Summary
Function |
Method |
Nominal |
Std. Uncertainty |
95% Coverage |
k |
Deg. Freedom |
![IMG0](data:image/png;base64,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) |
GUM |
999.9648392 |
0.000077618 |
± 0.00015229 |
1.962 |
1135.8 |
![IMG1](data:image/png;base64,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) |
Monte Carlo |
999.9648392 |
0.000077707 |
(999.9646868 , 999.9649915 ) |
1.961 |
- |
![IMG2](data:image/png;base64,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) |
GUM |
99.99873690 |
9.2330e-06 |
± 0.000018106 |
1.961 |
2230.3 |
![IMG3](data:image/png;base64,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) |
Monte Carlo |
99.99873689 |
9.2420e-06 |
(99.99871878 , 99.99875500 ) |
1.960 |
- |
![IMG4](data:image/png;base64,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) |
GUM |
9.999834780 |
9.3540e-07 |
± 1.8343e-06 |
1.961 |
2349.2 |
![IMG5](data:image/png;base64,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) |
Monte Carlo |
9.999834780 |
9.3649e-07 |
(9.999832944 , 9.999836615 ) |
1.960 |
- |
![IMG6](data:image/png;base64,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) |
GUM |
0.9999770382 |
1.1113e-07 |
± 2.1787e-07 |
1.960 |
4501.0 |
![IMG7](data:image/png;base64,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) |
Monte Carlo |
0.9999770383 |
1.1119e-07 |
(0.9999768203 , 0.9999772563 ) |
1.961 |
- |
![IMG8](data:image/png;base64,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) |
GUM |
10000.08618 |
0.00087322 |
± 0.0017155 |
1.965 |
519.3 |
![IMG9](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF8AAAAfCAYAAACBFBGZAAAErUlEQVR4nO3aeYhVVRzA8c+MNuhkahumkopgtEBFG4IRCQYtmFJB9EcFLVCSG4hSgU0ZtklR/ROorYi0IhW2Wb2SymgU0mgxqteGQYTL2GhTOv1xzuO9uXPvW+Y5GTPvC5d73/kt9/i75/zO75yRBv8b8uiucO3Hr3gHt2DI4ejoQKAp8TuPiUKAd2foj8SwkraPMCPaNKiDvDC6ny6j04Qz8LribHi8vzs2GMirHPwCLdga9Tsxur86NVBprsO2C0/E5+E4q/7uDC7qCT78UPI8pk5fg456gz+l5HlHnb4GHfUEvxW3xuc/sKn+7gwu+hL8FkzHBpwc227XKDXrJi9UL/vwW8q1EwcVS8x9WHAY+jkgyau8w+3Gu1iM8YellwOErLTzjLCZKlytmIUvovwkfC4cMzQ4ROSV32QdhS1RpwuzM/TaVJ49bVF3Ug26ScYKi/26FNkFwvnTHmE92oJrM/yUsgS7MmTj8ZyQgjvwNs5M6OTK2PdgaDVKJXQIAd+CY7EGU7EtQ385vsqQbY3336UHpQkP4Disz/CxEsektE/Fe/gp9qET1+BZjIt+07gEy6J+klHR5xg8IgR4Pj7EOdie4bNq8qo7XpitOCq/1POgjeLIv7COvtwWfSzMkN+Iv6LOuoSsXfiopR9mCD4WioSjE/pN8X1d0d+ulPctjbJpJW3jhJn1cklbLsO+InnVn+2sVvwADydkbeoL/ljsxWd6n7wSTl53CyVuMvijhYpsZYrdgqg/I9G+Kbavx2bpwdsuzPgkq4SPNjL+zmXY96KeTdZC/Byf5ws59lBxt7DIzxOCUkoTnsQ3eDDFtkMoCO5JkR0f7wcS7RNwMy6L9klGC7v59hRZO47QO/cXaMZa4d8xN0MHtY18wggq1P3fYURsb4tts4Scnbxay/icgH/waoZ8rrCAnhp/p6WdNEYIC2WnUDiU0lLynNN75J4W37M0xe/lUXZ9in2TYoaYlzSs92xng+LJ5mSsSMjXCbk3eS0u43OOkJ8fSpFNwf24S1hrqqUZTykulsnR3VXBvpBS/kyRFRbnI1Nkj+IGId09lhQmq51JFTqRxpx4pbFI2A8k+T5Df6iwkLZjY0LWLOw/tun9kcvRLIy+q/CB7LK1HGnrTlJ2MNG+XJily4SP0ItaS81a2SxMw2qZJqSl+1Jki3CucK6UrFZaol2nnmXiMKEcvgKfYCb+rqE/BfbGe1q6LLTtKWkbJRQDB3F+ltN6086hZqaQH19KkV0qDJaNeqYwQn2eTGej8JYQ+A24SPpiWg35eE87ThkX778k2u8UCoLpuKmP7+0TbfpWan6KrzNkZwsLfPLqVvwj/uSo2yrU9N14Uc8FtRI56aXit0Lpm2S1UCAUio1S++FCit0plM//CW1qD/5QYQO0psZ3pVU7q2L7WrX/15ac9ODfG32WppHCJqt0pibtL452ryQd9nfOr4UThRz9Y51+ThEqjP14XzhWSJLTO01UYgWuw2vxuUOoYg7gjjJ2b+J5XI0r9dwN9wttah/550WbJTW+KznyF6p8UDe7jL+c7B3qRLwQ5bvwBk6vwv4EIfXs0LtYaNCgQYMGg4B/ATFCTsqeUBmgAAAAAElFTkSuQmCC) |
Monte Carlo |
10000.08618 |
0.00087428 |
(10000.08446 , 10000.08789 ) |
1.960 |
- |
![IMG10](data:image/png;base64,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) |
GUM |
1.000035890 |
1.2186e-07 |
± 2.3890e-07 |
1.960 |
6389.8 |
![IMG11](data:image/png;base64,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) |
Monte Carlo |
1.000035890 |
1.2186e-07 |
(1.000035651 , 1.000036129 ) |
1.959 |
- |
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V/vTfoqKSnG559/ikmTHsCIETfh2mt74eabB+Lhhyfg44//h4qKCq9rcnNz0Lt3N4wadUut916x4mv07t0N06a9qJ3bvn0bevfuht69u2H06KHnrN/pjybhwKsz8Mfz6wAAimJAiXUwFHj/bgGAJKWhtPxqlB4twh/Pr8Mfz6+DfOIzAHK15cPNiRMn0KFDB/z1r3/RuyooLy/DkiX/czs3bdqL6N27G7Zu/UWnWhFRdYI9FuQvfhw7XlitxYJKWwfY7B1qKC2gpHQAJDlWiwV7pi6GlLX8nM8JF85/G8YCIqqr4I8Dj+DIa89pcQAASsuu8UpeOZVXXgG7o6UWBzY9+zXe/PKtcz4nXDAOhK6ImkLoTGB9+umn6NmzJ4YMGYKTJ09i3bp1mDJlCvbv34/HHnsMxcXFUBQFSUnV/8EnJKg7NVitapbal/K+3pv0s23bFrz00nMoLCxAZuZ56NnzKiQnJ6OkpBhbt/6CWbPewKefLsG//z0Tbdq0bfTn5+Zm488//8Qll1xS7evHjx2BIz/L7VxZRXeIUu1TTysqL0f5r/+DYBSgKMCZXw8gdegBAOG/+2ViYiImTpyI+PgmelcFt98+AkajEXfcMVY716fPNWjWrDlatAj/fwuiUBEMsWDv3t3o2PEiAN7bpMtndsJ2qkArL0lxsJZdU+s9FSUG1tKBKPltuhYLyv/8DgmZQxq9/sEoPj4B48ZNQEZGM72rwlhAFAKCLQ54chRmQTx9zO1cpa09Ku21zToyoKT0OpRvX6fFgU2rf8aRGyagdWJa2E8lZxwIXRGVwFIUBS1btsSkSZMwfPhw7XxWVhbuuOMOzJkzB3379kWLFi0AoNoRUq7nbTYbAMDhcNS5vC9lGyo9Xb8tUfV8dmPYsWMHHn/8b4iOjsbMmTNx/fXXu70uyzIWLVqEV199Fc899xS+/vprREVFAQBstjgAgNFoqPV9SEhQty6PjjZr5ZKTYwEA6enpyM/Px8qVK3HJJZdUe5/1H6wCBMBgMkB2yJDlaJRXXHHOn022V6Jk9wnEtU4GFAXWAwVoZv8JKSk3IiW2+t/LcDJp0iS9qwAAKCwsQEZGhtu/7ciRtwCovZeOiAJnz55dmDJlEqKjozF16nRce+1At9dlWcZnn32Ct976L5599gl8+OHHWixoDKmpaSgoOI1169ZoDRfXda8AwHF4mVssKK/sBkU5dx0qyzJQtPO0FgtKD+YiqeJ3AO0brf7BKiEhAX/5ywN6VwOAGgvS05u6nevb9xr07XuNPhUiIjfBGAc8Ve7/0S0OKIoRpWV9ANSehBIrTSjadUqLAyUHTuP5FZ9i1ogHw35dXMaB0BVRUwinTJmCdevWuSWvAHXa3t/+9jcAwPLlyxEdrSYWnMkmT3a7HQAQG6smG3wp7+u9KfAkScKTTz4JURTx5ptveiWvAMBgMOCee+7B6NGjcezYMbcpqI2hR48eSElJwXfffVdjmRUrv0b8+ckwxpgBAOWVlwMwn/PelfvXQ3HYENumDZIubgooQPFvu7Ap6w8UVYgoqhAhK7Vvu0tEFO4kScLUqc9DkiS8/PK/vBotgBoLbr31Dtx88zCcOJGF779f1ah1uPzyK5Cc3AQ//LC22tcNhhKU7d3tFgsqKi+u073VWCAioW2qFgtsuz+Dws9/IiIAwR0HZEVBsU2C1SbBduBH9zhguxiyEnfOe6txwIH4CzO0OFD25w8othU36s9A1JgiagRWbS699FIAwPHjxxEfHw+DwVDjND7need0P1/K+3rvhsjPD/w0ROdoEj2e3Vg2b96II0eOoEePXmjf/tJaf5abbx6B4uJSJCSkauUKC8sAAJIk13qt1VoJAKisdGjliorUXUMcDhl9+16LZcs+x44dO9C8+QVu1/626zecyT2NVkM6IO/HowDUhXnrony3GgCNrQYjOeNnZK84gMLtuXjvl+V4fW0cAEHbkfD99+dg/vz38M4787B9+zYsX/4liouLkJnZGsOHj8LQoSPc7j1q1C2wWCz4739nYebMf+PXX7fBbDbhkksuw3333Y/27auGMm/fvg1/+9uDeOCBiTh1Kg/fffcNjEYT7rvvftx66x0AgE2b1uOTTz7C3r27Ybfb0aJFSwwYcB3uuOMuLRm8a9dOPPTQX2CxRGHRok/RrFnVUOB33pmJjz5ahMGDb8Bzz02FzVaMAQMG4JJLLsO7774PANrPOG/eQmzd+gu+/noZTp/OR7NmzTFmzN24+eah2LHjd7z33rvYu3c3YmPj0K1bD0yc+CiaNHFfIPmnn9bhq6++xP79e2G1liAmJhbt23fArbeOQe/efQGo6xy88so/AQB5eXno0KEDbrjhZvz97y9i2rQXsXLlN5gx4210795Tu+/hw4ewaNF8/PrrVpSUFCMlJRU9e16Fe+75i9vP67z31KnTUV5ejs8++xjHjh1DTEw0+vTpg0cffVRbZ4+Iard16y84fvwYevTohe7dr6y17OjRt8FutzX6UH+j0YhrrumPZcs+x+7dO3HRRe47RBmKV8J2uhzpV2VqsaCuX+2csSD2wnaITrQie8UBFP1+ALvy9qD3BZe6lQ23WJCbm4PRo4f4FAvGjRuLX3/9Fa+//p9GjwX5+afQu3c3xgKiIBPMccA5Gtdxaj8chQXI6F3VJiiv6FqnezvjgLl1HySm7jnbJsjB90d+wMiOwwAACRYDDIIQ0DiwatW3MJlMuPfeCUEVB/zZJmAcqLuISWDJsozdu3ejvLwcPXr08Hq9vFxNHERHR8NisSAzMxM5OTlwOBwwm91HtWRlqesOtW2rznH2pbyv99ZbYeUZfHHwW+SVnapTeaNJHdQnifosCp4R1xQj2t6ElOj6r3H044/qh3m/ftees2ybNm3x3HMv1ftZtenffxCWLfscK1euxH33PQSgau2TBcsWQjAKSLqoqRas6jJlRDyTDUfuXpjSLwCSukOxHEVC2z2w7i9A+YHdMGeegEP0/jB7663/4tChgxg4cDCioqKxfv1PeP31V3Dw4AFMmfKUW9myslI89NB4mM1mDB06Arm5Ofi///sR27Ztweuvz0SXLu5BdenSJQCAIUPUspdeqibiPvhgLj74YC7i4uJw9dV9kZiYhF9/3YL335+Dn3/+AbNmzUVcXDwuvrgz7rprHBYsmIf//OdVvP76TADAb7/9io8/XowWLVpiypSnz/nevPbaK8jLy0X//tdBliWsXPktpk+fimPHjmLp0iXo0eNKDB8+Gtu2/YJVq1agoOA03njjHe16Z9Br2bIVBgwYhKioaBw9ehibNm3A9u3b8Nprb+Cqq3qjXbv2GDduAubPfw+xsXG47bYxaNeupsWWgS1bNuPppx+DKIq48sqrkZl5Hg4e3I+vv/4SP/20DjNnvuN1/UcfLcT+/fvQp8816N79Svz22zZ888032LZtG1asWIG4uHP3yhG58jUW6Kkx4gAQfLFg3brv3RJYglCOyn0btVhw8oejdb6naywQ4wbCFPctEtqmwLq/AO8tfQ+dJ82ArChea6BEciw4dSobixYtQvfuPRkLKCI1NA4Euo0Qjm0CzzgAAI7DX3m1CWT53AMhXOOAFD8AhpjjWhz4/qdv8d2BS6AosVqntlMg4sBtt92GEydOBF0c0LtNsH79evz1r3+N+DgQMQksALjrrrtQUVGBDRs2IDU11e21bdu2AYC2YHaPHj2wdOlSbN++HT179nQru2nTJgiCgCuuqFpvyJfyvt5bT18c+Aa/5f+pdzXqLKfsJKAoGH/JXfW+R1bWcQBA27b6rgNy+eVXID09Hd999x1G3qnO0bbaJDz63UkUbNyG+DYpMMWee8qgq/Jd3wMAYjpeC0BAWUV3pFy+A9b9BSjYmo2W7XbDUeqdwDpwYD/eeWeeFjT/8pcH8PDD4/Hll0sxcOBgXHbZ5VrZgoICXHzxJXjzzXcRFaX2iGzY8H946qnJeO21aVi8+DMYDFWzl4uKzuDDDz/GBRdUbeu+a9dOfPDBXDRv3hJvvPE2WrZsBQAQRRH/+tfLWLnyG8yaNRNPPfV3AMC9947Hpk0bsGnTBqxZ8x169eqNl19+AYIg4MUXpyE29twfzjk52ViwYInWe9GuXXv8+9/TsWTJIjz22FMYMWI0AHX675gxI7Ft2xbk559CenpTFBYWYOHCD3D++Rdg3rxFWk8QACxb9hn+/e/pWLnym7PBqgPateuA+fPfQ1xcXK3z78vLy/HSS89BURT8+99vokePqt6/5cu/xGuvTcOLL/4dixZ96vaeHjiwH2+/PQ+dO6ufZ7Is4/HHJ2LLli1Yu3YthgyJjIWaqfGEUixojDgABFcsSE1NxY8/rsXEiY9q56Ms+5C/K0+LBerus3VbP9M1FtgdbSCKKUi5vDms+wuwc91WjEjcjrk3t/daAyWSY8EHH3yA559/Htddp35+MhaQP23evBn33nsvhg0bhunTp+tdHQChFQeA8GsTVBcHFEVG+d7fGtwmUJRoVNguRcrl2bDuL0Dh1iw0vXUfKiq7eF0XiDjQo4eauMrPtwZVHNCzTVBWVoYnnniCcQARtAaWwWDA9ddfD0VR8Prrr0OWq7L/e/fuxZw5cxAbG4tRo0YBAEaOHAkAmDFjBiorK7Wya9aswbZt29C/f3+3YXq+lPf13hRYZ84UAlB3rPO0d+9uvP/+HK//Pv74f15lG8pgMGDw4MHIycnB3XN/wvjluZi86hSUU/8HR3EFmlyq7jaoKHXLQyuyhIq9PwKCATEd1KGrdsf5iGt3PowxJpQePQOU7IAAu9e1N9xwi1uPT3JyMu67T/2Q/e477/W/Jk58VAtUAHD11X1w5ZVXISvrOHbu3OFWtk2btm4NFgD45puvAAD33/9XLVABgMlkwt/+NgXx8QlYtepbbbMDk8mE5557CRZLFGbNmoF//etl5OWdxPjxf/XqqarJwIGD3f7uLr30cgBAYmIShg0bqZ03m83aIpo5OTluz3/qqX+4BSoAuOKKbgCqfq98sX79zygqOoMbbrjZLVABwJAhw3H55Vfg2LGj+P337W6v9ehxpRaoAPV3acCAAQCAEydO+FwPokgUTLHgmmsG4OTJXOzatVM7r+Svh6OoEk0uzYCiCA2IBQIqbJcgsWOaFgsMpRurvTaSY0FycjLuuOMO7TxjAflLaWkpnn32Wa5HFwSCPQ7IpzbDUVzu0iao28Lr1bUJKiouR0KHdC0OCKVbqr02kuOAnm2CdevWobCwkHEAETYC6/HHH8evv/6KL7/8Evv27UPPnj2Rl5eH77//HrIsY8aMGcjIUD8AunTpgjvvvBOLFy/G0KFDMWDAAOTl5WHlypVIS0vDM88843ZvX8r7em89jWh3MwRBwMkQmULYLK4phre9qUH3SExMAgCUlJR4vbZ3727Mn/+e1/n09Ka4/XZ161NB8C0vLNSyTe0NN9yA//3vf6jcvx6WZmrvj+3g9xDMBiR2TAMAKErdelxsR7dDLjuDqNZXwBiX7Hw67NLFSO78Gwq2ZqNg23Ek9DkIoLXbtd26dfe638UXqx+G+/btdTsfFRWFSy7xXo/r4osvwebNG7F//14tEACodq2A/fvVezo/6F0lJCSgbdt2+P337Th69Ag6dFDn0J9//gV48MGJePPN/+CHH75H167dceedd9f0dng577zz3I5jYtSNFJo3b+HWkwFUbdxgt6vBMjExCQMHDgag9tYdO3YEOTk5OHbsCP7443cAcEua11Vt7wMAdOnSFb//vh379+91K3Peeed7lXWuq+fcKILIF77GAj01RhwAgisW9O9/HT7//FOsW7cGd7ftBKPxNEp379Nigd1xHoDf6/Sc6mJBpa094mP/D8mdM1CwNRvlO9agZFjVdt7OZnQkx4KWLVsyFlBATJs2DdnZ2XpXw0tD40Cg2wjh1iZwjQMXX6wmYmwHVzdam0BW4iAq5yO5834UbM1G8fadiO51GkBzt2sjOQ7o2SbYvXs3AMYBIMISWKmpqVi6dCneffddrFmzBv/73/8QFxeHfv364cEHH0Tnzu5Z2eeeew5t2rTBJ598gkWLFiE5ORk33ngjHnnkkWoXPfOlvK/31ktKdBP8pfPYcxc8KxwWcW/RoiV27tyBrKxjWoBwGjZsFIYNG+V2rndv9w+S+Ph4AOrQ1to4ewqc5avTtWtXNM1ohoKDm5DQZxwE2FC6dx8S26fCGGWCJMVDQd16W5wLNdqObUfuzGHVljnzey5Sr9kJYIDb+aZNM7zKpqWpwbK01P3fOj3duyygbgOsli91O+/ZOwGoc+aBmt+btLR0AEBlZYXb+X79rsXbb78BSZLQufOlXkGmNs7g5MlisdTp+o0b12POnLdx6NABAOqim+effwE6dOiIo0cP16sn1fk+xMWd632odDtfXZ2dX4rYoxv8gnHqiK+xIBwEUyy49NLL0LRpBn78cS3umjAJUZY9OLnrlBYLSq0dASyv089VUyzIcSlTtOMonlj1GyRB7e2+VlI/NyI5FkRFnXudSYCxgBpm3bp1+OKLL9C/f3+sW7dO7+q4aWgcCMU2QrDFgfSmTbHuBzUOnCmvRNnePVockOXoBrcJcl3KnPk9F+f3/hPAJW7XRnIc0LNN4NzojXEgwhJYAJCUlISnn34aTz997gXcBEHA2LFjMXZs3T6sfSnv670pcPr1uxarV6/EDz98j+uv973nJi4uDmazGcXFRZAkCUZj9cHk1Kk8APDatcKVIAjoP3AQPl68CI6T+2EWDkAstSP5EjUgVNo6AthwzjpJ5cWwHdkGwRyNmA79vF6PshxC6aEsOIptKN/3G7J6nAYS07Red88PQ6DqgzQ52X1xTJvNuyxQFdSSk5PPWV/n/PT8/Hy0auWd0HU+29kzBqgfwq+++hIkSUJSUhIWL/4Qffteq/XG+NPevbvxzDNTEB8fjyef/Ds6d74UmZnnwWw249ixo1i1akW97ut8H06fzq/2datV7RF0fR8otHHqSPAItljQr19/LF26BL/+8Tuk3A1aLJBlC2z2C+tUp9pigcFYgijzMZQcKICj2AbHkeUwtHnIrQxjQe0YC6ghCgsL8dxzz6FHjx4YO3Zs0CWwIlGwxYGr+vTHV59/jHvm/gSTcBRiqc2lTdAewC/nrFPtbQIZ0VF7YT14Co5iGyoP/ARp8G2AS2KMcaB2/ooDzgQe40AErYFFVFdXXdUHzZu3xMaN67FpU+3JoeqGgAqCgIsu6gyHw4E///yjxmv/+OM3AFXDbmsycPANAIDKg5tQefBnGKKMSGynbkJQaetU67VOFXt/BGQR0W17IWnAX73+Sx54D9J7qcNlC7Zm4/VfNmD88lzYz/a679690+ueO3b8Xm398/NPaYG4LuWr4wwwv//+q9drNpsNu3b9iZiYGLRo0UI7//nnn2Dbti249tqBeOWV/0CSJEyd+rzWq+VPq1evhCRJePTRJzBkyHC0aXOhtsPokSOHzpbyPSFR2/sAANu3q+cvvDA4di2lhgvWqSORKNhiwZV91ZGx/1nyCay7s7RYYLO3RV37I2uLBQnXPI4WN1+uxQLrb1sASG7XMxbUjrGAGuLFF19EeXk5XnnllVqnklHgBFsc6HvNQABqm8B24Ac/tAkeRtrg4VocOPPrYRw4c8DtesaB2vkrDlx0kbrWFuMAE1hEXsxmM/75z2kwmUx4/vln8M03X1UblPbu3YNHHvkrAO856zfeeAsAYMaM11FYWOB17cqV32DHjt9xwQVt3OZ+V+eSSy+DMSEdlYc2onTfUSR1SofBbITDkQFJrtvWwBVnhwrHXNS/2tdt9vZIvqwlBJMB5VklQNEvcP1wXbr0Y20nFgAoLCzAe++9C6PRqP2srt56a4bbcOn163/Cxo3r0bHjRbVuD+t0003qjhgffPAecnKqGvOiKGLmzH+jtNSK/v0HaYtCHj9+FO+++xaSkpLw2GNP4rLLLsewYaNw9OhhzJ379jmf11DOepw8edLtfF7eScye/bZWd1cmkwkOh6PW+/bu3Q9JSUlYs2YVNm92X1R55cpvsGXLJrRqlVnt+gIUelynjpD+gi0WdLzoEhgT0lFx8FcU78nXYkFdGy3AuWKBEZW29mhyeTM1FpwoAorcP3cYC2rHWED1tXz5cqxatQqPP/64X5YSSU9P0P2/YKpLXf9r0SIFb775BkwmE1544Rn89NMqpKbGeZXLyzuGxx+fCAAwmYxur912m7pj3Vtv/QeCYPN6T7788kvs2PE72rVrhwED+mivJSer09iiokzaud59elW1CfYf1uKAKKZAlJrW6XfhXG2CSlvHqjiQVYIfdqyBOT4GsbHqVLTPP/8EZWUFWp0EwYb58+fAaDRi7NjbtfNGo5pmmDv3LSQnR2vnd+zYgo0b16Nz58646qpu1f6srr8rd955OwBgwYJ5qKws0u7TpEkM5s59E6WlVtx4441o1Sod6ekJsFrzMXv2LCQnJ2PatJcwcGAf3HHHHTh69DAWLXpPuz4lRR3ZZTZX/XvFxalTxRMSot3+naor6/wvOlpNTiUnx56tl7rgf2npGbdyoliKefPePfuTKW6vmc1mSJJY630HDBiA5ORkrFmzCnv2/OZWdsOGtdiyZRNat26N/v17Iz09AQkJajyKjbXU+LcYqiJuCiFRXVx0UWe8+eZsvPTS85g+fSrmzZuNbt16IC0tHaWlpfjzzz+0ec2XXdYFjz32lNv1N900BNu3b8OqVStwxx0jcNVVfdCsWXNUVlZi584d2LNnF9LS0vH88y/DZDr3n2F0+6tR9usyAHAZKly3Rov95H6IBcdhTMyApWX1u28oShQkUwckXbQHRTvyUPTrXsT0qdohQxQdGD/+LvTr1x9msxnr1/+EgoICPPDAw2jXzntr4a1bN+O+++5Et249kJubiw0bfkZiYiKeeeb5OtW5c+dLce+947FgwTyMGzcGvXv3RWJiMrZv34pDhw6ibdv2mDTpsbN1E7Velaee+oc2/Pqvf52IDRt+xqefLsHVV/etcdHDxjBw4GB88slizJv3Lvbv34uWLVvh5MlcbNjwfzAajWeHjxe7XZOR0QzZ2Sfwyiv/RJcuXXHDDTd73Tc2Nhb/+MdL+Pvfn8CTTz6KK6+8Gued1xoHD+7Htm1bkJSUhBdffMWnef0UnDh1JDgFXyy4CmW/qjsyJV+SAUlKhENscY6rVHWJBZW2TohN3oGki9JRtCMP5Tu+Q2zfPtrrjAW1Yyyg+sjLy8PUqVPRq1cvjBkzRu/qkIdLL70UCxcuxBNPPIG///3vmDlzJq666io0bdoUVqsV27dvx759+wAA3bp1w/PPu3++jRw5Er/88gu++uorDB48GNdccw1atmyJiooK/P7779ixYweaNm2Kf//73w1sE5x71F5d4oBDbA7Ep2lxYOPKHzGsZChuEtWObYfDgZEjR+K6666D2WzGunXrkJ+fj8ceewwdO3pP0duwYQNGjBiBXr16ITs7G+vWrUNSUhJeeeWVc9YXUDc/e+ihh/DOO+9g2LBh6N+/P5KTk7F582bs378fHTt21DZAE0URTz75JCorKzF16lSkpqqj06ZMmYIffvgBH374Ifr374+ePXvW6dn1cdNNN2H+/Pl44403sGvXLpx33nnIycnBunXrYDKZYDabUVRU5HZN8+bNcfz4cTzzzDPo2bMnhg0b5nXfuLg4vPbaa5g4cSIeeOAB9OvXDxdccAH27t2LjRs3Ijk5Gf/9738jIg4wgUVUg0suuQwLF36MH39ci3Xr1uCPP35HQcFpWCxmZGQ0w4gRo3HddTegc+dLq73+uedeQp8+/fDdd9/ijz9+w08/rUN0dAyaNs3Afffdj+HDR9U6191VTLveKPt1GYyxZiS0UUdd1XXNk4rdakM4ptM1tQ5Jt9kvRGrXFijakYczO04isXfVTiITJvwVeXkn8d13K1BRUY62bdvj8cefQZ8+11R7r1mz3sM777yJ5cu/RGxsHAYPvhHjxk2odneRmowf/yA6duyEpUs/xvr1P0MURbRqlYkHHngYt946RltQ98MP38eePbtx1VV9cN11N2jXx8bG4fHHn8GTTz6KV175Jz78cAnq8L2gXi68sC1mzHgH778/G7/+uhWbN29ERkYGBg++AXfffR+mTfsnfv11C44ePYLzz78AAPDYY09hxozXsHr1SuTlnay20QIAvXpdjblzP8SiRR9g+/ZfsXXrZqSlpWPEiNEYO/beahfTpNDjOnUkKytL7+qQi2CKBQmd2qHsV2ixoNzeFnVptAB1iwWi1BSSlKDFAuuufYi+skx7PVxigb8wFlB9PPvss5AkCdOmTfPb1MFgWDjdOfIjGOriq8zMdpg/f4kWB375ZWutccDzZ3ziiefQvftV+O67b7Fly1YUFa1GdHQMWrRojkmTJuG6625BkyYpbtcVFZUDAGw2UTtfbJOqbRNU2r07EKpTtzaBAJutPVK7HlU7tf/MRcurDqK8Qt2xbvz4B73iwGOPPYU+fa5xq78kqSOW33prLt5550188sknbnEgJaWFVt7zZ/X8XRkz5j6cd96FWLr0Y6xdu9YrDlRWApWVVrz//hz8+eefuOqqPujV61q3+kye/BSefPJRPPnkU/jwwyUoKVFjm8MhaeXKytQphlZrpdu1hYXeZZ0qKx3az5Cfb0VKSgstDmzcuAk//fQzMjIycN117nFg69YdWhx45JEnMGPGa1i+fDmOHcvC1VcP8LpvenoC+vXr5xYH1q9f7xUHnPWzWtX1x8rL7SH5N1cbQeFKsWFLj1/WUA5OwSg9PQFFFSKGL9iJtCbvQRDUYOBwZOBMyW2N+ixBsHk8oxkuPxaLjxbOw1NP/QO33DLsnPcYNeoWnDyZix9/3FynXqRAi+Tfz3AYMhyuli9fjieeeALPP/887rzzTmzcuBHjxo3D8OHDg2YXQtJfUYWIsZ+8h9iYHdq5M8Uj4RDrngyqi/jYH72ecV3pLsyb8w5efvlljB49+pz36N+/P7Kzs7Fr166gjAVEwWLJkiV48cUX8dJLL+G226q+1zV2HAiG7z2R/B2sJr6+J8U2CeOXH0d6ylwIgrpGoUNMw5nixh25ZzLmISX5E+24ovJidDtREbA2AX9XvDXmexLqbYLwH2NGFAYs5mNaYgkAbI42jf4MRYmCw1HVEDKZTsIm+X+xQ6JIxqkjVBtZUVBUIZ79z4Eoy5Gq1+RodapHI/OMLxaXZxJR41qxQt2R7Pnnn0eHDh20/8aNGwdAXR+pQ4cOddo9nSKDxXxcS14BgN3e+G0CUWoKSY6reqblCHdHpqDBbjGiEBDl0YCw+SFYAWrDxWJRpy8JApBXpm7VWuGQISsKDNwVh6hRBWLqCMBeTE+h0rur9rbnAgBMxnykJFfV12Y/H/7oh3Q4WkKWzTAY1OkLUZbDKK9Qpzh6TquoiXPqSH6+NWxGYIXK78y5hHrPe7gZPnw4evTo4XU+KysLX331FTp27IiBAweiU6e6b9ZA4S0wbQIBdvsFiIlWdxw0GspRYi/xw3OIfBce3yqIwpgoS7CYj2rHkpQISarbeim+stkvQELcT9rxngJ169sP/yjG4JtkJEUZ/fJcoki0ZMkSrF+/Hi+99BJatmzcaWAUfjxHQtn9MBJXZYTdcT6io9TF6U3GIhRVqrtPsQeeqHGNGDGi2vMbN27EV199hU6dOmHSpEkBrhUFK1mR3RJYkhwHUUr3y7NsLgksADhdke+X5xD5igksoiDlnDqy4+QBGAxVU/nUnhb/jNSQ5UQ4xDSYTacBAC0HpsNyxVIA5jpd/9lnX/ulXkThyHXqiOeuRYA6deTLL7/kWlgEQB0J5aQoBtjt5/ntWTb7BVoCCwD2XdAOzR9Zhn6D6zZlkbGAiKjxyIoCq13GvsJjMBgqtPP+bBPYHZlQFBMEQQQAJPRpjm8f+UWrz7lmZTAOkL8wgUUUpKx2GbfNP4D42I2Ijak6b7Nf4Nfn2u1ttASWIIiwmLP82NNPFLk4dYTqymAohdl0Sju2OzKhwOK359kd50NRBAiCOuLKYjmC8squfnseERHVzGqXMX55LuJif0WcS5vA7tc2gQk2e2tERx0CAORX5OH+b/ZClpMwb0hzzsog3TCBRRTkLG6L9lrgEFv49Xk2+wWIi92iHUdZjjCBReQHnDpCdeU6jRzwd6MFUJRoOMSWsJhPAADMphwIQsU5riKixnLVVVdh3759eleDgkyU2aVNoJhhd7Ty6/Psjgu0BBagtgkqKi/36zOJzoW7EBIFMYPBCpOxSDu2O1oD8G+Ph7rzSKx2bDFn+fV5RERUO8/PYZvDvwkswLlIvEoQAIs52+/PJCKi6hkMpTCZCrVjdRq5f8ei2Oznw3XpQ4v5uF+fR1QXTGARBTHPRovdkRmApwpwuDzHaCyBwVAcgOcSEZE3xS0WiFIyZNn/O8k5POKNmZ0ZRES6sZg82wT+WwfRSVFi3RaJN5uzAUh+fy5RbTiFkCiI6ZPAAuyOVoiOqhq6rtajY0CeTRTpOHWEXJmMp2EwVGrHgYoDopQGWY7Wns3RuERE+jFb3D+DPTsZ/MXuyITZpO5AaBAcMJvyAPh36iJRbTgCiyhIKYri1uMtSYmQ5aSAPNuzV8e5DgoREQWW58inQDVaAMEtWWYyFqHIVhSgZxMRkZOiuI/ElaQESAFqE3A0LgUbjsCiGjm3bPWFuULdarXYpu/w0gSL4Zzbuwa7UxWnYDSUa8eB6nUHAFlOgCglwWRUpw5azFmQFRn+Xn+LiIJPfWJBMAiHOAC4j3xSFPh90V5XdkcmoqMOaMeHig6idWJqwJ5PRMGhMeKAXm2EcIgF+RX5MBrKtGO1TRCYn8nuaAFFMUAQ1H9/jsYlvTGBRTVybtkaisJhe9dDRQfdjgOZwFKfdx5Mxj8BAAZDBY4U5cLQpCWA8PgyQER1E6qxIJTjgLOxWFRhc1s8XZSaQlGiA1YPz7hzqPgQ+qNnwJ5PRMEhVOMAELqxwDVpuKvggNtrgW0TmOEQm2uxyGw6CZtkAxBb+2VEfsIEFlGQOlh0yO04kL3uAOBwtAKi/9SO39j6Byoq1VnHofplgIgoFDgbi2ZTNpokidr5QHdkyHISJCkRRmMJAOBA0UEUVYoQBIEdGUREfuSaNExK2I0oS9Vrge/UztQSWIIg42jxETSNvTigdSByYgKLyMP778/B/PnvAQBuvPEWPPvsCzWWLSoqwtChgyFJEi6//ArMmjW3Qc929rZIioTDxYe18w4xDYri3tNhO/EnoABRmZc06Jk1sTtaoTzHisLtOSg9cgaO4p+hyEYYk5tj4elrcc+dY5GY6J/597m5ORg9egguueQyvPvu+355BhFRbfSMBU6eUzUc1XRk+D8WZEI5tRmFv6qx4JaiVYACnH9eJvr07ovbb7+TsYCIwlIwxAFAhtlUtRatKKbq0CbIRHnuGi0OPFWyHgbBgFYtM3H11X0YByiguIg7US3+7/9+giiKNb7+ww/fQ5Iaby6/s7fl4ZV/wC7btPOeCyiW7fgOhZ8/B6n4ZKM925UiSyj+v6U4MHsrCrfnIio1FindWiGmUz9AlvDJ4vm4667bcOzYUb88n4gomAQ6FjiZ3da/MsDuaOH2eiBiwcnv/3SLBYmXX4GYTtdCkiQsXPgBYwERRQS94oDJdAoGg1079hx9FYg4UPjjahx4tyoOJHQ5H8Z218AhiowDFHBMYBHVIDU1DVZrCbZu3VxjmbVrVyM2Nq7Rn+25659nsJLLzzT6M11Z13+Isl+/QMx5mej0aC9cMOZStLy+DVKvG460sW/i3vEPo6DgNP72twdgtVr9WhciIj3pFwuc25WfPRKbAzC7lQhELCjZ8iPiWidrsaD54IuR1P9BvPP+Ejz44ETGAiIKe7q2CUzuI3H1aRN8idjWzbU4kHljKyQPuJtxgHTBBBZRDa69dgAAYN2676t9/fTpfOzY8Tv69OnX6M82m3K0/68oAhweve7+ZM/Zi7LfvoYxqTnShk+COTFKe81iyoEgCBh9x9249tqBKCgowOeffxKwuhERBZpescBsOqnt+gQEfh1E11hw3h39tVigxicFgiBg7Nh7GQuIKOzp2iYwe7QJRH3aBE1H3ufeJjDnMA6QLrgGFlENLrywHVq3Ph//938/weFwwGx27/leu3Y1ZFnGwIHXYdWqFdXeY9Om9fjkk4+wd+9u2O12tGjREgMGXIc77rgL0dFVO0lNm/YiVq78BguWLId14/9w+sC3EK2VMCVEIfGi82G6XIbh7ONPfTABkjUfAFC89m0Ur