYaRRJiiJx9IAI1YFFi1oriaJqNFtarLqvWDtK/fCbXIZu6KU6hhhhLo4FexZ93/XmUsF/TKHf1BJj0SXuLDv8enzr5AHurj//hfQ/p9EJN7+NQlU0GgD3bq6BGhoie/fLE/gkTuyV3CyTokxZMHgUwlU0HkSm0gHyPBCTGcuLSzXYBFK1+42Q4RP7DLbt/Q2gbxDq8Vma2cU+DJHxXuY9gybs6M4vHhfAmLFV1nNTUy2hII9khZkYfHVxr09q8VXtVlUIex52gZzsZId+ZCn2ifThYcFRMd7yfCMT99lNT7lTbjJBIcOKG5A/kqSPI1vgU5DN/zEzPMo6An5RVUyhUcR/IsbV9KDIxjL5QY+4zMa2nnoNgbPP+Jfd8E56Q084zd51IvOMOedOB8znJlpnShnckY7KwF/JtxUjuyLctflNNVcXWQkGy1nmTolRj7l5wUICMW7jdw+h8LCIixCVbmEWypBbJK6zs1RF+B1FVkqbn/+kXFcVXxvsdjDXaJfPACPefyR9XFRPx/rvVv1dyxfcT8pVTFrb+OTqaQRIhzbxH4Po0utmBxn7okL/KflPpH0ZtJ3ZPptrI3bdaywyNzUqjISriaqJVs+k9Zw+Tsool2hC2W4X8acv8LAwFw4sI+gjHNCJr5+J8sXe3JU+ZnClbISl6XX19ddIoy3RxBYrVZoNBpHpGDUIghsNh5qNe7WLYL1qWVQVqcSLC49ZVUc61NLoqxOJVhc+luU1S22Oe83SmVz45b0vMgYjwRIgARIgARIgARIgASKI0AlvTjWLIkESIAESIAESIAESIAEchGgkp4LEyORAAmQAAmQAAmQAAmQQHEEqKQXx5olkQAJkAAJkAAJkAAJkEAuAqWvX79y42guVOZI3333g/khn5AACZAACZAACZAACZDAkQR4usuRwJLRebpLksh13Ku7o6+jRqyFiQBlZSJzfeGU1fXJxFQjyspE5vrCb1FWt9jmvN88lQ3dXfJSYzwSIAESIAESIAESIAESKIgAlfSCQLMYEiABEiABEiABEiABEshLgEp6XlKMRwIkQAIkQAIkQAIkQAIFEaCSDsD78hHlch9uBvR9zzKii9wwvRc/BSv/exn5BnHup8kfVxbh90gFZxfE0KMIhHLpJaUsfqY3kJHbKyEpExGmJkneH1UFRs5J4DyygjfFfdQPRX9k38opgOOjJVirfUaOiXrfCmWsyEdPc3wVmCIngUxZZb97vOl9OCYq8vJ/9jxnWYz2RgIK77CPaP1Dk2GWjgEI2cV6SKiP+LJT8lZlKfJU799Y89OTKfUTbdcansjd7cVtzKh7wCCDj8ovI50oJZVWTRPqDHG8pL6XaENJ6hGm8ES7lNsbV9Jd9Mtl/Iw2PilQgst9z1KREwFNTLY77HY7bCdr1JNfMu8ZM8uB1R1nKPCJrHh7XgKjuqZ0q5nbjxNg9oxo6uRNMVhP8GirsXhdGIFTZCUG7+oG/V3QD0Vf3K0sbL4VVvubKch/mSVYt16mSj8yjXfxOLnbTrCuZ7xMb4ZiMQ09KCtjNSroLFZw4GC16KBijMcH5yTgrOLxaxi9h1z0qjO09+kYACqdha+D+GOfr4s00Ww3gOkDNv1QP2nPMA7tVu54hvbTdci28STbvcVkbXhnC6W5DqzCMX5ldfEQWTiF8a2EB7ThpASi89PTycguxjOgKW+hp4n1OhfjTT/iHIcHCbPlB5jCo+KUixtX0m0MXl/x20/fK0jk5b5nMs7hz0qjjeb6JX5hiRna8wxWa4iWM8I8adg9nCVjvJlAE5PVBOuBokCoeVU66FvdaNASckK7wReSyqiw61Nk5aJXX2OyHSJ6r4l620PEL7rCGvI3L8jFuGthtdNZ2534ZZ9rvKs00G6u8RLNkP/m2N6leYdl9S7VYqFvIGDhLpwpVe6sHOk9BK8zw/TK7WFQe0LH8DhHAWeMUkElqkcFxuZ922DptKIxXjey2Rjudlh07tL1cucYOf2orXq6ILrbG6D21IdONou5jaHyUsnS99IVOC7kxpX042C9JXZa0ROdxULLBuyWgxG19LdgfXuaD4EiHs+49ax8mfhKfPBC61/HqKVX8lbu3iqrxCB8K7jepZ0+6/hFma5DzvFOrC6ijUb0ck7nxJATCRyU1Yn5M/nZCYzqoRuFthpv41Gs0As3DWlNVhTFzEr4q/eBYlrp9IEw3+qsjUfbRW9Qw9NVvutczEeOry8l2+W9rJNBwHKDQ4ulIl2z9iFOW7mDpaZze6gjVuKDiDmZi4mDdRcZ9rLlB5jC40rFV1TSYxZnvFqiWw06V7VrQVP03DG6VvhSs1twRnO6vJyRfJ6s7OEKVvch2/fffsQEMzxP51hPHqNZep58Gef8BN4iq+QgHPgWBv1R94s+f31vLcck61T794538ThZegCe6EaRwnfOgIOygiKP0A+62l2eswrMKzcB4V6ku3yoY5dvsV12Ua12NWuyKXt33IUlLIP+X2Bl9t1gFh1gOgD68cqXKY9CwyNf8zlaiVU6WQ+fgaI/iTae/m31fByrjEnPYeZiBRcI0prkZwqXrUp/UklPMzlDiOprWcNA2WTgzkdwlM5Cl5cz4D46CxvDlYWudMbT0lfQ6Vvodtdo06ynkXmfm+NlJZZ/l4rzufTN3E5iD8P3acvfr9Qk62QL9493cpxcwVnO8ExXlyS+s94fkpXwwJV7qVQ/5rNWgpm9gYB4JznxmCas58oekG1tsH9zJczWaLG5/mHTx1BY0+UmbsNGyjdU/O1J7GHo593CvJQ+0MHPuNLBk1hRCOs9gINmswbFRn50+Z7vr6+77vmZHGQu+A1QS7pYBhXV5RfVKiHXKFy/oJKu8zj/ne9rKX3PRWdRljpKJdTFPV1ezs/9UI7CYm7akPKhhmaTS++HEBb2/FhZCfkpFpbC6nmLBe1lnXe82zcRu0WoF2rzXlldqExme34CCV9s4b6yd0XeNa8K+5tFH214wpoeblLdKptJz1/5Y3MUY4MyQUkklwYYMalctKC5miSiRrepyar3grWv3AsX12XsilKqY4QR6uJUsGfd/11nLhX0ReTnHhV2hgsq6WeAuDcL4Qu2DH2qfJ/AVbQTOLBWrOCMBtmuF3sz5sPTCFTQeRKbSAfI8GwzZL3HImFIweBzEDhSVtLCcg0WoXM0/5rzEJutnVHgHxvV08O0N4V3zHi3byIW5cuLkwjsk9VJGTPxZQkIFwxlBT4x2RIK9khakIXFVxv3RFrDqvBVbRZVCHqedtCGWI2LfMhT7ZPpwsMC8hzF5rsZxzqXcJMJDohQ3ID8E2PC04x2C3QauuEnZp5HQU/IT1ZZHNetyjUK1y9uXEkPjlkslxv4jM9olMsof/wSfkGyn+n4THeKb59/VFKwfKIv/cq0NlrOErNorVdJa1rmkUn5eRoBocy1kcOPTZ5t6juc0U/9NOpvS51bVkH2wsIiLEJVuYRbKkFskrrOzVFvQ3ItqezhLsH6AXjs4Jvm2idrK8e75PauYOl3xGMYJaiLfJpkdXi/rhgDQ8uipgRepJrMVBz5F41dVcza2/hkKmmECJ+LfW/GYzGNG7ID/2m5Xy69mfQdRfBtrI3bdaywyNzUqjISriaqJVs+k9bwEkrR9zZcuQv3DZrzVxgYmAsH9lFyL4dfjixf7IVS5WcKV8pKXJZeX193iTDeHkFgtVqh0WgckYJRiyCw2Xio1Q6/eoqoC8vYT4Cy2s/nmp5SVtckjf11oaz287mmp7coq1tsc97vnMrmxi3peZExHgmQAAmQAAmQAAmQAAkUR4BKenGsWRIJkAAJkAAJkAAJkAAJ5CJAJT0XJkYiARIgARIgARIgARIggeIIUEkvjjVLIgESIAESIAESIAESIIFcBEpfv37lxtFcqMyRvvvuB/NDPiEBEiABEiABEiABEiCBIwnwdJcjgSWj83SXJJHruFd3R19HjVgLEwHKykTm+sIpq+uTialGlJWJzPWF36KsbrHNeb95Khu6u+SlxngkQAIkQAIkQAIkQAIkUBABKukFgWYxJEACJEACJEACJEACJJCXAJX0vKQYjwRIgARIgARIgARIgAQKIkAlHYD35SPK5T7cBPQgvIxyWfynnyeih7fyJ+TFz8GK/14qXyCIcz/1ElmI8HukghOxePsWAqFcekkpi5/pDWTk9kpIykSEqUmS92+pCdMcIrCvD8XyinMJ4gdySqbV5Ren4dXpBNKsgzFPjGHJZ1nj4Ok1YA7HE/Cm9+G7KXxHqQNclF0gv+R4GLy71HdUKOfMPKLMeHE0gWT/SYxj3hT3vn5h0jGAlJxFfP8n65W8/fuwciJP9f7oOp8rgVI/Ued93y23F3+XM+oeMMgYe1R+GelES1Jp1TSKXqdzlmUl2lCS8jOFm9nduJLuol8u42e08SnFyMW///wFr6+v/v/Lf/5Ao59U8FKJwoAmJtsddrsdtpM16skvmfeMmeXA6o4zFHhTngw/C4FRXVO61Tztxwkwe0Y0dfKmGKwneLTVWLwuhsCBPrS3EnFa0QeHlN9eWm9/WEFnEYxzu5UDOCt/zNvtFuhURK6xHDLHwbcXzJRvJCAUiuqsje0ulNtuhxXqaUUo5zvK7VUxa2+xYyd7o0T2J3NWsZxixC561Rna+3QMAJXOIuyPUhdpotluANMHbPphWHuGcajWuOMZ2k8d+F13f7Uu/rTxJNu9xWRteGcLpbkOrMLv8srq4iGycApjTgkPaMNJ1Vbnp6eTkV2MZ2IEk396mng8czHe9CPOcXiQLlt+YqiU7Tv8frpxJd3G4PUVv/30vZSE8mljMIjf7pX/aeOff/xXeZ7vstJoo7l+iRU/MUN7nsFqDdFyRpjn1fvzFcdYewk0MVlNsB5MNXlESSod9K1uNGgJOaHduIpBK6rjDV5k9aEbxPCXbjJleAXi86Z46FpYLXRFzB4KRWigreDmeUcJhb+OFRbBjOwKGnhLVbBwF2rTlTsrR8M9BK8zgwru9jCoPYWT6xzZXTRKBZWomhUYm/dtg6XTgtTSdCObjeFuh0XnLl1Td46R04/aqqcLoru9AWpPfehks5jbGMazJ1xinLtxJT0tP2PItz/x+49Zyrwxhf8greiJzmKhZQN2y8GIWvp+gOd++iFQxOMZt16ALxNfiXcx7lro8wWkA3qHu3QfeodKsMiTCFCGJ+E7T+KEUhNnKhShJWbPcg0xxzvquRdY5BUFJc6PV+ciMKpnuSTZeBQr9MJNQ1qTD8nBXxkJFNNKpw+E+YpVlUfbRW9Qw9NVvutczEeOry8lmXov62QQsNzgWzpUCxHpmrUPcVjlDpaazu2hjliJDyLmZC76mHUXGfay5QeYwuNKxVdU0mMWe65c9BvAs2JZ3xMZwBLdatC5qklFzx2ja4WzP7sFZzSny8t+mGd/ag9XsLoPmuUoKsR+xAQzPE/nWE8eo1l69JwXBRHY04cO1iBOWyqp/rMHEzLCWQnEckiNg2cth5nlIZBSTpREH2rxwj4OvqOW6HZHcPq6RV7JjpcnE1BcyXaBy4e6P8C32C67qFa7mjXZVKw77sISlkH/L7AyC1fA3aIDTAfAtcky8jWfo7UbZr6HfQaK/iTauDQByB3u+ThWGZOew8xd9IT7jZ/WJD9TuLmCVNLNbMInwm/9V/zjZZD5RclOHvti7rY1DJRNBu58BEfpLHR5ySZ42VAbw5WFrnTG0wqroNO30O2u0W5Ea25aDN4UQcDch7JLbyI2jihpI//o7FQMvSQBRQ6JcfCSpTLvbALCLWK5MdsZrdB/4vA7KnQbrHMCnE363KHineTEshPW8+oG/dAXe1sbpPcUaFUwW6MhXKA2fQyFNV1uRDVspNSyvPSNPQz9vFuYl9IHOvjFVzp4EisKYb0HcNBs1qDYyI+upef762dMCg4yF/wGqG0z0iIhv6hWpvAogn9BJV3nkbiTCvpv+Omt+lqlgXZT+p6LzqIsdZRKqIt7urwkuBdwKyzmpg0pH2poNtugjl6AHPIUofWhD6g113iRK/N50jPO+xPQZPj+1bnJGohxTbE8xgwCf+VgkpvzHfWhg4UwdFTlaRZxbry6MIGE25JwX9m7Iu+aV4X9zaKPNjxhTQ83M26VzaQXbkmO7IVBTZmgJFKom2MXLWiuJomo0W1qsuq9YO0r98LFdRm7opTqGGGEuliNfdb933XmUkGXG+ajos5yQSXdiPEMCrrIW/iCLUOfKn/DgjwBQe7uXcEZ6Zt2jFXigzMSqKDzJDaRDpDh2WYoZ49FwpCCwWcgoPYhBP6z2iqIWJ4HJ1VnIH25LDQZXq4Y5ryHgNgY74wCX+YomjgSroquFfrgHvOOsofB6WXXYHmN2vN3vBAuGMoKfGKyJRTskbQgC4uvJg+R1rAqfFWbRRW5eZ52sINY2Yl8yFPtk+mEq8kakzxHsfluxrHOJdxkggMiFDcgf5ViBQcOVmI1tqFPcGPmeRT0hPxklcVR3Kpco3D94saV9OAIxnK5gc/4jIY4D/3jF/8L4n35FZ/xO/51J89JD57p+Ex3sS9myT8qKVgC0ZcRZVobLUfdtKOkNS3zyKT8PI2AWC5rix0Eh/7k2aa+w9kRbk+H8uVzMwGlHyh9SMQPTqOox+fjCrEkTqww58snxREwy7C4OrAklYA93EFYSqvStaGkH6GY7x0V51jpPGGCLqqaYhg/59VbCSjuJ6GMIjfphJuH2O9hHP/E5DjTgBH4T8uDEdKbSd9a7zOk+zZWvp+lPScIqYyEq4lqyZbPpDVcnhEv6he6u4b7BnOdUGRgLhzYR8oeRP93Ivy+IMsXexODPhbIzxRu5lZ6fX3dmR/zySECq9UKjUbjUDQ+L5jAZuOhVnurj1LBlb3x4iirv84XgLKirP46BP46Nb3FfnWLbc77jVTZ3LglPS8yxiMBEiABEiABEiABEiCB4ghQSS+ONUsiARIgARIgARIgARIggVwEqKTnwsRIJEACJEACJEACJEACJFAcASrpxbFmSSRAAiRAAiRAAiRAAiSQi0Dp69ev3DiaC5U50nff/WB+yCckQAIkQAIkQAIkQAIkcCQBnu5yJLBkdJ7ukiRyHffq7ujrqBFrYSJAWZnIXF84ZXV9MjHViLIykbm+8FuU1S22Oe83T2VDd5e81BiPBEiABEiABEiABEiABAoiQCW9INAshgRIgARIgARIgARIgATyEqCSnpcU45EACZAACZAACZAACZBAQQSopAPwvnxEudyHq0H38OVjGeVy+N/Xn2pRtRv5E/Li52DFfy+Rr4gcxLmfelrKIPweqeBELN6+hUAol15SjuJnegMZub0SkjIRYWqS5P1basI0hwicR1bwpriPfv5c9EX2rUPk+fzvT8Cb3ofvpvAdpQ5wUfPzvqNMfTXKiBdvIhByVcYvTUza2JalYwApOYu8/J+sV/L278MKijzV+zfV+xyJlPqJOmsNT+Tv9uLvckbdAwYZfFR+GelEKam0ahpFr9M5y7ISbShJPcIUnmiXcnvjSrqLfrmMn9HGJwWKvPyf/33F66v4f8F//mggt56OJibbHXa7HbaTNerJL5n3jJnlwOqOMxR4WTo/L0JgVNeUbrUM+3ECzJ4RTZ28KQbrCR5tNRavCyNwiqzE4F3doL8L+qHoi7uVhc23wmrPgkjg6ggIhaI6a2Or9IsV6mlFKOc7yu1VMWtvsRtykLyEsJ1VPH7FiF30qjO09+kYACqdha+D+GOfr4s00Ww3gOkDNv1QP2nPMA7tVu54hvZTB5VLNOTIPBtPst1bTNaGd7ZQmuvAKvwur6wuHiILpzC+lfCANpxU2To/PZ2M7GI8A5ryFnqaWK9zMd70I85xeJAwW36AKTwqTrm4cSXdxuD1Fb/99L2CRF5WUIm+rRV8/6MMP+6z0mijuX6JFT8xQ3uewWoN0XJGmCcNu8dlz9hHEWhisppgPZhq8oiyqHTQt7rRoCXkhHbjKgatqI43c3GKrFz06mtMtkNoqoM9RPyiuxmQbCgJBAS8KR66FlYLXRGzh0IRGmgruHneUULhr2OFRSd6UZJ0YQQs3IXYK3dWjlI9BK8zg6zcHga1J1yHKHXdy9i8bxssnVY0xutGNhvD3Q6Lzl2ajTvHyOlHbdXTBdHd3gC1pz50slnMbQyVl0qWvpeuwHEhN66k54XlYvH5E+61N36+tGlFT3QWCy0bsFsORtTS84E8V6wPgSIez7j1jH2Z+Eq8i3HXQv86Ri29krdy91ZZJRQyUpwAABQjSURBVAbhW8HFdpLAXgIJpSaOW8GdtcTsWa4h5nhHPfcCi7yioMT58epcBEb1LJckG49ihV64aUhr8iE5+CsjgWJa6fSBMF+xqvJou+gNani6ynedi/nI8fWlJFPvZZ0MApYbHFosFematQ9x2sodLDWd20MdsRIfRMzJXPQx6y4y7GXLDzCFx5WKr6ikxyzSV24/9Elf4P51EM3Y0hGTIUt0q0HnqiYVPXeMrhXO/uwWnNGcLi9JfBe+t4crWN0HzXIUFWk/YoIZnqdzrCePR8g8yoEXZyTwFlklB2HVZzC55+CMVWVWJHDVBJL9Qq3sh1q8sI+D76glut0RnL5ukVfz4/WpBCroLHSXD3Xs8i22yy6q1a5mTTaV6o67sIRl0P8LrMy+G8yiA0wHwLXJMvI1n6O1S6yIhq3wGSj6k2jjMnz29g/Px7HKmPQcZi5WcIEgrUl+pnBzjamkm9kA9iD0Sb/HolzGxy/S0rAvkXgW+6TvtjUMlE0G7nwER+ksdHk5xPISz20MVxa60hlPK6KCTt9Ct7tGu2FYGtTi8+ayBI6XlVj+XSrO59I3cztRFJHLVvp2cjdsprodAH+dlib7RbLmVug/cfgdFbqi1bkRO8nwMvfineTEY5roc8p+m21tkN5ToFXEbI0Wm+sfNn0MhTVdblI1bKTUsrz0jT0M/bxbmJfSBzr4xVc6eBIrCmG9B3DQbNag2MiPrqXn++tnTAoOMhf8BqglXSyDiuryi2qVkGsUrl9QSdd5GO5sDJ4/4fc/Dy2kZCSvNNBuSt9z0VmUpY5SCXVxT5eXDHAXDhIWc9OGlA81NJttUEe/sAzyZn+srIT8FAtL3mIY7w0EKh0sok2IGS+3N2TJJBciYOwXgb9y4AGQ8x31oYOFMHRU5WkWF6ozs00TSLgtCfeVvSvyrnlV2N8s+mjDE9b0cJPqVtlMmi686BBhpFEmKInipQFGrAosWtBcTRJRo9vUZNV7wdpX7oWL6zJ2RSnVMcIIdXEq2LPu/64zlwr6IvJzjwo7wwWVdBNEz9M2F7qLz/jnP94wRxO+YMvQp8r3lV1FO4GDXdcrOCN9046pSgw/J4EKOk9iE+kAGZ5thoL2WCQMKRh8DgJHykpaWK7BInSO5jMPEjgHAbEx3hkFvsxRfuJIuCq6VuiDe8w7yh4Gp5exn0U0L3MhXDCUFfjEZEso2CNpQRYWX00eIq1hVfiqNosq5JK613wU+5Cn2ifThYcF5DmKzXczjnUu4SYTHBChuAH5hocVHDhY7RboNHTDT8w8j4KekJ+ssjiKW5VrFK5f3LiSHhzBWC438Bmf0RBnon/8Eijn3/6NO3lGermMBp7x20953R9in/SSf1RSYGHSlxGlIGy0HHXTjpLWtMwjk/LzNAJCmWsjhx+bPNvUdzijn/pp1N+WOresguyFhUVYhKpyCbdU8je6XefmqLchYSoSOJaAPdwl+oV+hGK+d1RcaqXzhAm6qGqKYfycV28loLiflAIZRW7S0ggRjm1i31vyxJ6oVGEkRNaqcOA/LQ9GSG8mjXIo/uLbWBu3zScIqYyEq4lqyZbPpDVcnhEvmhO6UIb7Bs35K003MBcO7CPoOltwFr0sX+xNVOVnClfKSlyWXl9fd4kw3h5BYLVaodFoHJGCUYsgsNl4qNXyTqqKqBHLMBGgrExkri+csro+mZhqRFmZyFxf+C3K6hbbnPebp7K5cUt6XmSMRwIkQAIkQAIkQAIkQALFEaCSXhxrlkQCJEACJEACJEACJEACuQhQSc+FiZFIgARIgARIgARIgARIoDgCVNKLY82SSIAESIAESIAESIAESCAXgdLXr1+5cTQXKnOk7777wfyQT0iABEiABEiABEiABEjgSAI83eVIYMnoPN0lSeQ67tXd0ddRI9bCRICyMpG5vnDK6vpkYqoRZWUic33htyirW2xz3m+eyobuLnmpMR4JkAAJkAAJkAAJkAAJFESASnpBoFkMCZAACZAACZAACZAACeQlQCU9LynGIwESIAESIAESIAESIIGCCFBJB+B9+YhyuQ/XAP3Qcz2Z/Al58XOw4v8eU0/ESIbL5/JTxtNz4925CIT8e0kpi5/p7fmyd3sl3AfCigoVYWqS5H0UkRdnJHAeWcGb4j786Wy9L56xqjedlWlME2NZ8lnQx24a17U0PtEvgvFNyCv9DvKm9+GYqMjzfgr/lXYt7flb1kPhHY5h6ntIH9uy+5aQXTDuSR2jhOAn65W8VVmK74V6/25clfqJtmsNT1TK7cVtzKh7wCCDj9oHMtKJUlJp1TShzhDHk4xlWYk2lKQeYQpPtEu5vXEl3UW/XMbPaOOTAkW/dPHvGfBPPfDAXROT7Q673Q67bRuzqhBcBZ3FCg4crES4+F85gLMKrncLdPgr9ge4nuHxqK4p3WqO9uMEmD3HLyBvisF6gkdbjcXrwgicIisxeFc36Mu+5vc3C5tvhdX+BgoSY9q+sSweB7eTNer7XrY3QOsamugrHol+0XrJo3Qr769FB3xVFSNNZxX2r90Ow+g95KJXnaEd6himvlXpLELdIshjO2mi2W4A0wds+mFYe4ZxaLdyxzO0n65Dto0n2e4tJmvDO1sozXVE+tTK6uIhMrIJ41sJD2jDSYlK56enk5FdjGdAU95CTxMzdzHe9CPOcXiQMFt+Qu2T7VPlGhWmXdy4km5j8PqK3376XoOi3rj9X/GP//0FP6qBx1xXGmg313ih6eEYaheK28RkNcF6YHgpVTroW91o0PKeZ0C7wRfShaSxP9tTZOWiV19jsh0ieq+Jwuyh8qLbXzqfnpdApdFGc/0ST4DPmz1zy0XAxbhrYbXT+4XduQ7FLFcTGCkkYOEunClV7qwcVDwErzPD9MrtYVB7uhJDYQWVqJoVGJv3bYOl04rGeN3IZmO422HRuUuzcecYOf2orXq6ILrbG6D21IdONou5jWE8e8IlxrkbV9LT8tNC3D4a+AU/RV8Y7Slv/ooEPgSKeDzj1hthtxyMfCU+eKH1ubyhAyry7q2ySgzCRVaZZWUT4IQ3m0uhoX6/iJWaQstmYW8iMKqHbhTaKpSNR7EyJdw0pDVZURQzC/KeMbMCxbTS6QNhvtVZG4+2i96ghqerfNe5mI8ctDRrS9BC72Wdbupyg0OLpSJds/YhTlu5g6Wmc3uoI1big4g5mYuJg3UXGfay5QeYwuNKxVdU0mMWiSsPX34FngcZ345EzL237hhdtNGgor8XU5EP7eEKVvch3CuQKNl+xAQzPE/nWE8eo1l6IhZvCyLwFlklB2HVNzO556CgZtxoMUt0q4GSUe1a4IT3fb8GyX6Rrk0sL+nLXO0u09EYUgABxZVsF7h8qGOXb7FddlGtdjVrsqli7rgLK9J0Ayuz73K76ADTAdC/stWUyNd8jlZi5Ue20Wcwmkd7CUUbT/+2ej6OVcak5zBzsYILBGlN8jOFy1alP6mkp5n4Id6Xn/HnL4M3KmnKYCeERh8+A+X3CrYxXFnoSmc8rRoVdPoWut012pxZaWTe5+Z4WYnl36XifC59M4VPJv+KJBD7pO+2NQyUzVZF1oJlBQSS/SLNRZFXuJeDfSZNqfgQ8U5y4jFNWM+VfQXb2mD/5kqYrdFiA+rDpo+hsKbLTfaGjZSFttsehn7eLcxL6QMd/LpUOngSKwphvQdw0GzWoNjIj66