30b6ePmwJSYAQCwnzyA0m2fwZGzB7K9HMaEpohpfzXiuo6AwRJzzp+7fOdqAAriu42AJLSGogDOdXrN5hygsisAYNy4Cejc+RJ07drD7fp9+/bik08W4/fft+PMmUKYTCa0apWJ6667EbfdNgYGg5o3d85pHzFiNJKTm+DTT5dAlmUMGzYCw4ePrrF+q1atwLJln+HgwQOQZRmtW5+P66+/GSNGjIbJxI80ImpcesWCkk1LcHLPdjhKbDAlRCG6nQGx3S+DwayWD2QsEAUTLCgCABgMlTAazgBQG1GMBUQU7vwVB2655Wb85S9/cSt37jaBok+bAK0BbNJec+1sb+w48NlnH0OSJAwdyjhA3vgvS1SL/v0HYf7897Bly2ZcfXUft9e+/3412rfviMzM1tVe+8EHc/HBB3MRFxeHq6/ui8TEJPz66xa8//4c/PzzD5g1ay7i4uLdrnnlxadRfvQokjsnw2AxoXj3KRRs3IuovBlIufkZAEBcl1tQeegX2LN3IeqC7jA3bQNDlDpkuWL/ehStmgHBaEb0hT1hiEuFPXcPSrcsReXhrUgd9QoMUbVve2s7+isAIOqCrlCUKIhSGsym0wCqet4BoE2bC9GmzYVu127ZshlPPvkooqNj0LfvNUhJSUV+fh5+/vlHvP32GzhzpgAPPfSI2zU//rgONlslbrjhZpSUlKBz58uqrZeiKJg+fSq+/XY5UlJS0b//IJjNFvzyyya8+eZ/sHnzRrz22gwGLCJqdHrEgpJjB5F8caoWC6xbv4e90KpLLHA48t12pVVHBKg7UDEWEFEk8EcceOutt/D999/jjTfeDfo2gSglQ5bNMBgcAACzOVcr19hxYMSIESgqKmIcoGrxX5WoFs5g9cMP37sFq+zsE9izZxceeuhv1V63a9dOfPDBXDRv3hJvvPE2WrZUp36Iooh//etlrFz5DWbNmomnnvq723UlJcXInPAwkpuqASOjb2vsmbkdtkO/QCotgDE+FXFdhkC2lcGevQvRbXogtvMgAIBUVoTiNW/BEJ2A1Fv/BVNShnZf6+aPUfrLx7BuXISkax+o8edVRDvkimIIllgY41IAAA5HCy2BZTDYYDQWwtnz7mnWrBkQBAFz587Heeedr50/cuQw7r77NqxY8Y1XsCosLMB//vMWevbspZ3Lzc2Bp3Xr1uDbb5ejY8eL8PrrM9GkSRMAQEVFBf7+9yewZcsmfPTRQtx99301/nxERPUR+FhQhA6TroIlQe2dTrmqOw68vUa3WOAQ3UcbuPa8V4exgIjCjT/iwMyZ/8KXX34ZOm0CsTmiLMcBACbjKdgkG4Dqk2ANiQM333wdACA/38o4QF64BhZRLS64oA3atLkQ69erQ4ad1q5dDUEQMGDAddVe9803XwEA7r//r1qgAgCTyYS//W0K4uMTsGrVt7DZbG7X3ThkBKKTSqrKx1lgadERACAV56E2FXt/gCLaEN99lFugAoD4HqNhiElCxZ4foEg176Ai20oBAIK5akqL51z7mhouiqJgwoS/4vnnp7oFKkB9H1NSUlBU5L3QZHx8Anr0uLLWnw2oek8fffRxLVABQExMDKZMeRoGgwFfffXFOe9DROSrQMeC3oMHaskrAFAsF8DSohMAfWKBLCdAkhK01y3mmhNYjAVEFI78EQeeffZZJCYm+tAm0C8OAO5tAkFQkGXN8roOYBwg/9J9BNa///1v3HrrrTjvvPP0rgpRtfr3H4R582bjl182oXfvvgDUYHXJJZchI6MZTpzw/vDev38vAOCKK7p5vZaQkIC2bdvh99+34+jRI+jQoaP2WqvM1jCLP2nHopQEIUqdsqdIDq97uXLkHdD+17p5idfrgskCuaIYYlEOzKnV/70ZohMBCFrQApw7X1WpqeEiCAL69LkGAFBQcBqHDx9EdnY2srKOY+/e3ThzRg1UkiTBaDRq17Vo0QKCc5GtWuzfvxdRUVG46KLOXq+1bNkK6elNkZd3EiUlxUhMTDrn/Yiqw5hENfF3LGjXvgPskvp5Lya5fz2zO1po00L0iwUtYDTuAwAYjSUosZUgKaqJ17WMBRQOGAuoOo0dBxITE9GhQwds3bq1Dm2CZP3bBB6bSh0rOYquGR287884QH6kewJr3rx5eP/999GtWzeMHj0a119/PSwWi97VItIMGHAd5s2bjR9+WIPevfvi6NEjOHToICZPfrLGa8rK1A/7+Pj4al9PS0sHAFRWVridt8MOo6FMO1YDRVGd6ilXqtdV7P2p1nJKZc1b3ApGE4wJaZCs+drwZLXnPRFGo9oLZDblwmqTAAAF2Ufd5rwfO3YUs2bNwObNG6EoapBt3rwFLr30chw+fAhWa4l23ikqKhp1UVpaisTEJG3BR0/OYFVRUcFgRfXGmEQ18XcssNplbMwqBwBsyz+J1NSqcp4dCbXxVyxwOJojOmqfVuaY9RgyE9UE1pEjh3HBBW2qXmMsoBDHWEDV8UccyMhQR0h5tgls1bYJvEctVcdvcUDMgKIYtB1yj5Yc1cozDlCg6J7Aevzxx/H5559j69at2LZtG15++WXccsstGDVqFDp16qR39YiQmXke2rVrj/Xrf4bdbsfatathNBrRv//AGq+JjVV7yvPz89GqVabX61arGjA8P1RPlp8EXD671aG6u+tUT+HsbiKpt70GS7P2dbqmOlHnd0X5n9/BdnS7NpfeITbXElhGYwmmrDmEyuwcFHz6FFq3Ph+LF3+GiooKPPLIX3HmTCHuumsc+vTph9atz9feiyFDBte7TgAQFxeP4uKiand/AQCrVa1fUlJyg55DkY0xiWoSyFhgMhYAUK8VxSZQlNoX2nXlr1hg95hOfrTkCHq3vBw7d/6JBx8cx1hAYYWxgKrjjzhQXFwMQI0DsqJoI3GzrLnOMADA2ZGxq0719F+bwAxRTIfZrE5hPG7NQmGFHQf27saUSeMZByggdF8Da/z48Vi5ciU++ugjDB8+HKIoYvHixRgxYgRGjBiBJUuWoLS09Nw3IvKj/v2vQ1lZGbZt24J169aga9fuaNIkpcbyziHAv//+q9drNpsNu3b9iZiYGLRooTYInD0Q2aUn3cp6DtWt4j281px+gXrNyf3VXlGyYRFKt34G2VFZY70BIObigQAElG77DIqoDlG2O1q6P8uUi7LtywAA3burc9W3bfsFp0/n46abhuD++x9Cp04Xa4HqzJkz1c5190X79h0gyzL++OM3r9dOn85HVtZxtGjR0m1LeiJfMSZRbfwdC5wMhqq1UDzXIXQXuFggSamQ5Sjt9WMlxwAAH3+8CABjAYUXxgKqSWPHgT/++EOLA64jcX867j4dMVjaBK4xySHb8fDKP/H3me8DYBygwNA9geV0xRVX4JVXXsH69esxdepUXH755dizZw/++c9/ok+fPnj66aexbds2vatJEcrZs7Jw4Qc4duxojQs1Ot100xAAwAcfvIecnGztvLrjyL9RWmpF//6DtKGyDnUkLvYXVm1JK8sxkOTkau8vGNT54q5z4GM6XQMYTLD+8gnEM9lu5cv++BZl2z5H5cFNMJhr/zC3ZLRFbOdBkIrzUPjVS5DKi9ymr8iijOL1n6Ly4CYkN0nB3XePA1A17Dcvz31hSZvNhtdemwZZlrX3oD6c7+msWW9oc+cBoLKyEq+//gpkWcaNN95Sr3sTeWJMour4OxZUp+ZGS6BjQbFbLMguzsZbb8/Ajz+uQ0pKKmMBhSXGAvLUmHFg2rRpKCkpqTYOqCNxVcHUJrC7xCRZlFGyYSHbBBRQuk8h9BQbG4vRo0dj9OjRyMvLw/z587Fw4UJ89dVX+Oqrr9CmTRvcddddGDVqFEymoKs+hamWLVuhU6eLsHPnDlgsFvTr17/W8p07X4p77x2PBQvmYdy4Mejduy8SE5OxfftWHDp0EG3btsekSY95XWc0WgGovThqgKh+IUNDorpuStlvX0Oynkbc5TfBlJiBpGsfQPG6d5G/eDKiL+wJY0IaHPmHYT/+B4SoeCQNnFinnzfxmgmQHTZU7vsJpz6YgOjzu6Ky2SlI5eUoO1IEe1ElDLFN8OIr/0VKirpQy6WXXo5Wrc7DL79sxMMPT0DnzpeitNSKTZs2oKDgNJKTk1FUVITi4iJERzerUz1cDRp0PX75ZRO+++5b3HPP7bjqqt4wmy345ZeNyMnJRvfuPTF27L0+35eoNoxJ5CpQscCV59Q9V4GOBWUXXojYpuUQy+woO1KEHUWVSE1Nxb/+9QZjAYU1xgJyauw40LFjx9BqE1xwOcqb5WlxgG0CCrSg/IQ9deoUvvrqK6xcuRJ79uyBoihISkrCxRdfjC1btuCf//wnlixZgrlz52oL3xH5W//+12HPnt3o2bNXjQsxuho//kF07NgJS5d+jPXrf4YoimjVKhMPPPAwbr11DKKiomq9vrZFe2PaXg3b0d9gO/wLynesQFTmJTDGpyK28yCYmrRE6fZlsB3/HYqjEsb4VMR0HoT4bt5b6dZEMJqRPPhR2Dtdg/Kda+A4fRQFx09BgAxLaiyaXnMBDB2eQ7v2VetAREdH44033sacOW/j99+3Y8+e3UhLS0PHjhdhzJi7sG3bFsybNxsbN67H8OGj6lQPT3//+4vo0qUrli//Et9/vwqCYMD555+P228fi2HDRta4mCNRQzAmkatAxgJJjoUsJ9b4eqBjgS3/ICqOnAYAWFJjceXQ/nh03DNokZqsXcNYQOGKsYCcGisOPPbYY7j33ntRUmKv9fpgaxOcPpYHAQosqbFI79ceho7PoV37qrW2GAfInwTFc/l/ndjtdnz//ff44osvsGnTJsiyDEVRtN0/brjhBlgsFpw+fRovvPAC1q5di2uuuQazZ8/Wu+pBKz+/5p0l6qLYJmH88txzFwxC84Y0R1KU8dwFg0SxTcIja75EXOwW7dyZ4lHnWPsksGJjtiI+dpN2fKZ4BN69sXtIvc/p6QkAGv63EYqcPzvVTbjFpIb8zodqLKgtDgTjZ0GxTcKEr48irckcOHcRt9nboNh6s74Vc+NAespsCIL61dFmb41i69CQi7n1EYy/M/XBWOCbcIkFbBME5+eT5+eK832Oi9ns1iYoLB4N0YfdaP0tIW4NYqL3aMenz4zD3JvbN9r7HC6ft42pMd+TUI8Duo/A2rFjB7744gusXLkSJSXqdppNmjTBsGHDMHr0aLRp08atfFpaGv7973+jW7du+OWXX3SqNVHjM5mqFnBXFAMcYlMda+PNIbr31Jhd6ksULhiTSE8m4ykteQUADofvUyv8ywxRSoPZlK8emfIABEU/KFGjYiwgPZlNVclCRTFAFNN1rI03h9gMMahKYKltgvrvdkjkC90TWLfeeiuEs9/WevbsiVtvvRWDBg2qdktMp6ioKAiCgMTEmofVU8MlWAyYN8S3bH9aqjqM9nSBvjuzJFhCa9iorMhnGwIqUUpDEPx5uhHFDCgKtMaV2cwEFoUfxiRv9YkFwSDU4gDg/bnq2XEQDBxiMy2BZTBUwmgoBhA8o4WJGgNjgbvGiAN6tRFCLxYoMLm1CdIRfG0C984VdmpTIOn+15CamooRI0Zg9OjROO+88+p0jSRJWLRoUZ3LU/0YBMHnoaDJMeqvlCNIh+oGq4KKAo9t04Ov0aIoUZCkFJhMhQAAkykPQTIDmajRMCZ5q08soPoxu43EFSAGYSxQGy5/asfq6OFONZYnCkWMBe4aIw6wjVA3RuMZGAxVa2I5HEEYB6RUKIoJgqDuImhiAosCSPcE1s8//wyj8dwfZBUVFTh+/Dg6dOgAs9mMLl26BKB2RIGRVZrldiwG3bQRlUNspiWwjIYyFNuLkRydqnOtiBoPYxLpRVEUtwSWJKVAgUXHGlXPszHFnncKR4wFpBfPz1SHGIxtAnWpE4s5BwBgNp2CJEsAmJwk/9N9TGXnzp3x1FNPnbPcU089hXvvvdf/FSLSQZbVPYEVnMHKe2SYZ72JQh1jEunljO0MDIYK7ThY44AkN4EsVyXWzOaTsNokFNskyByVS2GCsYD04jp9EPCerhcsXGOUIEg4Wc7ODAoM3RNYiqKccxqS1WrFkSNHUFZWFqBaEQVWlvW49v9lOQqSnKxfZWrhGUSZwKJww5hEgSQrCorPJn8OnDnm9lqwJrAAwa1uJuNpTF6Vg/HLc2G1yzrWi6jxMBaQXlwXcJflaEhyko61qZl3m+B4DSWJGlfApxCOGjUKu3bt0o4FQcDXX3+Nr7/++pzXdurU+GssbN68Gffeey+GDRuG6dOne72+bNkyLFy4EEeOHEF0dDSuvvpqTJ48GS1btqz2fr6U9/XeFJ7sksOt10JtGAg1X6AjzznvDFYU6oItJlFksdplbWv6+Nj9iI2pei14E1hqwyXKon7+C4IMkyk/qLZ4J/IVYwEFA7tkh8lYoB0Hc5vAM0YdLj6OYpsEQF043yAEZ70p9AV8BNY//vEPrVfD2bPhelzTfy1btsRzzz3XqHUpLS3Fs88+W2MPy4wZM/DUU0/BZrNhzJgx6NWrF1asWIGRI0ciK8t75Ikv5X29N4UfZ8/73sLjkJWqXutgXLS3ijrn3Sm7NBuFFXZOHaGQFUwxiSKb67onsmKGJDXRsTa185xOznWwKNQxFpCenG2CA2eOQxCqvk8H46ZOTrIcD0mK045/P3UU45fncjQu+V3AR2Bdfvnl2LZtm/bB36NHD9x444345z//WW15QRAQFRVV67a19TVt2jRkZ2dX+9revXsxe/ZsdO3aFQsWLIDFoq73cMMNN2DixImYNm0aZs+eXa/yvt6bwpOz5z0mehcSqj7/g7rXHQAcYnNt0UZREfHwyp0QpaaYN6Q5dyqjkBNMMYkimQiTKb/qSMxAEKzyUCPPOGU2nURFDWWJQgFjAenJ2SaIjd6LeJc2QbCuf+XkEJvBaDwEADAZiyAIlVCUaJ1rReFOl10I4+Pjtf8/ceJEdOjQAQkJCQGtw7p16/DFF1+gf//+WLdundfrCxcuBAA8/PDDWoIJAAYNGoTu3bvjxx9/RF5eHjIyMnwu7+u9Kbx57zYS3P/uniPEzKaTEKWmNZQmCn7BEJMosplMpyEIknbsCNKdaJ0UJQailASTsRgAR2BReGAsIL2ZQmIHwiqi2AyIOqQdm015sDta61gjigS6d+9NnDgRgwYNCugzCwsL8dxzz6FHjx4YO3ZstWU2b94Mk8mE7t27e7125ZVXQlEUbN68uV7lfb03hTez6ZT2/0UpCYoSU0tp/XkGU5NL/YlCnR4xichsdP8cDfaODMB9ZIDRaIUglOtYG6LGxVhAejC77EAoSk2gKFE61ubcvNsE7Mwg/wv4CKxXX30VgiDg/vvvR0pKCl599dU6XysIAp5++ukG1+HFF19EeXk5XnnllWrXm7Lb7cjJyUHLli3dRkg5ZWZmAgAOHz7sc3lf703hTRAqYDSWaMfBvf6VSpbjIclxMBrUXXfMHtv9EoWSYIhJRJ4dAaEQCxxiU0RH7dOO1c6YC/WrEFEDMBaQ3gShHEZjqXYcGh0Z6VAUQVu3y8xObQqAgCewPvzwQwiCgNtuuw0pKSna8bm2qgUaJ0AsX74cq1atwvPPP4/MzMxqE1jFxcVQFAVJSdVvW+ocTmy1Wn0u7+u9GyI9Xb9hz3o+O1SYK0SvD3rXBdKDmSg2hdFyBABgNBYCcCAtNR7JMbrMSvYZfz/JSe+YRAS4dwRIchxkJb6W0sHBM8nG0bgUyhgLSG+ebQIxBNoECiyQpCYwmQoBMA5QYAS8tfnwww9DEAQ0aaLurjNx4sSAPTsvLw9Tp05Fr169MGbMmBrLORwOAKh2hJTreZvN5nN5X+9N4S0Ue90BNdEWdTaBJQgKTKbTOteIqH70jElEKsfZjgBVKDRaAEAU09jzTmGDsYD0ZvKY0RAKI7AAtZ7OBJbRUAaDUHqOK4gaJuAJrEmTJrkdBzJAPPvss5AkCdOmTYMgCDWWi45Wd09wJps82e12AEBsbKzP5X29d0Pk5zd8FJevnCNb9Hh2qCm2STC5rHuiKOpQ3FDgvZB7Hk4XlMIR5LsQRvLvJ0edVU/PmEQEOBdwd902PTQSWF4970ZOJ6fQxVhAenPtBFAUAaKYpmNt6k7dyGmPdqx2zrfTrT4U/nRfxL02kiThzJkzjXKvJUuWYP369XjqqafQsmXLWsvGx8fDYDDUOI3Ped453c+X8r7em8Kb27QRqQkUVD8yL9h4NrA4ZJgiQWPGJCInz3UEQ2UkLuA+QsBoLEOJvaSW0kThgbGA/MH1u7QkpQAw61cZH3i2CTgal/wtKBJYJSUlmDdvHvbu3audW7p0KXr27ImrrroK1113HTZu3NigZ6xYsQIA8Pzzz6NDhw7af+PGjQMAfPnll+jQoQOefvppWCwWZGZmIicnp9qRUs51s9q2bQsAPpX39d4Uvqx2q/tijVLoNFoUJRaSVLVGi5k97xRGAhGTiJw8OwBCZQQW4Ox5r5Jdmq1TTYgaH2MBBUqJrUTbHAkInemDQNVC7k7s1CZ/033F5YKCAowaNQonT55EYmIiOnbsiH379uGFF16ALMswGo04fvw4HnjgAXz55Zf1TuwMHz4cPXr08DqflZWFr776Ch07dsTAgQPRqVMnAECPHj2wdOlSbN++HT179nS7ZtOmTRAEAVdccYV2zpfyvt6bwpPnF/1QWffEySFmaAk4o/EMbKINiGr41FciPQUqJhE5uXYASFI8FCV0Pkc9k23ZpScAdNanMkSNiLGAAulE6Qm349BqE5ggSqkwn10P12zKq9PmB0T1pfsIrHnz5iE3Nxfdu3dHly5dAACffvopZFnGrbfeih07dmD69OlwOByYN29evZ8zYsQITJo0yeu/YcOGAQA6deqESZMmYeDAgQCAkSNHAgBmzJiByspK7T5r1qzBtm3b0L9/fzRr1kw770t5X+9N4SnbI1iFUm8L4N7zLghATlmOjrUhahyBiklEAGATbTAaq6YihVwc8Oh55wgsCheMBRRIId8mcKmvwVCBYnuxjrWhcKf7CKyff/4ZTZs2xfvvvw+zWZ3r+8MPP0AQBIwfPx5GoxHDhg3DwoULsXnz5oDVq0uXLrjzzjuxePFiDB06FAMGDEBeXh5WrlyJtLQ0PPPMM/Uu7+u9KXzIigKrXQYAHCupClahtFijk2fv0OGiLFyQdAESLAYYatkkgSiYBWtMovCUU5YD149Lzyl5wc+95z3LegJFlSIEQWAsoJDGWED+JisKiipEAJ5tAgNEKVWvatWLQ2yKGOzSjrNLs9E6MbR+BgoduiewcnJy0Lt3by04HD58GDk5OWjRogXOO+88rVxmZiYOHDgQ0Lo999xzaNOmDT755BMsWrQIycnJuPHGG/HII48gMzOzQeV9vTeFB6tdxvjluQAUpDbJgvHsGMhQWqzRyXPqyLeHDmHJH+0wb0hzJAX5boRENQnmmEThw9mZcbgoy+18aE0bUYliUy2BVS6W4YFvD0CWExgLKKQxFpC/We0ybpt/AICCtCZZMJxtE6jJK92b6D7x3HxEHVF2qT6VobCn+1+HxWJxW8x8/fr1AOC1NlRhYSGioqIa/flXXXUV9u3bV+1rgiBg7NixGDt2bJ3u5Ut5X+9N4cVgKIPRUK4dh9pQYQBQlBhIUiKMRnXXKS7aSOFA75hEkcHZmZEYfwjRLr9GobSAu5NDzEAMdmvHJtMp2O3cSZlCG2MBBYrBYIXBULWkTCjtROskSilQFAMEoWqWSbFN4khc8gvd18A677zz8Pvvv6OiogIAsHLlSgiCgL59+2pljh49it9++40LJFLYMBk9t00PvUYL4N7YMhmLIAg2HWtD1HCMSRRI7tumJ0JRYnSsTf14xi/uSkvhgLGAAsUcwjvRVjFBlKqWQjlUdALjl+doy6YQNSbdE1iDBg1CUVERRowYgbvuugu//fYbEhMTcc011wAA5s6dizvvvBOSJGHIkCH6VpaokZhN+W7HjpBb90Tl2XAxGfNrKEkUGhiTKFAEwQaTsUg7Ds1GizrdRVGqvk6aTIwDFPoYCyhQTEb3BFbodmq7LuReCYPBqmNtKJzpnsAaN24c+vTpgyNHjmDr1q0wm82YOnUqYmLUXshPP/0UBQUFGD16NO644w6da0vUOFx73UNxAXcnz8QbpxFSqGNMokAxGU+7HYtiuk41aSgTRClFO1JHE3ALdQptjAUUKO5tgtBbwN3JM4Z5jiwjaiy6r4FlNpvx3nvvYfv27cjLy8MVV1yBjIyqDO6ECRPQpk0bdO/eXcdaEjUu1x5qdQF33f8U68U7WLHnnUIbYxIFimfCP/R2IKziupC7wVABg6FM5xoRNQxjAQWG4vbdWU1ehebmF5yVQYESNK3mK664otrzt912W4BrQuRfglAOo8uXe0fI9ro7F3JPgNGoDhP2HAZNFKoYk8jfPKfahXIs8OzMUBsu7fSpDFEjYiwgfzIYymAwVGjHoTp9EPBeyJ2zMshfgiaBBQCSJKGyshKKUvPQ8/j4+ADWiKjxeQ6pDeVedwAQpXQtgWU0FsEu2QGE3kLERJ4Yk8ifzEbXkbjxUJRYHWvTMJxOTuGMsYD8xXv9q9DtyHBOJ3eOxuV6iOQvQZHA+uabb/Duu+/iyJEjtQYHQRCwe/fuGl8nCgWeH+ihHazUUQNRlsMAAEFQcLIsF+mxbXSuFVH9MSaRv9klO4zGQu1YlEI7DohiGhQFcO6WzunkFA4CGQuKioowZ84crFu3Drm5uUhNTcWAAQPw0EMPISUl5dw3oJDkNRI35GNB1XRyo6EcJfYSJEU10blWFG50T2CtXbsWjz/+eJ3K1hY8iEKFV2+LFJoLuDt5DnfOLsvBJelMYFFoYkyiQMgrPwlBqPr9CfWODMAMSWoCk+kMAE4np9AXyFhgtVoxZswYHDp0CL169cKAAQNw+PBhLFq0CKtWrcKnn36K5s2bN+gZFJzMYbKpk5NnZ0xOaQ4yE5jAosalewJr/vz5AIC7774b48aNQ9OmTWE0hubidUR14b5YYzIUJUrH2jScZ8MrpzRHp5oQNZweMYk975En2+Nz0hHC6544iVJTLYFlNJaizFGGpKhEnWtFVD+BjAWzZs3CoUOHMGnSJEycOFE7/7///Q9Tp07Fm2++iVdffdUvzyZ9mdymkjcBYNavMo3AM5bllGUDuFifylDYMuhdgd27d6N9+/Z49tln0bx5cyavKKxViBUwGku049DvdQdkJQ6SXLV2ywlrNoptEoptEmSOUKEQE+iY5Ox5/+CDD9C8eXOMHTsWHTp0wKJFizB06FDk5ub69fmkj5wy9wRWqE8hBLwXoff8GYlCSSBjwYkTJ5CWloa//OUvbueHDh0KAPjtt9/89mzST6mjFEZjqXbsuZZgKHJOJ3dipzb5g+4jsARBwPnnn693NYgCwvODPJR3G6kiQBTTYbQcAwCcLM/D+OVZAEyYN6Q5kqKYlKbQEeiYxJ73yJRTmq39f1mOgSyH/gLQnvEspzQHyOioU22IGiaQseDtt9+u9vyhQ4cAAOnpoZ/gJm+5Xm2CcPh3dp9Ozo4M8gfdR2B17NgRBw4c0LsaRAHh+UEe6os1OrkGXUGQYXJZnJgolAQ6JrHnPfKIsoi88jztWB25JOhXoUbiOYrseMkJjsSlkKVn+6S4uBirVq3C5MmTYTKZ8NBDD+lSD/IPWVFQbJNwpPiE2/nw6NR23129yFaEUnuZjrWhcKT7CKz77rsPDz/8MD799FPceuuteleHyC9kRYHVLuN4Sbbb+fDobXEPVoC6hbrnOaJQEOiYxJ73yOGMAzmluZAUSTsfDtMHAUBRoiBJido0+T9Pn8D45bkciUshSa/2yZIlS/Diiy8CAIxGI15//XX06tWrwfdNT09o8D0aSzDVRQ9FFSJum38AifFHEO2yDG6ob+rk5BDTER21TzvOFU/jopQ0JEYbYRB866yJ9N+V6vA9CYIEVpMmTTB48GC8+OKLWLVqFS6//HIkJiZCqOEX/O677w5wDYkazmqXMX55LlKSjsN09q9OkhKgKDH6VqyReK59YjLlAzadKkPUAHrHpOLiYmzevBnTp09nz3uYccaB6KjdSHSZMRguve6AuoCvM4FlMhZBEBgIKDTpFQtSUlIwYcIE5OfnY/Xq1Xj88ceRm5uL8ePHN8r9KXiY3DZ1Sgr5TZ2cPDvnX177G8orjVg2rh2SY3RPPVAYEBSd9wHv2LEjBEHQtqCtKTAoigJBELBnz55AVi+k5edbA/5MZ1ZYj2cHs2KbhPHLjyM9Zba2dbrN3gbF1pt1rlljUZDWZC4MBrWx4nBk4EzJbUHX8x7Jv5/ssakbPWNSdT3vN910U6Pdn/RVVCFi2PwDiI/7EbHRO7TzBWfuhiQn61exRhQbvRXxcZu04zPFI7H0rmvYaKGQEwztkxMnTuC2227D6dOn8dlnn+GSSy6p972C4XtPJH8Hc1VskzDh66NIT5mjnau0tUNJ6Q061qrxCIKt2p/NlzYBf1e8NeZ7EuptAt2/UQwbNqzGoEAUTkym01ryCvAetRTaBIhSOiwGdT6/yVQAQNa3SkT1oGdMYs97ZHDdNl2WLZDkJB1r07g8p0O6jjAgCiXB0D5p1aoVxo8fj+nTp2Pt2rUNSmBRcDEZT7sdh8uSIoD3dHLGAWpsuiewpk+frncViALCbHT/AA+nYAWoW+dazGoCSxBEGI1FAFrqWiciX+kZkwYPHozBgwcDACZNmoTbbrsNr7/+Onr27Nnghgt7Md3p0btbbJMAKDCZqhou6pon4dOJ5xnXTMZ8nC4ohSOIRuLWV7iMCAj1nvdACVQssNvt2Lp1KyRJQt++fb1ez8zMBAAUFnJznHDimdQJl7UQnRxiupbAMhqKIMCuc40onOi+CyFRpHBttADhF6yqa7gQUf04e94BYO3atTrXhhqL0VAMg+DQjsOtI0NW4iDJsdoxe96Jame32zFhwgQ89thjsNu9G/m7du0CAFxwwQWBrhr5ked35PCaleHexhEEwGgq0LE2FG6CJoGVn5+PmTNn4o477sA111yjrQMyY8YMrFixQt/KETUC1y/yshwNWY6vpXTocXDqCIWRQMQku92ODRs24Oeff672dfa8hx+T6ZTbcbh1ZADuSTmTsRCiLOpYG6KG8XcsiI+Px4ABA2C1WjFr1iy313bu3IkFCxYgNjYWN98cLmumEuD+HVmS46AosbWUDj2enTNm46kaShL5TvcphADw008/YcqUKSgrK9MWQywvLwcArFu3DnPnzsX27dvxj3/8Q+eaEtWPpEhu893VD/bwmTYCAJLUBIpihCCo28N7TpkkChWBiknOnvfY2Fhs3LgRFovF7XX2vIefcF73xEkU0xFlOQYAEAQZp8pPITUmU+daEfkuULHg73//O3bu3Ik5c+Zg27ZtuOyyy5CTk4O1a9dCEATMmDED6enh91kRqURZhMlY1TElimk61sY/vNdDPF1DSSLf6T4C69ChQ/jb3/6GyspK3H777ZgzZw5cN0YcNWoU4uLisHjxYqxbt07HmhLV3+mK01piB3CuexJujBClVO3IZMqHzpucEvkskDGJPe+Rx7XXXVEMEKUUHWvjH57xLbcsR6eaENVfIGNBs2bN8Pnnn+Ouu+5Cbm4uFi5ciC1btmDgwIFYunQpBg4c2NAfh4LIqfJTEISqjY7CsSNDluMgy9HaMWdlUGPSfQTWu+++C7vdjpkzZ+K6667zev2ee+5B586dMXbsWCxevBj9+/fXoZZEDZNb6v4FPtzmujuJYhrMZ6fIGAyVKLGXIDk6/BpoFL4CHZPY8x5ZXL/Eq8mr0F/c3JMoNnU7zinL1akmRPUX6FiQkpKCf/zjH5xtEgFyPJL64TiVHBAgiumwWLIAqKOPJVlCOMY8CjzdE1ibN29Gp06dqg0OTl27dsVll12GgwcPBrBmRI3H8wt8eAYr716kQ0UnkBSlbhGfYDHAoPOW1ETnEuiY5Ox5f+edd7B27Vr88ccfSExMxMCBA/Hggw+iY8eODX4GBQer3QqjoVw7DsdedwCQ5CTIillbrJ4jsCgUsX1C/uL5mRiuscAhpcMCNYElCDLyK/KREsPdyanhdE9gFRcX44orrjhnufT0dG09EKJQICsKrHZ1iPAJa7Z2XlGMkKQmelXLrzwTcwt2HMQ7FeoIrHlDmiMpDLZSp/CmR0xiz3tk8Gq0hGlHhtrzngaLWe24yS3LhazIMAi6r1pBVGdsn5C/uHZqy7IZkpykY238xzMxd7joBJrFNWOHNjWY7t8mmjRpgqNHj56z3OHDh5GSwqlIFDqsdhnjl+di/PIcHC6uario64Po/qfnF6KYBtdlrzy3CSYKdoxJ1NhkRUGxTcKR4my38+Ha6w64J+dskg0FFWd0rA2R7xgLyB9kRcZJlwSW+lkZnskczxj36Z5DGL88V+vcJ6ov3VvRPXv2xIEDB7B27doay6xatQqHDh1C9+7dA1gzosZhMJTCYKjUjsO50aLAAklO1o7NXLSRQgxjEjU2Z2fGqsNH3c6H52YeKs84t//MCRTbJMjc2INCBGMB+cPpikLYJJt2HI47EDpJcjIUpWqyFxdyp8aiewLr/vvvh8lkwuTJkzFz5kxs2bIFAOBwOHD8+HHMnz8fTz/9NEwmE8aNG6dzbYl85zkKKZyDFeD+8xmNJRAEWy2liYILYxL5i+uXd0lKhKJE6Vgb//JMYL332372vFNIYSygxuQcibv/zAm38+E7lRwADG5tApPxNAB2YlDD6Z7AateuHV577TUIgoDZs2fjnnvugSAI+O677zB48GC89tprcDgceOGFF3DxxRfrXV0in3n2ODjCOlh5N1zUgEUUGhiTyB8E2GE0FGnH4boTrZMopUBRqr5isuedQg1jATUm50jceb/tdzsfzrMyAPc2j8Fgg8Fg1bE2FC50X8QdAG644QZcdNFFWLBgATZv3ozc3FzIsoz09HT06NED99xzD3diopDlmsBRlAgYgeWRoDOZ8uEQuesIhQ7GJGpsRlMBXNesDe9edwAwQZKawGQqUI+YwKIQxFhAjc1kcm0TGCBK4b1+mlentikfQAd9KkNhIygSWADQunVrvPDCC3pXg6jRua4DJclNAJj1q0wAcAQWhQPGJGpMZq+p5OGewFJ73p0JLKOhDIJQrnONiHzHWECNyTWZryavgqYp7heeaz16xkKi+tB9CiFROBMEG4zGEu043EdfAYCsxEKWY7Rj9rwTUaTz/BwM5wXcnTzjnevIAyKiSCMI5TAayrTjSGgTiGIqFKVq+DHjADUGXdO+DocDa9euxcaNG3H48GGcOXMGgiAgOTkZHTt2RJ8+fdC3b18IQnhuL0rhz3P0UST0ugMCHGI6oizHAQAmYwEASd8qEdUBYxL5i+uXdlmOhizH61ibwOBoXApVjAXkD57Jm/CfSg4AZkhSMkymMwC8N7Yiqg/dEljff/89XnnlFeTm5gIAFI+tlX/99VcsXrwY5513Hl544QVcddVVelSTqEEisdcdUINyFNQEliDIMBrPAGilb6WIasGYRP4iKZJb8kZN7IR/w9dr6ghH41IIYCwgf/GeSh45bQJnAstotKJCrEBSVPh34pD/6JLAWrp0KV588UVIkoS0tDT07dsXF154IRITE2G321FcXIzdu3dj8+bNOHbsGCZMmIDp06fjlltu0aO6RPUWmSOwvIMy57xTMGNMIn86XXEaglA1CjVSOjIUJQaSFA+jsRQAe94p+DEWkD9F5giss22fqKrdF3PLctEsrp2ONaJQF/AE1pEjR/DSSy9BlmU89NBD+Otf/wqzufpFrcvLy/H+++9j9uzZ+Mc//oFu3bqhefPmAa4xUf2Z3BZwj4WsxOlYm8Dx3omQU0coODEmkb/lluW6HTsipCMDUGOBM4FlNJ6BQ3YAMOpbKaJqMBaQv7km8SUpAYoSrWNtAsez0ya3LAddwAQW1V/AF3H/+OOP4XA4MHnyZPztb3+rMTgAQGxsLCZNmoQnnngCNpsNS5YsCWBNiRpGkqWz6z+pImWoMABIUjIUpSo/zoXcKVgxJpG/nfRIYEVKrzvgPupYEBScKj+lY22IasZYQP7kkBxnl9NQRcpIXMC708azU4fIVwFPYG3atAlpaWkYP358na+58847kZSUhI0bN/qxZkSNK78iH4Iga8eR1GgBDBDFVO3IZDzttY4EUTBgTCJ/c/2yrihGSFKyfpUJsOp63omCEWMB+VNe+UkIQtX34EhZUgQAFCUWklw1A4UJLGqogCewcnJy0KFDBxgMdX+02WxGp06dkJWV5ceaETUuzy/qkTQCC3BP2BkMlSi2F+tYG6LqMSaRP8iKgmKbhKJKEdmlVbFAlFIRSVPoPHvej5XkoNgmodgmQWanBgURxgLyJ6+p5BHVqe3eBsorP4WCChvjANVbwNfAqqysRHJyss/XJScno7S0tPErROQnnsEqskZgeSfsTpblonViag2lifTBmET+YLXLGL88FwahDGkpZdr5SOvIkOVEyLIFBoMdALAp+zhW7lFj47whzZEUFTnJPApujAXU2GRFgdWuzsQ4VhLhndpiOqIsxwAAsiJh4srdEKV0xgGql4AnsERRhNHo+y+q2WyGLMvnLkikM2fAyrJWBStFMUXUtBHAu3cppywXQGd9KkNUA8Yk8ifP9f8irSMDECBKabAY1HioLmKsABB0rRWRJ8YCamzOjgwASE48DsvZZdVk2QJZTtSxZoHnOZ3cZMqPwHhIjSXgCSy9FRUVYc6cOVi3bh1yc3ORmpqKAQMG4KGHHkJKSopX+WXLlmHhwoU4cuQIoqOjcfXVV2Py5Mlo2bJltff3pbyv96bQoAasHKQ1yYFzJLq6HlTAZ+zqShJToSiAcLadwjnvRBRpXHedAiJr3RMnUUyHxawmsAwGB4yGYkhysr6VIiIKGMVtN241mRNZSXzP2Gcycndyqr+IalFbrVaMGTMGH3zwAZo3b46xY8eiQ4cOWLRoEYYOHYrcXPcG9owZM/DUU0/BZrNhzJgx6NWrF1asWIGRI0dWO9/dl/K+3ptCi8FQCoOhUjuOxF4GBRa3Rkp2aQ7nuxNRRHFttADONbAii3fPOxsuRBQ5jIZiGASHdhyJHRmSnMTdyanR6DICa9++fZg1a5bP1zTUrFmzcOjQIUyaNAkTJ07Uzv/vf//D1KlT8eabb+LVV18FAOzduxezZ89G165dsWDBAlgsFgDADTfcgIkTJ2LatGmYPXu2dg9fyvt6bwo93r3ukTXX3UkU02EyFgEAimyFmPD1Ubx3y/mc705BRa+YROHP9Uu6JCVCUaJ0rI0+vHve82FDW51qQ1QzxgLyB++p5JHYJjBAFNNgNp8E4DqdnMh3uiSw9u/fj/379/t0jaIoEISGDbc8ceIE0tLS8Je//MXt/NChQzF16lT89ttv2rmFCxcCAB5++GEtwQQAgwYNQvfu3fHjjz8iLy8PGRkZPpf39d4Uejx7mCNttxEnUUwDog5oxyZjAYDzdasPUXX0ikkU3gTYYTQUaceeO/JFClFKgaIYIAjqOkHseadgxVhA/sCp5CqHlK4lsAwGOwwGq841olAV8ATW8OHDA/1Izdtvv13t+UOHDgEA0tOrPlA2b94Mk8mE7t27e5W/8sorsXXrVmzevBlDhw71ubyv96bQ4xqsFEVdDyoSeU6dZMOFgo2eMYnCm9FUANd2bSROJVeZIElNYDIVqEdc+4SCEGMB+Ytrp7aiGCBK3msuRwLP2ShqW6mDPpWhkBbwBJZzil4wKC4uxubNmzF9+nSYTCY89NBDAAC73Y6cnBy0bNnSbYSUU2ZmJgDg8OHDPpf39d4Umsyu00bkZCjw/reOBNVNHSEKJsEUkyi8mNnrrnFI6VoCy2gshSBU6FwjIneMBeQvrp23avIq4vZQA+DdiWNmpzbVU2T+BQFYsmQJXnzxRQCA0WjE66+/jl69egFQE1uKoiApKanaaxMSEgCoi8L7Wt7XezdEenpCg+8Ris/