y5/vr6+5gfiYHmQt+A9SSLpZBRXX5RbVKyDUK1y+opOs8wjsX//7X7/jcKKNcFv8NfMZnNMofM2OnA9XBLkPg6QQMKZqAsJibNqR8qKHZ5OpH0SIxlnesrIT8FAuLMV8+KI6AvzdnhHnycKXiasCS2C/+Ht+BhC+2cF9x9o13rnlV2N8s+mjDE9b0cDPjVtlM+v7AhJFGmaAkKiQNMGJVYNGC5mqSiBrdpiar3gvWvnIvXFyXsStKqY4RRqiLE/qedf93nblU0C9z+AeV9Eh06kWwofT19RXB/zM+4ROeX39TI/H6L02ggs6T2EQ6QIZnm6FleywShhQMPgeBI2UlLSzXYBE6R/P/DnkIn9hltm/p36F5f4k2iI3xzijwZY4q7GHaM2ykj+Lw4n0JCBeMERzprpKYbAkFeyQtyMLiq417Iq1hVfiqNosqhD1P22DuzkexD3mqfTJdeFhAnqPY7Bac0SBydxVuMsEBEYobkL+SJE/jW6DT0A0/MfM8CnpCfrLK4lhuVa5RuH5x40p6cARjbCkvo/zxi/YF0XGdcifOxwxnZlonOiVPpj2JgFDm2sjhxybPNvUdzt7oAnVSTZk4t6wCVMLCIixCVbmEWypBbJK6zs1Rf1fxKm5//pFxXFV8b0nbw12iXzwAj3n8kfn+KlZ2ivtJqYpZexufTCWNEOHYJvZ7GF1qxeQ4c09c4D8t94mkN5MW21qttG9jbdyuY4VF5qZWlZFwNVEt2fKZtIbLM+JFSaELZbhfxpy/UisDc+HAPoIyzgmZ+PqdLF/syVHlZwpXykpcll5fX3eJMN4eQWC1WqHRaByRglGLILDZeKjVuFu3CNanlkFZnUqwuPSUVXGsTy2JsjqVYHHpb1FWt9jmvN8olc2NW9LzImM8EiABEiABEiABEiABEiiOAJX04lizJBIgARIgARIgARIgARLIRYBKei5MjEQCJEACJEACJEACJEACxRGgkl4ca5ZEAiRAAiRAAiRAAiRAArkIlL5+/cqNo7lQmSN9990P5od8QgIkQAIkQAIkQAIkQAJHEuDpLkcCS0bn6S5JItdxr+6Ovo4asRYmApSVicz1hVNW1ycTU40oKxOZ6wu/RVndYpvzfvNUNnR3yUuN8UiABEiABEiABEiABEigIAJU0gsCzWJIgARIgARIgARIgARIIC8BKul5STEeCZAACZAACZAACZAACRREgEo6AO/LR5TLfbgadA9fPpZRLsf/fT2CFps3JEACJEACJEACJHA6AQ/Te/GT8vF/L9Q/vOm9Fu7H8X+KPrvUIH5P0W+UvNV03hT36n12dgWEKvUT7ZcNN5Ss8rifelqsrGdqWMQ3aveesgUfKY8oflxcirMavyT5J/IvlXCgebhxJd1Fv1zGz2jjU8xau/r0/IrX1+B/YGuPeEMCJEACJEACJEACFyHgrHbY7YL/Yah/VDqLKEw8206aaLYbqKRq4KJXKuEBbTjKM2/6gE0/yHPbnmEcKv/ueIb2UycjHyVxQZeNJ9nuLSbrulGRFYpxddOPeCw6MQXTs0P8sst20avO0N4G9VpZXTxoEwIX4xnQjPjo8beTNeqKNp4l1yhp4uLGlXQbg9dX/PbT9wksvCUBEiABEiABEiCBaybg4XkGtBuxchrX1sZwt8OicxcHma7cHga1Jyg6rilmAeEVVKLmVHBnmYp0Me5aWMnZixZt3zM1YpKfoWx3jpHTj/jYjxNg9gxpt3d7A9Se+tCrauEubEfF3Ai1MpnXN66kZzLRAj83QncX+rpoXHhDAiRAAiRAAiRwOQKjeujuolhhtdK8Z8ysWHnUnhluKp0+EOZbnbXxaLvoDWp4ug4NPVFrF/ORg1aWF4OvOLeAnnQJki4lAPY9U0vYyy8u23tZo1n7EKes3MFabvBNhLg91JGUgY1HYT0XbjHC7aUObTJxUK5xSbfu7qKQSF1W8NNv0tXlBf/5o4GPX+S8KRWZASRAAiRAAiRAAiRwBgIVdBa6y0fS31oU4o67sDI12H1VCCzsvhvNogNMB0D/Otxcolq7vdDvfo7WbogsHd2PO6pj3gpdd6RSLDPZ9yyMk8kvb9l+Hp6PL8uaX2m00Vx2Ua12sXRaYRvyyVU2QXzSkq7SMF5X8NMvn/D7n/68yRjLf5C5WWB/Ej4tgADlUgDkMxVBWZ0JZAHZUFYFQD5TEZTVmUAWnU0Fnb6D5Sapf8SW3jfXyJviYdPHUFjT92yKfHP+b01oD0M/8xbmpRKyJih+1s4K0ttFrBA40rotHu575ic28MtbNoAX378/YxIh+lp1g364n2BbG2RsgDXJVYdGJV3ncfpdpYNFKJjdvhng6SUxh2MIUC7H0HrfuJTV+/I/pnTK6hha7xuXsnpf/ucu3Z1jPXk0W5lzlOdvFn204QlrerhJVd1MmiOLC0exMVxlTVAAfKihuX6J/MK1iux7JiMe5BeXLXzKtUmS94J1c41Zd4nIdaVUxwgj1Ev3mD5vFOs54E8gRnPlhB1ZicOfVNIPMxKHNOLLr5/x6d646JIrF0YiARIgARIgARIggfwEhEvFCI7m1iLC1ukNo8KCm3E8YGZZV7VZVKmh52mKtzsfxf7gavsqDbTRjU6nERONkXQr2ffML8rEz1C23YIzGkAe6CLcZNB+UgyywuVmBQcOVrsFOo0amopS7tetWYPi1e7rlWm5KhzCyxtX0oMjGMvlBj7jMxriTPSPX8IviHwmNo7eYdZ+AY9gTH+BGEICJEACJEACJHBOAor7SamKWXsbuXX4pYgNj2gj81CXqBoyD2nhLaEUKfAuenXhih4cP5LeTBplUvzFtzGq0vWmVEIdK6hHK8YVqqDzNMFa2QS7lb4v2PdM6McGfsayhVXdQrcabFI11ymsXaWDJ+EjH7ajKk6hWQi/fykTkU+GXOPGRVel19fXXXTHi6MJrFYrNBqNo9MxwWUJbDYearXoHKfLFsbcTyJAWZ2Er9DElFWhuE8qjLI6CV+hiW9RVrfY5rxfKpXNjVvS8yJjPBIgARIgARIgARIgARIojgCV9OJYsyQSIAESIAESIAESIAESyEWASnouTIxEAiRAAiRAAiRAAiRAAsURoJJeHGuWRAIkQAIkQAIkQAIkQAK5CJS+fv3KjaO5UJkjfffdD+aHfEICJEACJEACJEACJEACRxL4P2aTixg6CuhWAAAAAElFTkSuQmCC)
and this is the code I'm trying to use:
top15<<Tabulate(
Add Table(
Column Table( Analysis Columns( :Acc_std ) ),
for(i=1,
i<=nitems(top15<<get column names())-1,
i++,
Row Table( Grouping Columns( column name(i) ) )
)
)
);
I'm doing it this way because when I created the tabulate manually the script output was:
Tabulate(
Add Table(
Column Table( Analysis Columns( :Acc_std ) ),
Row Table( Grouping Columns( :A ) ),
Row Table( Grouping Columns( :B ) ),
Row Table( Grouping Columns( :C ) ),
Row Table( Grouping Columns( ) ),
Row Table( Grouping Columns( :E ) )
)
);
instead of writing out each column, I was hoping to just be able to iterate through the columns (using the for loop). Where am I going wrong, or am I completely going down the wrong path here?
Thanks in advance.