Wm6PECqOxRDuO5EaLrMRClmNgMKiNFZPpNNJS45Eco+9HTyT/fhJRYHgv4B6J656o1OnkVcfqKKw2utWHiCgQBKEcRkOZdhypa+IC6o7siiJAENS1r7ihB9VXRO1C6ColJQUTJkzAsGHDEBUVhccffxzz5s0DADgc6k4R1Y2Qcj1vs9l8Lu/rvSn0ZJdkux1HcrACBLd1X0zGAoiypGN9iIgCw3XEqSxHQ5bjdayNvrxG47LnnYgigHdHRuR2agNmSFKydsRZGVRfETsCa/DgwRg8eDAAYNKkSbjtttvw+uuvo2fPnmjZsiWAqsSUJ7vdDgCIjY0FAERHR9e5vC9lGyo/P/CL4zlHtujx7GCxN9d9+mdkByv154/CcQCAIEjYe+IIOqS01KUukfz7yVFnRIEjKZJbw0VN4ETuQs+eo884dYSIIgGnkrsTpXSYTGcAAEajFRViBZKiIrdzh+onYkdguWrVqhXGjx8PAFi7di3i4+NhMBhqnMbnPO+c7udLeV/vTaFBVhQU2yQU2yQcL8lxey3ig5XHCLTcslydakJEFBgFFQUQhKrRppE8fRAAFCUGklTVSOFC7kQUCTiV3J1nm4htAqqPiBmBZbfbsXXrVkiShL59+3q97lw8vbCwEBaLBZmZmcjJyYHD4YDZbHYrm5WVBQBo27YtAPhU3td7U2iw2mWMX65+CDdJyoL57F+WLMdAVho+mi6UeY5AY7AionAkKwqsdhkAcLjohNtrjgjvyADUWGA0lgIAjMZCOGQHAKO+lSIi8iPXaXKSlABFidaxNvrzTOAdKc5GmyR1PcQEiwEGIXJHKlPdRcwILLvdjgkTJuCxxx7Tpum52rVrFwDgggsuAAD06NEDDocD27dv9yq7adMmCIKAK664QjvnS3lf702hRILJWKAdOSJ82ggASFIyFKUqV55bllNLaSKi0OTsyBi/PBdLdnMquSfXnndBUHCkKBfFNgmyouhYKyIi/3BIDhiNZ7RjxgHvzpxvDhzR4qazA4joXCImgRUfH48BAwbAarVi1qxZbq/t3LkTCxYsQGxsLG6++WYAwMiRIwEAM2bMQGVlpVZ2zZo12LZtG/r3749mzZpp530p7+u9KXQYjUWcNuLFAFFK1Y5yy3KhsMFCRGHMtdddUQxuC9dGKs94+ObW/Wy0EFHYcS4rcrg4R9txD4j0TZ1UihILSY7TjrmhB9WH7lMIb731VowePRo33XRToyxcXpu///3v2LlzJ+bMmYNt27bhsssuQ05ODtauXQtBEDBjxgykp6uZ4S5duuDOO+/E4sWLMXToUAwYMAB5eXlYuXIl0tLS8Mwzz7jd25fyvt6bQofnjhqRvv6VkyimwWzKAwCUi+XIsp5BUlQShwtT0AlkTKJwpbgtUq4m8DlVzrPxxh2oKJgxFlB9OUfjRkftR6LL+uScSq4SxTQYLWUAAJOxEIAExkjyhe4JrB07duDPP//Eq6++ihtvvBGjRo3C5Zdf7pdnNWvWDJ9//jneeecdrF27Fn/88QcSExMxcOBAPPjgg+jYsaNb+eeeew5t2rTBJ598gkWLFiE5ORk33ngjHnnkEW3NrPqW9/XeFBo8d1biCCyVZyLvmXW7YHdcgHlDmiMpikGLgkcgYxKFJ4NQDoOhQjtmR4ZKkpMgy2YYDOouzJ6LGxMFE8YCaijP0UWcQqgSxXREWY4BAARBhslYyPeGfCIoOs/l+fPPP7F06VKsWLECpaWlEAQBbdu2xahRozBkyBA0adJEz+qFtPz86nc69Kf09ATdnq2nYpuE8ctzkZzwJSwWdSF+RTEiv/CviKCZujUymXKRkrRUOy4tvxLlFT0CnsCK1N9PoOpnp9qFa0yKxN/52vjjs8AZByzmo0hOXK6dt5b1Q0XlZY32nFCWnPgZLGZ1HURZNuP0mQcxb0iLkOjICJf4wVhQN+EWC4Lh9zZc/obORWsTJC6FxaxuXCTLFpw+8wAifV1cAIiy7EdSwnfacUnpQFTaLnJrE0TK74ovGvM9CfU4oHvL+pJLLsFLL72EDRs2YPr06ejWrRsOHjyI6dOno1+/fpg8eTI2bNigdzWJ6kBx621RR1/p/icWFCQxFa6pck4doWDFmEQN5T2VnCNxnVzfC4PBAaOhWMfaENWMsYAaRnEbZaq2CZi8ArxHJZuMHI1LvtF9CqFTVFQUhg0bhmHDhiErKwufffYZvvvuO6xcuRLfffcdWrRogZEjR2LkyJHIyMjQu7pEXgyGUhgMVYvyc9pIFQUWSHIyTMYiAN5TLYmCDWMS1Zf3tBEmsJw8p4mo71UnfSpDVAeMBVQfRkMRDIJDOxbFpjrWJrhIcjJkxay9PybTKZ1rRKEmKIeHZGZmYvLkyfj0009x7733QhAEZGdn480338SAAQPw2GOP4fjx43pXk8gNe91r55rQMxpLIAg2HWtDVHeMSeQL95G4SVCUKB1rE1y8e97ZmUGhg7GA6orrX9VGcGsjqSOwuDs51V3QjMBystvt+P777/Hll19i06ZNkCQJgiCgT58+6Nq1K7799lusWLECP/zwA+bNm4euXbvqXWUiAN7BysFg5UYU04GoA9qxGrDO160+RHXBmES+EGCHyVg1LY4jcd2JUgoUxQBBkAFwIXcKHYwF5AuvNgFjgRtRStfWBzMY7DAYSgC00LdSFDKCJoG1Y8cOfPHFF1ixYgWsVisURUFGRgZGjhyJUaNGoUUL9Zf6wQcfxNy5c/Hf//4X06ZNwxdffKFzzYlUrtPiFEXgCCwP1U8dIQpOjElUH54JGfa6ezJBlFJgPvs+MQ5QsGMsoPpwHV2qKAZIUmgt+u9vnm0ktQ3VUZ/KUMjRPYH13nvvYdmyZTh8+DAURYHRaMQ111yDW2+9Ff369YPB4D3LccKECZg1axYOHTqkQ42JqucarCQpGYBZt7oEI8/eJ04doWDEmEQN4TVthL3uXkQxXUtgGQ1lsNqtSIpK1rdSRB4YC6i+FEVx69QWpVQAwb/TaiB5rgnGNgH5QvcE1n/+8x8AQIsWLTBq1Kg6LYLocDggCAIuv/zyANSQ6NzKHeUwGqu2NWWvuzdFiYUkx8FoKAPAnncKToxJ1BDeayEyFnhS4+Me7Ti3LBetEpJ1qw9RdRgLqL6sdisMhgrtmHHAm/d0crYJqO50T2Bdd911GD16NHr37g1BqNv2ohaLBX/88Yefa0ZUd7lluW7HDFbVE8V0GC1nE1jGQoiyCPZKUTBhTKKGcP0SLsmxkJU4HWsTnDzjY25ZDrgTIQUbxgKqr5yyHLdjdmpXxwRJagKTqUA9YgKLfKD7LoR33XUXWrZsec7g8Mcff+CTTz4JUK2IfJPrEay4gHv1XOe8C4KMvPI8HWtD5I0xiepLlEWYjAVVx1wHsVqi5P6+HC/JRrFNQrFNgqxwJyoKDowFVF9eCSx2alfLdWkRo6EMpfZSHWtDoUT3BNbdd9+NOXPmnLPc+++/j9deey0ANSKqG1lRtC/dx0qy3V5jw6V6nr1QniPXiPTGmET1lV+Rr02HANjrXhNFiYIkJWrHf54+gfHLczF+eS6sdrmWK4kCh7GAfOHaJsiyViWwFIVtgpp4twlyaihJ5C7gUwi3bdsGxaWHTVEUnD59Glu3bq3xmuLiYmzfvt3tOiK9We0yxi9XEzApSVkwnf1rkqQ4KEqsjjULXp69UJ69VESBxphEjSWnlL3udeUQ02E0lgAAjIYiCLBDgUXnWlEkYyyghnBtE6QmZ8F4dnUMSU7mZ1sNPGPkkeJstGvSHgkW3cfXUJALeALro48+wsqVK7VjQRCwceNGbNy4sdbrFEVBv379/F09onoQYTSeqTpir3uNJDkJsmyGweAAAJyw5qDYJiHBYoChjmtMEDUmxiRqKFlRYLXL1YzEZSyoiRon1Z3aBAEwmgogis31rRRFNMYCagyCYNOS8wDjQG0820vfHT6CT3d0xLwhzVH7dgkU6QKewHryySdx9OhRyLI6THzfvn1ITExE8+bVf3ERBAFRUVFo06YNJk+eHMiqEtWJyVgAQajqffPcGpZcCRCldFgM6kiF49YcjF+eg3lDWiApiou5U+AxJlFDOXvekxOPwWJWz8mKGZKcrGu9gplno85sPMUEFumKsYAag8l42u2YCayaOaeTOxN+JtPpc1xBpAp4AqtZs2b44osvtOOOHTuiX79+nD9OIctz5wzPBWrJnSimw2JWE1gGwQGjoRhAC30rRRGLMYkah+LWcFHXPOGo0pp49rybTPmATafKEIGxgBqHd5uACazauE8nPwMBdp1rRKEg4AksTwsXLkRqaqre1SCqN89g5WBvS628Gy6nwC3UKVgwJlF9GA3FMBiqvniz0VI7WY6DLMfAYKgAwC3UKfgwFlB9mIxsE/jCczq5Ogqrta51ouCnewKrR48eeleBqEHMxlPa/5flKMhyYi2lyXM4NRsuFEwYk6g+vHrd2Wg5BwEOMR1RluMA1Kn4gKRvlYhcMBZQfZhNVW0CSeamTufCNgHVR8ATWMOHD4cgCJg1axZatGiB4cOH1/laQRDchvcS6U9ym7Ot9iRw2khtRCkFimLQtpt3TQASBRpjEjUGk8n9c4xrIZ6bKDbVEliCIJ9NYrXSt1IUsRgLqOFEGI2FVUfsyDgnz1jpOYKNqDoBT2Dt2bMHgiDAZrNpx3UlcJcyCjJG4xkIQlWvsYONljowQpTStF4qkymfW1CTbhiTqDG4fulWFANEKUXH2oSGatfBItKJ3rGgrKwMc+bMwerVq5GdnQ2z2YyLLroI99xzDwYNGtTg+5P/mUynuamTj2QlDpIcC6OhHIB3ZxBRdQKewFq4cCEAoEWLFm7HRKHIbOS0kfoQxaZaAstgqESxvRjJ0VxrggIvGGISGy6hTVEUmF2SL+pGHtxV9Vw8O3yYwCI96RkLSktLMWbMGOzbtw8XX3wxxowZA6vVitWrV2PixIl47LHH8MADDwSsPlQ/XP+qfkSxKYyWowAAk7EQDtmhb4Uo6AU8geU5p5xzzCmUea97wt6WunCI6YhxOc4pzUbrRCawKPD0jklsuIS+EnuJthg5wI6MupLlRMiyRVv8ntPJSU96xoL33nsP+/btw+23344XX3xRG9H1yCOPYOTIkZg5cyauv/56tG7Nxa2DmdlzKrnENkFdiGI6os4msARBRl5ZHjqBcZRqZtC7AkShzHWoq6yYIcnJ+lUmhHgm+rJLc3SqCZG+XBsun3/+OZ555hm88sor+Pbbb5Geno6ZM2fi2LFjeleTapFTmu12zKnkdSW4NfBMptOQFVnH+hDpY+XKlRAEAVOmTHGbjpiRkYE77rgDkiThp59+0rGGVBeundqyHA1ZjtexNqHD4ZHoyyljm4BqF/ARWBMnTqz3tYIg4K233mrE2hDVn6zIbsFK7XXnmjh1IUqpUBRBWysgpyz7HFcQ+YfeMelcDZc333wTP/30E+6+++4GPYf8J9vjy7bn2k5UM1FMh8V8AgAgCCLyK/LRJLqFzrWiSKRnLLjnnntgtVqRmOi9i7XFYgGgTjWn4CXKIkzGqk2d1I4MtgnqwnPUsmenEJGngCewvv/++3pfywVzKRjIigKrXcbxknwYhKp52pw24gsTRCkV5rM7OOZwBBbpRO+YxIZL6HP9/FIUAaKYpmNtQovnaLWc0hy0b8IEFgWenrHgzjvvrPa8oihYvXo1AKBDhw4Negb516nyU9ru2gA7MnwhywmQ5WgYDJUAOAKLzi3gCaxXX3010I8kalRWu4zxy3MRZdmPpISq85zr7htRTNcSWFaHFVnWM0i0JCLBYoCByWoKEL1jEhsuoc91BKkkpUCHr1Yhy7ORp76X3fSpDEU0vWNBdT766CPs2LEDmZmZ6NOnT4PulZ6ecO5CARJMdWkoWVFQUikhL49r4tafoI7GtWQBAE6Wn8TpMhtMBiNS0+LZJvAQTn8/9RXwb1nDhw8P9COJ/MJzq1fuNuIbteFStU3102t3we44H/OGNEdSFHfwosAI1pjUmA0X8p8SuxUl9hLtmHHAN5KUDEUxQRBEAEBWSTaKbRI7Mijggi0WrFixAtOmTYPJZML06dNhNpv1rhJVo6RSwrD5BxAftxux0VXnOSvDNw6pKSxQE1iiLOK2/22BJKVh2bh2SI5hpxC5428EUT2ZXbbLVRTj2Z53qivP3imT6RTsjvP1qQxREPFHw4U9dtWr7/vi7HXPPXXE7TxH4vrKAIeYDos5FwBwtCQH45fnYNm49kHbaOHfEvnbRx99hKlTp0IQBPzrX/9Ct24NH5WYn29thJo1jPNvJxjq0liKbRIA911UZdkCSU7Sq0ohyTPhZzadgiSl4XRBKRzs1AbQuH8/oR7HdJlCKAgC7r//fqSkpPg0ZFcQBDz99NN+rB1RXSluI7DUNU+4qacvRDENigI4O9lNxvzaLyDyg2CLSf5ouFDjc/a6x8b8jvjYqvPsdfed6JLAMhjsMBqKda4RRaJgiAWyLOO1117D/PnzYbFY8J///AfXXXddg+9L/ibDZKpawF2dYcARpL7w6tRmm4BqEfAE1ocffghBEHDbbbchJSVFO1YU5ZzXMoFFwcJgsMJgsGnHnlvA0rkpsECSm8BkPANA7W0hCrRgiUn+briEU493Y2hoT6az191kdP/cYgLLd56j1kymU0HZ6x4uo0dCvefdX/SOBXa7HVOmTMHq1auRnJyMt99+mx0YIcJoPKNNgwa4/lV9SHISZNkMg0HdHMtzmRYiVwFPYD388MMQBAFNmjQB0LBta4n0YjbluR2z0VI/othUS2AZjVYIQoXONaJIEwwxiQ2X0OWaeBelZCiw6Fib0OS5EyEbLqQHPWOBJEl45JFHsG7dOrRq1Qrvvfce2rRpE7DnU8OYjVwTt+EEiFI6LAZ1B0KzKR+AXPslFLECnsCaNGmS2zETWBSKPL9gi2KGTjUJbQ6xKaKj9mnHamOQX9oocPSOSWy4hC5BqIDRWDUah3GgfiQpBYpihCCcXUuGCSzSgZ6xYO7cuVi3bh1atGiBjz76CBkZ/CwJJWwTNA5RzIDFrCawBEGE0XgGQEt9K0VBKShXyLTb7TCZTDAYuKYQBSfX3hZFMULkAu71Ut1C7kTBxp8xiQ2X0OWZaPEcSUR1ZYAopsNsPglAnZYpKzKA4JpCSOSPWFBUVIS5c+cCADp16oRPP/202nLdunVDr169Gu251Hhcv7vKshmSnKxfZUKYZwxVZ7t01qcyFNSCJoH1yy+/YPHixfjll19QUqJuSZ2eno5evXrh3nvvRadOnXSuIZFKUapbwJ1ftOtDFNPdFnL3nJpJpJdAxCQ2XEKbd687E1j15RCbagksg8GOwspCNIlmMpf05+9YsG3bNpSXlwMA1q5di7Vr11Zb7sEHH2QcCEKSIp2d7qZS1/TjAu714TlyjZ3aVJOgSGA5F671XCjx1KlT+Oqrr/Dtt9/iH//4B26//XadakhUpbCykAu4NxIFFkhSE5hM6jpYngsiE+khUDGJDZfQ5ppwVxSuhdgQouTecMkuPYELk5nAIn0FIhYMHDgQ+/btO3dBCkr55fluC7g7OH2w3tSF3C0wGOwAALORndpUPd0TWCtXrsQHH3yA+Ph4/PWvf8XAgQPRvHlzAEBWVhZWrlyJefPm4aWXXsKFF16I7t2761xjinTZpdlux5zr3jAOKUNLYBmNpbDarUiKSta3UhSxAhmT2HAJba4Jd0lK4QLuDeA5dUSNs131qQwR2D6huskuPeF2zJG4DSFAlJrCYlDfU5PpNCRZAme5kCfdF5lavHgxTCYTPvjgA/zlL39B69atYbFYYLFYcOGFF2LixIl49913oSgKZs+erXd1iZBd5p7A4ronDeMZ7HM8EoREgcSYRHVhtVthNJZqx4wDDSNJTaAoVX2qx0pOoNgmodgmQfYY/UIUCIwFVBcnvDq1GQsawnUEmyBIyCvnKCzypnsCa9euXejevTsuvfTSGsv06tUL3bp1wx9//BHAmhFVz7W3RVGMkLiAe4N4Drc+XJzFhgvphjGJaiMrCoptEg6eyXI77zkFjnxlcEsCHrNmY/zybIxfngurnVupU+AxFlBduHa6yrIFkpykY21Cn1endhk7tcmb7lMIzWYz4uLizlmuSZMmkGV+iSF9yYrsNoVQXfNE9zxwSBPFNCiKAEFQk1XfHz2Cz//MBQDMG9IcSVEcOkyBw5hEtbHaZYxfnovYmP2Ij606zxFYDSeKTbUt1A2CA0ZjETuISDeMBVQTWVFgtcuQZAk5ZbnaeXVJES7g3hCesfRIsToaFwASLAYYBL6/FAQJrCuvvBKbNm1CUVERkpOTqy1TUVGBbdu2oWtXrodA+nAGq9MV+bBJLgu4s9HSCMyQpBSYTAUAuOsI6YsxierCfQF34exutNQQXluoG/OYwCLdMBZQTZwdGSZjPlKSXRZw56ZODSbLiZDlaBgMlQCALblHsWovO7XJne5DRx5//HEYjUaMHz8ee/fu9Xr9zJkzmDRpEux2O5544gkdakhUFaxe+GmX23lOG2kcrg0Xo6EMBqFMx9pQJGNMorowuWybriZZzPpVJkx4Th1xfY+JAo2xgM7FZHJfn4nrXzUGwW1HX5PxNACx5uIUkQI+Amv48OHelTCZsGvXLowYMQJt27ZFZmYmoqKikJeXh507d8Jut6N9+/Z455138MYbbzTo+WVlZZgzZw5Wr16N7OxsmM1mXHTRRbjnnnswaNAgr/LLli3DwoULceTIEURHR+Pqq6/G5MmT0bJly2rv70t5X+9N+jN7jA7iCKzGoQb9PdqxyXQKdscF+lWIIobeMYlCj0EohdFQlWTntumNQ5KbQFbMMAgOAN6NQyJ/YiwgX7FN4B8OMQMWi7rOpCDIMBkLIXJ0G7kIeAJrz549Nb6mKAr279+P/fv3e722b9++as/7orS0FGPGjMG+fftw8cUXY8yYMbBarVi9ejUmTpyIxx57DA888IBWfsaMGZg9ezbatm2LMWPGIDc3FytWrMD69euxdOlSZGZmut3fl/K+3puCg8lt2ogJktREx9qED4fHSDazKY8JLAoIPWMShSbvXvf0GkqSb4Sz62Cp60yaTfkAuLYQBQZjAfnKdckLWY6GLCfqWJvw4ZmsMpnymMAiNwFPYC1cuDDQj9S899572LdvH26//Xa8+OKLEM4uBPfII49g5MiRmDlzJq6//nq0bt0ae/fuxezZs9G1a1csWLAAFosFAHDDDTdg4sSJmDZtmtu2ub6U9/XeFCxkt94WtadF91m4YUFdyN0AQVAbK+x5p0DRMyZRaDJ7fD45xGY61ST8OMQMLYElCCJMxgIAHJVO/sdYQL4Rz05vU6ltAi4w3hg8RzWbTXmotF2iU20oGAU8gdWjR49AP1KzcuVKCIKAKVOmaMkrAMjIyMAdd9yBN998Ez/99BPuvvtuLZA9/PDDWoIJAAYNGoTu3bvjxx9/RF5eHjIy1D8yX8r7em8KDkZjIQShah62yGkjjcgEUUrTEoRqA1HRt0oUEfSMSRSa3BdwN0CUUnWsTXjxjKvszKBAYSwgX5hM+VqnKwCI7MhoNLIcD0mOhdFQDgAwm07qXCMKNiE1fOT48eMNuv6ee+7Bo48+isRE7yGezkRSWZm6rsXmzZthMpnQvXt3r7JXXnklFEXB5s2btXO+lPf13hQcPD9Aue5J43J9Pw2GShgNxTrWhujcGhqTKPTIiuyWVFGnD+q+oXPYqK7nnSjYMRZEHu+RuGwTNB7BrTPDaCyEALuO9aFgExTfurKysvDpp58iOzsbDocDilI18kKWZdhsNpw+fRoHDhzA7t276/2cO++8s9rziqJg9erVAIAOHTrAbrcjJycHLVu2dBsh5eRcn+rw4cMA4FN5X+9NwYPTRvxLDVZ/asdqI7GTbvWhyBWomESh53TFaRgMVV+k2WhpXLKcAFmOgcFQAYA976QvxgKqCTu1/cshNkOU5QgAQBCc64211rdSFDR0T2AdOnQIt956K8rLy7XAIAiC2/8H1CRTUlKSX+rw0UcfYceOHcjMzESfPn1QVFRU6/MSEhIAAFarFQBQXFxc5/K+lKXg4trrLssxkOUEHWsTfjwTgux5Jz0EQ0yi4HWi9ITbMTsyGpvg1nAxGgthk2wAYvWtFkUcxgKqjWubQJISoSj8jGpMHI1LtdE9gfXee++hrKwMl156KW6++Wb8+uuvWLNmDZ5//nnYbDb8/PPP2LhxI9q3b49ly5Y1+vNXrFiBadOmwWQyYfr06TCbzXA41C2cqxsh5XreZrMBgE/lfb13Q6Sn65dg0fPZ/iBZy84uJqtSP1i5WGNjkqQmkGUzDAb1b8RsOom01HgkxzT+x1S4/X5S49E7JlFwO2HNcjvmWoiNzyFmuPS8K8gpzUHT2LY614oiDWMB1aTcUQaTsWqZC46+anze6yFyNC5V0X0NrC1btiAxMREffPAB7r77bowePRqKoqB169a499578cEHH2D8+PE4cOBAoweIjz76CFOmTAEA/Otf/0K3bt0AANHR0QCqElOe7HZ1+kBsbKzP5X29NwWH48VZEISqoePsdfcHAaJUFbBMpnwUlFeiqEKErHBBdwoMPWMSBSdZUVBsk1Bsk3CspCqBJctRkORk/SoWpjwbLidKs2ooSeQ/jAVUkyyvkbhMYDU2RYmCKDXRjjkCi1zpPgLr9OnT6N69O+Lj4wGoa1ApioKdO3fiqquuAgA88sgj+Oyzz/Dll19ixIgRDX6mLMt47bXXMH/+fFgsFvznP//Bddddp70eHx8Pg8FQ4zQ+53nndD9fyvt674bIzw/8NETnyBY9nu0PsqLAapex/dg+t/PsdfcPdQt19YuBIEh44LNfIUpNMW9IcyRFGRt8/3D7/fQFR53VjR4xiYKb1S5j/PJcACLSU3Lh3MRY5LbpfuHZGDxSfBzFNgkAkGAxwCDwPSf/YyygmniPxGWntj84HBkwGc8AAIzGUuRYzwBowjhA+o/AMhqNWnAAgPT0dMTExLgtYm42m3HZZZdh//79DX6e3W7HI488gvnz5yM5ORnz5893S14B6jS+zMxM5OTkVDtSKitL/eBq27atz+V9vTfpy9lwWXHooNt59rb4h/c6WBwyTIEV6JhEocNkOu22bTpH4vqHokRDlJK1412nj2P88lyMX54Lq12u+UKiRsRYQK5cR+IedRmJqygCHGK6jjULX56DBV5ev4txgAAEQQKradOmWtLGqVWrVti3z33Ei8lkQnl5eYOeJUkSHnnkEaxevRqtWrXCkiVLtGmDnnr06AGHw4Ht27d7vbZp0yYIgoArrriiXuV9vTfpz3XoqiglQ1GidaxN+BIdnnPeOWSYAiuQMYlCC7dNDxz3LdStMAhlOtaGIhFjAblydmiPX56DA2eOa+dFKRWAWb+KhTFu7kQ10T2B1b17d+zZswcrV67UznXs2BH79u3DoUOHAACVlZX4/fffkZ7esAz33LlzsW7dOrRo0QIfffQR2rRpU2PZkSNHAgBmzJiByspK7fyaNWuwbds29O/fH82aNatXeV/vTfoyCGUwGqumnHH6oP/ISjwkKU475ggsCrRAxiQKLZ6fR4wF/uPZcGFnBgUaYwFVx2AogcFQ1Xbj9EH/EaU0KEpVqoIJLHLSfQ2se++9F1999RUee+wxbNiwAS+//DJGjBiBr7/+GhMmTMANN9yADRs2oLCwEDfffHO9n1NUVIS5c+cCADp16oRPP/202nLdunVDr1690KVLF9x5551YvHgxhg4digEDBiAvLw8rV65EWloannnmGbfrfCnv671JX55fnDltxL8cYjMYjeqXQ6PxDASh4TtyEtVVoGIShR73bdMTICtxtZSmhqhuC3W7o+ZOR6LGxlhA1fHsyOBIXH8yQhTTYTarsVeNwdzUiYIggdW2bVu88cYbeOGFFyCKIgCgV69e/8/efYdHUed/AH/P9mw6vUWqAREEpAsqRUTxBA71VEQ9PSwn2AuWs4Ht1J+cZzmwIshZ8BRRQUoAkSYdRAxIDySEkLrJZndmdub3x7KTbLLpyc6W9+t5fHTK7nwy7s5nvx1jx47F8uXL8dFHH0FVVSQkJOC+++6r93W2bdumdfFNS0tDWlpawPPuvvtuDB06FADw9NNPo0uXLvjiiy+wYMECJCUlYdy4cbj//vuRkpJS6bV1Ob+u7036MZuz/LaZrJqWLLcGrN4KLEHw/VjopGtMFD2ClZMovAhCKUzGAm2beaBpybK35d0355jZnAWU6hwURRXmAgqkcgUWG7WbkiS30SqwDAYRRmMegHb6BkW6E1Q1NNanl2UZubm5aN3a+6NQVVUsWbIEO3fuRHJyMv7yl7+gbdu2OkcZXrgKYcMVuj14ZO3bsJhPAgBU1YicvLsBNHxFPArMbDqJ5MT/advFzsH495iJXIWwgbgKYd1EWk6Kxs98deryLCh0e3DPso1ISvhO2+couRilrn5NFh8ByQlfwmz2FhYV1YwzeXfhg/HtGyUX1Eek5A/mgrqJlFwQCp/bcP4OFbo9mLokC8mJn8NsOg0AUBQLzuTfBa5G23Sslv1IjF+ubRcVj8LbY8folgf01Jjfn3DPA7r3wPIxmUxacgAAQRAwYcIETJgwQceoKNp5FI/fmGtJbgVWXjUtSW7l3/JuyqrhFUSNjzmJyqv4HJLk0C+whjtJbqtVYBkECSZjLoD2+gZFUYe5gMpIMBnPlG3JbcDKq6ZVMdeyTEBACFVgAcCBAwewZcsWZGdnw2QyoV27dhg8eDDOOeccvUOjKHXKeQqCIGvbLLQEgxmyp4XWwmU2nYKiKmDFIQUbcxL5lB9KrqreeTmoaVVegSoLwAX6BENRjbmAAMBsOq01rgKcwD0YFCUeHiUWRoN3JVpfowZFt5CowMrIyMCTTz6Jbdu2AfB2zxWEshrtMWPG4Pnnn0dycrJeIVKUOu445rfNCqzgkKS2WgWWwSDitPM0km1seafgYE6i8jwqe+LqQZIqtLyb2fJOwcVcQOWxJ64eBEhSGxjPzo1rMubDKZUg0Zqgc1ykJ90rsHJycnDjjTfizJkzSE5OxrBhw9CuXTuoqooTJ05g/fr1WLFiBY4ePYrPP/8cdrtd75ApihwrOu63LUtsbQkG74+C3dp2huM4ujdjBRY1PeYkquhUCXvi6kFR4+DxxMNo9M73YTKx5Z2Ch7mAKvLvicsJ3INFktvCdrYCCwCOOzLQNu58HSMivelegTVnzhycOXMGEyZMwMyZM2G1Wv2OFxcX47HHHsOaNWvw3nvv4YEHHtAnUIpKGY6yCiyPJ4HLpgdJxR8FBwuOYmCbQQCAeIsBBoFzDlDTYE6iitgTVz+S3LasAstYiFPFhQASmQeoyTEXEAAoqgqHqKDIJfutQOjxNIeqWqt5JTWWijn3uOMYBrdlBVY0M+gdwOrVq9GuXTu8+OKLlZIDAMTFxeGNN95A8+bN8cMPP+gQIUUbRVVR6PYgw5GPfHe+tp+FluDxjXn32Xn6KKYuycLUJVlwiEo1ryRqGOYkqug4e+LqpmJjxsyff2UeoKBgLiAAcIgKpi7JwqOr/oDBUKrtZ5kgeGS5JVS1rMriSOExFLo9KHR7oKiqjpGRXnSvwMrNzcUFF1wAk6nqzmA2mw0XXnghsrOzqzyHqLH4ktUTq3f77ZdYaAkiwe9+m4z5EITSas4nahzMSQSUNWQUuj04WlTWA4s9cYOr8jxYHEZIwcFcQOVVnv+KZYLgMUGWW2lbR4syMHXJSTZmRDHdhxCmpKQgIyOjxvNycnL8lrElamqcrFFfFce8m02nIEqddYyIogFzEgFlDRkGoQQtmhVo+5kHgkv2tICqmrQ5yLiEOgULcwGVZ6pQeV6xcp2aliS31RowBEGGyXgGsqdVDa+iSKV7D6wbb7wR+/btw9dff13lOT/99BN27dqF6667LoiRUbQrP2Gsopohe1roGE30qVhQZMGFgoE5icqruPIde+IGm/Hsqo9e3tUgPfqFQ1GDuYDKK/8bVFFs8ChJ+gUThVgmoPKC3gMrLS3Nb7tNmzbo2rUrnnrqKaxevRoTJkxASkoKLBYLsrOzsW7dOnz66afo168fLrnkkmCHS1FLhtl0umxLboUQqO+NKr4x74Lg7R5sNmcBHEVIjYw5iarDnrj6k+S2sJgzAQCC4IHJlAOgg75BUcRhLqCqCIIbJmOutu0dPshFJIKpYuOR2ZyFUncfnaIhvQW9AmvatGkQAqwco6oq0tLSKiUQ37EdO3Zg0qRJ2LdvXzDCpChnNmVDEMpaeSWpnY7RRCsTJLk1LGd7QHhXf5GrfwlRHTEnUXXMZytOAPbE1YsktQViyrbNpkwA/XSLhyITcwFVxWzKgiCUTRbO4YPBp6hx8HgSYDQWAfDlAU7gHq2CXoE1cODAYF+SqM7KF1oAQJJZgaUHSW6nVWCVtbyn6BsURRTmJKqKABEmY1lPXG+hhT1xg02S20FVAV/dgsV8Ut+AKCIxF1BVvJUlZSS5vU6RRDdRaoeYsxVYRmMxDAaHzhGRXoJegbVgwYJgX5Kozsymsh/IqiqwtUUnktQeiNmubVtMJwFcqF9AFHGYk6gqJvMp/1Z3NmToQlVt8Hiaw2TyDuExmzKhqAoAo76BUURhLqCqlG/UVlX/efkoeCS5HWKQrm17ywTd9QuIdMOmRKIKFFXxm/dE9rSECouOEUUvSW4LtVwP4Yo944iImoqlYqu7xFZ3vYjlejwYDG6cdp6u5mwiosYhKdLZKSzObsttoEP/D0LlHMwyQfQKmW9gfn4+vvjiC2zevBmnT5+GxWJB8+bNMWTIEEycOBEtW7bUO0SKElklWTAYJG2b81/pR1WtkD0tYDadAcCWdwoe5iQym8v3xDVAklvrGE10k6R2gG2Ptn206Ci6N2OFIjU95oLodsJxQltMCGBDhp48ShI8ih1GgxMAK7CiWUhUYG3ZsgX33nsvioqKoKr+E7Jt3LgRH374IWbPno2hQ4fqFCFFk6NFR/y2RY5115UktdcqsAwGEdnObCTbuAIVNR3mJJIVuUKre2uEyE+mqFSxIcmbp4fpEwxFDeYCOlp01G9b5FByHQmQpHYwWg8CAEzGfDhEBxKtSfqGRUGn+6+xkydP4p577kFxcTFGjhyJq6++Gh06dICiKDh+/Di+//57rFu3Dg888AAWL16Mtm05FxE1PkVV4RC9LSwH8/0rsDj/lb68887s1rbTcw+hbWxbxFsMMARYMYioIZiTopsvF/yRn1FhJVo2ZOhJUeMgexJhMhYCAI4UHkWBS4YgCMwF1CSYC6KXX5mg4LC2X1UFyFIbvcIieCfQt52twAKAY0XH0CE+Sb+ASBe6V2C9//77KC4uxkMPPYQ777zT71jfvn0xfvx4zJ07F7Nnz8Ynn3yCxx9/XKdIKZI5RAVTl2QBUNEi+QgMZ2eHk+VkqKpd19iinVih4Pjdwf1YuKsrPhjfFolWDiWkxsWcFN18ucBu24u42LL9nMBdf5LUTqvAckhFuOuH/VCUROYCahLMBdGrrEygoEWzYzCcrR+XPa04J67OKvbGPZB/GL1a9GJDRpTRfRL3n3/+GR07dqyUHMq76667cM4552DNmjVBjIyikdGQD4OhVNvmUrn6U1U7ZE+Stu0d865WeT5RQzAnEVBx1SnvghKkr4qViBbOf0JNiLmATMYcGATOiRtKZE9zKEpZJeKmzIOYuiRL6zFH0UH3CqzTp0/jvPPOq/G8nj174tSpUzWeR9QQFScEFJmsQkL54TtGgxNGQ6GO0VAkY04iQIG53AqEsqclVNWqYzwEBFiBynSyijOJGo65gFgmCEUGv8YMk/EMBMGtYzykB90rsOx2O3Jzc2s8Lzc3FzabLQgRUTSzmP1/ELMHVmio2OplNp/QKRKKdMxJZDKegcEgattsdQ8NHiURHqVsSL/ZzAosajrMBVS5TMBcEArK52RBUP0anCg66F6B1atXL+zcuRPp6elVnpOeno4dO3agV69eQYyMoo8KszlD2/J4EqAo8TrGQz6i7L/qoIUVWNREmJOoYgU5GzJChQBJKssFJmMhDAaHjvFQJGMuiHYKzKayXCDLzaGqMTrGQz4VV4dnmSD66F6BdeONN0KWZdxxxx1YtWoVFKVsDKuiKFi1ahXuuOMOKIqCG264QcdIKdIZjfkwGpzatih1qOZsCiZFiYfsSdS2zeYTlZa0JmoMzElkKdeQoarMBaGk4v+L8v+viBoTc0F0Mxlz/HriilKKjtFQebLcGopi1rbNzANRR/dVCC+77DL85S9/wZdffol7770XNpsN7dp5uwZmZmbC5XJBVVVce+21GDNmjM7RUiSzmPwfgExWoUWSOmgrUBkNTpwuPY0kG7tzU+NiTopuHsXjN++Jd/4rDg8KFVKFCiwOJ6emwlwQ3SpWjrMhI5QYIMntYbUcBQCYTWfglEqQaE3QNywKGt0rsABg5syZ6NmzJz788ENkZGTg0KFD2rGUlBTcfvvtuPHGG3WMkKJBpWEjTFYhRZRSEGP7Tds+VHAIqcmswKLGx5wUvU4Un/BbdYoNGaHFoyTC44mH0egdOmgxZbA3LjUZ5oLoVb5MoKoCh5KHGFFK0SqwAOBw4RG0jeujX0AUVLpXYOXl5aFZs2a44YYbcMMNNyA7OxvZ2dkAgFatWqFNmzY6R0jRQFEVvzHUstwMihqrY0RUUcXWr8OFhwBcrE8wFLGYk6KPoqraEty/5/7hd4wNGaFG8DZmGPcBAIzGEuS6ziDJxu8lNS7mguglKzIs5Xviyq24Em2IqZibf8/7A71aeOeii7cYYBAEPcKiING9Auvmm29GcnIyPv30UwBA69at0bp1a52jomjhK7gcyj8Jg6FsGVZ2FQ49qmqHLDeHyeRdFehw4WEoqgKDoPtUfhRBmJOij0NUMHVJFgAgKSEdlrNTa6iqgSsQhiBR6oAY2z5t+2DBIXRNYmUCNS7mgujjKxPszzsKQZC1/eyJG3pkTwsoig0GgwsAsPXUH1ie7s3jH4xvi0SrUc/wqInpXvLLyMhAXFyc3mFQlPIVXP69bY/fflFmsgpF5SsWXR4Xfs/NQKHbA4VDSKiRMCdFMxlmU5a2JcmtocKiYzwUSMWW9wP5B5kHqNExF0QfX5ngvZ2/+u2vuBI2hQLBr0xgMubDYCjWMR4KJt0rsJo3b47CwkK9w6AoV3HVKUniWPdQVLEV7NVNuzB1SZY2/IeooZiTopfZlAVBKHuWSGx1D0mKGgdZTta29+UewtQlmcwD1KiYC6KX//xXBkhSWx2joapULBNUXIyLIpfuFVj3338/du3ahdmzZyMvL0/vcCgqVVx1qhVXnQpRktweqlo2rp1L51JjY06KXlx1KnyU7xFhMLhgMp7RMRqKRKGUCx544AFccsklusYQPSSYTafKtuS2AMz6hUNVqtjIxFVpo4fuc2Bt374dHTt2xHvvvYf33nsPrVq1QlJSEgyGynVrgiDg66+/1iFKimRmU3aFVadYaAlVqmqF7GkFs8k7kap3kk25+hcR1UEo5aQHHngAO3bswLp165rsGlTGvyeuEZLMeZVClSSlALayYT7exowL9AuIIk6o5IK3334by5Yt4/xbQWIxn/Tricv5r0KXd1XaOBiN3qGD3hzOoeTRQPcKrEWLFvltl1/loyKBKwpQE7CYj/ltc9hIaBPFFK0CSxDks73n+P+MGkeo5CQWWoJLEEphMpX9f/ZO3q77TySqgih1gKoKEARvYcVaIY8TNZTeucDtdmPWrFmV4qCmZTEf99tmBVYo861K+zsAwGgshtGYB4CLr0Q63X+dzZ8/X+8QKMpZLGU/fFXVBJHzX4U0UeqIWGzTtr0Fl8H6BUQRRe+cxEKLPizm4yhfBnVLnXSLhWqmqjbIcmuYzd6hPmbzSYgeEUCMvoFRxNAzF6xevRovvPACTp48iUsvvRQ//fSTbrFEG4vlqPbfimKFLLMRKZSJUkfE2H7Xtr2dEnrpFxAFhe4VWIMGDdI7BIpixWIxzKbT2ra38kr3rwVVQ5LbQFEsMBhEAJV70BE1hJ45iYUW/VR8johSR50iodpySx21CixBUHC48DBa2s/XOSqKFHrmgq+++golJSV49tlnceONN6JHjx66xRJN8lx5MBkLtG1ROgchMF00VUOUUtgbNwrp+q08ceIEdu/ejZycHD3DoCj2R8EfftsiW93DgNGvS7fJlIcCd4F+4VDE0DsnlS+0zJ07V5cYoomiqih0e1DkkmCxlA0b8Xji4fEkV/NKCgUVKxkPFBzQKRKKNHrngltvvRVpaWmYPHkyp08JogP5/s8QNmSEPlWN8eslZzafRK6zFIVuDwrdHigq58SKRLp0NUlPT8dTTz2Fffv2afsuuugizJo1C+3acdwqBc+B/P1+26LIZBUORKkjbNZD2vYf+QfQMWGojhFROAuVnHTrrbfi1VdfRVxcXNCuGc2KXB5MXZIFk/E0miU5tf3eQgsLjaFOlltBUWwwGFwAgPS8/Sh0ewAA8RYDDCz4Ux2FSi4YPLjxp0Vo2TK+0d+zvkIpFkVVUeTyPjcOOg75HRPFc/QIieqoYm/cp3/aCVHqDABYfNu5SIqJrJE1ofT90UvQ/49mZWXh1ltvRWFhod/+DRs2YMqUKVi8eDESEhKCHRZFEUVV4RAVKKqCA+V6YHk8CfAoiTpGRrUVqOX9so6swKK6C6Wc1BSFFh/+4Kla+XkQAcDNhowwYYAonQOb1dtrosCdh7u+/x0eJalJCy38LkWmUMoFFDxFLg8mfvwHAA9aNNsPw9l6b0luAUVlY1I48JYJftG2LZZjWgUWRaagV2B9/PHHKCwsxKBBg/Dkk0+iU6dO2L9/P2bOnIl9+/bhv//9L+6+++5gh0VRxCEqZ1vds/1a3d1sdQ8bihIPWW4GkykPAHCw4CDySkUYDUa2vFOdMCdR+fmvVNUASe6gYzRUF6LYUavAArwFl1JXkn4BUdiK9FyQk+PQOwSt8jcUYvHx9do0mzJhECRtP4cPho+KvXHL5/QzucWQrEa9QmtUjfn9CfeGmKBXYG3atAnJycl47733YLPZAAB9+vTB+++/jxEjRmDdunVhnSAofFRsdefwwfAiSh21Ciy3x43pP+6EJLfHB+PbIjFCkhU1vWjJSaFUYAgFvh9vguCG2ZSl7ZfktlBVq15hUR25KxQyLeZjKHX1aZJCSygWvusj3AsuTSVacgEFxjJBOPPvjWsyFsJoKIBHSdI3LGoyQZ/EPSsrC3369NGSg0+zZs3Qp08fHDlyJNghUZSymo9q/62qBkgSW93DSaWCS7mlj4lqizkpulnMGdrqRQALLeFGVe2Q5JbatsV8AoCsX0AUtpgLolv51esU1QxJbqtjNFRXFXM3ywSRLegVWKWlpYiNjQ14rGXLlnA4gtuy9cADD+CSSy6p8vjixYsxadIk9OvXD0OHDsUjjzyCkydPNsr5dX1vajyC4ITJdErblqT2UGHRMSKqK0lqB1Ut60RqNfPHJdVdqOUkCi6L+bDfNoeNhJ/yBRdBkGExZ+gYDYUr5oLoZTAUwmTK1bYlKQUAe/KHE7fUEeUXHGSZILIFvQLL4/HAaAz8UDAajfB4PEGL5e2338ayZcuqPD579mzMmDEDbrcbkydPxtChQ7F06VJcc801yMio/AOpLufX9b2pcVkth1F+miQ3J/sLQya/yZZNpjwYDQX6hUNhKZRyEgWXR/HAWq6V1uOJh+xpoV9AVC9uqYvfttVyuIoziarGXBC9Kj4z3CLLBOFGVe2Q5Tbattl8EoLg1jEiakqRta5kLbndbsyaNQuLFi2q8pz09HTMmTMH/fv3x7x582CxeHvnXHnllZg+fTpefPFFzJkzp17n1/W9qfFVTlZdqjiTQpkodYHNWrbsscVyGMB5+gVERGHjYN5hbdJXwJcHuABEuJHl1vAosTAaSgAAFssRKKoC9qAgotooXyZQVVZghSu32AVms3d0jSAosJiPAuikZ0jURILeA0tvq1evxpVXXolFixbh0ksvrfK8+fPnAwCmTZumVTABwJgxYzBw4ECsXbsW2dnZ9Tq/ru9NjUNRVRS6Pch1Ov2GGEhyCygKl0YOR26xE1S1rMDJlnciqq1dp/b4bbMhI1wJEMsVOI0GJ/bnHUOh24NCtwdK+XElRBT1fOWBQrcH2SUOmE2Z2jFJbgdVtesYHdUXe+NGj6irwPrqq69QUlKCZ599FnPnzq3yvM2bN8NkMmHgwIGVjg0ZMgSqqmLz5s31Or+u702NwyEqmLokC8+s2w5BKOsKLrLQErZUNQaS3E7bNpuykF1cxEILEQXkK7jkOyXsyCyrwFIUq9+zhMJLxcrHOTu3Y+qSLExdkgWHqOgUFVHj2L9/P9atW6d3GBHDVx6YuiQLs37e6reQBxsywpfHkwzZk6RtW8xHIStc1CMS6TKEcNWqVRg9enSl/fn5+QAQ8BgACIKAVatWNejat956K1599VXExcVVeY4oisjMzET79u39ekj5pKSkAAAOHz5c5/Pr+t7U+CpO2stkFd7cYhdYzN7FDwRBxawNW+Fy98QH49sisZGXUafIpGdOqs7+/fub7L2jla/gYjSeQfOkPG2/KHUCh5yFL1HqAEU1wyBIALwt7yXOYTpHReEmVHMBNR1LhV46bNQOZwLcYheYYnYAAAwGCb+dOYg+rXog3mKAQeAUAZFClwosp9MJp9NZ5fGqVuITGuGDN3jw4BrPKSwshKqqSExMDHg8Pj4eALQVSepyfl3fmxqbEmDS3pZVn04hzy12QXzsz9q21XIYLndPHSOicKNnTiJ9cB7ESGOCKHaEzXrQu2XMh9GQD4+SrHNcFE6YC6KNDIvleNmW3AweJUm/cKjBRLELYs9WYAHAx7/uQHFJIhu1I0zQK7B88z+FMknytuAF6iFVfr/b7a7z+XV974Zo2TK+we8RjteuirlUhtmUyUl7I4yiJEKWm2tLIFvMxwFIaNE8DkkxgR9xofj5JH2EQ06ixuc/aa8BYrkVTSk8ucUuWgUWAFgth+B0DdAxIgonzAXRx2LO0HptAmzIiASS3AaKEgODoRSAN9cXl4zQNyhqdEGvwBo0aFCwL1lnNpsNQFnFVEWiKAIA7HZ7nc+v63tT47JaDvptM1lFBrfYRavAEgQZVssxAOyFRTULh5xEjctgKITZdFrbFqUUqAjcqEThQ5S8i3r45rOxWlmBRbXHXBB9KpUJJJYJwp8BbrEzYmz7AABGQwlMplMAOMdlJNFlCGGoi4uLg8FgqHIYn2+/b7hfXc6v63s3RE5O8Ich+nq26HHtmuS7JFjLtc4qio2T9kYIt9gVsfat2rbVcgBnci+GVKG7cCh/Ppsae50Redksf/htu8WuOkVCjUlVbRClFFjPDgkym7JhNBQAaKtrXEQUimRYLYe0LY8nDrLcWsd4qLG4xW5aBRYA2CwHAFyoX0DU6KJuFcLasFgsSElJQWZmZsCeUhkZGQCAbt261fn8ur43NZ4jhUdgNJTNbeAWu4GT9kYG2dPSb+URq+UozjidXEadiCqxWg9o/62qhrO5gCKBW0z127ZWqKwkIgIAi/kYDAZR23aL54JTikQGUUqBoti0bav1DygqV6ONJKzAqsKgQYMgSRJ27NhR6dimTZsgCAIuvPDCep1f1/em+vMtmV7o9mB79i6/Yy73ufoERU1AgNtdVnARBBnPrtvCZdSJyM9p52mYTWe0bVE6B6pqq+YVFE7cYleoatlPW6v1DzjYkEFEFdis/pXbLndqFWdS+DH69aw2Gpw4UnhEx3iosbECqwrXXHMNAGD27Nlwucom/V65ciW2bduGUaNGoU2bNvU6v67vTfXnWzJ96pIT2HF6r7bfo9ghye11jIwam0v0r5C0letlQUQEAL+e2eO3zUJLZFFVK0SpbEJ+s+kMHln1OxsyiEgjekS/hTxkTyJkTysdI6LGVjG3b8/exVEZEYRzYFWhX79+uOmmm7Bw4UJMmDABo0ePRnZ2NpYtW4YWLVrgiSeeqPf5dX1vajiLOcN/9UH3uWD9bWTxeJpXWI3wGATBxd4VRFFOUVU4RAWqqmJXTlkFlqoaIXIhj4jjcqfCailrbbdZ/kBJaXMdIyKiUODLBTtP74MgyNp+b5mAwwcjiSS3h0exa1PH7Di9Fyv2DwZgxAfj2yLRyilkwhkrsKrx9NNPo0uXLvjiiy+wYMECJCUlYdy4cbj//vuRkpLSoPPr+t7UMNYKvXFcIlvdI5FLTEWcaRMAQBAUWC2H4XJzNUKiaObriWsy5qBZUo623y124uqDEUgUO0NVTVoB1Wo9gJLSwTpHRUR68+WCxPitsJZ79LNMEIkMcLvPhT1mt3fL4ILFnAFR6qRvWNQoor4Ca//+/VUeEwQBU6ZMwZQpU2r1XnU5v67vTQ0hw2ouv9JIPGSZQzQjkdt9LuLsm7Rtm2U/K7CICEDlhoyKE35TZFBhgVvsBNvZVYdNxgKYjDngMupEJAhuWMzHtG1ZbgaPhz00I5FLTNUqsADvbwBWYEUGjqGiiGe1HITBULbio4srjUQsj5IEqdwyyGZzBgwGh44REVFoUGCzppdtqWa4xU76hUNNqmLlpM36u06REFEosVoOQBA82jbLBJFLltvA44nXtm2WgxAgVvMKCheswKKIF2Pb57ftcp+nUyQUDC5XD+2/BYEFFyICLObjMBpKtG3vnCdm/QKiJuUWO/kto26zpkNSpGpeQUTRIMZasUzQo4ozKfwJfv9/BUGGtcLqkxSeWIFFES3PlQeL+YS2LUmt2VU4wrnE7lDVsskZY6z7UOSSuPIIURSzWX/z2+bQ4khngsvdXdsyGNzYmf0bV6EiijKKqmrf+8MFmTCbs7VjotQBipKoY3TU1Cp2Woix/gYH80DYi/o5sCjy+FYZAYBNmdv8jpWy0BLxVNUGt9gVtrPz3RiNRZixehckuQMW3xaHpBg+9oiigS8XZBcX+a1KJ3uSIMltdYyMgsHl7uk3/8kX6Zvw3lbvEHOuQkUUHXwTtwNAnP1n2GPKjpW6ztcpKgoWj5IEUWoPi/kkAMBsPoVHVqXD42nGPBDGWJKjiFOWrBQ0T9oK49lnk6oaOWlvlCh199QqsAAgxvYbpOIOOkZERMHmywUxtp2Ij1W0/S5XT3DOk8gne1pCklvCbPKuPGkxH4fB4ICixNfwSiKKPB7/eRAVC9xiVx3joWBxuXpqFVgAYLPuQ4lzuI4RUUNxCCFFLLP5BIzGYm3bLXaDqlp1jIiCRZI6+E3caLUchCC4dYyIiPSh+s15oqoC50GMIt7KSi/OiUgUvayWIzAYXNq2S+wO9uOIDi6xGxSlbM5Lb0Wmp+oXUMhjBRZFrBjrXr/tUheHD0YPg18hVRA8sFn26xgPEenBZMqGyZSrbYtSRyhqrI4RUTAFmhMRUKp+ARFFpErzIHL4YBQxwy2WzYloNDhhsRzVLxxqMFZgUUQyGBywWg5p2x5PAiSZQ8iiSan7PJSfnzHGthsqJ2wkiip2226/7VI3Cy3RxDcnoo/RWASL+Ug1ryCiSGM05MNqOaZtS3ILyJ6WOkZEwVZxDuSKvw0ovLACiyKGb6URh9uDGOuvEISyygqn6wJwzpPooiiJEKVO2rbJlI99OelVv4CIIkqRuwhWS9mS2R5PHESxs44RkR5KXRf4bdtjdnMVKqII51cmsO3xO1bKMkHUkeXWkORW2rbFfAKH8k9yZdowxcG/FDHKJm+X0SK5bPigqpq4ZHqUcrr6wlqum/CKg2txfqvzUOj2IN5igEHgDxiiSFJ+FdqfT26CIJQNF/MWWthuF20kuW2FydxP4JFV++DxtOAqVEQRylcmEAQ3mieXzYOoKFa43N2reSVFJgGlpX1gjl+p7Xl7x2o4Si4DwJVpww1/yVHEsVn3+03U6B1KZtMxItKLJKVAlpO17d/P7MM1n2zF1CVZWiGXiCKHr9AydUkGfj75i7ZfVU0cPhi1BJS6+vrt4fARouhgs+6DQZC07VJ3LwDmql9AEcslnguPYte2bdb9EIRSHSOi+mIFFkUYFTEV5zypMHyAookAZ4WCS8XPBxFFHpv1DxgMZT9MXe7uUNUYHSMiPbnc50JRyv7/26zpLLgQRTzFr7JaVQWWCaKaCS5XL21LEDyVFvyi8MAKLIooZtMJmE1ntG1RTIHH01zHiEhvLncPKIpV27bZ9kEQXNW8gojCm4oY206/PU5XH51iodBgQqmrt7YlCB7E2FhwIYpkFvMRGI1F2rZb7AJFidcxItJbqas3VLWs+iMmZg8AWb+AqF5YgUURJda+xW+7Yu8bikZmv6FDBkFiLyyiCGYxH/FvyJA6wONpoWNEFAoqFlzstp1we9w6RkRETUVVVcTat/rtqziUmKKPosbCLZ6rbRsNJbBZf9cxIqoPVmBRWPOtMlLo9mDfmUOwmE9qx2S5ud8qdBS9Sl19KxRcduGMs4SrjxBFmECFFmdpf52ioVCiqLFwuXto2waDCz+f2Mw8QBSBDhQcgNl0WtuWpDaQ5HY6RkShoqTCb4LYmG0oKBWZC8IIVyGksFa28iCQFL8cFkvZsZLSgeAyuQQAihKHUvf5sNt+BQAYDG7M3JAGZ+lAAFx9hCjc+VYf3J2TDrMpW9svSa0hSufoGBmFEmfpANisv0MQvAWUVcd/wue7OwMwMw8QhTlfHlBVFSuPpfkdKykdBJYJCAA8nhZwi11gtRwGABiNDvxj3Tq4zo7WYC4IfeyBRRHBZMqCxZKhbctyMtxiNx0jolDjLO1fafiIAFHHiIiosXgbMzKxcN8Kv/0stFB5HiUJLnd3bdtgKEWM7TcdIyKixuJr1L7nxy3ILCkrE0hyK4hSRx0jo1BT4hzkt22P2QaAq5OHC1ZgUUSIjfGf+8rb+4ofbyqjKAmVho/EnO2RRUThz2zOgNl8StuW5JYcRk6VOEsHovwIEXvMdnASX6JIoVYuEzjZkEH+ZE8ruMVO2rbJWAibdb9+AVGdsIRPYc9syoDVckzblj1JcIupOkZEocpZOgCqWvYjxh6zjUupE0UARVUQZ9/gt4+FFgrEoyT7/UYwGkpgj9lZzSuIKFxYzIdhMWdq25LcAqLUWceIKFR5e2iXiY3ZBDZmhAdWYFFY0iZvd0mIi/3Z75i30MKPNlXmHT5ynrZtMLgrtdQRUXgov4jHpsztMJtytGPe3ldddIyOQllJ6aBKjRmnigs5iS9RmCmfBwpK3YiLrdiQMRhsyKBAZLmNXy8so7EYdttOOJgHQh4ncaew5BvnbrPuQ0Jc2XLpktwKbrF7Na+kaFfiHAKb9QAEwdvKEmP7FUcLR6JTYmvEWwwwCPyhQxQOyhbxkNA8eTmM5dotikuGg4UWqorH0wyl7l5lC3sIEv75y/dwlIwCwEl8icJF+cWcYmy7EB9boB0TpfZsyKBqFTuHwWI+pi3sYbdvw0Mrzoeq2pkHQhi7qVDYEiAi1r7Jb19xycVgoYWqo6hxfkvoCoKCt3YswdQlWXCInMCRKNzYY3bAaCjRtt1iF0hyio4RUTgocQ6GopQtXWyz/gajMVfHiIiovgTBhdiYX7RtVWWZgGrm8TRHqbuXtm0QJMTZN+sYEdUGK7AobNntW/0KLS53V0hyex0jonDhLL0QHk+stm21HIbFfFS/gIioXgyGIsTGbNe2VdWA4pJhOkZE4UJV7XCWDtS2BUFFfOxaABw2QhRuYu2bYDC4tW2X+zzInlY6RkThIlBjhsl4WseIqCaswKKwUX6c+x95GbDbdmjHVNWAEicLLVRbZpSUXuS3Jz52Dc44nZwDhSiElc8DRS4ZCbFp2nBgACh19YZHSdYxQgonTlcfeDzx2rbFfBI262+cA4UoxPlygcPtgdl0UhsODACqakJJ6VAdo6NwErAxI24VCkpFlglCFOfAorBRNs7dg+TEL2E2lT1MnK5+8ChJusVG4cfl7gGbdS8sZu/cCUajAy9sXIJi56UAOAcKUSgqP9+Jdw7EDO2YR7GjpHSwXqFRWDLBUXIpkhK+1/bE2dfj4RWdoKhxzANEIaosF8holpTmd6zEORCKEqdPYBSWnK4+sFn3wWTKBwCYTWfwzPoftYot5oLQwh5YFHbstp0wm8ombpc9SWdXGSGqCwGO4tFQ1bLHYIxtN0ymLB1jIqLaMAgliLP7r0BbXDICqmrTKSIKV6LUBS73udq2wSAiPm4tOJSQKPTFxmyByVigbUtyCzhdF+oXEIUpExwlo1G+o1VszC8wGvL0C4mqxAosCismYw5i7b/47XMUXwZ2JqT68CjN/HpsCAKQELcSAkQdoyKi6qmIj0urMN9JV7jFbjrGROHMUXIpFKWs8tNqOQybNV3HiIioJiZTFux+cyAKZ8sE7ClDdSfJ7VDq6qNtC4KChPiVADz6BUUBsQKLQlr5+U7OOEuQEL8MglD2IHG6LoAkt9MxQgp3ztILIckttG2TsQDxcatR5JI57p0oRJSf78Ru2wGr5WjZMcWK4pIRusVG4U9V7WdXLCsTH7sGRwqyOAcKUQhySiVIjFsGQSg/nciFnLidGqTEOdRvXkSzKRtx9g2cFzHEsNsKhbSyMe4qEuJ+hM1aoB2TPYkoKbmoytcS1Y4RjuIxSE78UqsctVkP4MmfVsPl7s1x70QhwJcLzKZMJCVs9D9WMgKKGlvFK4lqxyX2gFU8BKvlMABAEGT8Z/enyCu8HoAZi2+LQ1IMfzYT6UVRVThEBYqq4LP9X8JoLNaOyXJzTidCDabCgqLiy5CU8A0EwbvPHrMLM9a0hyh2ZZkgRLAHFoWFGNse2Kx/aNuqakSRYxxUWKp5FVHtyJ6WcJRc4rcvPvYnmIzZOkVERBUJghMJcT/6tbiXus6HW+yuY1QUOQQUFV8GjydB22My5SEhbjU4HxaR/nwNGQ+s+h6HCg9o+xXVjELHOLBfBjUGSU6Bs3SQ376E2JUwGgr0CYgqYQUWhaTyw0Us5sOIs6/zO+4ouQSyp6VO0VEkcrl7+U3kKwgKkhKWIM/FCRyJ9FB+CHmu04mkhCV+Le6S3AKOkkt1jJAijaraUFh8hd/iHjbrfsTG/IJCl4yCUplDSIiCrHyZwGo5gDj7Jr/jjuJR8CjJOkVHkaikdBBEMUXbNhhEJCZ8i+ziIg4rDwGsqqaQ5GtlMZlOITnBv8Xd5U6Fy91Lx+goMnlXJTSZcrQVbQyGUny092Pc0+du2M2xiLcYYPD1KSaiJlU2hFxBYvx3sFpOa8cU1Ywix5XgzxhqbLLcBsXO4YiPLWs4i7VvwV1fx8Hl7sUhJERBVjaE/ASSElb4HSt19WIvXGoCBhQWj0WzpP/CaHACAEzGQry+7SPkF00CYGYu0BF7YFHIMhpzkRT/HQRB1vZJUhsUFY8GwEoEanwqLCgsGu+3GlWe+wye3fAB7vjuKDIdElteiJpY+dZ2QEF8bBqslmPacVUVUOQYxxZ3ajKlrj4odfk3lMXHroHFckiniIiiS/keuA63BybjaSTGfw9BULRzRDGFvXCpyaiqHYVFV0NVyxrKzOZsJMYvAyBrE7uzTBB8bLqkkOGbnBEA/sjPQHLC/2AwuLTjsicJBY6rAZh1ipCigUfxfs6SE77WJnU3m08hKWExHloxAarqrdxiywtR0yjreeVBQtxK2KwH/I+XjIYoddQnOIoSAhwlI2AwFGsrXgqCisS4pdicaceQdhcCAHvlEjWRsjwAmExZSEr4FgaDqB2X5eYoLB4HgL/DqOnIntYodIxDYvx32mggq+UokuK/w4PL/wRfmZRlguBiDywKGb5kdffSHfhw74d+lVeKEoPCovFQ1RgdI6RoIcttUei4AuUbVMymbCQlfA1B8HYl5pK6RE1JPrvyrH/lVbFzMFzunjrFRNHFgELHlZDk1toeQVDx7eFFmL58FaYuydIa3Yio4Sr2ugIAsykDSQmL/SqvPJ44FDjGQ1WteoVKUUSUOsFRMtJvn8WSgaSEbyEIbp2iim7sgUW68/W88k7OmI6EuDSt5wsAeBQ7Cor+DI+SpF+QFHVEqSuKisciIW6F1upiNp1Bs8QvUOi4Cg8u957HVheihivfAzfTkY/khK9hNp/yO6fEOaDSykBETcuMgqIJSEr4FmaTd1VaQQAS4tJgNBag0DVBO5O9sYgapnyvKwCwWX9FfOxPfsMGPZ44FBRNgqLE6xEiRSmXuxcEwYP42J+0fRZzJpITvkSh409wuFsBYB4IFlZgke68CesE4uwbkRi/0++YN1H9mXOdkC7cYncUFpuQGLdM+wFlNDqQnLgIRcWj4RZ7aK2EABMXUX2VLdyRhcT4H2A2O/2OFzuHwlk6UKfoKJqpqg0FRRORGP8dLOZMbX9szHbM3JSDouIroKo2NmYQ1VP5hmwvGfGx6xBj2+t3nseTgPyiSVCUhOAHSVGv1NUHqmpCfGwafD/1TaZ8JCd+gRmrx0KUOjMPBAkrsEgX5VvbDxdkIjlxEcym037nyJ4kFBRNgKIk6hEiEQBAFLui0HE1EuKXwiBIAABB8CAxfgVc7mN4aMUl2tBWJi6i2iufB/JL3YiN2QR7zDa/VWdVFSh2XoJSV1+doiQCVNWKgqIJSIxf6reggNVyHM2SFsJRPIot8ET15DfflfE0EuJWwmTK9TtHlpujwDEBihKnR4hEAACX+3yoqgkJcSu1hm2DQURSwndwunoj1zkRgB0Ac0FTYgUWBU35worD7cGDyzNhj9mB2JgtMJv855Fwi51QVDyW49spJIhSR+QX/gWJ8d/DZCzU9tus+2E2Z6C45BK4xXO11kMmLaKqlW9tf3D5aZhMWUiIXY1Yu3+BRVGsKCoeC1HqpE+gRH7MKHRcjVj7JsTGbNf2Gg0lSEr4Ds+sP4hi5zC8cXknxJ9tyGAuIAqsYplAgAh7zDbYY7b7NWIAgMvdDY7iy6DCokeoRH7cYnfkFyUiMf4HGA0l2n677Ve8uu0YHCUjIEqdMHtsK8RbjcwDTUBQVc5AHKlychxBv2bLlvGVrl2xsAKosFr2I86+CUZj5RhLnANQUjoEXGOAQo0guJEQt1xblao8SWoDh/NiyHJbLWkBoVOA8X03KTrpkQ/Kq9yAcRpGQwFi7Rthsx6sdL4sN0Oh40+c+5BCktVyAAlxqyAIst9+RTXDWToAztK+AMwhWYBhLohOeucAwL+MUOj2nO11pcBm3YdY+2YYDf5Dx1VVQEnpEDhLBwAIje8PkY9BKEFC/FJYzFmVjrnFc1DsHA6Pp0Wjjc4IVMZu6HuFK1Zg6Wzx4sWYP38+jhw5ApvNhmHDhuHBBx9E+/btG/zeelZgZZ8uqlRYAWTYrOmwx+yEyZhf6bUeTwKKii+DJHcIZshEdaTCZt2LuNj12pDC8kSpA5yl/SFK5wAQQmZYYbgnq0jXlLkA0K/wUrkBwztExB6zA1bLH5Va2lVVgNN1IUqcg8FO4hTKjIYCxMet8psXy0dRbHC6+qDUdQFUNSZk8gDAXBDKIq1M4OPLAy2ax0FRVRzLKkK+y4XXfvkZdttOGI1FlV4jy8koKhkDWW6jQ8REtaXAbtuBWPtmv8UGfNxiZ9zYYyRSkztDEATEWQwQzjZm1LVhgxVYZViBpaPZs2djzpw56NatG0aMGIGsrCz8+OOPSEhIwKJFi5CSktKg99cjWTVvEYcilwdHMgu13lYmYw5s1nTYrOkwGFyVXqOqAkpdF6DEOZTdgylsGAyFSIhdDYslI+Bx2ZMMl+s83Nt/KNrEeRch8CUuPVrjwz1ZRbKmzgVAcPNBoN5WguCG1fIHbNbfA7ZWAt5eV0UloyHLbYMWK1HDqIix7UZszGYYDGLlo6oRbrErru8xBD2adYNBMDSoANMYmAtCU6SVCQLlAUCFyZQNm/V32CwHYDC4K71OVQ1wuvqixDkEbMSgcGE05iIhNq3S6sk+ktwCLvd5cLm7Q1W9c2TVtYcuK7DKsAJLJ+np6ZgwYQL69++PefPmwWLxVtysXLkS06dPx8iRIzFnzpwGXaMpk1X5xKSoKkrO/rfJbsO93xyG2ZQFq+UoLJbDfnMGVeQWO6HYOQweT/Mmi5Wo6aiwmI8hzr4eJlNe4DNUQJbbwC11hih2hOxpgVkjWyHO4h0iG6xKrXBPVpEqGLkAaLp84MsF5fNAsajg6TU5MBoKYTEfg8VyBBbziYCtkwDgUewocQ6By90THDpO4UgQnIi1/4IY695KvQp9FCUGbrETRKkzRKkDVNWGWSNbIM4S3Eot5oLQE4llAm8eOANAgsWcCYv5KKyWIwF7W/m43F1R4hzGoeMUplRYLX8gzr6xys+5qgqQ5HZwi50hSh3h8TTDrJEta1UmYAVWGVZt62T+/PkAgGnTpmmJCgDGjBmDgQMHYu3atcjOzkbr1q31CjFgwURRVTglFaoKPLP2DAAPjMZCmIw5MJlyYDadQstmp6osqPi4xU5wlvaHJDfO8BgifQgQpU7IKzwHVssB2GN2wGw643+GAJjNp7ytMvZNUBQrXt/WFpLcGrLcErKnJRQlLmACA0JnDi1qGqGeCwIVTHx5AMDZXJADQSiFyZgLs+k0TKbTaJ6c6Te5aSAeTxycrr5wuXqx9y2FNVW1o7hkJEpL+8IeswM2azoEweN3jsFQihjb74ix/e5t2PC0wD+3tPXmAbkVZE8yADOeH9EcBkFArNmgLdXOnBDZQj0PlFd9ZZUHRmMBTMYcmE2nkZxwCibT6WrLBKoKuMWucLr6c7gghTkBbjEVbrELbNbfz06ZU+B/hqDCYj4Ji/kkgPVQFBte39aurEwgt4Si2jFrZEvYzQKckqrlAqfJhXirEYVuT9TnAVZg6WTz5s0wmUwYOHBgpWNDhgzB1q1bsXnzZkyYMKHe1yh0e2o+qRr5pW7MWHUcgsEFg8EJg+CE0VACg7EIRoMDzZIKYTQU1lhZ5aMoVrjEVJS6LmCPK4owBrjFHnCL3WExH4fNuhdWy5GA3w2DwQ2r5ajfRPCqasIbO5Lh8SRAURLgUeKhKHYoSixmXNQBLWLjEGOKgVGo/xwqLev9SmpKwcgFBaVyvfNBkUvCwytPwCC4IBhKYTA4YRRKYDA6YDQ4YDQUoUVyfsChIFURpfYodZ0Pt3gugNCYF4ioMXiUZDhKRqPYORQxtl8RY/09YEu8IABm05lKDR4eTzxmb0+CR4mHR0mAosSdzQV2KGoMFMWGNy5vhwRb/X++MxeEnnAoE0iKBKfkxBlnMV7ffMKbBwxluaBZUsHZMkHtBvYoig0udw9vmYA9riiimOBy94bLfT4s5iOIsf0Gi/lYwO+GweCC1XIYVsthbZ+iWPDGjiR4PIlnywNlZQJFiYGi2vD6mBQk2sz1jjDc8wArsHQgiiIyMzPRvn17v5YWH98498OHD1c6Vhf3rfgOgiACggoBCgAFEBQI8Gj/9q6g4/23IIjavw2CG4LgQYtmDQoBimKBKHWCW+wKt9gZ/MhRZBMgSh0hSh0hCKWwWQ7AajkMs/lktRW9giDDbMqB2ZRT6dh7v5X9t6KaoSoWqKoFKsxQVRNU1QzACFX1/gMYocIAqEYAwtn/NuCH225v9L+WGiZYueCmz+cDggLgbC4QlLM5wXO2l4gvB5z9B9LZfOD9p2UD8wAASFJruKUucLm7Q1ESGv6GRCFMVe1wlg6Gs3QQzKZMWK0HYDUfgdFYXO3rjEZHwNWZy3t5m8GbA1QLFNUCnM0DKoxQVRO0fAAjoBrgzQNGQPX+e+ltf220v5MaLmhlgpVLIECqsUwgQAYEGYIgQRAkGLRcUFYBllzPR7iiWCFKneByd4ModQIbMCiyGSBKXSFKXWEQir15wOKdZqe6il6DQYTBcBpm0+kqz/nndkBRzFBV69nnv9n7b9XklwfKygQG778hRESZgLUJOigsLISqqkhMTAx4PD7eOy7V4WjYGNe42I0Nen19qKoRktwGktQeotQektwOTFAUjVQ1BqXuPih194EguGExZ8BsOgmz+SRMxtxat1KWZxAkwCgBqH5oVmDhnawiUbByQax9a4NeXx+yJxGS1B6S3B6ieA4UNTboMRDpT4Ake78HxRjhHVplPgGL+STMpsw69VzU3lFQIAguAK56/rr6a71eRU0jaGUC+6YGvb4+VNUESWoLUW4HSeoASW4LznNI0UhR41DquhClrgshCKWwmI/DbM6ExXSyyjl0a2IwSAAqr4ZeO+FdJmAFlg4kyfthC9TSUn6/2133HzblfXn9fxr0eiJqTH31DoBCDHMBEVF0Yx4gikYX6h1AWGM1uA5sNhuAsqRVkSh6l2K22+1Bi4mIiIKLuYCIKLoxDxAR1Q0rsHQQFxcHg8FQZXdg335ft2EiIoo8zAVERNGNeYCIqG5YgaUDi8WClJQUZGZmBmxxycjIAAB069Yt2KEREVGQMBcQEUU35gEiorphBZZOBg0aBEmSsGPHjkrHNm3aBEEQcOGFHB9LRBTJmAuIiKIb8wARUe2xAksn11xzDQBg9uzZcLlc2v6VK1di27ZtGDVqFNq0aaNXeEREFATMBURE0Y15gIio9gRVVeu+ljs1ipkzZ2LhwoXo1KkTRo8ejezsbCxbtgzJycn4/PPPkZKSoneIRETUxJgLiIiiG/MAEVHtsAJLR6qqYuHChfjiiy9w9OhRJCUlYfDgwbj//vuZqIiIogRzARFRdGMeICKqHVZgERERERERERFRSOMcWEREREREREREFNJYgUVERERERERERCGNFVhERERERERERBTSWIFFREREREREREQhjRVYREREREREREQU0liBRUREREREREREIc2kdwBUN0VFRfjPf/6D5cuXIycnB23atMHll1+OqVOnIjk5ud7n1uf8hsbn89NPP+Hjjz/Gr7/+CkEQ0LVrV9x6660YN25ctdfavHkz/vrXv2LixIl45ZVX6vXevJ9larqfsizjo48+wjfffIOMjAzExMSgX79+mDZtGvr06RP19/Ozzz7Dc889V+W1N23ahGbNmvntW7x4MebPn48jR47AZrNh2LBhePDBB9G+ffta/T2kv6b8zOtxzdp8zwGge/fuNcZ51VVXoXXr1n7X7ty5M06dOoWMjAy/z3x8fHxU3Ztu3bqhtLRUu+7IkSMBAOvWrcPJkydhNpvRs2dPXHfddUhPT4/a+1Lxur48NW7cuEqfrUi+L3/+858r5eX65nqKXHr8TgqF7xAAFBQUYO7cuVi9ejWysrLQvHlzjB49GjfffDM+//zzStecPHkyvvjiC6xYscLvmXvrrbdizJgxEX1P7rnnHphMphqvW1O5INLuS1WflalTp2LPnj21et5G2j255557KpVd6vreTUFQVVVt8qtQoygoKMCNN96Iw4cPo3Pnzhg+fDjy8vKwYsUKtGvXDvPmzUO7du3qfG59zm9ofD7z5s3Dyy+/jObNm+OKK66AoihYvnw58vLyMGPGDNx+++0Br1VcXIzx48fj5MmTAX/Y1ea9J02axPtZh/s5bdo0rFq1Ch07dsSIESOQn5+PZcuWAQDmzJmDXr16RfX9fOaZZ/DFF1/gr3/9K+Li4ipdf+rUqYiJidG2Z8+ejTlz5qBbt24YMWIEsrKy8OOPPyIhIQGLFi1CSkpKtX8P6a8pn8l6XbOm7/nw4cMBAG+99VbA+FRVxbx581BSUoKWLVsiJydHu/amTZtw8OBBmM1mXHPNNXA4HPjxxx8RFxeHxMREHD9+POLvzccffwyn0wkA2nVPnz6N5cuXAwDOPfdcDBs2DA6HA8uXL0dxcbHfudF0XypeNyEhQctTcXFxKC4ujvj74vsu/fOf/8TEiRO1Y/XN9RS59PidFCrfIYfDgeuvvx6HDh3C0KFD0bNnTxw+fBhr1qyB0WiEx+Pxu+by5cshCAIkScL555+PgQMHwuFwYMWKFXA4HHjooYdw1113Rew9adGiBex2e7U5t/zzNlC5IBLvS6DPyooVKxAXF4f8/Pwan7eReE9atWqFL7/8Em3btq3XezcZlcLGU089paampqrTp09X3W63tn/79u1qz5491TvuuKNe59bn/IbGp6qqmp6ervbs2VO98sor1TNnzmj7c3Jy1Isuukg9//zz1aKiooDXevzxx9XU1FQ1NTVVnTFjRqXjtXnvxx57jPfzrJru5/r169XU1FR10qRJqsvl0vZv2rRJ7dGjh3rZZZdF/efzuuuuUy+44ALV4/HUGMvvv/+upqamqjfeeKNfLCtWrFBTU1PVu+66q8b3IP015Wdej2vW5ntekw8//FBNTU1Vr7jiCr9r+z7zV199td+1fZ/5aLo3Fa/7xhtvqKmpqWr37t39rvvQQw9p5x84cCDq7kvF65bPU9H0eXn66af99jck11Pk0uN3Uqh8h1566SU1NTVVfeutt/ze4/rrr1dTU1PVESNG+F3T9/v/0ksvVRVF0fafOnVKHTZsmHreeeepR48ejch7smDBgjo/bwOVCyLtvlT1Wfnmm2/U1NRUtW/fvjU+byPtnvg+K48//ni937upsAIrTMiyrPbr1089//zz1dzc3ErHfQ+a/fv31+ncur53Y8Tn4/sybtmypdL5ixYtUp9++mn18OHDlY6lpaWpqamp6t13313jg7Wq937qqafUvn378n6qtbuf77zzjpqamqp+8sknlY6NGzdOe7hH6/30eDxqnz591GuuuabKGMp74okn1NTUVHX9+vWVjt10001q9+7d1VOnTtXqvUgfTflM1uuatfmel/8BV9GBAwfU888/Xx01alSla5f/zFeMs0ePHmpqaqqanp4e0femZ8+eavfu3dWePXv6XXfMmDFq9+7d1YcffrhSjL57U/G60XBfKl7XV7nvq+yLhu/S6NGjVafT6XesvrmeIpcev5NC6Tt0zz33qBdddJHfd8V3zdTU1EoF6jFjxmjPlIr35O2339auG2n3RFVVNT8/X/vba3reVlUuiLT7Ut1nxfe8DfRZKf+8jbR7oqqqWlRUpKampqpjx47129/Q/NYYOIl7mMjNzUVJSQk6duwYcCxqz549AQBbt26t07l1fe/GiM9n7dq1aNmyJQYOHFjp/GuvvRYzZ85E586d/fbn5eXh6aefxqBBgzBlypQq46npve+77z44nU7ez1reT9/Y6pMnT/rtF0UR+fn5MJlMUX0/jx49itLSUvTo0aPKGMrbvHkzTCZTwPceMmQIVFXF5s2ba/VepI+mfCbrdc2avudmsxnx8fFVxvfyyy9DkiTcd999la5d/jNfMU5FUQAA6enptYozkHC4N7IsQ1VVdOrUye+6t956Kx544AFt3ojyMfquW1JSUmOMgYTzffHp1KkTAKBjx464+uqrAQBxcXFR8V16+umn/YaeA/XL9RTZ9PidFErfoXfeeQcbNmzw+674rgkAbdq08XuPW2+9FSNGjKh0TQCwWCwAvM/cSLsnALBz504AQExMTI3P26rKBZF2X6r7rKxdu1abFqTiZ6X88zbS7gkAHDp0CADQsmVLv/0NzW+NgRVYYcL3QBVFMeBxh8MBADhx4kSdzq3rezdGfIC34iQnJwepqak4ffo0nnrqKQwbNgwXXHABrr32WqxatSrg+zz33HNwOp146aWXIAhCwHNq8968n161uZ8AcMUVV6B58+b473//i2+++QbFxcXIzMzE448/jtzcXFx//fW1jjcS76ev4C0IAh588EFcfPHF2rnff/+937miKCIzMxNt2rTR4irPN/fV4cOHq/x7SH9N+QzR65o1fc9vvvnmgJ9ZwDuh9IYNGzBs2DBceumlfteu+JkPFCcQ+DMfSfdm0KBBAa9700034e677w4Yo29fxYm+o+G++CxZsgQAMGjQIJjNZgDQKj1rE2Mg4XBfyn+XfOqb6ymy6fE7KZS/Q4WFhVi/fr22fc899/gdv+mmm7QGg/LXVFUVK1asAOB95kbaPVm+fLm22FBVFQzln7dVlQsi7b5U9VnxPW99lUafffZZlc/bSLsny5cvx4MPPgiTyVTp+9OQ924srMAKE0lJSejYsSMyMjKwd+9ev2OKoiAtLQ2A90Ncl3Pr+t6NER8AnD59GoB38vBJkybhl19+wRVXXIErr7wShw4dwrRp07BgwQK/91myZAmWL1+ORx55pNoJrmvz3t999x3vZy3vJ+Ctbf/888/Ru3dvPP744+jfvz9GjhyJH374AQ8++CCefvrpqL6fvgqsL7/8Erm5uRg/fjzGjBmDQ4cO4eGHH8Ybb7yhnVtYWAhVVZGYmBgwVt+Piur+HtJfUz6T9bpmTd/zxx57rMrYPvjgAwDeH38Vr13+Mx8oTl/r3tGjRyP63tx///11irFZs2YQRRGtW7fGxRdfHJX3ZfHixTh48KC27WsJLykpiYrvUkX1yfUU+fT4nRSq36HPPvsMgwYNwhNPPAHA27BYsbKmqmv+97//xZ49e5CSkoKLL7444u7Jfffdh5ycHLRo0QI5OTk1Pm+rEmn3parPiu95m5OTAwDIzMys8nkbaffkvvvuQ3Z2Nl599VUMHTrU75yG5LfGwgqsMHLnnXdCVVXce++9WL16NYqLi3Hs2DHMmDFDa7lWzy4qWZdz63N+Q+PzddXcvXs3unbtiiVLluDpp5/GP//5T3z11VeIjY3FP//5T617YnZ2NmbNmoWhQ4di8uTJ1cZR2/f+y1/+wvtZi/sJeGv93333XezcuRPnn38+br31VkycOBGxsbGYO3cuFi9eHNWfT1VV0b59e7zyyiuYP38+Hn30Ufzf//0flixZgpYtW2Lu3LnYtm0bAECSJACosnXCt9/tdtf4/4X01ZSfeT2uWZvveSD79u3Dli1bMGDAAAwYMKDStX/66SftWoGufdVVVwEA1q1bF/H3prbXXbp0KfLz8wF4l6v++eefo+6+bN++Hf/4xz9gMBgC/q3R8l0qr665iaJHsH8n1fX8YH2HmjVrhjvuuAMTJ06ExWKBqqq47bbbarzm0qVL8eKLL8JkMuGVV17RentG2j2xWq3Izc2t8/O2oki7L4E+K74hdKWlpQCAMWPGVPu8jbR7YrVa8cgjj2iNKg1970ZVu6myKFS89dZb6nnnnee3Es/YsWPVxYsXq6mpqeqsWbPqdW59zm9IfDt37tSO//HHH5Xex7cq04cffqiqqqrefvvtar9+/dQTJ05o52zYsCHg5IJ1eW/ez5rvp6qq6syZM9XU1FT1hRde8Fux5eTJk+qll16qdu/eXd29e3fU3s/qfPHFF2pqatlKUrm5uWpqqnf1jkB8k+q/8MILNb436a8pP/PBvmZtv+cVzZo1S01NTVV/+OGHesXp+8x37949Ku5NTdedMmWK2qNHD/W8885Tp0+fHjWfmUDX7d69u/rxxx9r1/XlqfHjx0fNfSmvMXMTRZ5g/k6qz/nB+A6Vl5GRofbt29fveoGuuXDhQu2Z+91330X8PbnooovU1NRUbZGQmp63gcoFkXhfAn1Wyv9T8e8J9LyNtHvi+6zs2bOnUd+7oUxNX0VGjWn69OmYMGEC1q1bh5KSEpx77rkYPnw4fv75ZwD+E63V5dz6nN+Q+HxdNO12O7p27VrpfXwT0h07dgyfffYZ1q9fj5kzZ6J9+/Y1xlCX937++ed5P2ugKAoWLVqE+Ph4PProo35j4tu1a4cHHngAM2bMwFdffYWZM2dG3f2syQUXXAAAOH78OADvEBiDwVBlV37f/qaeAJEaR1M+k4N5zbp8z32faZ+0tDTY7XaMHDkyYJxr1qzBSy+9hBYtWuC7776rdG3fZ/6mm25Cly5dIv7eVHXddevWAQC2bNkCi8WC//u//8Pll1+OjIyMqPjMlL/uxo0bsWrVKjzzzDPapLrlYzzvvPPw9ttvR8V9Ka8xcxNFnmD+TqrP+cH4DpXXoUMH3HfffXjllVdw8cUXY9CgQZWuuW/fPixYsMDvmRvp92Tq1Kl45ZVXcOONN6Jr1641Pm+rEmn3peJnJS4uDs8//zwsFgtEUaz09wR63kbaPfF9VtLS0tC7d+9Ge++GYgVWGEpJScFNN93kt2/37t0AgHPPPbfe59bn/PrGl5KSApPJpK0+VHGiQN8wq5iYGCxduhQA8Mwzz+CZZ56pdL1vvvkG33zzDf785z/jlVdeqdN71/Vvjsb7mZubC7fbjW7dugUc9uabXNjXhTba7qeiKNi3bx+cTqc2GXF5TqcTAGCz2QB4hwimpKQgMzMTkiRp3dR9MjIyAADdunWr1d9D+mvKz3ywrlnX77lPeno6MjMzcdVVV1VawcZ37VtuuQWffvopMjMzA17b95nv378/xo0bV6u/qTrhcG8qXlcURbz22msAgNjYWLz33nvaELJo+sz4rvvjjz8CAJ5//nntWPm5BCvmqZr+nuqEw30pf/26/L6h6BOs30n1Pb+xv0OiKGLr1q3weDy45JJLAsYGeAvXd955p7Z/x44dAIDt27cjKSkJ77zzTsBhu/X5G+t6vl73RJblBj1v6/p31vV8vT8roijixRdfhCzLAeOr6nkbifckLy+vzu/dlDgHVhh57LHHMGjQIBQVFfntVxQFP/74I+x2u1aArsu59Tm/ofFZLBb07dtX++JU9OuvvwIAevTogT//+c+YPn16pX8mTJignTN9+nRcdtlldXrv3bt3837W4n4mJibCYrHgxIkTAVfAOHLkCABvD6NovJ8AcPPNN+OWW25Bbm5upXN9c1/17t1b2zdo0CBIkqT9gCpv06ZNEAQBF154YbV/D+mvKZ/Jwb5mbb/nrVq18tvv+wxX/OFf8dq+z/y2bdsqXfu///0vgMo/1CLx3gS6rsfjwX333YcjR45AEATMnz8fAwYMiKrPTMXr+vLUtGnTkJSUBLPZjDvvvFPLUwaDAXfccYeWpyL1vlRU19xE0SPYv5Pqen5TfYdEUcQdd9yBhx56qNK5jz32GB566CEAQOfOnbX9kiRh4cKFALyVFZ999lmV37tIuycA8OabbwIA2rZtC6Dm523FckEk3pdAnxWLxYI+ffpAURRYrdZK35+Kz9tIuycA8Ntvv/ndk/rmt8bGCqww0q1bNxQWFuLTTz/12//uu+/i6NGjuPnmm7UVeupybn3Ob2h8ALTJw1955RW/4VTp6en4/PPPkZSUhMsuuwyTJk3CvffeW+mfiRMnAvAOJbj33nv9Hqy1ee+LLrqI97MW99NiseDyyy9HYWGhlvR88vLytH2DBg2KyvtpMBhwxRVXQFVVvPbaa37Lu6enp2Pu3Lmw2+249tprtf3XXHMNAGD27NlwuVza/pUrV2Lbtm0YNWqU1o2bQldTPpODfc3afs/Hjx/vd8y3Ik6vXr2qjdP3mX/88cf9rr1y5Uqt4nflypURf28CXfe9997DmjVrAHiHUfrOj6bPTMXr+vKUwWBAQUEBbr/9djz88MNanlIUBXa73S/vR+J9CaS2uYmiix6/k0LhOxQXF4fRo0fD4XDg7bff9js3Li4ObrcbZrMZf/rTn7T9U6dOhdPpRFxcHD7//HN06dIlau7J3r17tUqG4uJiADU/bwOVsyLtvlT1WWnRooV2XC03SXqg522k3ZO9e/di3rx5sNvt2j2pb35rbIKq1rDMAIWM0tJSTJo0CYcPH8aoUaPQpUsX7N69G1u3bsWgQYPw3nvvad0Y63JuXc8vKirCJ598AsC7ClB93sPniSeewNdff43WrVvj8ssvR3FxMX788UfIsox//etf1f4I27hxI2677baAXVpr897Dhg3j/azl/Txz5gxuuukmHD16FL169dIqq9LS0rRkd99990Xt/czNzcWNN96IY8eOoWfPnhg8eDCys7OxatUqKIqC2bNnV5pXYebMmVi4cCE6deqE0aNHIzs7G8uWLdOWp/V126XQ1ZTP5Mb4HNf1mrX5ns+YMcPvHkyZMgVbt27FunXr0Lp162rjXLJkCU6fPg2r1YobbrgBubm5WLZsGZKSkhAbG4vjx49H/L2peN327dtj4cKFUBQFSUlJuP7667VhxZIk4csvv0R+fj769euH/v37R819qeq6vjwVFxeH4uLiiP+8VKUhuZ4ikx6/k0LlO3Tq1CnceOONyMzMRP/+/dGnTx9kZmZi1apV2vAv3zW3b9+OnTt3AgBGjBihVRi73W7s2rULADB48GAMGDAAQ4cOjbh7kpaWBsC72lx2dnatnrc9evTAZZddFnWfFd81W7RogTNnzmjP27y8PCxfvhyKouCtt97SnreRdk/S0tIgCAJmz57tl1Pqk98aGyuwwoyvdvPnn39GXl4eOnTogAkTJuDmm2/W5tipz7l1Of/EiRMYPXo0AGD//v0Nuqaqqvj666/x2Wef4eDBg1p3zb///e81DqGqqQKrNu/N+1n7++lwODB37lysXLkSJ0+ehMViQc+ePTFlyhRcccUVUX8/CwsL8Z///AcrV65EdnY2YmNjMXDgQNx9990BW9RVVcXChQvxxRdf4OjRo0hKSsLgwYNx//33s/IqjDTVZ76xPsd1/czX5nte3rhx43Do0CHs3LkTdru9xmufc845OHbsGI4fP+73mY+NjY2ae1P+ujk5OQG74VcUHx8PWZaj5r5UdV1fnho3bhwSEhKi4vMSSENyPUUuPX4nhcp3KC8vD++++y7S0tJw+vRpJCQkYPDgwZg8eTJ++OEH7ZpJSUnIysqq8V7efffdePDBByPyntx9991o1apVrZ+3PtH2WfFdc8qUKVi6dKn2vDWZTFrv10i/J3fffXfAIel1zW+NjRVYREREREREREQU0jgHFhERERERERERhTRWYBERERERERERUUhjBRYREREREREREYU0VmAREREREREREVFIYwUWERERERERERGFNFZgERERERERERFRSGMFFhERERERERERhTRWYBERERERERERUUhjBRYREREREREREYU0VmAREREREREREVFIYwUWERERERERERGFNFZgERERERERERFRSGMFFhERERERERERhTST3gEQUf388ssvuOWWW6o8bjQaERsbi3POOQdjxozBrbfeipiYmCBGSEREjYHPeyKi6MY8QOTFCiyiMGe32zF69OhK+51OJ44fP469e/di7969SEtLw/z585nMiIjCFJ/3RETRjXmAoh0rsIjCXHJyMl5//fUqj69fvx733HMP9uzZg08//RR33HFHEKMjIqLGwuc9EVF0Yx6gaMc5sIgi3PDhw3HTTTcBANLS0nSOhoiImgqf90RE0Y15gCIdK7CIokCHDh0AAAUFBfoGQkRETYrPeyKi6MY8QJGMFVhEUWDNmjUAgB49eugcCRERNSU+74mIohvzAEUyzoFFFIFUVUVJSQkOHz6MTz75BD///DOsVivuuusuvUMjIqJGxOc9EVF0Yx6gaMIKLKIwd/LkSXTv3r3aczp16oRZs2bhvPPOC1JURETU2Pi8JyKKbswDFO1YgUUU5sovp6uqKvLz87F582Z4PB5ccMEFePLJJ9G3b18IgqBzpERE1BB83hMRRTfmAYp2rMAiCnOBltM9cuQI7rjjDuzZswfvvfce/v3vf8NsNusUIRERNQY+74mIohvzAEU7TuJOFIE6d+6MuXPnwm63Y/Xq1XjmmWeqPT8tLQ39+vULUnRERNRY6vq8nzhxIrp37449e/bU+N6iKOLKK6/E448/3ljhEhFRI2vsPODxePDxxx/jyiuvRN++fTFu3Dh8+umnUFW1KcInqhNWYBFFqK5du2qFjq+//ho//PBDwPN27NiBRx99NJihERFRI6rt8/7AgQNIT09Ht27dsGjRohrf9+2338bhw4cbNVYiImp8jZkH3n33XbzxxhsYP348/vOf/+DKK6/ESy+9hA8++KDJ4ieqLVZgEUWw66+/HkOHDgUAvPDCC8jPz9eOiaKI999/H7fccgtMJo4mJiIKZ9U9732++eYb9OjRA9dddx1++OEHOJ3OKt9v3759WLBgAZKTk5ssZiIiajyNkQd8va/+9re/4e9//zuGDh2Ke++9F9dffz0++uijoPwdRNVhBRZRhJs5cyZsNhvy8vLwyiuvaPvXrVuH9957D4899himTJmiY4RERNQYqnreA95Cyffff4+LL74YV155JUpLS7F06dKA7yPLMp588kn87W9/Q+vWrYMROhERNYKG5oHi4mJMnDgRl19+ud/+zp07Iy8vr9qGD6JgYAUWUYQ755xzMG3aNADA4sWLsXHjRgBA7969kZaWhltuuYUrlRARRYCqnvcAsHHjRpw+fRpXX301WrdujaFDh+Krr74K+D7vv/8+JEnCnXfeGZS4iYiocTQ0DyQmJuKZZ55Bz549/favWbMGbdq0gd1ub/o/gqgarMAiigK33347unfvDgB49tln4XK50Lp1ayQkJOgcGRERNaZAz3vAW5Dp2bMnUlNTAQATJkzAzp07cfDgQb/XHzp0CHPmzMELL7wAi8US3OCJiKjBGpoHKlq0aBE2btyIqVOnNm3gRLXAiW+IwtTgwYOxf//+Wp1rMpmwZMmSJo6IiIiaQkOf98XFxUhLS8Odd96JoqIiAMCQIUMQExODRYsW4YknngAAKIqCp556Ctdeey1XpiUiCiHBygMVLVmyBM8++yzGjh3LKUcoJLAHFhEREVEEW758OUpLS/Hmm29i4MCBGDhwIC655BKUlpbi22+/hSiKAIAFCxYgKysL999/P2RZhizLAABVVbX/JiKi8FPbPFDexx9/jMceewwjRozA66+/zilHKCSwBxYRERFRBFu8eDF69+6NRx991G//wYMHMXPmTKxatQrjxo3DqlWrcOrUKQwcONDvvPT0dCxevBhpaWno0KFDMEMnIqJGUNs84PPGG29g7ty5mDhxIl588UWuWE4hg59EIiIiogiVmZmJrVu34qmnnsLgwYP9jg0YMAD/+c9/8NVXX2HcuHF4/vnnUVJS4nfOI488gs6dO2PatGlo1apVMEMnIqJGUJc8AACffPIJ5s6di1tuuQVPPvkke15RSGEFFhEREVGE+vbbbyEIAsaOHVvpmNFoxJVXXolPP/0UJ0+eRJcuXSqdY7PZkJSUhN69ewcjXCIiamR1yQNmsxmvv/46UlNTcdVVV2H37t1+5/fq1Yu9sUhX/PQRERERRahvv/0WF154YZW9p66++mrMnz8fX331Fe6///4gR0dERE2tLnkgJSUFoijiwIEDuP766yudu2nTJjRr1qypQyaqkqCqqqp3EERERERERERERFXhKoRERERERERERBTSWIFFREREREREREQhjRVYREREREREREQU0liBRUREREREREREIY0VWEREREREREREFNJYgUVERERERERERCGNFVhERERERERERBTSWIFFREREREREREQhjRVYREREREREREQU0liBRUREREREREREIY0VWEREREREREREFNJYgUVERERERERERCGNFVhERERERERERBTSWIFFREREREREREQhjRVYREREREREREQU0liBRUREREREREREIY0VWEREREREREREFNJYgUVERERERERERCGNFVhERERERERERBTSWIFFREREREREREQhjRVYREREREREREQU0liBRUREREREREREIY0VWEREREREREREFNJYgUVERERERERERCGNFVhERERERERERBTSWIFFREREREREREQhjRVYREREREREREQU0liBRUREREREREREIY0VWEREREREREREFNJYgUVERERERERERCGNFVhERERERERERBTSWIFFREREREREREQhjRVYREREREREREQU0liBRUREREREREREIY0VWEREREREREREFNJYgUVERERERERERCGNFVgUVIqi4N///jcuvvhi9OvXD3fccQdOnjypd1hERERERBQkLBMQUX2wAouC6l//+hf++9//4sUXX8SXX34JSZIwffp0vcMiIiIiIqIgYZmAiOqDFVgUNMXFxZg3bx6efvppXHLJJTj33HPx7LPPoqCgAJmZmXqHR0RERERETYxlAiKqL5PeAVD02L59OxRFwejRo7V9nTt3xpo1a3SMioiIiIiIgoVlAiKqL/bAoqA5duwYWrVqhQ0bNmDSpEkYPnw47rvvPmRnZ+sdGhERERERBQHLBERUX6zAoqApLi5Gfn4+/vWvf+Ghhx7CW2+9hfz8fNx2220QRVHv8IiIiIiIqImxTEBE9cUKLAoak8kEp9OJF198EcOHD0e/fv3w5ptv4siRI9i4caPe4RERERERURNjmYCI6osVWBQ0rVq1AgB07dpV29esWTMkJydz2VwiIiIioijAMgER1RcrsCho+vfvDwD49ddftX05OTnIy8tDSkqKXmEREREREVGQsExARPUlqKqq6h0ERY+HH34Ye/fuxQsvvICEhAS89NJLyMvLwzfffAOTiYtiEhERERFFOpYJiKg+WIFFtfLAAw9gx44dWLduXcDjixcvxvz583HkyBHYbDYMGzYMDz74INq3b+93ntvtxmuvvYbvv/8ebrcbQ4cOxbPPPovWrVsH488gIiIiIqJ6YpmAiPTECiyq0dtvv4233noLrVu3DpisZs+ejTlz5qBbt24YMWIEsrKy8OOPPyIhIQGLFi1iV2AiIiIiojDHMgER6Y0VWFQlt9uNWbNmYdGiRQAQMFmlp6djwoQJ6N+/P+bNmweLxQIAWLlyJaZPn46RI0dizpw5QY+diIiIiIgajmUCIgoVnMQ9SixZssRvokSf7OxszJs3r9L+1atX48orr8SiRYtw6aWXVvm+8+fPBwBMmzZNS1QAMGbMGAwcOBBr165FdnZ2w/8AIiIiIiJqEJYJiCicsQIrCmRmZuLJJ5/E7bffjj179mj7s7Ozccstt+Dll1/Gpk2b/F7z1VdfoaSkBM8++yzmzp1b5Xtv3rwZJpMJAwcOrHRsyJAhUFUVmzdvbrw/hoiIiIiI6oxlAiIKd6zAigLt2rXDq6++ipKSEi1hZWdn4+abb8bRo0dx7733YujQoX6vufXWW5GWlobJkydDEISA7yuKIjIzM9GmTRu/lhYf3zj3w4cPN/4fRUREREREtcYyARGFO65RGiXGjRsHAHj00Udx++23IzExESdOnMB9992HadOmVTp/8ODBNb5nYWEhVFVFYmJiwOPx8fEAAIfD0YDIiYiIiIioMbBMQEThjBVYUWTcuHHIy8vDrFmz4HA48Je//CVgoqotSZIAIGBLS/n9bre73tcgIiIiIqLGwzIBEYUrDiGMIllZWfjkk08AAEajET/88AN27NhR7/ez2WwAypJWRaIoAgDsdnu9r0FERERERI2HZQIiCleswIoSmZmZmDJlCo4fP44HH3wQb775JkRRxNSpU+udsOLi4mAwGKrsDuzb7+s2TERERERE+mGZgIjCGSuwokB2djamTJmCEydO4OGHH8bdd9+NMWPGYPbs2VrCKr8SSW1ZLBakpKQgMzMzYItLRkYGAKBbt24N/huIiIiIiKj+WCYgonDHCqwokJycjB49euDRRx/FnXfeqe33JazU1FR07NixXu89aNAgSJIUsMVm06ZNEAQBF154Yb1jJyIiIiKihmOZgIjCnaCqqqp3ENT0VFWtcunb6o75dO/eHa1bt8a6dev89u/cuRM33HAD+vXrh3nz5mlj4FeuXInp06dj9OjRePfddxvnjyAiIiIionpjmYCIwhlXIYwS1SWjmhJVdfr164ebbroJCxcuxIQJEzB69GhkZ2dj2bJlaNGiBZ544ol6vzcRERERETUelgmIKJyxBxbVSlWtLYC3tWbhwoX44osvcPToUSQlJWHw4MG4//77kZKSokO0RERERETU2FgmICI9sQKLiIiIiIiIiIhCGidxJyIiIiIiIiKikMYKLCIiIiIiIiIiCmmswCIiIiIiIiIiopDGCiwiIiIiIiIiIgpprMAiIiIiIiIiIqKQxgosIiIiIiIiIiIKaazAIiIiIiIiIiKikGbSOwBqOjk5Dr1DqLOWLeMBhGfswcJ7VDPeo8p894SiT7h/D/h9rh3ep9qL5nvFXBCdgvFZj+bvVUW8F2V4L7xC6T6Eex5gDywiIiIiIiIiIgpprMAiIiIiIiIiIqKQxgosIiIiIiIiIiIKaazAIiIiIiIiIiKikMYKLCIiIiIiIiIiCmmswCIiIiIiIiIiopDGCiwiIiIiIiIiIgpprMAiIiIiIiIiIqKQxgosIiIiIiIiIiIKaazAIiIiIiIiIiKikGbSOwAianyKqsIhKlUej7cYYBCEIEZERERERETBxDIBRRpWYBFFIIeoYOqSrCqPfzC+LRKtxiBGREREwVC+sJLtzMbveb9D9IgQPSoSLYkY0LoPYswxfq9hAYaIKLL4coHD7cGDy09XeR7LBBRuWIFFFEF8yerXnANISlgOkzEPAKDCAElKQXHJMChqnM5REhFRY1NUFUUuDzIdEh5cfgqxMVtgj9kKQVD9zvv+cBqKii+HJHfQ9rEAQ0QUWco3ZhsN+TAaCwAAKoyQpLYAzPoFR9QArMAiiiD5LhGPrP4a9pidsFTIS0brfljMx1BUMhpAW13iIyKiplHk8mDix3/AYHAgOWEZzOZTAc8zGouRlPA1nK7+KHFeBIA9r4iIIkH5HrgOtweCUIr42NWwWQ/5n6dY4CgZCbfYXY8wiRqEFVhEEcIplWLunvdgjzlZ5TkGgwtJ8T9gyaEijO86DgCHjhARRQ4JSfGLYTLlV3uWIACxMdsB1YCS0qFBio2IiJpS+V5XZvNxNEtaCaOhpNJ5BoOIxPjlcLmPIqfkOgCxLA9Q2GAFFlGY8rWyKKqKYrcH3x5ehJMl/pVXspwMjxIPsykbBoNb27/51M9Y/kcc3OK5HDpCRBQh4mLXV6q8cpb2RanrAggGF+Jj18JsKpsLxR6zDaJ0Dtgrl4gocljMx5AYv6TSEPKKbNb9eHXr+8gvuhYfjO/A8gCFBVZgEYWp8q0sNuvvSIjbqx1TVQHO0oEoKR0EwACDoRgJsSthsWRo58THroYktwELLkRE4W/Pqb2w237VtlXVgELHnyBKnbw7FCC/8DrEx65FjO03AIAgqEiIW4FS+XwkWjk/IhFRuKk8bNCJ+LiVfpVXimqG0zkIHiUWNusBWC1HtWNmczZi7ZsBXBvkyInqhxVYRGHOaChAXOxav32OkpFwuXtp24oShwLHRCTGfwur5TgAwGBwIyFuBRS1GwC2uBARhRttlSnRgY93LfQ7VuIcUlZ5pTHCUXIpTKZsmE1nvHuMDvzvj8WYct6NADisnIgonPivPK4iMX4VjAandlySW6DIMQ4eJQkA4Ba7I8b6K+Ji18L3qLfbtuNQQT9c2Do1uMET1YNB7wCIQllRUSH+978vce+9d2HSpKswcuRQ/OlPl2HatDvw+eeforS0tNJrsrIyMXz4AFx77dXVvvfSpd9h+PABePHF57R9O3Zsw/DhAzB8+ABcd92EGuPLWfgATsz+K359drm2z+XuCpf7/ABnC3AUj4Gi2FB8tAC7n1mN32ctwIffvY9CtweKWn0340jg+3/z97//Te9Q4HSW4LPPPvXb9+KLz2H48AHYuvUXnaIiokBCNRf4Ci633HoDNj6xBLufWQ0AEKX2cLourOJVJhQVXwFVNWq54LPp/8Jf35qHqUuytJb8SHbixAl0796duYCIai1U84BPzsIHkPXmn5H+wkfaPkWxoNDxJ63yyktAqfsCOEsHAACKjxZgz7Orcd81k5G2bmWN14kULBOEL/bAIqrCtm1bMHPm08jLy0VKyjkYPPgiJCUloaioEFu3/oK33/4XvvzyM7z++pvo0qVbo18/K+sk0tP3oUePngGPHz92BPKZo377PEosHCWjUNWqUooai6Liy1C081UIRgGqCqQt/R6/4Ep8MP6ciB/7HhcXj9tuuwOtW7fROxTccMMkGI1G3HjjFG3fxRePQJs2bdGuXXsdIyOi8kI9F3jy90M8fUbbVhQLioovR3VtlB5PMxSXXIz8ne9qucC59zskdBzb2OGHpISEBEyfPh1xccl6h8JcQBQGQj0PSHkZlcoEgHdEhqIkBHxNSelgWCwZyNu5T8sDH3z2AQYMHhUVPXFZJghfrMAiCuD333/Dww/fC5vNhlmzXsHIkZf5HVcUBV999QXeeusNPPnko/jkk89htVob7frNm7dAbu4ZrF69sspktW7NSkAQYDAJUKSzY9+LR0JVY6p9b1dJWxTsPYPYjkmAqsJx8DSSxQ0Azmm0+ENVfHw8/va3u/QOAwCQl5eLli1b+e275JIRuOSSEfoERESVhGIuqDjfiXzoG0AADCYDFEmB09UPihJf43uXOLqicG+OlguKD51AQsnvcLi9z6VILsAkJCTg3nvvRU6OQ+9QmAuIQlx98gBQ8zO4tmpTJnDtX1+pTFDq7gG32L2adzaiIPdSFP72pZYHMvYewu3/3YQ3rxmE+LON2pGaC1gmCF8cQkhUgcfjwaxZz8Dj8eCFF/5ZKVEBgMFgwF/+ciP+9KeJOHEiA6tWLQ/wTvXXt++FSEpKxpo1aX77FVVFQamMglIZq9KWIq5TIowxZgCAJLeCKHWu8b1dB9ZDlWTEd2uOxPNbASpQuvcHyIrcqH8DEVE4C9Vc4Bs2OHVJFh5acQwl+/cgrlOSlgtKXX1q9d6uAxuhSB6/XOD+/Qs8uPx01AwlJCKqTqjmgYpcf/yM2E7JWh5QVROKSy6u8b1L0n+FIvrnAfH3z7Q8wFxAoYgVWEQVbN36C44fP4ZBg4Zi4MAh1Z573XXXY+zYcY3evdNoNGLEiFHIysrEvn1lqws6RAUTP/4DV/1zOXIys5DUu7V2rKR0IKoaOliec583AVo7XYik81sBBgH5O49ha+bWSud++OFcDB8+AHv27MK8eR9g0qSrMHr0MPz1r5Px7bdfVzr/2muvxuTJ1+DUqSw88cTDuPzyS3HVVaPx+OMP4cCBdL9zfWP7FyyYh//7v39izJiLccUVI/Hll59p52zatB4PPHAPrrhiBEaNughTplyHjz9+Hy6XSzvnt9/24tJLB2PMmEtw6tQpv2u8++6bGD58AGbNehpA4PHuvr8xPX0fFiz4GH/5ywSMGnURJk++Bt9//y0AYM+eXbj33rswZszFmDDhCsya9Qzy8/Mq/f0//bQaDz10L/70pzG49NLBuOKKkbjvvruxfv067RzfPAcAkJNz2m/Og6rGux8+fAjPP/8PjB8/FiNGDMGkSVfhn/98sdLf63vvNWtW4YcfluC22yZj1KhhuOqq0Xj44YeRkZEBIqqdUM4F2vGC5XCfcfrlAlW11eq9fbkgtluKlguKdu+DAdmVzo20XBBoDizmAiKqKBzywKE/9kPOz0Ry75bavlJX7xpHZABleSCuW2stDzj27ASUokrn1jcPnDx5Evfcc0/I5YFglwkGDhyIW265hXmgEXAIIVUrz5WPrw/+gOyS00G5ntHkrVP1yPWr7W8d2wqTul2FZrb6z2uxdq33YX7ppSNrPLdLl254+umZ9b5WdUaNGoPFi/+H1atXoWfPXn7H3Ad/hGAUkNizFbLXHgUAiGKXGt9Tzj8JKSsdppadIcddDlPsfxHfrRkcB3Lx9fLPMOj2QTAKxkrdhd966w0cOnQQl102FlarDevX/4TXXnsJBw/+gYcfnuF3jZKSYtxzz1SYzWZMmDAJWVmZ+Pnntdi2bQtee+1N9OvX3+/8RYu8yWn8eO+5F1zg7T3w0Ufv4aOP3kNsbCyGDbsECQmJ2L59Cz78cC7WrVuDt99+D7GxcTj//F64+ebbMG/eB/i//3sZr732JgBgy5Yt+PzzhWjXrj0efvjxGu/Nq6++hOzsLIwadTkUxYNly37AK6/MwrFjR7Fo0WcYNGgI/vzn67Bt2y9YvnwpcnPP4F//eld7/YcfzsXHH7+P9u07YPToMbBabTh69DA2bdqAHTu24dVX/4WLLhqOc89NxW233YGPP34fdnssrr9+Ms49t+ou3lu2bMbjjz8EWZYxZMgwpKScg4MHD+C7777BTz+txptvvlvp9f/973wcOLAfF188AgMHDsHOndvw/fffY9u2bVi6dCliY2NrvB9E5QU7F5RX17zQGHkACP1cIEBE6R8/VcoFtVE+FyhxI2GKXavlAuX4/4Bz7gn4unDMBTt3bmcuYC6gRlBTHmjob/jGFullAt9w8h9XLIVg8M8DztKqFvEoUz4PqAnDYLJv0/KAmvEVhI63B3xdXfPATTfdxDxgtSEz8zh++ukn/PLLQTRZkAAA7ehJREFUL8wDDcQKLKrW1398j505v+odRq1llpwCVBVTe99c7/fIyDgOAOjWTd+lZPv2vRDNmzfH2rVpmD79AW2/qqooPbARcV2awWQ3l3tFLXpf/bYKABDTYyQ8nhZwi13QrO9pOA7k4vimA7iv/Qa4xXPxwfi2fhO6//HHAbz77gda0vzb3+7CtGlT8c03i3DZZWPRp09f7dzc3Fycf35v/Pvf/4HV6u0JsGHDz5gx40G8+uqLWLjwKxgMZZ0/Cwry8cknn6Nz57IKuN9+24uPPnoPbdu2x7/+9Q7at+8AAJBlGf/85wtYtux7vP32m5gx4ykAwF//OhWbNm3Apk0bsHLlj7j66iswY8YMCIKA5557EXZ7zQ/nzMyTmDfvM7Rp453M8dxzU/H666/gs88W4KGHZmDSpOsAAJIkYfLka7Bt2xbk5JxGy5atkJeXi/nzP0KnTp3xwQcLYLOV9YBYvPgrvP76K1i27Puzyao7zj23Oz7++H3ExsZWO/7e6XRi5synoaoqXn/93xg0qKz1b8mSb/Dqqy/iueeewoIFX/rd0z/+OIB33vkAvXr1BuCdn+GRR6Zjy5YtSEtLw/jx42u8H0TlhVMuaIw8AIR+LrBY/kDOb1laLlBVMwB3rd6zfC4odfeE3b4Fzfq2heNALhy7tiGhY+D3CbdcMHTocLzwwrPMBcwF1AjCKQ8AkV8mcIgK/vZtJs6sWoa4rv5lAkWt+VlXPg84XX1hj9lVlgd2r0dip8kBe/TWNQ/07dsXn3zyCRwOCUD05oGWLePx2Wef4bnnnmMeaCAOISSqwNcNNCGh8qod6en78OGHcyv98/nnn1Y6t6EMBgNGjBiNU6ey8NtvZV2G5VN7IBcWI/kC75ARVa3dxIqq4kFp+lpAMCCm+yUAgJLSAUjo0QLGGBOKj+bDULw54GuvvPJqv5b/pKQk3H679yH744/fVzp/+vQHtAILAAwbdjGGDLkIGRnHsXfvHr9zu3Tp5peoAGjddO+88+9aogIAk8mE++57GHFx8Vi+/Ae43W5t/9NPz4TFYsXbb8/GP/7xD2RmZmLq1L9X6r1WlcsuG6slKgC44IK+AICEhERMnHiNtt9sNmuTaGZmZvpdf8aMf/gVWADgwgu9XYMDdS+uyfr161BQkI8rr/yTX6ICgPHj/4y+fS/EsWNHsWvXDr9jgwYN0RIV4P0sjR49GoB36AwR1SzUc4Gasw5SgatcLjBX9RZ+KucCE1yuXuVyQV7E5IJ//vMFZGefYi44i7mAqG5CPQ9IWemQiwq1PFBbFfOAqtpR6uqt5YGSo3kwFG8I+Nq65oEZM2b4PQ+jOQ8MHjwYAPNAQ7EHFlVr0rl/giAIOBUmQwjbxLbCn7td1aAYEhISAQBFRZXHf6en78PHH79faX/Llq1www3epU8FoW71wkI1K3uMGnU5/ve/L7F69Uqcf773oSseXAbBbEBCjxYAABVmAK4q38PHfXQHlJJ8WDteCGNsEgBAlltDQUsk9WqN3K0nUbRrCyyDr6n02gEDBlbad/753ofh/v3+49itVit69648ifD55/fG5s0bceBAupYIAAScK8A3Nt73g7+8+Ph4dOt2Lnbt2oGjR4+ge/ceAIBOnTrj7run49///j/8+OOPGDJkCG666ZYq7kZl55zjvwpjTIwdANC2bTu/lgwAWkISRW+yTEhIxGWXeZefz8g4jmPHjiAzMxPHjh3B7t27AHhbPOqquvsAAP369ceuXTtw4EC63znnnNOp0rnx8fFnYxbrHAdRsHNBeXXNC42RB4DQzQW3dDsPBkMRSn7/TcsFktQGai3bJAPlApe7B2LtW7Rc4Px1GXDjDZVeG265YM2aVejffyBzQTnMBVRfNeWBUBtCqGeZ4N57/w6g6csE7oM/+pcJVBNq0xM3UB5wuvoixrazXB5YAeuQ0ZVeW9c8cOGFlYczRmMeyM4+ge3btwNgHmgoVmBRtZrZkvG3XlOCdr2WLb1fKD2Xtm7Xrj327t2DjIxjWoLwmTjxWkyceK3fPt/kez5xcXEAvF1bq+NrKfCdH8gFF/RBq1attS7DiqLAeWAXElKbw2j1fn29yapmvoka3cd2IOvNidr+rHLn5O/KQspFvwHo6vfaVq0qt+y0aOFNlsXF/v+vWrYM3ArUvLnv/GK//RVbJwDvmHmg6nvTooV3okqXq9Rv/6WXjsQ77/wLHo8H/fr1q5RkquNLThVZLJZavX7jxvWYO/cdHDr0BwDvpJudOnVG9+49cPToYaiqWutYfHz3ITa2pvvgX4EZKGbfj6L6xEEU7FxQnl55IVRzwc133Aur5Xdk/3ZaywUlxecBqN3KV1XlgvLtsIV7DuJU0SkktvQvTIRjLujV6wLmgnKYC6i+asoDofAbvrGFah7wlQlKD2xt1DLByXLnFO45hDaDswG09Xst80DNAuWBrl274vzzz8fBgweZBxqIQwiJKvBN1Lhmzap6vT42NhZmsxmFhQXweDxVnnf6tHelp+TkZlWeIwgCRowYhezsU/jtt73YsHUN5GKXtuKUKLVHbb7GHmch3Ee2QTDbYO811v+f3qPQbEB7mBOt8JTKEA+uhMPtQaHbA99jreLDEAAcDm+SSkrynxzT7Q7cG8yX1JKSkmqM1zc+PScnJ+Bx37V9LWOA9yH88ssz4fF4kJSUhA8++KBSS1BTSU/fhyeeeBhnzpzGY489hfnzv8CqVevxySef45ZbAk+CWRu++3DmTFX3wdsiWP4+EFHjCLVccOml3lywY/duKFk/Qy4WkdS7NVTVCLd4bq1iqi4XxPcZiOYD2mm5YNEPCyq9PtxyQWJiIhYu/IS5gIjqJVTzwJZdu7Fhy2Z4SspWofV4YqHCWOXrfarLA3F9BvvlAenw4kqvZx6oXlV54LvvvsNdd1U9x1VNmAfKsAKLqIKLLroYbdu2x8aN67FpU+Dx3z6BuoAKgoCePXtBkiT8+uvuKl+7e/dOAGXdbqsyatTlALzLsf6w4hsYrEYknNscAOByn1fta31K09cCigxbt6FIHP13/39G3YdWV1yOlkO93WULdqTjkVX7MHVJFkSPtwor0LK9e/bsChh/Ts5pLRHX5vxAfF2Ad+3aXumY2+3Gb7/9ipiYGLRr107b/7//fYFt27Zg5MjL8M4770CWZcya9YzWqtWUVqxYBo/HgwceeBTjx/8ZXbp0hdnsnY/myJFDZ8+qeytHdfcBAHbs8O7v2rVb3YMmomqFWi4Ycol3KMdrny2C4/cjWi5wi50DTrQbSHW5IH7kI2h/9flaLti4YjUKXLJfY0a45YKXXvo/eDwe5gIiqpdQzQPPfPw93vnyc/8ygdgDtVnQqdo8MOIRtLu6t5YHHLs2Q1H9/6665oFTp07V+vxAIikPHDx48OxZzAMNwQosogrMZjOef/5FmEwmPPPME/j++28DJqX09N9x//2+Me7+CWPcuKsBALNnv4a8vNxKr1227Hvs2bMLnTt38Rv7HUivXr3Rpk1b/PTTaqRv24PE81rCYDZCVU1wu2v3kCo921U4pueogMdd7vOQ3LcNBJMBzowiGArX+R1ftOhzbSUWAMjLy8X77/8HRqNR+1vLe+ut2X7dpdev/wkbN65Hjx49q10e1ueqq7wrYnz00fvIzCzr0CzLMt5883UUFzswatQYbXLg48eP4j//eQuJiYl46KHHMGDAANx44404evQw3nvvnRqv11C+OCom6ezsU5gz5x0t9vJMJhMkSar2fYcPvxSJiYlYuXI5Nm/e6Hds2bLvsWXLJnTokBJwnhkiaphQywU9evaGMb4lXAe3oPD3HC0X1LYhA6g+F6iqFW6xi5YLio7nYer8JX6NGeGWC/r06YuJE69lLiCiegnZPHBoE5wHd2t5AKhDo3a1ZQIz3O5ztTxQeiIf63at9jujrnng5Zdf9nvGRWseyMrKwhtvvKHFXh7zQN1wDiyiAHr27IV//3sOZs58Bq+8MgsffDAHAwYMQosWLVFcXIxff92tjWvu06cfHnpoht/rr7pqPHbs2Ibly5fixhsn4aKLLkabNm3hcrmwd+8e/P77b2jRoiWeeeYFmEzVfw0VVcWwS0bjf196VzXxdRV2i12houax2OKpA5Bzj8OY0BqW9oFX33CLXRCfHIvEni1RsCcbxbt/gnXYn7Xjsixh6tSbcemlo2A2m7F+/U/Izc3FXXdNw7nnVl5aeOvWzbj99pswYMAgZGVlYcOGdUhISMATTzxTY7wA0KvXBfjrX6di3rwPcNttkzF8+CVISEjCjh1bcejQQXTrlop7733obGxlPa1mzPiH1v364YcfxqpVafjyy88wbNglVU562Bguu2wsvvhiIT744D84cCAd7dt3wKlTWdiw4WcYjcaz3ccL/V7TunUbnDx5Ai+99Dz69euPK6/8U6X3tdvt+Mc/ZuKppx7FY489gCFDhuGcczri4MED2LZtCxITE/Hccy/VaVw/EdVeKOUCALClDkPJ9sUAvLlAUWIgSudU/6KzapMLXO7zkJTwh5YLSn/9HvZLBmnHwzEX/P3v07FhwzrmAmoyBQUFmDt3LlavXo2srCw0b94co0ePxj333INmzaoeElbR4sWLMX/+fBw5cgQ2mw3Dhg3Dgw8+iPbtK09sTcET6nkAACS5NTyemj9rtcsDPRCTuE/LA98s/hwj+l2m9Rmqax7YsGEDJk2ahL59+0d1Hti48WeYTCbmgUbACiyiKvTu3Qfz53+OtWvTsHr1SuzevQu5uWdgsZjRunUbTJp0HS6//Er06nVBwNc//fRMXHzxpfjxxx+we/dO/PTTathsMWjVqjVuv/1O/PnP11Y71t3HISr4ydAXwKcw2s2I7+IdX+5y96jV31G6z9tyEnPeiGpWNzHBLZ6L5v2zUbAnGwW/nkDboce0o3fc8XdkZ5/Cjz8uRWmpE926peKRR57AxRePCPhub7/9Pt59999YsuQb2O2xGDt2HG677Y6Aq4tUZerUu9Gjx3lYtOhzrF+/DrIso0OHFNx11zT85S+TYbVaAQCffPIhfv99Hy666GJcfvmV2uvj4uLwyCNP4LHHHsBLLz2PTz75rNbXrquuXbth9ux38eGHc7B9+1Zs3rwRrVu3xtixV+KWW27Hiy8+j+3bt+Do0SPo1KkzAOChh2Zg9uxXsWLFMmRnnwqYrABg6NBheO+9T7BgwUfYsWM7tm7djBYtWmLSpOswZcpfA06mSUSNJ1RyAQDEndcDJduh5YJSsRtQizlPgNrlAlFKgaJY0bx/OxTsyYbjt32wDXFqx8MxF9jtsZVyQS3KiPXCXBB9HA4HJk+ejEOHDmHo0KEYPXo0Dh8+jAULFmD58uX48ssv0bZt2xrfZ/bs2ZgzZw66deuGyZMnIysrC0uXLsX69euxaNEipKSkBOGvoaqEUh6IOXc4SrYv9i8TuBqvTCDJ7eHxJGh54PDWfbj9qwMYfbYnbl3zwKefforXXnst5PJAU6kqD4wfPx5///vf8dBDjzIPNJCghuv081SjcFwFJBJXMGmoQrcHU5dkolnSfJiM3hp7RbHgTP4dqG3BpTYs5qNISliibZc4B2BQZh7+O/8DzJjxD1x99cQa3+Paa6/GqVNZWLt2c61akZoKP0eV+e4JRZ9w/x7w++xV6Pbg/lVfITambP6LgqLxEKVOjXqdhLjlsFn3a9u5BTfhkjObwjIXVCWaP1PMBY3r5Zdfxrx583Dvvfdi+vTp2v5PP/0Us2bNwqRJk/Dyyy9X+x7p6emYMGEC+vfvj3nz5mmrhq1cuRLTp0/HyJEjMWfOnAbFGYzPejR/rypqqnvhLRNkISnhf7CYvcPpVFXAmfy/QVUDr5xXH7H2DZVyzbDTe+uVB3777TeYTKao/1yE0vcj3PNA5PcxI4oARmOeVnkF4GyBpfEqr7zv2cFv+V2r5XCjvj8RETWM1Vz2XFZUM0SpQ6Nfwy12rvKaROTvxIkTaNGiBf72t7/57Z8wYQIAYOfOnTW+x/z58wEA06ZN81vyfsyYMRg4cCDWrl2L7OzKCyJQdBKEUphNmdq2JLdt1MorwDu1SHksE1AoYQUWURiwmo/4bVdMLI3DBLfYsWzLlAen5KzmfCIiakqKqqLQ7UGh24NjhdkwmfK1Y6J4DppiJghR6ghVLft5aLUcqeZsouj2zjvvYMOGDYiJifHbf+iQd9XJli1b1vgemzd7eyoOHDiw0rEhQ4ZAVVVs3ry5cQKmsGc1H4UglA2gaooygSy3gaKUfaYtliPgoC0KFaHXr5uIKinf8qGqBohSx2rOrj9R6gyb9ZC2fcZ1pkmuQ0RENXOICqYuyQIAxNh2ID627JjYJA0Z3tUIJak9LJYMAIDJdAoOsd3ZYyzAEFWnsLAQmzdvxiuvvAKTyYR77rmn2vNFUURmZibat2/v1/vKxzf31eHD7AFDXpYKjQpihV6zjUOAW+yMGNs+AIDRUAKHWNQE1yGqO1ZgEYUoRVXhEBWcKi6EyVS2FKsktYeqWpvkmm6xE1RV0Fp2ml2Sgh+m/6LFY6hyEnivr776rkniIiKKduV7QqmqAHcjz31VnlvqolVgCQKw95zz0Pb+xbh0bM2TUQPMBRSdPvvsMzz33HMAAKPRiNdeew1Dhw6t9jWFhYVQVRWJiYkBj8fHe+eqcTgaNm9OMOe8Cff5dRpTo9+L4lJYLGWLLMmeZHiU5Ma9xllusYtWgQUAF/x5AP5v5gu1fv1PP6312+bnwov3oeE4hJAoRPla3l/YsBXl643cUlO0tHipqh2SXFZAOVp0FHd8dwRTl2TBISpNdl0iIqqaILgCzHkSU80rGqbSPFgcRkhUo2bNmuGOO+7AxIkTYbVa8cgjj+CDDz6o9jWSJAFAwN5X5fe73e7GDZbCiqKqKCiVsSMrHQZB0vY3zZQiXqKU4jc37vbMPSgolVFQKkNhb1zSEXtgEYW4ihMnNmWyArxdkS1mb0FJEFRYzEfhFmu3PC8RETU+i/lYk895Up6iJECSW8BsOnP2+scByE16TaJwN3bsWIwdOxYAcO+99+L666/Ha6+9hsGDB6N3794BX2Oz2QCUVWRVJIoiAMBub9gk3VyFMLga+174Vh+Mi90Eu61sf9MMH/QxQ5RStAaMU8VZmPTJNihKIj4Y3xaJ1totJsXPhVco3Ydw7wXGHlhEIc0DizlD25LkFlCUhCa9YuWVR45VcSYREQWDtwKpjCh2avJrlr+GIMgwm7Ka/JpEkaJDhw6YOnUqACAtLa3K8+Li4mAwGKocIujb7xtKSNFM9VvUSVFiIMltmvSKlcsE7I1L+mMFFlEIM5tOQRDKWr2bavL28jxKMjyeskoyszkDALsKE/ls3rwZPXr0wOOPPx7w+OLFizFp0iT069cPQ4cOxSOPPIKTJ09W+X51PZ+ijerXkOHxxDXZnCflidI5ftvlYyAib++oDRs2YN26dQGP+yZgz8vLq/I9LBYLUlJSkJmZGbAXVkaG93vXrVu3RoiYwpnRmAejsVjbdoud0NRF+YrDySs2phDpgRVYRCGsYoFBlFKCct3y1zEanDAaq/7xRRRNiouL8eSTT1a5Gtvs2bMxY8YMuN1uTJ48GUOHDsXSpUtxzTXXaAWRhpxP0cdoKPArtHifz9UvqNEYJLmN3/wnrMAi8ieKIu644w489NBD2lC/8n777TcAQOfO1Q/zGjRoECRJwo4dOyod27RpEwRBwIUXXtg4QVPYsphP+G1XbGRoCt65cVto22bzSQCeJr8uUXVYgUUUwszlCgyqaoQktQvKdStWlLHgQuT14osvVtk7Kj09HXPmzEH//v3xzTff4NFHH8Ubb7yBN998E/n5+XjxxRcbdD5FJ70aMgATxHI5x2Q6jVK5NEjXJgp9cXFxGD16NBwOB95++22/Y3v37sW8efNgt9vxpz/9qdr3ueaaawB4GzRcLpe2f+XKldi2bRtGjRqFNm2adqgYhb5KQ8mD1qhdVlFmECSYTdlBuS5RVTiJO1GIcskumE2ntG3v6oDB+cqKUge/bXYZJgJWr16Nr7/+GqNGjcLq1asrHZ8/fz4AYNq0aX4rSo0ZMwYDBw7E2rVrkZ2djdatW9frfIpO5goVWFKF53NTkqQUWC3e578gqDhSeBhtYi8I2vWJQt1TTz2FvXv3Yu7cudi2bRv69OmDzMxMpKWlQRAEzJ49Gy1btgQAFBUV4ZNPPgHgneTdp1+/frjpppuwcOFCTJgwAaNHj0Z2djaWLVuGFi1a4IknntDlb6PQ4VE9MJvKGs8kuQVUtWET+9eWJKUAMWW9A705qX9Qrk0UCCuwqEqKqsIhKkG9prnUO99Tobth3VPjLQYYhKYfYtGUjhYd8Vt1Knit7mVdhn0rUJlNJ+FRPABqt+IIUaTJy8vD008/jUGDBmHKlCkBK7A2b94Mk8mEgQMHVjo2ZMgQbN26FZs3b8aECRPqdb5e9MgF5dU3L0RCHlBUxW/YiCw3g6LGBe36FfPOwcJDGNqOFVhEPm3atMH//vc/vPvuu0hLS8Pu3buRkJCAyy67DHfffTd69ChbxbmoqEjrqVW+AgsAnn76aXTp0gVffPEFFixYgKSkJIwbNw7333+/NpeWnmqTBxrrN3xji4RccLL4JAyGsmGqUhDLBKLUDqpqgCB4//9zVAbpjRVYVCWHqGDqkvBcdaguy7uGqoMFB/22g1mBBXiTo68Cy2CQcCD/OM4zeOdxiIQfA0R18dxzz8HpdOKll14KODeVKIrIzMxE+/bt/XpT+fgKIIcPH67X+XoK11wQCXkgqyQLBoNb2w52HpA9LaEoNhgM3mFNhyrkJSICmjVrhn/84x/4xz/+Ue15HTp0wP79+wMeEwQBU6ZMwZQpU5oixAYL1zwAREYu0LdMYIYkt4XF7O0BZjadQq7TCcDO8gDpghVYRBV8+OFcfPzx+wCAceOuxpNPPlvluQUFBZgwYSw8Hg/69r0Qb7/9XqPFcajwkPbfimKBLLfyO+4+8SugAtaU3o12zfJEKQUoWIe87ZkoPpKPRwvXA4oAY1JbXDN2JG69aQoSEhKb5NpZWZm47rrx6N27D/7znw+b5BpEtbVkyRIsX74czzzzDFJSUgJWYBUWFkJVVSQmBv5O+JZA9y2JXtfzKfhCIRdUrDCqOLwbaOpcIECU2kPJ24W87ZlIP7IZlxUvgaqq6NA+BcOGXYwbbriJuYCIIlJ988CgQYOwYMGCBl27fK+3A3l/aPtV1VBpTtxglAnkM+lameDWgisAFeh0TgouHn4J8wAFFSuwiKrx888/QZZlmEyBvypr1qyCx9P4XaUL3Q5kO8smSZTkDii/5kLJnh9RtGYOEkdPA5ogWamKB7lr1qB4x1YIRgPiuzVDbNeWcJV0hHjyN3yx8GOs+vE7/Pvfc9CxY6dGvz5RqMjOzsasWbMwdOhQTJ48ucrzfMufB+pNVX6/2+2u1/kN0bJlfINe7xsWEm5aNI9DUkz9f+bExlq1/96wYR2Skmwwm80Bz1258jstF1gspgbfc0VVUeTy4FBxWQ88VRXO5oIywcgFp1alo3BLWS5Ax/Mgu2OhlPyB+fM/wrJl3+GTTz5B165dG/36bncsAMBsNjb4ngbSFO9JRJEp2GWCsl5vElo2Ow5fRydJbgMVZb8dgpEHTqdtg2NbWR6I6dwRYmlLeIr2Y/78j/DDD0tYJqCg4SqERFVo3rwFHI4ibN26ucpz0tJWwG6PbbRrKqqKQrcHu3IO+O2v2FVYceY32jUDcaz/BMXbv4X9nNY474Gh6Dz5AnS4sj0SR/0NLab8G3+dOg25uWdw3313sYcIRbQnn3wSHo8HL774IoRqusnbbDYAZRVTFfmWWLfb7fU6n/TTsmVLFBYWYuPGjVWes3TpUsTGNl4uKHL9P3v3HSdVfS5+/HPOnCnbl12WvhZEwV4BjbFExKi/ROwR7LkYTZQg4r3qTYwmXhOjNyEmeANoLBgxipWoKAqWGEBF7FSpC7ssS9m+OzOn/P4Y5kzZwraZM+V5v155he85Z2afXXe/z3y7wYVPrGHdrkgHlq4PwLK8Mc8lIxfUffQv8g4stnPBoHOOpuism3j2xVeZPn06NTU1XHvttdTX1yc0FiGEcIoTbYIwj7vS3n8KnGkTNHyyiLwDS+w8MOTcQyg66yb+72/PctNNt0ibQCSVzMASogPf+944XnjhOZYseYdTTvlum/u7dtXw5ZefM378ubz11ht98jXDoy0FeV+T44tcT+Za90DlGpo++yeuosEMvPRK3IWhk0cUxcTtriIYPIDLJl7Dlg1reffdd3jxxee47rrJSYtPiGR59tln+fDDD/nNb37D0KFDO302Pz8fVVU7/PAWvh5eGtjd53ujpqZ3HyhTbUPertq1u5FgL/Y9aWoKzX4744yzeOGF53j55QUcccQJbb/Orho+/fRTOxcEAnqf/Mw1bSeKEpn9luz9r6JzwYGTTsDtawFCjSmA3XuauOiiiaxc+QXvvvsOs2f/rc9zwZ49TQAEg0avf6bRwjOv+vI904XMOhOi+5xoE4S1PYnWmTbB0B+dgzsvFItb24WiNO/bu+061q5dI20CkTTSgSVEBw455FAOPPAg/vWv9wkGg22WjixevAjTNDn77HM6TFbLln3Ic8/NY82aVQQCAYYMGcq4cecwceLV9gwMgPvvv5eFC1/jyWcX0LD0GXatfx29oQWtwEvRkUNwHZuDuu/L73z8BoyGGgDqFj9C3eJHKLt+NlrhQAACO9bTuOIFgpWrMQPNuAoGkHPYqeSdeDGqJ2e/33fz14sAi/yTLsbgICBydK5HqyQYPACA66+/gaOOOpoTTxwT8/q1a9fw3HPP8PnnK9m7dw+apjFsWDnnnHM+P/rRJFQ1NPEzvKb94osvo7i4H88//yymaXLhhRdz0UWXdRjfW2+9wSuvvMC3367HNE0OPPAgzj33B1x88WUdTusWoifeeCP0d/2rX/2KX/3qV23uv/zyy7z88stcdNFFPPDAA5SXl1NZWdlufRHeN2vEiBFAaIlgd54XznEyF1SvWUGw3o9W4CXnUMgZfQKqO/R8UnOBYuAmNDPY5apHVRrt5yQXCCEynbNtgjfQG5r3tQkG4Tq2yJE2gU4ZEOlMCw1mhJaOd5YHfv/751ixYgW7du2SPCD6hPyXFaITZ501nieeeJSPP17OqaeeFnPvnXcWcdhhoygvP7Dd1z7++Bwef3wOeXl5nHrq6RQWFvHppx/zt7/N5oMP3mXmzDnk5cUeh/7be++kafMW+h1VhOoppW7VTnb9eyPeHX+i5Ad3AZB3/A9p3fARge3f4D14NO4Bw1G9oSnLLes+pPatGSguN75DxqLmlRKoWk3jx/Np3fgJpZf+FtXb+ZIk/+ZPAfAefCJBvTDm6Fy3uxJCg/AMH34Iw4fH7nny8cfL+a//uhWfL4fTTz+TkpJSamqq+eCD93jkkT+xd+9ufvazqTGvee+9Jfj9rZx33g+or6/nqKOObTcuy7J44IH7eP31BZSUlHLWWeNxuz189NEy/vznP7B8+VIefHCGJCzRZy666CLGjBnT5npFRQWvvvoqo0aN4uyzz+bwww8HYMyYMcyfP5+VK1cyduzYmNcsW7YMRVE44YTIDJ7uPi+c40QuqN/yLcVHlqJ6NOpW7aT+kyX49zQ5kwuC2/B5I0vb3e5K4FBAcoEQIjs41iY4sgjVW7KvTbAZ744/O5QHYmdju7VK+9+d5YHc3FzOPvtscnMLJQ+IPiH/VR1UW1vL7NmzWbJkCVVVVZSWljJu3Dh+9rOfUVJS4nR4gkiyevfdd2KS1fbt21i9+ht+9rOft/u6b775mscfn8PgwUP5058eYejQ0Ma7uq7z+9//DwsXvsbMmQ9zxx2/iHldfX0dQ3/8n5QO/gCAgacfyOqHP8W/4SOMxt248kvJO/4CTH8Tge3f4Bs+htyjxgNgNNVS9/ZfUH0FlF7+e7Sigfb7Niz/B40f/YOGpU9T9L0bO/x+LT2A2VKH4snFlVeyL+YBuN07gNDRudDxcqKZM2egKApz5jzBAQccZF/ftGkj11zzI95447U2yWrPnt384Q9/YezYU+xrVVWVxFuy5G1ef30Bo0YdwUMPPUy/fv0AaGlp4Re/+E8+/ngZ8+bN5ZprftxhfEJ0x8UXX9zu9aVLl/Lqq69y+OGHM2XKFPv6JZdcwvz585kxYwZPPvmkPaL69ttvs2LFCsaNG8egQYN6/LxwjhO5YOQtp+EptAAoOfUE1s9c4lguCOhmzH23VtXpz0tygRAi0ziRB4b8+Bf0H/wOEG4TrHAsD+iGiWl6UNXQHp1ud9v6OVo4Dzz33HMMHz7cXrIteUD0lmzi7pCGhgYmTZrE448/zuDBg7nqqqsYOXIkTz/9NBMmTKCqqvMPhyI5Dj54OMOHH8KHH74fs9ny4sWLUBSFcePOafd1r732KgA/+clP7UQFoGkaP//5dPLzC3jrrdfbnDB2/gUXk1Mc2ZNDy/PgGXoYAEZdNZ1pWfMulu4nf/SlMYkKIH/MZag5RbSsfhfL6PhEMdMfWhaiuCNTmQN6ZO8fRdHRtJp2X2tZFjfc8FN+9av7YhosEPo5lpSUUFvbdqPJ/PwCxow5udPvDSI/01tvvd1OVAA5OTlMn34nqqry6qsv7fd9hEiU448/niuvvJLPPvuMCRMm8OCDDzJ9+nSmTp1K//79ueuuu3r1vHBOsnPB6eeeY3deAVieg/EMCc30cyIXGEYpphk59aqzhovkAiFEJnKiTeArim0TeIeGZr460yZQCeqDI/G4avAb7Z+UHJ0Hhg8fHnNP8oDoLZmBFeV///d/ufzyyznggAMS/rVmzpzJhg0bmDJlCrfccot9/e9//zv33Xcff/7zn/nd736X8DjE/p111ngee2wWH320jO9+93QglKyOPvpYBg4cxLZtFW1es27dGgBOOOGkNvcKCgoYMeJQPv98JZs3b2LkyFH2vfLyg3D7V9hl03KjeEIVs2W0f1pZWLB6vf3/DcufbXNf0TyYLXXotZW4S9v/HVd9hYBiJy2AYHAwRC2TD00ZPr7t+ysKp512JgC7d+9i48Zv2b59OxUVW1mzZhV794YSlWEYuFyRjZWHDBnS6eluYevWrcHr9XLEEUe1uTd06DDKygZQXb2D+vo62aQ2wyWzru6uu+++m+HDh/Pcc8/x9NNPU1xczPnnn8/UqVMpL2+78Wp3nxfOSWYucJV4Yp4NBofYy0KcyQUKQX0IXs9mADTXLnY1NwGhmAo8Kuq+ejyVckFhYdF+309kllTODyL9JbtN4Gn90i5blgqe0OoIx9oE+hC8ni2h91AstjZsZUDuqDavjc4DNTU1rFu3jlWr1kseEH1COrCiPPbYY/ztb3/jpJNO4rLLLuPcc8/F4/Hs/4U9sG3bNvr3789//Md/xFyfMGEC9913H5999llCvq7ovnHjzuGxx2bx7rtv893vns7mzZvYsOFbpk37rw5f09QUquzz8/Pbvd+/fxkAra0tMdcVTUUzIjOc9OAgYGuX4jRbQ6c1tax5v9PnrNaOT11SXBqugv4YDTX29OTo0RaInEAFoWnABx8cGVnZsmUzM2fOYPnypVhWaPbA4MFDOOaY49i4cQMNDfX29TCv10dXNDY2UlhYZG/4GC+crFpaWtq9LzJHMuvq9nznO99h7dq17d4LnchzFVdddVWX3qu7zwvnJDMX7AruiinH18OdSVguCA62O7AUxeJX739FIBja7+VXx7Rw9MhD7denSi6Qhkv2cTo/iMyWzDzgcmtoxg67rOtlwA66InF5YEjMM1vqN3PSwFAHVqq2CSQPZB7pwIpy++238+KLL/LJJ5+wYsUK/ud//ocf/vCHXHrppfYmvX3lkUceaff6hg0bACgrK+vTryd6rrz8AA499DA+/PADAoEAixcvwuVycdZZZ3f4mtzc0Kh0TU0Nw4a1nUXR0BBKGPGVak3zThQtstdIQB9CVzuwlH2niZT+6EE8gw7r0mva4z3oRJq/ehP/5pXkHjUey8pB10vQtD1AaAaWZVl8/fVX3HTT9Rx44EE888wLtLS0MHXqT9m7dw9XX309p512BgceeJD9s7jggu/3OCaAvLx86upq2z39BaChoR6AoqLiXn0dkfqSWVcLEZboXGBaFgEj9GF+R1M1av9Qo9swCjHNrs8qTVQuCEYtJ4dQLggEDyRQtZafPnyH5AKREiQ/iERKZptgT+tuVCUy0yqoD6GrHViJywMDYw532ly/GaDTNsGNN97IuHHjKCoaIHlA9AnZAyvK5MmTWbhwIfPmzeOiiy5C13WeeeYZLr74Yi6++GKeffZZGhsb9/9GPVBXV8dbb73FtGnT0DSNn/3sZwn5OqJnzjrrHJqamlix4mOWLHmbE08cTb9+HW+0H54C/Pnnn7a55/f7+eabr8jJyWHIkNBIRngEYltjbGKKH+mIaDu91l12cOg1O9a1uQdQ/++nafzkBcxga4dxA+QceTag0LjiBSw9lDhDSTNEVVvZ1bKLf/zjaQBGjw6tVV+x4iN27arh//2/C/jJT37G4YcfaSeqvXv3trvWvTsOO2wkpmnyxRdtZyfu2lVDRcVWhgwZGnMUschMTtbVIrslMhc0BEyWVjQD0KRHL9nobPZV8nJBUB8QWsIS/jr7ZuM2rXwFkFwgUoPkB5FoiW4ThFU3x+5zFUiJNoFGUI/sqVXRUIFhGp22CaZNm8YxxxwjeUD0GenAascJJ5zAb3/7Wz788EPuu+8+jjvuOFavXs2vf/1rTjvtNO68805WrFix/zfqomeffZYxY8bw85//nOrqah588EFOOeWU/b9QJE14ZGXu3MfZsmVzhxs1hv2//3cBAI8//iiVldvt67qu8/DD/0tjYwNnnTXeniob3Dfp6rMd2+xnLUslqLd/ApmihtaLR6+Bzzn8TFA1Gj56Dn3v9pjnm754naYVL9L67TJUd+eVuWfgCHKPGo9RV82eV3+D0VwbkzRN3WTWrD/x3ntLKCkp4Zprrgci036rq2MTrt/v58EH78c0Tftn0BPhn+nMmX+y184DtLa28tBDv8U0Tc4//4c9em+RnpJdVwuR6FzQno4bLcnOBY0xDRcXVdR/+CSt3y6juJ/kApFaJD+IRElWHqhujhvU1tvPBcluE0TH4Q/4eejPD+xrE5RKHhBJIUsIO5Gbm8tll13GZZddRnV1NU888QRz587l1Vdf5dVXX2X48OFcffXVXHrppWhaz3+UJSUl3HDDDdTU1LBo0SJuv/12qqqqmDx5cq/i7+1G1u6WnlUqqaB/aT7FOT37b5KX5wWgoMBn/wzLyg7n6KOP5quvvsTj8XDJJRdQUBC619wcGlHweDT7+e9971R+9rOf8X//93/8+MdXctZZZ1FcXMzy5ctZt24do0aN4te//pX9Hj5vKFaXthcoBMJr3dtOiwVQC0NLTJs++ydGwy7yjvt/aIUDKfrejdQt+Ss1z0zDd8hYXAX9CdZsJLD1CxRvPkVn39Lu+8UrPPMGzKCf1rXvs/PxG/AdfCxNg3aiNwVo2lRLoLYVNbcff5w5i5EjDwLgrLO+y0EHHcRHHy3l1ltv4vjjj6e+vp7333+fmpoa+vXrx969e9E0nbKyAvz+0M/N7Xa1+V1t796kSZfxxRcreOWVV7j++omceeaZeDwe/vWvf1FRUcGpp57KrbfeEjOVWDZzzw7JqquFGDp0GIcffgRffx3KBWeccVanzx911DFcd91knnzyMa6/fhLf/e7pFBYWs3LlJ2zY8C0jRhzGlCm3dfoeHTVaIPm5oGnEQeSW+dvkgnt/+0dKSkoBOOaY4xg27AA++mgpN998A0cddQyNjQ0sW/Zvdu/eRXFxMbW1tdTV1eLztT9I05nx48/lo4+W8eabr3PttVfwne98F7fbw0cfLaWycjujR4/lqquu6/b7iswk+UH0tUTmgeil5FVN1XjKcgHQ9X5YVk6775/sPNA4/HDyBtbaeeCr2lb6lZTy+wdntJsHrrzySo4//nh27twteUD0Camp92Pnzp28+uqrLFy4kNWrV2NZFkVFRRx55JF8/PHH/PrXv+bZZ59lzpw5DBw4cP9v2I7vf//7fP/7obXAU6ZM4Uc/+hEPPfQQY8eO5eijj+7Lb0f0wvnnn89XX33FaaedZnc8dWbq1KkcddRRzJ07lyVLlqDrOgcccAC33XYb1113HV6vt81rFCXSadhZoyVnxKn4N3+Gf+NHNH/5Bt7yo3Hll5J71Hi0fkNpXPkK/q2fYwVbceWXknPUePJPanuUbkcUl5vi799K4PAzaf76bYK7NrFry04ULDyluZSdMQp11C85/IgjIzHl5PD444/zxz/+kU8++YSvvvqKAQMGcPTRR/Mf//EfLFu2jIcffph3332XSZMmdSmOeA888ABjxozh+eef5/XXX0dRFA455BCuv/56Jk6c2OFmjiLzJaOuFgJCy0dWr17F2LGndLgpb7TJk29i1KjDmT//H3z44Qfous6wYeXceOPNXH75pHZzQZhpejGMjpemJDsX+Heup2XjbgA8pbkUn3oG3qNu4NDDIhu4+3w+/vSnR5g9+xE+/3wlq1evon///owadQSTJl3NihUf89hjs1i69EMuuujSLsUR7xe/uJfjjz+RBQte5p133kJRVA466CCuuOIqLrzwEskFIobkB9HXEpUHopeS+41WPIQ6sFKpTeCv2Ujr5p1AKA+UnnY82hHTGXJw+3ngyy8/46uvvqK0VPKA6BuKFb/9vyAQCPDOO+/w0ksvsWzZMkzTxLIs+0ST8847D4/Hw65du7jnnntYvHgxZ555JrNmzeqTr//EE0/wwAMP8NOf/pRbb721x+9TU9PxyRJdUec3mLygqlfv4ZTHLhhMkde1/wdTRJ3fYMpbb1GQ/17kWsP5+AMjnAsqTmH+Qnze9Xa5Zs8NPPrD4Sn5cw7PvOrt30AmycTZaE7X1ekiW3NBOuaByQsqKCuZZW+Q6w8cSF3DBIcji1CUZspKHrPLrf5DqW88L+1+1tmcIzIxF7RH8kOsbM0D4Ewu6GkdE/45+7yrKcx/275e3zCe1kDqHEJQUvR3+3An08xh197JPHbBkHZ/ztlc30ZLpZ9DuucBmYEV5csvv+Sll15i4cKF1NeHjvbs168fF154IZdddhnDhw+Peb5///787//+LyeddBIfffRRl79OIBDgk08+wTAMTj/99Db3y8tDJ1Ts2bOnd9+QSCuaFrtOvKP9r5wS1AfFdGC5tWpgeMcvECJBklVXC5Fsbm2n3XkFoOupNRvEsnIxjEJcrtAJT+64vCWE0yQ/iEygafH7X3V2mEfyBfXBdgeWqragqs53yojsIR1YUS6//HIUJXSSw9ixY7n88ssZP358u8dzhnm9XhRFobCwsMtfJxAIcMMNN5Cbm8vSpUvxeDwx97/55hsADj744B58F32nwKPy2AXJrTD7l4am4e7a3bsTYgo86Tdt1O2OJCvDyMM09z8lOZniO9TccclViGRJVl0tQpzIBdF6mhfSMQ+0bbSk1kAGhBou4Q4sl6seRWl2OCIhIiQ/JEZX8kBffYbva+mYC6I/Y5umD8MscjCatoL6IHL4xi6H4h3pXEAiq0gHVpTS0lIuvvhiLrvsMg444IAuvcYwDJ5++ukuPw+Qn5/PuHHjWLRoETNnzuS22yIbuH799dc8+eST5Obm8oMf/KDb30NfUhUl6VNuwxuvB9NoKUJfaNFb0FyRUzRSsdGi62VYlmrPDohvaAmRLMmqq0WIE7kgWjblhfiBgWCKzcCCUEw+71q7HIr5EOcCEiKK5IfE6EoeyKa6OrGCaK5dkZI+EFCcC6cdMqgtnCQdWFE++OADXK79V7otLS1s3bqVkSNH4na7Of7447v9tX7xi1/w9ddfM3v2bFasWMGxxx5LZWUlixcvRlEUZsyYQVlZWU++DZGGKhoqYsp6CnZggYZulNlLRtzaDkzLBOSDikiuZNbVQiRT9JI83Sju8NQpJ0nDRaQyyQ8i3YWWkke2qE7FQW3D6IdpulHVICB5QCRX+s2pTKCjjjqKO+64Y7/P3XHHHVx33XW9+lqDBg3ixRdf5Oqrr6aqqoq5c+fy8ccfc/bZZzN//nzOPvvsXr2/SC/xHVipmKwAgsHIbABVDbCrZVcnTwuRGMmsq4VIlvpAPS5XZB+RVNv/KkzX+2NZkY+Psg+WSCWSH0S6i+8MSs1BbTUmLk3biW7qnTwvRN+RGVhRLMtif4cyNjQ0sGnTJpqamnr99UpKSvjlL3/JL3/5y16/l0hvFY1b7X9blkJQH+BgNB0Ldax9aZfX793CgNxQrAUeFVVJrSnOIjMlu64WIhm2xQ9kBFOx0QKgoetluN2hjitNZuOKFCL5QaS7dNgLEUJLGz2eUN5SFJNv925DUw8CpE0gEiurO7AuvfRSe8N0AEVR+Oc//8k///nP/b728MNT5yhTkd4sy4qZgaUb/YGONxt1Uvwo0Atr1vHEp8OA9DuyXqQPqatFNtiaJjNxIbSRe7gDS1WD1LTU0M83xOGoRDaS/CAyTfQMLF3vh2V5HYymY/E56pFPV9PSGopV2gQikbJ6CeEvf/lLe6QmPFoTXe7of0OHDuXuu+92OHqR7kzLos5vsLFuJy16i309lRsthlmEafrssmzkLpJB6mqRDaIHMizLtW8wIzXFby6/fu8W6vwG5n5mvgjR1yQ/iExS56/D5YrMDEzlNoHshyicktUzsI477jhWrFhhJ7MxY8Zw/vnn8+tf/7rd5xVFwev1dnoUrxBd1RAwmbygCp9nNYUFkeupudY9TCGoD8Lr2QyA5toNBEnVGWMiM0hdLTKdaZlsb9xml0PLyFN39Dq+4fLimnU8+Wm5jLqLpJP8IDKBaVk0BEzW7dkccz2VO7AsKxfDKMTlqgekA0skT1Z3YAHk5+fb/77lllsYOXIkBQUFnbxCiL6luWM3wI3eKD0VRXdgKYqFW9tJUB/qbFAi40ldLTJRuNFS1VRFwAzY11N1A/cw0yzENHNQ1dDsYU02chcOkvwg0l14UDsvdx15UYfPpvagdqhNEO7AcrnqUZRmLCvX4ahEpsv6Dqxot9xyi9MhiCwUPWJhml4Ms5+D0exfe1OGpQNLJJPU1SJT2DNxvd9QGGmDp/Soe4hCUB/YzmxcIZwl+UGks+g2gWVp6Eapg9HsX1AfhM+7zi67tR0EgsMdjEhkg6zuwPrd736Hoij85Cc/oaSkhN/97nddfq2iKNx5550JjE5kBx3NtStS0gcAqX1qR/zMAE3b6VAkIltIXS0yXXw9Gr/HVCqK7sBSFAtN2wUc4GhMIvukQn5oampi9uzZLFq0iO3bt+N2uzniiCO49tprGT9+fJfe49lnn+Xee+/t8P6yZcsoKSnpdawilZm4o3JBaCl5am9X3XZQe6d0YImEy+oOrKeeegpFUfjRj35ESUmJXd7f8bsgjSLRNzTXHhTFtMvp0GixLC+6UYTmqgPALUtHRIJJXS0yXXQ9appeTLPQwWi6Jn4wQ3KBcILT+aGxsZFJkyaxdu1ajjzySCZNmkRDQwOLFi3illtu4bbbbuPGG2/c7/usXr0agOuuuy5mSWRYTk5Om2sis7hce1AU3S6n+lJyAF3vj2WpdltGlpOLZMjqDqybb74ZRVHo1y+0ZEumHYtki6/odWOAQ5F0j64PtDuwQmveWx2OSGQyqatFZku/mbgQnh0QIbNxhROczg+PPvooa9eu5YorruDee+9FUUJ/u1OnTuWSSy7h4Ycf5txzz+XAAw/s9H3WrFmDz+fjjjvuQFVTe9aNSAx3Gs7EhdAyR7dWA4QHMuQ0WpFYWd2BNWXKlJiyNIpEssWPWKdHsgo1XGLXvFcDBzsXkMhoUleLTJaOM3EhfAJVPi5XIwBul4y8i+RzOj8sXLgQRVGYPn263XkFMHDgQCZOnMif//xn3n//fa655poO38M0TdatW8ehhx4qnVdZrM2gtp4+g9rhDixVbUVVGxyOSGS6rO7A6g7DMKivr7dHeIToC9Ej1qaZg2m2nTaeiuKTqoy8i1QhdbVIN+k6ExdCnW3hDiyXay9+3Q9eOYFKpKZE5Idrr72WhoYGCgvbLvv1eDxAaI+szmzevJmWlhZGjRrVZ3GJ9OOOaRN4McwiB6PpuqA+gOgFrqFB7ZFOhSOygHTzx6mvr+exxx5jzZo19rX58+czduxYvvOd73DOOeewdOlSByMUmSJoBPed3LSvrA8kHZaNQKgDK3p7Cc0lHVgiuaSuFpkiPZeNhER3tikKVDZVOhiNECHJzA9XXnklN910U5vrlmWxaNEiAEaO7LwxH45TURSmTZvGaaedxjHHHMOll17Ka6+91idxitSmmzqaqyZSTpOl5CCD2iL5pAMryu7du5kwYQJ/+MMf+PLLLwFYu3Yt99xzD42NjaiqytatW7nxxhv59ttvHY5WpLuq5ioUJdILlC5ThQEsPBhGZATTrVXT4Deo8xuYXdg4VYjekLpaZBItZgP39JmJC23z1vbGbQ5FIkRIquSHefPm8eWXX1JeXs5pp53W6bPhDqznn3+e3bt3c8EFFzB+/Hg2bNjA9OnT+eMf/5iwOEVqqG6ujl1KnkYzcXWjFMty2WW3DGqLBJMlhFEee+wxqqqqGDNmDMcffzwQSiamaXL55Zdzzz338M9//pM777yTxx57jAceeMDhiEW6MS2LhkAoQW2orYi5F78hbqoLGgPRtL0AuFyN3LZoM5aVy2MXDKbI69rPq4XoOamrRaYIzcTdEymn0ag7tM1bm+u3Uec3ACjwqKhK+nwvIjOkQn544403uP/++9E0jQceeAC3293p85ZlMXToUKZMmcJFF11kX6+oqGDixInMnj2b008/nZNOOqnHMZWVFfT4tan8tVJdV38WtbtqYsrpcAJhhAtd74/bHRqM0bRqXLke3DkeCn2R9oD8XoTIz6H3ZAZWlA8++IABAwbwt7/9jUMPPRSAd999F0VRmDx5Mi6XiwsvvJAjjjiC5cuXOxytSEcNAZPJC6qYvKCKBes2xNxLpxlY0Dbe+GUwQiSK1NUiU+xorooZdU+vRgtYVg6GEdn758uarXaOCw/WCJFMTueHefPmMX36dAB+//vfd6nTafr06SxZsiSm8wqgvLycn//85wAsWLCgz2MVqWNL7daYcjotJYfQoHaYqgaY/PwXXPjEeupbDQejEplKZmBFqays5Lvf/a49UrJx40YqKysZMmQIBxxwgP1ceXk569evdypMkSGiTyA0zDxMK32WjUDb5Kpp1QSCBzkTjMgqUleLdBeejZvuM3EhFLPLVQ+A5qpFUfxYltfhqES2cio/mKbJgw8+yBNPPIHH4+EPf/gD55xzTq/f95hjjgFg69at+3myczU1iT8ZLjyzJBlfK9V192exYfdm+9/ptpQc2tsHqxojUMyu3Y0UDysG5Pcilf4+0n0WmHRgRfF4PASDQbv84YcfAjB27NiY5/bs2YPXKx/ORM8pBHC59trldJt9BaDr/bEsxd7Hy63JEeoiOaSuFukuPBu3IG8jOb7I9fTMBQPBG9lLSHPtJKiXOxiRyGZO5IdAIMD06dNZtGgRxcXFPPLII11e7meaJqtWraK5uZkxY8a0ud/c3AyAz+drc09khoARpLop8hk63ZaSQ9tBbbdWjT8gJxGKxJAlhFEOOOAAPv/8c1paWgBYuHAhiqJw+umn289s3ryZzz77jBEjRjgVpsgAmlYTs4F7uk0VDnFjGCV2KXTqiGzgLhJP6mqRKdJ9Ji60nTUmgxnCScnOD4ZhMHXqVBYtWsSwYcN49tlnu71X1dVXX80111zD7t2729xbsWIFAEcffXSvYxWpxbQs6vwGa/duwyR9l5IDGEY/LCsyL0ZOIhSJJB1YUcaPH09tbS0XX3wxV199NZ999hmFhYWceeaZAMyZM4crr7wSwzC44IILnA1WpLX4ij0dR90htuPNpTajqk0ORiOyhdTVIjMEcUVt4K7rZQ7G0nO6Eb90pKaDJ4VIvGTnhzlz5rBkyRKGDBnCvHnzGD58eLder6oq5557LpZl8dBDD2GakY6MNWvWMHv2bHJzc7n00kt7HatILeGZuA8tWxVzPR2XkoMaE3coD8g+iCIxZAlhlOuvv55PPvmEf/3rX2zatAm32819991HTk4OEDne9vLLL2fixIkORyvSWfwH/PRMVm0bXJqrBjjUmWBE1pC6WmQCTdsdMxM3XQcyLMuLYRRG9sGSkXfhoGTmh9raWubMmQPA4YcfzvPPP9/ucyeddBKnnHIK9fX1PPXUUwBMmTLFvn/77bfz6aef8vLLL7N27VrGjh1LdXU177zzDqZpMmPGDAYOTL9ZOaJrNFdmDGrr+gA87koAVCWIy1ULDHU0JpGZpAMritvt5tFHH2XlypVUV1dzwgknxCSMG264geHDhzN69GgHoxSZwB2VrAwjD8vKdTCangu2GXmXhotIPKmrRSZwxzVa0nUgA+I3cq9DUfwORySyVTLzw4oVK+w9qhYvXszixYvbfe6mm26yO7BmzpwJxHZglZaWMn/+fP7617/y9ttv8/e//528vDzOOOMMbrrpJo466qhexypSV/SgtmHmpuVScmhvUHsncKQzwYiMJh1Y7TjhhBPavf6jH/0oyZGIzBSM3cDdSN9GS9uN3GXpiEgeqatFOoufiasb6bmEEPY1XGI2ct8FHORYPEIkIz+cffbZrF27tsvPDxs2rMPni4qKuPPOO7nzzjv7KjyRFnQ0V2Tvs3SdfQVtB7WlTSASRTqwOmAYBq2trVhWx5tS5+enZw+5cJam7YpbNpK+jZbQRu790LTQPi7x06CFSDSpq0W6iu7ASsdj06O13QdLcoFwnuQHkeo0V/xS8vRtE4Q3clcUHZA8IBJHOrDivPbaa/z1r39l06ZNnSY8RVFYtWpVh/eF6IjblRn7X4XpRpndgeVyNdIYbKTIW+RwVCLTSV0t0plu6vtmKYUE9TLS7dj0aMH4pSMy8i4cJPlBpIv4Tp74WUzpRUXX++N27wBC++KalmzkLvqedGBFWbx4MbfffnuXnu0sIQrRmTYnEKbxshEIdcD5vJEp8VWNlQzNlw4skThSV4t0t7N5J4oSdWx6mucBy8rFMPJwuUIn0cbv7yVEskh+EOkkfpldOs/AAggaZXYHlqoG2Nu6FyhxNiiRcaQDK8oTTzwBwDXXXMP111/PgAEDcLlcDkclMk0mLRuBtsm2sqkSONyZYERWkLpapLtQPRmRzvuehOnGAFyuTQC4XHsJGAEgx9mgRNaR/CDSSfSgtmn6MM0CB6PpvfhcFsp1hzgTjMhY0oEVZdWqVRx22GH893//t9OhiAwVWjYS2awx3ZeNQNuZA1vqt1PnNwAo8KioSnp/fyL1SF0t0l3bDqz0HnWH0Pfg9YQ6sBTForp5B2W5Bzsclcg2kh9EujBMI2YpuZ4JbYL4DqzG7Q5FIjKZ6nQAqURRFA466CCnwxAZrM2ykQwYdbcsL7oRWTL49a4KJi+oYvKCKhoCsvZd9D2pq0W6q2yMdGCZpgfDTP9l1/H7OW5vrOzgSSESR/KDSBc7W2LbBOm9/1WIbpRgWZHuhfjBGiH6gnRgRRk1ahTr1693OgyRwSqbYkci0n3fk7Do2QOaqw5F8TsYjch0UleLdGZaJlVRH+pDeSC9R92hvdm426jzG5iyz5BIIskPItWZlkWd32BjbUXM9UyYiQsudKO/XdrWuJ29zUFqW3TJBaLPSAdWlB//+Mds2rSJ559/3ulQRIYJJ6vNdbEdWOl+AmFY/EwyzSUnUInEkbpapKNwHthQW03QDNrXM6PRAqaZj2n67PKKHVtlJq5IOskPItU1BEwmL6hi/uoNMdczYVUGxOa0Fr2ZS+Z+xoVPrJdcIPqM7IEVpV+/fnz/+9/n3nvv5a233uK4446jsLAQpYM9fK655pokRyjSVThZ9SvcgtsdumaaHkyz0NnA+kj8yLum7SSoD3MoGpHppK4W6SicB7yetRRF7dObKQMZoBDUB+D1bAXYt9+j4WxIIutIfhDpIvZQp8xYSg6hnJbDN3ZZc+0kkOab04vUIh1YUSZNmoSiKFiWxb///W+WLl3a7nOWZaEoiiQ90U0mmha1WaMxgExYNgLhzegj3FoNLQ7FIjKf1NUinbmjTp2CzFlKDqHvxUuoA0tRTDTXHkAGM0TySH4Q6cHEHdWBlSlLyaFtTnNrNQSCchKh6DvSgRXlwgsv7HCERojecrn2oii6Xc6UZSMAlpWLYeTjcjUCsoRQJJbU1SKdRY+6W5YLw+jnYDR9Kz6vRX+vQiSD5AeRDjK5TaDr/bEsBUUJ7XmlxQ3aCNFb0oEV5YEHHnA6BJHB4jt14mctpTvdKLM7sFyuvYDe+QuE6CGpq0X6suKOTe9PJm1H2qYDSwYzRJJJfhDpIDoPQGZ1YIGGYZSgabtDJckDoo9lzqcmIVJc9PJByKxlIxCbfBXFavP9CiFEtlPVRlS11S5nWh4wzGJMy22XZQaWEEK0FV83Bo1M2QsxJBiV21yuJhSl2cFoRKaRDqx21NTU8PDDDzNx4kTOPPNM7r33XgBmzJjBG2+84WxwIm25XZm7bATaziiTEReRaFJXi3ST6TNxQdk3qyxEc9VgWnLylEg+yQ8ilbVtExQ7F0wCROcBIGa/LyF6S5YQxnn//feZPn06TU1N9gaPzc2hXuMlS5YwZ84cVq5cyS9/+UuHIxXpxLKsmNEW3cisZSPQ3kmEMgNLJE4y6+ra2lpmz57NkiVLqKqqorS0lHHjxvGzn/2MkpKSNs+/8sorzJ07l02bNuHz+Tj11FOZNm0aQ4cObff9u/u8SF/xo+6ZNgMLQt+Tx10FgKoGqfXX0s+Xed+nSF3yWV6ksrZtglLA5VxACSDLyUUiZVYLupc2bNjAz3/+c1pbW7niiiuYPXs2lmXZ9y+99FLy8vJ45plnWLJkiYORinRTF6iLXTaScaPuYJoFmKbXLrtdsmmjSIxk1tUNDQ1MmjSJxx9/nMGDB3PVVVcxcuRInn76aSZMmEBVVVXM8zNmzOCOO+7A7/czadIkTjnlFN544w0uueQSKioq2rx/d58X6c0ds4G7gq6XOhhNYsSPvFc2VjoUichG8llepLpsaBPIoLZIJJmBFeWvf/0rgUCAhx9+mHPOOafN/WuvvZajjjqKq666imeeeYazzjrLgShFOqqK+wAf/wE/MyjoRn886nYANG33vqUjmTWqJJyXzLp65syZbNiwgSlTpnDLLbfY1//+979z33338ec//5nf/e53AKxZs4ZZs2Zx4okn8uSTT+LxeAA477zzuOWWW7j//vuZNWuW/R7dfV6kv+iNe0NLRtwdPpuudD12L5eqpkrgWGeCEVlHPsuLVNe2TZB5HViW5cMwCnG56gHZD1H0LZmBFWX58uUcfvjh7Sa8sBNPPJFjjz2Wb7/9NomRiXRX2RQ7SyOYgctGIH4jd51dLTLiIvpeMuvqbdu20b9/f/7jP/4j5vqECRMA+Oyzz+xrc+fOBeDmm2+2O6MAxo8fz+jRo3nvvfeorq7u8fMiPZmWRZ3fYGdTo/1hHjJz+SCAbpRgWYpdrmySGVgieeSzvEh18XViprYJovd4dKl78Rt+B6MRmUQ6sKLU1dUxbNiw/T5XVlbGnj17khCRSGfhRkud36CiYbt9PbRsJBNnYLUdRaqShotIgGTW1Y888gj//ve/ycnJibm+YcMG+2uELV++HE3TGD16dJv3Ofnkk7Esi+XLl/f4eZGeGgImkxdUcc/7q2OuZ+Koe0joCPWwysYqOxeaUUu5hEgE+SwvUl30oLZlZeqqjPB+vyGKAjuadjgYjcgksoQwSr9+/di8efN+n9u4cWO7G/cKES3caAEoLd6Ga99KukxdNgJtR5E2123n2LLjACjwqKiK0s6rhOgeJ+vquro6li9fzgMPPICmafzsZz8DIBAIUFlZydChQ2NmU4WVl5fbMfXkeZH+2h6bnqkdWKHvTdN2A9AQrOeGf27AsnJ57ILBFHllWblIHPksL1KRaVk0BEInskbvCxg6kTwz2wTtDWofUzbcoWhEJpEOrChjx47ltddeY/HixYwbN67dZ9566y02bNjAD37wgyRHJ9KVorTicjXY5UxdNgKhRGxZLhTFAOBfFVv456pQJ540XERfcaqufvbZZ+2j2F0uFw899BCnnHIKEOrYsiyLoqKidl9bUFAAhDaF78nzvVFWVtDr90gF6fp9uFt0oO0pTJk66g77Gi7eNXZZ03YRDB5A/9J8inNS56Nnuv5OiY7JZ3mRisKD2orSSllJrX09k9sE8d/blvrt1PkNGdAWvSZLCKP85Cc/QdM0pk2bxsMPP8zHH38MQDAYZOvWrTzxxBPceeedaJrG9ddf73C0Il20bbRkbrIC177jgENCMw5kyYjoW07V1SUlJdxwww1ceOGFeL1ebr/9dh577DH7awPtzqaKvu73+3v0vEh/0ScQGkYelpXrYDSJFd8555Yj1EWSyGd5kcqyqU1gmvmYps8ur9hRweQFVfZMNCF6KnWGwVLAoYceyoMPPsidd97JrFmzmDVrFoqi8Oabb/Lmm28CoVH3e+65hyOPPNLhaEW6yKZlIxBKxm5tJwCq2oqqNmKaMsot+o5TdfX3v/99vv/97wMwZcoUfvSjH/HQQw8xduxYhg4dCkQ6puIFAgEAcnNDnRY+n69bz/dGTU3vZ3E5KTxLJl2/jzq/Aei4XHvta5k86g7tHaEeyoO7djcSTIGZuOn+O9UbmT7rTD7Li1SWXW0CBV0vw+OpAMKn8BrOhiQygszAinPeeeexYMECrrjiCg466CC8Xi9ut5shQ4Zw4YUX8sILL3DZZZc5HaZII5oWexJfJi8bgbajSfGjTUL0Bafr6mHDhjF58mQAFi9eTH5+PqqqdrjkL3w9vDSwu8+L9Ka59qAokVHnTB51h/AR6pHfXckDIpmczg9CdMStZc9ScoCgMcD+t6KYMQM5QvSUzMBqx4EHHsg999zjdBgiQ0Qvncj0ZSPQdjRJ03YRCMqmjaLvJbquDgQCfPLJJxiGwemnn97mfnij9T179uDxeCgvL6eyspJgMIjbHbspa0VFaARyxIgRAN1+XqS3+FH3TJ+BBaHvMbz/o8tVC7Q/21CIRJDP8iIVaVnWJpDl5CIRZAaWEAmVXctGAAy9lOiT0mXkXaSrQCDADTfcwG233WYv6Yv2zTffAHDwwQcDMGbMGILBICtXrmzz7LJly1AUhRNOOMG+1t3nRfoKLZ2IyPRRd4Bg1CwzRbHsUwmFECI7ZV+boM2qDE3aBKL3ZAbWPsFgkMWLF7N06VI2btzI3r17URSF4uJiRo0axWmnncbpp5+OIqcmiG7ItmUjABYeDLMYzVULtF1CKURvJLOuzs/PZ9y4cSxatIiZM2dy22232fe+/vprnnzySXJzc+2TrC655BLmz5/PjBkzePLJJ+19rt5++21WrFjBuHHjGDRokP0e3X1epK/oD+2m6cYw2z99MpPEd9LFd+IJ0dfks7xIZZprN4oSGeHNhjaBYRZjWRqKsu80XmkTiD4gHVjAO++8w29/+1uqqqoAsKzYU9M+/fRTnnnmGQ444ADuuecevvOd7zgRpkhD2bhsBEJJ2e7ActWhKHKSmug9J+rqX/ziF3z99dfMnj2bFStWcOyxx1JZWcnixYtRFIUZM2ZQVhb6uz7++OO58soreeaZZ5gwYQLjxo2jurqahQsX0r9/f+66666Y9+7u8yI9mZYZMxM1lAcyvwHd0UbuQiSCfJYXqS472wQqul6K210NhFZlxP9tCtFdWd+BNX/+fO69914Mw6B///6cfvrpHHLIIRQWFhIIBKirq2PVqlUsX76cLVu2cMMNN/DAAw/wwx/+0OnQRRrIxmUjsO/79K63y5prN3CQY/GI9OdUXT1o0CBefPFF/u///o/FixfzxRdfUFhYyNlnn81NN93EqFGjYp6/++67GT58OM899xxPP/00xcXFnH/++UydOtXeM6s3z4v0U+uvRVUj+z9lSx4wzQJM04Oqhpbfyt4nIlGc/izf1NTE7NmzWbRoEdu3b8ftdnPEEUdw7bXXMn78+C6/zyuvvMLcuXPZtGkTPp+PU089lWnTptmn3Ir0Fj/7KJgFM7Ag1FEX7sBSVT91gTqKfaUORyXSmWJlcTfopk2buOCCC9B1nZ/+9Kf89Kc/bbORblhzczN/+9vfmDVrFpqm8eabbzJ48OAkR9w96Xg8dCYdbV3nN7j9vb/gcVcCoWUju/beRDaMvHvcmykuXGCXG5rO4C/nnEtRko5Pz6Tfo76SzkenZ3pdnWjp/neQ7n/P/678gnlrnrHL9Y3jaPUf6WBEyVNc+CIe93YATMvNb0+9l36+9v92kyndf6d6I51zQXuczg+NjY1MmjSJtWvXcuSRRzJ69GgaGhpYtGgRDQ0N3Hbbbdx44437fZ8ZM2Ywa9YsRowYwZlnnklVVRVvvvkmhYWFzJ8/v9cDGsn4Xc/mv6t48T+LUJvgz3jcoRmCpulh194byYY2gc/7FYX579rlq0ddzclDjnYwImek0t9HuueBrN7E/R//+AfBYJBp06bx85//vMOEB5Cbm8uUKVP4z//8T/x+P88++2wSIxXpKFuXjUA7mzbKyLvoBamrRTqraqyKKWfLDCyIzQWqEmRPq2zkLvqW0/nh0UcfZe3atVxxxRW8+OKL3HXXXfz2t7/l9ddfp6ysjIcffpgtW7Z0+h5r1qxh1qxZnHjiibz88sv853/+J3/84x95+OGH2bt3L/fff3+v4xTOMi0zZgaWbvQna9oEcUslK5uqOnhSiK7J6g6sZcuW0b9/fyZPntzl11x55ZUUFRWxdOnSBEYmMkG2LhsBMK1cTDPHLsumjaI3pK4W6awq6sO6ZSnoRvYsnQg10iKk4SL6mtP5YeHChSiKwvTp02M2hx84cCATJ07EMAzef//9Tt9j7ty5ANx88814PB77+vjx4xk9ejTvvfce1dXVvY5VOGdv6x5UJbpNkB3LBwF0vRTLivxtVEkeEL2U1R1YlZWVjBw5ElXt+o/B7XZz+OGHU1FRkcDIRCaobKqMKWfHZo1hSszafs21G8M0HIxHpDOpq0U6q4rKBYbRj2zafjS+kSYNF9HXnM4P1157LbfeeiuFhYVt7oU7o5qamjp9j+XLl6NpGqNHj25z7+STT8ayLJYvX97rWIVz4jvv4zv3M5sbwyi2S1Vx7SMhuit7PkW1o7W1leLi4m6/rri4mMbGxr4PSGSUtstGsqkDK9Rh52UrAIpisKW+Gpc6hAKPiipHWItukLpapKvGYBN1gTq7nF0DGaAbJViWiqKYgDRcRN9zOj9ceeWV7V63LItFixYBMHLkyA5fHwgEqKysZOjQoTGzr8LCe19t3Lix17EK58TXfdnYJtC0vQDs9e9lR1MjOVqOtAlEj2R1B5au67hc3d9U2u12Y5pmAiISmcC0LBoCJhUNkWQVWjZS4mBUyRe/ZPIPy9fiDyg8dsHgpG3mLjKD1NUiXW1viB3IyJZTpyJc6EYJ7n3LyOMHdoTorVTND/PmzePLL7+kvLyc0047rcPn6urqsCyLoqKidu8XFIQ2W25o6N3Gz8nctDndN4juK6Zl4c4PbaexozWyBNSy1OxsE3jX2eXbFn1NUB/GK9cfSnFOdnVHyN9H72XXb4wQSdAQMJm8oIrS4m2EP1MZRgnZ9ucWP9PArdXgD4xyKBohhEie8EDGt7XbY65n17KREF3vb3dgNQQbaAg0UuDJdzgqIRLnjTfe4P7770fTNB544IFON5YPBkP7IrU3+yr6ut/v7/tARULVtxpc+MR6AEr7bcW1b5WrLm0CNG0XQX2YQ9GIdJddfz1CJImitOByRaamZ2OjxTCKsSwNRdEB0FyykbsQIjuEBzIK8jaQ44tcz6bDPMJCDZc1dnnt3m0cWnyoLB0RGWnevHncd999KIrC73//e0466aROn/f5QhVEuCMrXiAQAEInKPZGTU3vZnB1RXhmSTK+VqqLnmWjKM241Mg+aNmYB+JnH4dPJ9+1u5FglqzKSKW/j3SfBZb1HVhr165l5syZ3X6NEJ2J76zJvmUjACq6XorbHZo2rWk1gOVsSCJtSV0t0lH0CayGmYdl9a4Rmo7iG2t/+Xgtza35spxc9JlUyA+mafLggw/yxBNP4PF4+MMf/sA555yz39fl5+ejqmqHSwTD18NLCUX6iT+JO9v2QgSwrFwMM8/uyAu1CYTomazvwFq3bh3r1q3b/4NRLMuKOSpXiHjxFXM2zsCCUJIOd2CpaiuqKhtqi56RulqkHx3NtSdSysqBjPaXjgjRl5zOD4FAgOnTp7No0SKKi4t55JFH9jvzKszj8VBeXk5lZSXBYLDNcsPwSYkjRozok1hF8rldcW2CLJyBBaHv2+XZ14Hl2gPI6eSiZ7K6A+uiiy5yOgSRodzxHVjZ2nCJS9KhKcOHOROMSFtSV4t0pLn22KfvQfbmAcvyYRgFuFyhmSSaS0beRd9xOj8YhsHUqVNZsmQJw4YN49FHH2X48OHdeo8xY8Ywf/58Vq5cydixY2PuLVu2DEVROOGEE/oybJFEbQe1szMX6HoZXs8WABTF3NeJJftgie7L6g6s3/3ud06HIDJU9BJCw8jHsnIcjMY5QRl5F31A6mqRjtouG8nOUXcIfe/hDiyXay+gOxuQyBhO54c5c+awZMkShgwZwrx58xg4cGC33+OSSy5h/vz5zJgxgyeffNLeF+vtt99mxYoVjBs3jkGDBvV16CJJojvtDaMAy/J18nTmis+BsoxQ9FRWd2AJkQhBM4gretlIFjdaDL0Uy4LwLH0ZeRdCZIv4+i5bZ2BBeOR9EwCKYqG5dgPlzgYlRC/V1tYyZ84cAA4//HCef/75dp876aSTOOWUU6ivr+epp54CYMqUKfb9448/niuvvJJnnnmGCRMmMG7cOKqrq1m4cCH9+/fnrrvuSvw3IxIkiMtVa5eydfYVtM2BcriT6CnpwBKij+1s3omiRDYrz+ZGi4UHwyxG25e845dWCiFEpooeXTYtN4ZZ5GA0zmo7G1dygUh/K1asoLm5GYDFixezePHidp+76aab7A6s8Gbz0R1YAHfffTfDhw/nueee4+mnn6a4uJjzzz+fqVOnUl4unb3pStN2x7UJsnhQ2yzGtNyoSujETU3b6XBEIl1JB5aDmpqamD17NosWLWL79u243W6OOOIIrr32WsaPH+90eKKHqpoqY8rZPNoCoQ68cAeWy1VPq95KkTfP2aCEECKBLMuKGV0ONVqy90CBNvshSgeWyABnn312t04zHDZsWIfPK4rCVVddxVVXXdVX4YkUIKeSR1PQ9f543FVA6GdjWXI6ueg+1ekAslVjYyMTJ05k9uzZ5ObmMmnSJM4991zWrFnDLbfcwuzZs50OUfRQZVNVTDmbR1ug7fdfFffzEUKITLPXvxdVDdjlbB/IMM1CTNNjl2XpiBAiG8gG7rGit1VR1QB7/XsdjEakK+nAcsijjz7K2rVrueKKK3jxxRe56667+O1vf8vrr79OWVkZDz/8MFu2bHE6TNFFpmVR5zeo8xtsa4jMwDJNT1YvG4G2yVo6sIQQmS6+nsv2gQxQYhoumrYL0zI7eV4IIdKfO2ovRNP0YpoFDkbjvPhtVaRNIHpCOrAcsnDhQhRFYfr06ShKZFnBwIEDmThxIoZh8P777zsYoeiOhoDJ5AVVTF5Qydb6SAdW6AN79i4bAUlWQojsED2Qsblue8y9bN4LMSz6Z6AqQfa07unkaSGESG+mZcacRittgra5sLKxsoMnheiY7IHlkGuvvZaGhgYKCwvb3PN4QtPsm5qakh2W6CWXWoeqBu2yNFrAtPIwzFxcamij0+2NldT5DQAKPCqqkt3JXAiRGcIDGQBFBZvx7lsxZ1kKulHqYGSpob3ZuIcUD3QoGiGESKydTTUoim6XpU0AulGKZSn2xvYyqC16QmZgRbn88suZP3++faJIIl155ZXcdNNNba5blsWiRYsAGDlyZMLjEH0reqQFYtd6Z7Po5TNVTTuYvGAbkxdU0RCQJSSi+5JZVwvRE9F7PBlGP2S8sO0yyi3126nzG5iyia/oQ5IfRKrYWrctpiwdWADavpwYUtlUac9cllwguko+UUX58ssv+eqrr/jd737H+eefz6WXXspxxx2X1BjmzZvHl19+SXl5Oaeddlqv3qusLH3XWadb7O6W0AiL5orbrFGSFRAaefeyFQBFMXG59mIY/elfmk9xTuKqoXT7PRJdkwp1tRAdUZRWXK4Gu5ztm/aG6UYJlqWiKKGBi3e3bOGVr6t47ILBFHldDkcnMoXkB+E007KobdHZsHtrzPWg5AIglBM1LbSEvD5Qxw3/3Ihl5UguEF0mM7CizJ8/n8suuwxVVXnhhReYOHEiP/zhD3nqqafYuzfxpyS88cYb3H///WiaxgMPPIDb7U741xR9K/q0EctS0Y0SB6NJHfEdeW6XHKEues7pulqIzsQPZGT3senRtJicGP9zEqIvSH4QTmsImFz4xHreXPetfc2y1JiZR9ksPifKqbSiuxTLkvl68fx+PwsXLuTFF19kxYoVALjdbsaNG8ell17Kqaee2udfc968edx3330oisKDDz7ID37wg16/Z01Nw/4fSjHhGTPpFnud32DygipKi/+GyxXau0zXS9lTd6XDkaUGl7qH0n5/t8vNLcfR2Hx6wkZb0vX3KJEycTaaE3V1Okr3v4N0+XsO54Ec30oK8j60r++tv5Bg8AAHI0sdBXmLyPGtscs1eybz6A8PSfqoe7r8TiVCJuaC9kh+iJWM3/Vs/ruKZrcJ+j1m7/8a1MvYWzfR4chSg1uroF/Ry3a5oem7tLSekPEzsFLp7yPd84AsIWyH1+vlwgsv5MILL6SiooIXXniBN998k4ULF/Lmm28yZMgQLrnkEi655BIGDuzdBqSmafLggw/yxBNP4PF4+MMf/sA555zTR9+JSCZFabY7r0CmCkczzGIsS7M3s4yeqSZETyWzrhaiq9rshSgzsGyh5ZSRDqzQz+oQx+IRmUvyg3CSqjTZnVcgeSBa/P7Abq2GFodiEelJlhDuR3l5OdOmTeP555/nuuuuQ1EUtm/fzp///GfGjRvHbbfdxtatW/f/Ru0IBAJMnTqVJ554guLiYp544gnpvEpjbk32v+qYGrOBb2i6sEz+FH0nkXW1EN0RvUTaMPKxrBwHo0ktspxcOEHyg0i2+IFa2QsxwrJyMIx8uyzLyUV3yQysTgQCAd555x1efvllli1bhmEYKIrCaaedxoknnsjrr7/OG2+8wbvvvstjjz3GiSee2OX3NgyDqVOnsmTJEoYNG8ajjz7K8OHDE/jdiESLX8MtHVixgkYZbvcOAFTVj6o6P4VWZIZE1tVCdI+Oy7UnUpKTaGPE/zxkNq5INMkPwgltOrCkTRBDN8pwuRoBcLn2AkFnAxJpRTqw2vHll1/y0ksv8cYbb9DQ0IBlWQwcOJBLLrmESy+9lCFDhgBw0003MWfOHP74xz9y//3389JLL3X5a8yZM4clS5YwZMgQ5s2bJ9OXM0Db0RZpuESLT96hn9dIZ4IRGSEZdbUQ3aG5dqMokdmluj7AwWhSj2X5MIxCXK56QDqwROJIfhBO0lw77X9bFjGrEESoTeD1bAJAUSw0bTcge0WKrpEOrCiPPvoor7zyChs3bsSyLFwuF2eeeSaXX345Z5xxBqradsXlDTfcwMyZM9mwYUOXv05tbS1z5swB4PDDD+f5559v97mTTjqJU045pWffjEi66A/ihlGIZfkcjCb1yNIR0VeSVVcL0V0ykLF/utHf7sByqXsJGAFAllmKviH5QaSC6G1FDLMYC4+D0aSeticRSptAdJ10YEX5wx/+AMCQIUO49NJLu7SxYzAYRFEUjjvuuC5/nRUrVtDcHNrYb/HixSxevLjd52666SbpwEoTfsOPS40czyzHprelG6VYlmLPTtC0nft5hRDtS1ZdLUR3xXdgSS5oK6iX4fVsBEBRYEdTFWW5soWC6BuSH4TTWvVWu5MeZPlge+L3BIvfR1iIzkgHVpRzzjmHyy67jO9+97soitKl13g8Hr744otufZ2zzz6btWvX9iREkaJ2NO0g+ldGNmtsj4ZhlOybJiyjLaLnklVXC9Fd0TNLTdODaRY6GE1qim/MVTZVcnSZdGCJviH5QTitsqkypiwdWG2ZZgGm6UVV/YAsJxfdI6cQRrn66qsZOnTofhPeF198wXPPPZekqEQ6qGqTrGTZSHuCUR17LlcTjcFGB6MR6UrqapGKTMtE0yKHeYQGMrrWgM4m8QM8VU1VDkUiMpHkB+EE07Ko8xvU+Q021W2PuSeD2u1RYn4ummsXhmU4GI9IJ9KBFeWaa65h9uzZ+33ub3/7Gw8++GASIhLpojLuA7gkq/bFj0JJw0X0hNTVIhXtbtmNouh2WUbd22ea+ZhmZI/I+NkKQvSG5AfhhIaAyeQFVUxeUMVr6zfG3JOl5O2LzpGKYrCrZVcnTwsRkdVLCFesWIFlRU4LsiyLXbt28cknn3T4mrq6OlauXBnzOpGdTMuiIWACsK0hMtpimj5MM9+psFJa/My0zbXbObT4UAo8KmoXp/qL7CN1tUhl4VywsW5bzHXpwOqIgq6X4fFUAFDdVI1hGrhUl8NxiXQk+UGkmtgN3POwrFwHo0ld8R17G2u3MTB3oLQJxH5ldQfWvHnzWLhwoV1WFIWlS5eydOnSTl9nWRZnnHFGosMTKS482gIGZSWRPbBCjRapeNsTPzNt4cZNPPflSB67YDBFXmm8iPZJXS1SWTgX5OVuIC/qML2gzMTtUNAow0OoA0u3dHY072Ro/mCHoxLpSPKDSC06LteeSEkGMjoU3yZ4btUG/rZiiLQJxH5ldQfWf/3Xf7F582ZMMzSLZu3atRQWFjJ4cPsfohRFwev1Mnz4cKZNm5bMUEUKc7n2oiimXZZGS8csy4dhFNqns8imjaIrpK4W6SD6YArLcmEY/RyMJrXFN+rW791GvnuAjLyLbpP8IFKJ5tptn7YN0oHVGcPoh2Vp9tJ7aROIrsrqDqxBgwbx0ksv2eVRo0ZxxhlnyJp40S3uuNP0JFl1LqiX2R1YLnUvEHQ2IJHypK4Wqc+KWTaiG6WAjCB3JH7k/akv1/NI82AZeRfdJvlBpJL4ThjZE7czKrpeittdDYQHgWRZr9i/rO7Aijd37lxKS0udDkOkmTbJSjqwOhVK5hsAUBT2ndp1gKMxifQidbVINarahKq22GU5ibZzhlEsI+8iISQ/CCfF12WygXvndKPM7sBSVT+q2uBwRCIdSAdWlDFjxjgdgkhDmrbT/rdpuTHMYueCSQPxHXxu184OnhSifVJXi1SjxdVjuj7AoUjShYqu98ft3gHIyLvoO5IfhJOiP9OapgfTLHQwmtQX1AcQtXUkbm0nMNKpcESayOoOrIsuughFUZg5cyZDhgzhoosu6vJrFUWJmbIsspUVs+9JaNRddS6cNBDfsJORd7E/UleLVNdm1F2WjexX0CizO7BUNYBLrQOGOBuUSDuSH0TqMPetKgjRjQHIoU6dix/U1lzSJhD7l9UdWKtXr0ZRFPx+v13uKkU2GRWAS61DVSN7OMmo+/6ZVh6GmYtLbQZiZ7AJ0R6pq0Wqc0fVY5alyBLCLmh/MONwZ4IRaUvyg0gVoUOdDLssW4rsn26UYlmqfRiWtAlEV2R1B9bcuXMBGDJkSExZiK6Kr2hls8au0fUBuDybAdBce9BNHdnwWHRE6mqR6qJHjUOnD7qdCyZNtBl5l4aL6AHJDyJVxG+JEZRB7S7Q0I0S3Ptmrrm1nViWLCcXncvqDqz4dfKybl50V9vNGiVZdYWul+Hd14GlKCY7mnZQmnOgs0GJlCV1tUhljcFGXK5Guxw0JA90RZuRd1k6InpA8oNIFXKoU8/o+gC7A0tVW2gINFDs6+dwVCKVyWY9QvRC9GiLZbn2jbyL/Ylv4FU2VToUiRBC9E5VY2z9JY2WrnKhG5HT4txajYy8i4xw6623cvrpp3frNc8++ywjR47s8H979uxJULSir7Q91EnaBF0RnzO3N213KBKRLrJ6BtYtt9zS49cqisJf/vKXPoxGpBvLsmJGW3SjP7IMrmvik1VloyQr0TGpq0WqMS2LhkBo5tCmum0x92QvxK4LjbyH8qiqtlAfqKfYV+JwVCKdpFp+mDlzJgsXLmTgwIHdel14767rrruO/Pz8NvdzcnLaXBOpw7TM2DaBXoZs4N41bQa1G7cDRzkTjEgLWd2B9c477/T4tbLxo6j116KqrXZZRt27zjQLME2f/fOTGViiM1JXi1TTEDCZvKAKgML8Tfi8kXuhwQzRFfF5c0NtBUXeIgo8Kqr87YouSJX84Pf7ue+++5g/f36PXr9mzRp8Ph933HEHqioLZNLN7pbdqEr0oU7SJugqXe+PZSkoSmgG7taG7dT5Q5vhSy4Q7cnqDqzf/e53Tocg0lB45H1Dbeyou+x/1R0Kul6Gx1MBQFXTDva0BHCpLklWog2pq0Uqi52JW4xleTt5WkSLH3l/6sv1/F9LKY9dMJgir8xoFvuXCvlhyZIl/M///A/bt2/njDPO4P333+/W603TZN26dRx66KHSeZWmKuOWvemyF2I3uDGMfmhaaJnsmt3b7AEiyQWiPVndgXXRRRc5HYJIQ+GR97yc9eTlRq7LaEv3BI0BeAh1YBmWzs8WrsIw+kuyEm1IXS1SlaL40Vx1dlnyQPfoemnMyHv8JshC7E8q5IcXXniBpqYm7rnnHiZOnMioUaO69frNmzfT0tLS7dcJ54UHtTfXxXZgBSUXdItulNkdWC5XI4rSjGXl7udVIltJN78QPRT9Qduy1JjNaMX+xTf03HKEuhAizcSfnCcdWN3ljjn8RHNJHhDp59prr2Xx4sVMmjSpR8sS16xZA4SWNE6bNo3TTjuNY445hksvvZTXXnutr8MVfSg8qP2vbZvta6FDnWQvv+6IX8UibQLRmayegfW73/0ORVH4yU9+QklJSbemISuKwp133pnA6ESqiz5tRDdKyPI/p26L3+hYjlAXHXG6rm5qamL27NksWrSI7du343a7OeKII7j22msZP358m+dfeeUV5s6dy6ZNm/D5fJx66qlMmzaNoUOHtvv+3X1epA4t7kN2/JI4sX9BY0DUyHsTitLscEQinTidHwDGjh3bq9eHO7Cef/55xo4dywUXXMCOHTtYsmQJ06dPZ926ddx22229jlMkihXT+a7r/ZE5It3Tpk2g1RAIHuRMMCLlZXWL+6mnnkJRFH70ox9RUlJil7tyjLN0YGU3VWnCpUY+ZMupU91nmEWYphtVDW16Gd8QFCLMybq6sbGRSZMmsXbtWo488kgmTZpEQ0MDixYt4pZbbuG2227jxhtvtJ+fMWMGs2bNYsSIEUyaNImqqireeOMNPvzwQ+bPn095eXnM+3f3eZFa3JrMwOotXS8D7xq7HBp5P8S5gERayYTP8pZlMXToUKZMmRKzJLKiooKJEycye/ZsTj/9dE466aQef42ysoK+CDXlvpbT3C06qlqPqgbsazKQ0X3xh5+EOwT7l+ZTnJNZ3RXZ9PeRKJn1G9FNN998M4qi0K9faPp6b47iFdlF06pjyrohjZbuU9CNMjxq6ATCUEPQdDYkkZKcrKsfffRR1q5dyxVXXMG9995rLw+ZOnUql1xyCQ8//DDnnnsuBx54IGvWrGHWrFmceOKJPPnkk3g8HgDOO+88brnlFu6//35mzZplv3d3nxepJ7rj3TAKsCw56r672o68y2CG6LpM+Cw/ffp0pk+f3uZ6eXk5P//5z7n77rtZsGBBrzqwROLEL3eTgYzusywvulGM5qoFZAmh6FxWd2BNmTIlppyOSU84I75iDeoDHYokven6QDzuUAeWoui4XHsBWTYlYjlZVy9cuBBFUZg+fXrM3iYDBw5k4sSJ/PnPf+b999/nmmuuYe7cuUCoQRXujAIYP348o0eP5r333qO6upqBA0P1RXefF6lFUfy41L12WU6i7RldL8OyIPznJQ0X0R2Z/ln+mGOOAWDr1q29ep+amoa+CKdT4ZklyfhaqaLOb7TpdNelTdAjuj7A7sByuRpQlBZ27W4kmCEHO6XS30e6zwKTBbr7EQgEME2ZFSJiRScry1L3rXcX3SWbNoq+kqi6+tprr+XWW2+lsLCwzb1wp1NTUxMAy5cvR9M0Ro8e3ebZk08+GcuyWL58uX2tu8+L1KK5aojer1mWkveMhUc2chcJlcqf5U3T5Ouvv+bjjz9u935zc2i7Cp/Pl8ywRDe4o1ZlWJZr3764orukTSC6KqtnYHXko48+4plnnuGjjz6ivr4egLKyMk455RSuu+46Dj/8cIcjFE6yLCsmWckG7j3XdiP36g6eFKKtZNTVV155ZbvXLcti0aJFAIwcOZJAIEBlZSVDhw6NmU0VFt7LauPGjQDdfl6knrYbuMuoe08FjYFoWmg2m8vVSEOggSJvsbNBibSWTp/lr776alpaWvj3v/9NaWnsidYrVqwA4Oijj3YiNLEfpmW2s4F7ZswYSrb4mWuynFx0RFrdcR588EGeeOKJNps/7ty5k1dffZXXX3+dX/7yl1xxxRUORSicVheoQ1Vb7LKMuvecYRZjmh5780sZbRFd5XRdPW/ePL788kvKy8s57bTTqK2txbIsioqK2n2+oCA0XbuhITR1vK6urlvP90a6TxUPS6Xvw92iy74nfUjXB8Rs5N6g7qasLPEHGKTS75ToO07nh+5QVZVzzz2Xl156iYceeojf/va3qGpogcyaNWuYPXs2ubm5XHrppQ5HKtqzp3VP3AbuMpDRU22Xk8ugtmifdGBFWbhwIY8//jj5+fn89Kc/5eyzz2bw4MFA6CSQhQsX8thjj/Gb3/yGQw45pN1lHyLzbW/cHlOW/a96Q0E3BuBRtwGhY3MN00BGr0RnnK6r33jjDe6//340TeOBBx7A7XYTDIZO02xvNlX0db/fD9Dt50Xqid3AvVA2cO+F+Dy6tbYCOM6RWER6czo/dKa+vp6nnnoKiN276/bbb+fTTz/l5ZdfZu3atYwdO5bq6mreeecdTNNkxowZshdiitreuC2mLIPaPRdeTh6ejSvLyUVHpAMryjPPPIOmaTz++OP2polhhxxyCLfccgsnnngiP/7xj5k1a5Z0YGUpSVZ9K6gPwOMO/UwVxWBny05KcoY5HJVIZU7W1fPmzeO+++5DURR+//vf26dChfcnCXdMxQsEQiO0ubm5PXq+N1Jhw9DeSKWNT8N2NDXam82CbODeW7reH8tSUJTQjJl1Ozcl9L93Kv5OJUumzzpL5c/y9fX1zJw5E4jtwCotLWX+/Pn89a9/5e233+bvf/87eXl5nHHGGdx0000cddRRSYtRdI8MavctWU4uukI6sKJ88803jB49uk3Ci3bKKadw0kkn8cUXXyQxMpFKopOVZanoRmknT4v9ie8A3LB3K4PzQqOlBR4VNXqXZCFwpq42TdNeluLxePjDH/7AOeecY9/Pz89HVdUOl/yFr4eXBnb3eZEaTMuiIWDy7d6KmOty6lRvuTGMEjRtNwDbGrdR5zcAyQOie1Lhs/zatWvbvT5s2LAO7xUVFXHnnXdy5513JiQmkRjbYtoEWsyBFKL74peTf7u3ggJP6HOQ5AIRJh1YUdxuN3l5eft9rl+/fil7molILMuyYjqwdKM/8mfUO/GjVS+s3cCTKw8A4LELBlOUIcfnir6T7Lo6EAgwffp0Fi1aRHFxMY888og98yrM4/FQXl5OZWUlwWAQt9sdc7+iItThMWLEiB49L1JDQ8Bk8oIqcn3ryI/6FZQZWL0X1AfYHViNwQZ+8s/1mFa+5AHRLfJZXiSLaZlURrUJQnlAdS6gDBDfJnjiy3U80hLqFJRcIMLkryzKySefzEcffURtbW2Hz7S0tLBixQpOPPHE5AUmHGdaFnV+gy31u2nWm+3rsnyw90yzENP02mXZtFHsTzLrasMwmDp1KosWLWLYsGE8++yzbTqvwsaMGUMwGGTlypVt7i1btgxFUTjhhBN6/LxIHVpcPaUbsoF7b7U5lVYO9RA9IJ/lRaKF2wQbaqsJmJEN3KVN0Hvh5eRh0iYQ7ZEOrCi33347LpeLyZMns2bNmjb39+7dy5QpUwgEAvznf/6nAxEKp4RH3X/53lcx12XUvS8oMUlfc+0CdOfCESkvmXX1nDlzWLJkCUOGDGHevHkMHz68w2cvueQSAGbMmEFra6t9/e2332bFihWcddZZDBo0qMfPi9QRfQKhbhRhWT4Ho8kM8ad3yam0oifks7xItHCb4DcffB1zXdoEfcEdszVLaCDD6vhxkZWyeu3TRRdd1Oaapml88803XHzxxYwYMYLy8nK8Xi/V1dV8/fXXBAIBDjvsMP7v//6PP/3pT8kPWjgqfkRY9j3pG0F9IB5PaMmUophorj3ohnwQECFO1dW1tbXMmTMHgMMPP5znn3++3edOOukkTjnlFI4//niuvPJKnnnmGSZMmMC4ceOorq5m4cKF9O/fn7vuuivmdd19XqQGRWnF5aq3y5IH+kZo5F1FUULLumQGlugK+SwvnCJtgsTQ9QG4tV0AuNRmVLUJ08x3OCqRSrK6A2v16tUd3rMsi3Xr1rFu3bo299auXdvudZH5oqeyWpYL3ShxMJrMEd9ZpWnV0oElbE7V1StWrKC5ObRkePHixSxevLjd52666SZOOeUUAO6++26GDx/Oc889x9NPP01xcTHnn38+U6dOpby8vM1ru/u8cF58o0VG3fuKhm6U2A2XUL6VkXfROfksL5wSnQtM041hFjsXTAYJrcpYZZc1VzUB6cASUbK6A2vu3LlOhyDSioXmilo2ovcHZDPBvhC/aaNbq6bVf7RD0YhU41RdffbZZ3d4YlRHFEXhqquu4qqrrkrI88J58XtyyL4nfUfXB9odWKragqq2f0qnEGHyWV44w4hbSj4AkBPy+kJ7bYJA8BCHohGpKKs7sMaMGeN0CCKNuFx7UdXIZo1BXfam6SummY9h5uJSQ7NdZNNGEU3qapFK3NoO+9+WpUgHVh8K6gPJ4Ru7HMoFI50LSKQ8yQ/CCZprN4pi2GVpE/Qd3SiNWU4ubQIRTzZx76GtW7c6HYJIsvgKNH6EQPSGErN3gMu1G4VAJ88L0TVSV4u+ZFlWzAmEhlGChcfBiDJL/B4y0Z2FQvQ1yQ+ip9qcRCttgj6koeuRk301WU4u4mT1DKz2VFRU8Pzzz7N9+3aCwSCWFfmDMU0Tv9/Prl27WL9+PatWrerknUSm0eI+SOsy2tKngvogvJ5NAChKeG+BA50NSqQsqauFE+oCdfZMUZCBjL4WGnnXUJTQSbTxjUQhukLyg0g0GdROrKA+CLc79DNW1QAudS8wxNmgRMqQDqwoGzZs4PLLL6e5udlOdoqixPwbQiOwRUVFjsUpnBGdrEzTi2HK70Bfam/NuxDtkbpaOKWioSKmLMtG+ppKUB+Ax10JgFvbiWEZyH6ToqskP4hkiJ4daph5mGaBg9FknjZtAnc1cKQzwYiUIx1YUR599FGampo45phj+MEPfsCnn37K22+/za9+9Sv8fj8ffPABS5cu5bDDDuOVV15xOlyRREEjiObaFSnrA5HNGvtW/PTr+BlvQoRJXS2csi2uA0uWjfQ9XR9od2Apis7O5p2U+IY5HJVIF5IfRKK16q24XHvssuSBvhe/ykXaBCKa7IEV5eOPP6awsJDHH3+ca665hssuuwzLsjjwwAO57rrrePzxx5k8eTLr16+XpJdlqpoq7c0EQZYPJoJledGNfnZZZmCJjkhdLZxS0bjN/rdlaehGqYPRZKb4kff4TkMhOiP5QSTa9sbtKFFj2MGgtAn6mmEWYZpeuyxtAhFNOrCi7Nq1i6OPPpr8/HwARo4ciWVZfP311/YzU6dOpaioiJdfftmpMEUSmZZFnd/g29rYjT5lrXtiBIPRG7k3Uu+vdzAakaqkrhbJFM4De1oDbI/qwArqA5CPUX0vflnmxrqt1PkN6vwGpiUb+YrOSX4QiVbRGL+UXNoEfU+J+blqrl0EjaCD8YhUIksIo7hcLjvhAZSVlZGTk8PGjRvta263m2OPPZbPP//cgQhFsjUETCYvqKIw/1t8kYEASVYJEpqGvcYur9+7hUJvIQUeFVWRJZsiROpqkUzhPOBy7aK0OPIBWpaNJIZpFmCaOahqCwArdmzh7bVVADx2wWCKvLIfluiY5AeRaNGzQi0LdGOAg9FkLl0fhNcTmkCgKCZVTZX0zx3ucFQiFcjQYZQBAwZQURHbqz5s2DDWrl0bc03TNJqbmxHZI/bY9EIsK9fBaDJX/Mj73K/WMXlBFQ0Bs4NXiGwkdbVwgjtuDw4ZyEiU+JH33YCMvIuukfwgEiE8E7e2VWdrVAeWYZRgWd5OXil6Kj7Hrq/dKjNxBSAdWDFGjx7N6tWrWbhwoX1t1KhRrF27lg0bNgDQ2trK559/TllZmVNhiiRTlBY0V51dlkZL4uhGfywrUi253bJpo2hL6mrhhLbHpsu+J4kS/bNVFAu3ttPBaEQ6kfwgEiE8E/fG19fTGGywr0seSJz49tbr334rg9oCkA6sGNdddx2apnHbbbfxy1/+EoCLL74Y0zS54YYbeOihh7jiiivYs2cPJ554osPRimRp22iRDqzEcaHrkQ+UmqsakJEWEUvqauGE6Jm4ppkjx6YnUNtTaWUDX9E1kh9EIkmbIHksKxfDKLTL8bOgRfaSDqwoI0aM4E9/+hOlpaXoug7AKaecwve//30qKyt5/PHHWbNmDQUFBfz85z93OFqRLPEVppxAmFjRo1mqGow5qlgIkLpaJJ9CYN9StpBQo0X25UuU+EahW6tyKBKRbiQ/iETS2rQJpAMrkaLbBC5XPYoiy36FbOLexrhx4zjjjDPYvTvyQfVPf/oTCxYs4LPPPqNfv35cfvnlDB482MEoRTJFf3C2LHXfyVMiUULJ6gu7HPr5H+VYPCI1SV0tkknTqlGUyGzQoC6/V4lkWT50vR+athcILyeX2biiayQ/iESJbRNo6Eapg9FkvqA+CJ93nV0OTSo4xLmAREqQDqx2aJrGwIGRHnVFUZgwYQITJkxwMCrhBNMyY0ZbQsvb5M8mkeIbhjJlWHRE6mqRLG537AygYFBm4iZaUB9sd2C51CZUtWE/rxAiQvKD6Ht6zH58oZmicipqIgWDcW0Ct8zGFdIS79C6dev4+OOPqa6uRtM0hgwZwtixYznggAOcDk0kUXVzNaoaOf1IRt0TzzQLMMw8XGoTIMlKdE7qapEMsaPuiiwbSYKgPogcVtnl0H+Dkc4FJNKO5AfRlzStBkUx7HJ854roe6HDnVz2z12WkwuQDqw2Kioq+O///m9WrFgBgGVZKEpkn4vx48fz61//mn79+jkVokiirQ1bY8py2kgyKASDg3B5Q6cFaa69NAebKPIW7ud1IptIXS2SxbTMmJmgutEfC4+DEWUHmY0rekryg0iE+M4TGdROBhdBfSAedyUQ2kRfN3Vk5lt2kw6sKDU1NUycOJFdu3bRr18/Tj31VIYMGYJlWWzbto0PP/yQRYsWsXnzZv7xj3+Qm5vrdMgiwbbWb4kpS7JKjqA+GN++DiyArQ0VDM4/0sGIRCqRulok066WXaiq3y7LQEZyGEYJpulBVQOAzMYVXSP5QSRKfCe65ILkCOqD7Q4sRTHY0VRFac5BzgYlHCUdWFFmzZrFrl27mDBhAr/5zW/wer0x9xsbG/mv//ov3n33XebMmcOtt97qTKAiaaJnYBlGvhybniTxHYVbG7YwdrB0YIkQqatFMrWZiSvLRpJEIagPwusJ/fw1Vw0BIwDkOBuWSGmSH0RfMi2LhoBJfase04muG/2wLKmLkiEYHBxT7W9p2MqR/Q9yLB7hPNXpAFLJkiVLGDJkCPfff3+bhAeQn5/PH//4R0pLS3n99dcdiFAkg2lZ1PkNtjfWsbs1+th0abQki66XYVmR6im+ASmym9TVItHCeaDOb7ChdnPMPckFyRP9s1YUi/V7t1LnNzAtOZFQtE/yg+hLDQGTyQuquP2dDfberCADGckUP9MtfnWMyD7SgRVl9+7dHHPMMWhaxxPTfD4fJ5xwAtXV1UmMTCRTOFn91ztfxFyXqcLJpO073SWkoqGCPa0BabgIQOpqkXjhPDB5QRWf7thkXzfMXExT9uNLlvjOwtkrVzN5QRUNAdOhiESqk/wgEqHt/lfSJkgWy8pFN4rs8ub6LfYAk7QJspN0YEUpLy+noqJiv8/V1NTEHM0rMlObY9Nl1D2pon/eQTPIzW98LQ0XAUhdLZJHUfxo2h67rOuDAKXjF4g+pesDiW6fyD5YYn8kP4hEkA3cnRU9460hWM9PXlsnbYIsJh1YUSZOnMiqVat46aWXOnzm/fff5/PPP+eyyy5LYmTCCdGbNVqWC10vczCa7KPHjW7J0bkiTOpqkSxtGi2ybCSpLMuLYZTa5dB/DxlxFx2T/CASwe2OtAlM04NhlDgYTfZpeyqttAmyWVZv4r548eKY8qBBgzjkkEP4xS9+wZIlS5gwYQLl5eV4PB6qq6v54IMP+Pvf/87xxx/P6aef7lDUIjkM3FpkanloOZsc2ZpM8Q1Ft7uKFv+xDkUjnCR1tXBK21OnpAMr2YL6YDQttB+lqrbiUmuBIY7GJFJHKuaHW2+9lZUrV/LBBx9063WvvPIKc+fOZdOmTfh8Pk499VSmTZvG0KFDExKn6KogmqsmUtIHIzNxk6u9Dix/4DCHohFOy+oOrJtvvhlFaVsBWZbF4sWL2yTF8L2VK1dy8cUXs2rVqmSEKRygaTUoim6XpdGSfKaVh2EU4nLVA+DWKh2OSDhF6mrhFLd7u/1vy1IJ6gMcjCY7BfXB5PC1XXa7K4EjnAtIpJRUyw8zZ85k4cKF3V6eOGPGDGbNmsWIESOYNGkSVVVVvPHGG3z44YfMnz+f8vLyPo1TdJ1b24GiRGZ+yv5XyWcYJZimB1UNALKcPNtldQfW6NGjnQ5BpCiPtj2mHAzKaK8TAsEh5OzrwHK5GlHVekA6E7ON1NXCGUbMDKzQTNys/tjkiEBc/pXBDBEtVfKD3+/nvvvuY/78+d1+7Zo1a5g1axYnnngiTz75JB6PB4DzzjuPW265hfvvv59Zs2b1dciiizzu+DaBzIhLPpWgPhivJ3QCoeaqQVH8DscknJLVn8Sefvppp0MQKSo0whtiWTIDyylBfSg5rLHLoY7Fkc4FJBwhdbVwgqbtRFEMuxzUZSDDCaZZiGHk4XKFjrCPb0yK7JYK+WHJkiX8z//8D9u3b+eMM87g/fff79br586dC4Rmk4U7rwDGjx/P6NGjee+996iurpZN5x0S2yZQZQaWQ4LBIXYHlqJY+/bBOsjRmIQzZBN3IeKYlhkzwqsb/bEsn4MRZa/4mW/RHyKEECKR2s7ElVF3ZygE9cjP3uWqp85f52A8QsR64YUXaGpq4p577mH27Nndfv3y5cvRNK3d2WQnn3wylmWxfPnyvghVdJNu6jEbhstMXOdE5wGQ2bjZTP4C27F3716ee+45li9fzs6dO/F4PJSWlnLyySdz4YUXUlYmp9FlsurmalQ1Mi1Vlg86xzCLMcxcXGozIB1YIpbU1SKRZCZu6ggGh+DzrrPLm+s3c0ChnAImOpbM/HDttdfy4IMPkp+f3+3XBgIBKisrGTp0aMzsq7Dw3lcbN27sdZyi+yobt8tM3BQR1AdgWS77v4e0CbKXdGDF+fjjj5kyZQr19fVYVuxRzUuXLuVvf/sbM2bM4JRTTnEoQpFom+s3x5Tje/xFMikEg0Nweb8FQHPtpSHQQJG32NmwhOOkrhaJ1P5MXK+DEWW3QFweXr93E8eWhU6lLfCoqO1s4i2yV7Lzw9ixY3v82rq6OizLoqioqN37BQUFADQ0NPT4awCUlRX06vWp+rUSbWdVbCeJzMR1kkZQH2QvI3drOygs9lCWn+twXN2TSX8fTpEOrCjbt2/nZz/7GY2NjXzve9/jhz/8IcOGDcM0TbZu3cprr73GBx98wK233sorr7zC4MGJG43t6RG8omdMy6IhYALw7d7YUS6ZgeWsoD4U374OLIAt9VsYVlDsXEDCcalUV4vMEs4FG2sr7dOOQBotTgudQOVDVVsB+LjqW95cE1rW89gFgynyupwMT6SQdMsPwWAQoN3ZV9HX/X7ZsDpZTMuivjU0y2dVzXr7uszEdV4wONTuwFIUk6+rN3KCaxSFPpcMZGQR6cCK8uijj9LY2Mhtt93GT37yk5h7xx13HBdccAGzZ89mxowZPPXUU9x5550JiaOnR/CKnmsImExeUAVYlPbbiGvf7nC6UYxp5TkaW7aL70Bct3cjR/U/Skbds1iq1NUi84RzQY7vawqiqn5ZNuI0haA+BK8nNMCkabtRlFbZn1K0kW75wecL/Q6HO7LiBQKhjvTc3N7NMqmp6d0Mrq4IzyxJxtdKpDq/sa9NYNK/3wZUu01QJjNxHRbQhxDdKvvfDz6lucWVFgMZqfT3ke6zwGQT9yj/+te/OPDAA9skvGg33ngjBxxwAO+++26ff32/388vf/lL/vKXv/T5e4uucal19n5LILOvUoFulGKakZHJZZXfMnlBlT1jTmQfp+tqkfnccRu4B2QGluMC8Yd6yAa+oh3plh/y8/NRVbXDJYLh6+GlhCJ5NNcumYmbYoLBwVhWpPsi/rAVkR2kAyvKzp07Ofzww/f73BFHHMGOHTv69GsvWbKE8847j/nz53PGGWf06XuLrnPHHc8t+1+lAjVm9oPmqkFRZCp9NnOyrhbZwIrZHFY3irGs9NpjIxPFNx5lA1/RnnTLDx6Ph/LyciorK9udhVVRUQHAiBEjkh1a1ouvY2Qmbipwo+uRAxg09w7A6PhxkZGkAytKbm4uu3fv3u9zu3fvtqf89pXeHsEr+kb8iG78iK9wRvRMOEWRkfds52RdLTKfS62VmbgpSDfKMC23XZaRd9GedMwPY8aMIRgMsnLlyjb3li1bhqIonHDCCQ5Elt3azsSVXJAKog/1UJUgmlbjYDTCCdKBFeWoo47is88+Y82aNR0+s2bNGlauXMlRRx3Vp1/72muvZfHixUyaNAlF9vVxiIXHXWGXDCMf0yx0MB4RFn8Clce9zaFIRCpwsq4Wmc8dV7/IspFUoRIMRjZQ1rSdMhtXtJGO+eGSSy4BYMaMGbS2ttrX3377bVasWMFZZ53FoEGDnAovS1n2ZuEAut5PZuKmiPhBJY8mbYJsIx1YUSZOnIiu69xwww288847mGZkjx3TNHnnnXe44YYbME2TK664ok+/9tixY8nPz+/T9xTd41LrcLka7XIgOAyQzsRUoOsDYkbe4xuYIrs4WVeLzBc9kAEQ0MsdikTECwaH2f9WFKvNDAkhUjk/1NfX85e//KXNXrfHH388V155JZ999hkTJkzgwQcfZPr06UydOpX+/ftz1113JTVOEdquInzqKUBAH9bJ0yKZgvpQLCvSPovP2SLzySmEUc4++2wuv/xynn/+eaZMmYLP52PIkFAvb2VlJa2trViWxaWXXsr48eMdjnb/0vmEgWTH7m7R2466S6MlhbgIBofi9WwGQh8sfAUKZUWd/56k89+A6Fim1dUidZiWGTPDUzf6YZoyuJQqAsHYvCyzcUW8VM4P9fX1zJw5E4ApU6bE3Lv77rsZPnw4zz33HE8//TTFxcWcf/75TJ06lfJy+TyabG1n4sp/g1RhWV50fQBudzUQ2qtMN3UgtU8hFH1HOrDi/OY3v+GII47gb3/7GxUVFWzYsMG+V15ezo9//GMmTpzoYIQiUdqMugdltCWVBILD7A4sRYG1u9YzrOgkZ4MSjpG6WiRCdXN17Ki75IGUohtlmKbHPhlMRt5Fe5zOD2vXrm33+rBhwzq8pygKV111FVdddVXC4hJdF123WJbkglQTCJbbHViKYrC1YSulOYc6HJVIFunAirJnzx5KSkq44ooruOKKK6iurqa6OvTHMWDAgLRbf15T0/6RvKksPGMm2bHvbQ3GjboXY5oyeyeVxI9+fb7ta44pHNnus079HqWyTJqNlml1tUgdG2o3xJSD0mhJMSpBfRhez0YANG03OxrrgCIKPCqq7CGa9SQ/iN4yTCPuJNoyLCs1NvwXIYFgOXmssMsbajdw/ADpwMoW0oEV5eqrr6Zfv378/e9/B2DgwIEMHDjQ4ahEIpmWRUPAZFNtFaraYl+PX6YgnKcb/TFNnz07YkPdRocjEk6Rulr0pXAeAFi399uYezLqnnpCs3Ej9f99H36OP3AYj10wmCKvLCHJdpIfRG9ta6xAVYJ2WdoEqSeoD8ayXCiKAcCGug37eYXIJNKBFaWiokLWmWeZhoDJ5AVV5Pi+oCAvcl1G3VORQiA4DJ831MDc1VLD1vo9FHll5D3bSF0t+lI4D4BJ/34bUfcdbxPU+2NZOY7GJtpqbx8sf+Awh6IRqUbyg+ip8GDGqt3rY65LmyAVaQT1wfbqmW2NFexsasareaVNkAXkFMIopaWl1NXVOR2GcED8RrABOTY9JcU3XH7x7qdMXlBlz54Q2UHqapEImrYTVY2MusumvanJMEowzUjHolv2wRJRJD+IngoPZizeEtmnzLJUaROkqOg2gWmZTHt7pbQJsoR0YEWZOnUqn3/+OTNmzGDPnj1OhyOSxow5ijs06p7rYDyiI/ENyvhTYkR2kLpaJIJHk4M80oMS03DRXHWoqux3KEIkP4jeCeLWqiIlfRDgdi4c0aH4HC2HemQPWUIY5dNPP+XAAw9kzpw5zJkzhwEDBlBcXIyqtu3nUxSFl156yYEoRV/TtGr7RCOQqcKpzDCLMIx8XK5GIJysLGeDEkkndbVIBI8n+tQphaCMuqes0HLydXY5lAtkGaGQ/CB6x+OuRFEiM3ikTZC6dH0gpum2Z07LbNzsIR1YUebPnx9Tjj65JJ6S4LW1HR2zK/qex701piybNaay0Mh7jms1AC5XIy7XHmCIs2GJpEqlulpkBoUAbi3q1Cl9IBYeByMSnWm7D9YWhyIRqUbyg+gNaROkE5WgPhSvZzMAbm0XqtLkbEgiKaQDK8rcuXOdDkE4wBv1wTe01l1GW1JZIHggOb7VdjnUcDnKuYBE0kldLfqa2709ZtTdHzzIuWDEfplmEbpRjOaqBUKNTtMyATmFMNtJfhC9Ed0ZbpqefUsIRaoKBA+0O7AAPJ6twAjH4hHJIR1YUcaMGeN0CCLJmoNNaFpkZC60ZETWuqeyQLAcy4LwwKlXRt6zjtN19a233srKlSv54IMP2r3/yiuvMHfuXDZt2oTP5+PUU09l2rRpDB3a/pK07j4v+p7HE1uPBAIHOhSJ6KpA4EC0nFoAVNXPtsZt9PMd7GxQwnFO5weRvmr9tWhaZN+00Owr6RRPZYHAgRB1irzMxs0Oson7Ptu2beOLL76gpqbG6VBEEn1buwFFieyh5A9KoyXVWVYOuj7QLrvd2wkYgU5eITKJ03X1zJkzWbhwYYf3Z8yYwR133IHf72fSpEmccsopvPHGG1xyySVUVLTdn6G7z4u+Z1kWXvdmu2yaPnRjgHMBiS4JxOXrdXtl64Vs53R+EOlt3d51MeX4OkakHsMsRjeK7HJkNq7IZFk/A2vNmjX84he/YNWqVfa173znO9x3330MGSL76mQi07LsI1a/2b0m5p4kq/TgDx6E2x2aOacoJt/s+pbjBx4BQIFH+uUzkdN1td/v57777muzv0p8jLNmzeLEE0/kySefxOMJ7aF03nnnccstt3D//fcza9asHj8vEmN3625crnq7HMoDsjdOqgsEh2JZLhTFAMKNz3OdDUo4wun8INJXdJtg1e7YTnBpE6SHQOAgtJwvAFDVVpmNmwWyuqVXVVXFtddeyzfffINlWfb//v3vf3PVVVdRX1+//zcRaachYDJ5QRWTF1TyeU0kWRlGPoZR4mBkoqviP1Q89dUX+/6bVtkfRETmcLquXrJkCeeddx7z58/njDPO6PC58N4rN998s90ZBTB+/HhGjx7Ne++9F7OZcHefF33LtCzq/AZf1cQNZAQOcCgi0T1uAlEnRW5r3E5lYz11fgPTktNps4XT+UGkt0ibYBtr9qy3r+t6CaZZ4GBkoqvi2wRf1ayhzm9ILshgWd2B9cQTT1BXV8eYMWN45ZVX+Pzzz3nuuec48sgjqaqqYt68eU6HKBJIc+3CpTbb5UDwIGTUPT3o+gBM02eX4/evEZnF6br6hRdeoKmpiXvuuYfZs2d3+Nzy5cvRNI3Ro0e3uXfyySdjWRbLly/v8fOib4UbLq9t+CbmuiwlTx+xDReL/1r8iQxkZBmn84PIDG6tClUN2mWZfZU+wrNxw97bukoGtTNcVndgLVu2jH79+jFnzhxGjRqFz+fj2GOP5dFHH8Xtdne4Qa/IDJ6oPU9AGi3pRSUQjMyS0Fx1uNRa58IRCeV0XX3ttdeyePFiJk2a1OGx64FAgMrKSgYNGhQzmyqsvDx0FPfGjRt79LxIFB2Pe5tdCuoDsKxcB+MR3RHfyJQNfLOP0/lBZIb4gVB/4CBnAhE9EDsbV9OqUZTmTp4X6S6rO7Cqqqo49thj8fl8MddLSko49thj2bRpk0ORiWSITlaWpRIMDnMwGtFd8aeEySyszOV0XT127Fjy8/M7faaurg7LsigqKmr3fkFBaClCQ0NDj54XieFxb0dRdLsspw+mF8Poh2FElvl4PVsAWTKSTZzODyIzRHd+m5aboD7YwWhEd0UPZigKeNxyCE4my+pN3FtaWsjLy2v3XllZGZ999lmSIxLJoigtuLUquxzUB2NZXgcjEt0VP2PO495ES+uxDkUjEikd6upgMLT0oL3ZVNHX/X5/j57vjbKyzNjHo6+/D3eLjscd27iVZSPpRiEQPJAc19cAqGoLmlZN/9LDKM7Z/0fcTPnbyGbpkB9EalPVBtzaLrscGtDO6iZy2gkEDoK8f9llr2cT/sBI5wISCZXVM7AMw8DlcrV7z+VyYRhGkiMSyeJ1b0ZRIqO0/oCcVpFuLCuXYHCgXfa4t6EovW/si9STDnV1ePQ/3DEVLxAIAJCbm9uj50XfsywLryeyRNM0fQT1QQ5GJHoiPn973bLsNpukQ34QqS06D4AsH0xHhlmMbkRmtIe2iZG//Uwl3csiK3niklUgMNyhSERv+IPDcbtDp7QpirlvCvhBjsYkslN+fj6qqna45C98Pbw0sLvP90ZNTXovQwzPkunr72PV7q24XI12OdQRktXjemkpECzHsjR7KajXs4FduxsJetvv1IDE/U6lA5l1JkSs6E5vy5I2QXpSCASGo+WEZlyqamDf/payPUwmkk9qImuEj0zf09K6b5+MEF0vwTCLnQtM9Jg/7kNG/CiaEMni8XgoLy+nsrKy3VlVFRWh/RhGjBjRo+dF31u9Z1VM2R+URkt60vBH7V2maXvZ1bKrk+eFECKkRW/B7d5ul3V9EKbV/pJUkdr8gUNiyvGTFUTmkA4skTXCR6b/8r2VMZv2xneCiPRhGCVtpgzXtvipbdExLdnIVyTXmDFjCAaDrFy5ss29ZcuWoSgKJ5xwQo+fF31r9Z7V9r8ty0UgcEAnT4tUFj9jIr5zUgghwsID2nV+g893rkJRTPuetAnSV1AfhGnm2GWveyOmZXbyCpGusn4J4TvvvMO4cePaXN+7dy9Au/cAFEXhnXfeSWhsIjG8ng0xZRl1T2cK/sAhaDmhDgBVDfDf731GIHggr1x/qMOxib6UDnX1JZdcwvz585kxYwZPPvmkvc/V22+/zYoVKxg3bhyDBg3q8fOi90zLoiFgsqd1D1VNkYM8AsEDALdzgYle8QcPwrIUe2/Lr3at4rShpwNQ4FFRFcXJ8ESCpUN+EKkjPKANUJj/Ob6oM5ziZ/GIdKLiDxxMji80gOFyNbF+bwUjSw6UPJBhsr4Dq7m5mebm5g7vb9++vd3rivwRpCkTrydy6pRh5qHrAzt5XqS6QGA4eTmRGSwez0Y5SSwDpUNdffzxx3PllVfyzDPPMGHCBMaNG0d1dTULFy6kf//+3HXXXb16XvReuOGS4/ucgqhVIjLqnt4sK4egPgTPvqVAFQ1bueGfG7CsXB67YDBFneyHJdJfOuQHkYp0PDFbivTDMPs5GI/oLX9guN2BBfB/n66gqcUjeSDDZHUH1ty5c50OQSSZW9uBqrbY5VCjRT7ApLPwlOHwf1eveyONnOlsUKJPpVNdfffddzN8+HCee+45nn76aYqLizn//POZOnUq5eXlvX5e9I3o/fIsS06izQT+wHC7A0tRLLyezbT6j3A4KpFo6ZQfRGrxuLehKpE9KGVFRvoLBA+IO9RjI00t33E4KtHXsroDa8yYMU6HIJIsfvlgQBotGaDtlGFNqwYOczYs0WdSra5eu3Zth/cUReGqq67iqquu6tJ7dfd50XuK0oxbi8zICOqDsaxcByMSfcEfGE5B3r/sstfzrXRgZYFUyw8ifXg938aUZSZuJggd6uHzhtp7mrYHl7oXGOxsWKJPySbuImuYlonXsz5SNj0EgnK8aiaI37PA51nnUCRCiFTn9Wyw90oC2fMkU5hmEUG9v132uLeiKK0ORiSESF1GzKB2aEsR2XMyE8Qf6uH1ru/gSZGupANLZI2tDVtxuRrtcqjRktWTEDNGIFiOaUZ24fR618vJI0KIdvm8sR3c/oAc+JAp/P7IzFtFMdvMuhZCCAh1cKuq3y77/YciW4pkBn9wOJYV2e/K51mLJSeTZxTpwBJZ48uaL2LK/oAsMcscWswsCpfaxLd7NnbyvBAiG9X762OWDwaCgzHNAgcjEn2pNa4zUmbjCiHaEz+QEV93iPRlWV78gYPssqbtZWNtJXV+gzq/gSmdWWlPOrBEVjBMg692f22XTdMnywczTGtch+S/t6yQZCWEwLQsuy5YUf0F0QePyUBGZjHNIoLByMnCbvc2djTWSR4QQti5YE9zC56ogzwMo0CWD2aY+JnVf16xnMkLqpi8oIqGgKzQSHeyfkpkNNOyaAiYfFv7LU3ByPLB0EiLHKeaSYLBYTGnEf5766e8+sXxgCrH5wqRxRoCJpMXVAHQr3AlbnfoumUp+P0jHIxMJEJr4DDc7mogdBrh/f9eTov/GMkDIqFeeeUV5s6dy6ZNm/D5fJx66qlMmzaNoUOHdun1zz77LPfee2+H95ctW0ZJSUkfRZudwrnA61lPUUHk9MHQAKgsH8wk/sDBmJbbPmXS511HU8spyH/nzCAdWCKjhZNVQd4ycnyR66G17iKzqLQGRpDr+ypUUlvxuCsIBA90OC4hRCpQ1Xrc7h12OagPxbTyHIxIJII/cCj5uf+yZ9p5veto8R/jbFAio82YMYNZs2YxYsQIJk2aRFVVFW+88QYffvgh8+fPp7y8fL/vsXr1agCuu+468vPz29zPycnp87izlTduaXH03nkiU7gJBIbj84ZOjXa56tG0aplplyGkA0tkgbYnjQT1IQ7GIxLF7x9pd2BB6EOKdGAJIQB8ntiTiFql0ZKRTDOfoD4Ej7sSAI+7ElVtQI5RF4mwZs0aZs2axYknnsiTTz6Jx+MB4LzzzuOWW27h/vvvZ9asWV16H5/Pxx133IGqyg4viaIofryezXZZ1/uhG/07foFIW63+Q+0OLAjtidgoHVgZQWpIkfG8nk3tnDQiv/qZKKgPxjAiI5de77dAsOMXCCGyhIXPuzpSstSYgx9EZomfUeHzrHEoEpHp5s6dC8DNN99sd14BjB8/ntGjR/Pee+9RXV3d6XuYpsm6des49NBDpfMqwbyeb1EUwy7L8sHMFQgeEHdC+TrA6PgFIm1ILSkyns+7Kqbc6h/lUCQi8RRaAyPtkqoE8Xm/dTAeIUQq0LRqNG2PXQ4ED8SyZElOpmoNHIplRT7i+nyr5Bh1kRDLly9H0zRGjx7d5t7JJ5+MZVksX7680/fYvHkzLS0tjBoln08TLb5N4PeP7OBJkf40/IHIPpcutRmPe7Nz4Yg+Ix1YIqPV+evwuLfY5aDeH90oczAikWitrUfElH3ebxyKRAiRKnLi6oGW1iMdikQkg2Xl4A8Mt8uaq47N9ZudC0hkpEAgQGVlJYMGDYqZfRUW3vtq48aNbe5FW7MmNENQURSmTZvGaaedxjHHHMOll17Ka6+91veBZ5HoU2g31VbhcVfZ9wLBIRhmsXPBiYRr8cfm+hzfqg6eFOlE9sASGSd88iDA8qoVKEpk1LXVfwQyVTizGWY/AsHB9ocUj7uSzXXVHFQ0kAKPiqrIf38hskE4F+xubonZtNcwc2VvvCzQ6j8iZgbu8qpPOLjoYABKLUtygei1uro6LMuiqKio3fsFBQUANDQ0dPo+4Q6s559/nrFjx3LBBRewY8cOlixZwvTp01m3bh233XZbr2ItKyvo1etT9WvtT22Lzo+eCO1/mJf7IXlRE29b/TKQkel0fSC6XmLPwPa4N9Oi+emfX0qhz+VIHkilv490JR1YIuNEjky3KCn+BG3fqdmWpdIqU4WzQqv/iJhRthmf/Ium5lPlGHUhskg4F/g8qymMPjLdPwqQeiDTBYIHYBh5uFxNAHy56yuWLBiLhYdXrs+nOEc+AoveCQZD9Up7s6+ir/v9/nbvh1mWxdChQ5kyZQoXXXSRfb2iooKJEycye/ZsTj/9dE466aQ+ijwbGeRE7YNomm5a/SM6eV5kBoUW/xEUaB+GSorFHW8sorn1JF65/lDJA2lK/quJjOXWKtFcdXbZHxgue55kCb//UMy8D1CV0IdLn3cNTc2nOByVEMIJPl/8PohHdPCkyCwqrf4jyMv9BABF0fF618usC9FnfD4fEOnIihcIBADIzc3t9H2mT5/O9OnT21wvLy/n5z//OXfffTcLFizoVQdWTU3ns8D6QnhmSTK+VlfV+UObdnvcm1HVFvu6P3AY4HYoKpFMrf5R5OcuRVFCq3N8vlU0t57Irt2NBJM4qJ1Kfx/pPgtM9sASGSt+7yP50Jo9LDz7TpsMcalNsnGjEFnIpdbicW+3y8HgIAyjxMGIRDK1+g+PKcfvhSZEb+Tn56OqaodLBMPXw0sJe+KYY44BYOvWrT1+D9F276P4vZFE5rKsXPyBg+2y5qrFrVU6GJHoLenAEhlJUZrxeaP2PDHyCQTLHYxIJFv8LIsc35cORSKEcEr8332LzL7KKoZZTCA41C673TvQXNUORiQyicfjoby8nMrKynZnYVVUVAAwYkTHS9VM0+Trr7/m448/bvd+c3MzEJntJbpPVevwuDfZZV0vQdcHOhiRSLb4SQzSJkhv0oElMlKO72t7qihAi/8o5Nc9uwT1weh6qV32erayqbbKPo3GlCPVhchorXprzExc0/TIPohZqKX16JhyTs4XDkUiMtGYMWMIBoOsXLmyzb1ly5ahKAonnHBCp+9x9dVXc80117B79+4291asWAHA0Ucf3eae6Jpc3xdE79Xd4j8aOdApu4T2RIzMhPR6vqXWX+tcQKJXpEUvMkb4qNzaFj85vq/s65al0tJ6lIORCWcoNLceG3Pl4U/fZfKCKiYvqLJPqhRCZKaVO1eiqtGbtx+J7HmSffyBQzCMPLvs86yjom4PtS26DGSIXrvkkksAmDFjBq2trfb1t99+mxUrVnDWWWcxaNCgDl+vqirnnnsulmXx0EMPYZqRzyZr1qxh9uzZ5Obmcumllybum8hA4TbBruZmfN7I8kHT9NDaengnrxSZSY1pEyiKxUdVyx2MR/SGbOIuMkb4xCmvZy1FBU329Vb/SCyr8w00RWYKb9yoqqEPlTne1TQ1n4JlyVR8ITKRaVk0BExMy+TflUvt65al0Nx6jIORCee4aPEfQ37uMgAUxeSOhW/Q3DJWTqYVvXb88cdz5ZVX8swzzzBhwgTGjRtHdXU1CxcupH///tx11132s/X19Tz11FMATJkyxb5+++238+mnn/Lyyy+zdu1axo4dS3V1Ne+88w6maTJjxgwGDpQlb90RbhPk+L6gIC9gX2/1H4FF+6dGiszW6j+C/NzlKIoOwEc7PuZ75WfhcXko8KioiszKSxcyA0tknFzf5zHllrhZOCKbaDGz7xRFjxmJE0JklnCj5ZY3P2KvP7IcJxA8GNMscjAy4aSW1qOwrEhHVWiWtu5cQCKj3H333dx99914PB6efvppPv74Y84//3z+8Y9/UF4e2X+1vr6emTNnMnPmzJjXl5aWMn/+fK6//nrq6+v5+9//ztKlSznjjDN47rnnOOecc5L9LWUIixxfZMmwZdFmZr7IHpbloyXqYI9Wo4Xb3nlfVmWkIZmBJTKKplXhdkc2aA0Eh6AbAxyMSDitxX80uTmfoiihpSK5vi9oaT3O2aCEEAmV6/ssptzcIo2WbGZZObT6R9onkbnUZnze9YAc7iJ6T1EUrrrqKq666qpOnxs2bBhr165t915RURF33nknd955ZyJCzEoe9xY0V61dDgSHy0BGlmtpOY7cqG1mcn2fyyn1aUhmYImMkpfzSUxZOiqEaRbgD0ROAHK5GvB52v8AKYRIf5q2A4+nwi7reilBfZiDEYlUED8bO9e3AtOSUXchMpFlWeTGtQlkIEMYZj/8gQPtsqbtwePe6GBEoiekA0tkjO2N2/F6Nttl3SjCHxjuXEAiZTS3xJ4AlJv7CXWtQTmRUIgMEd6wt8FvkJcTexx96O9f9rbIdrpRhj9wgF3WtL18suNLyQNCZIhwHqjzG3y9az0ed5V9L6iXyUCGAKC59fiYcl7ux1hS/6cVWUIo0lp4w16At7csjrnX3DIa6aMVALoxEH/gQLyeLQBorlr++71/4w+MBJCNfIVIc+G9rzTXTkqKN9vXdaOI1n1/50I0t4zB69lql19c9w6PfjIAUCQPCJHmwnkAoLjwLTxRh842NY9BBjIEQDBYTjA4CLd7BwBurYbPd67m+IFHAMiG7mlAWvcirYWT1Y2vf8W62tX2dcMopNUvjRYR0dQyJqYcmqUhIy5CZJK2S0ZOQj7qiLCgPoRAcKhd1rTdeD0bHIxICNHX3No2PO5KuxzU+xMIyooMEabQ1DI25sq81YuYvKBSNnRPE/KpTmSE+CUjTS0nATKSKiJ0fTCBQGTDXk3bi9ez3sGIhBB9yeXahc8b6YwwjAJa/aMcjEikotBMjIhcGcwQIqPk5cYvI5fZVyJWIHgAweBAu+x2V+Nxb3EwItEd0oEl0p6m7cDn/dYuG0a+NFpEu9rMwspdDhjOBCOE6FP5uUtjyjKQIdoT1IcRCA62y25tF17POgcjEkL0FY97Cx73Nrus6yX4A4c4GJFITUo7bYKlgMy+SgfSgSXSUnijxvpWnfzcf8XcCy0Zke3dRFtBfSiBYGQTT81VS47vKxpkE18h0k70hr1f7lwbc4hHaCDjcOeCEyms7fKR/Nyl7GlplQ3dhUgz0XmgrjXQpk3QJLOvRAcCwYMI6gPsslvbhc+7RtoEaUBa+SIthfe+8nrWU1QQOWVE1/vR4j/SwchEqmts+i79iv5BeH/GvJyPuG3RKCzLJ5v4CpFGIhv2mpQU/RMt6hNNY/N3kI84oiPB4AExB3u4XA3c+6+3aW49CZCDPYRIF9Ebt/u8X1GYv8e+FwwOxB841KnQRMpT9rUJXrKv5OUu47a3RmDhkTyQwmQGlkhjOvm5/4650tj8XWTJiOiMbgyIWWKqqv42e6gJIdKHz7sKTdttl4P6QPuEUSE60tj8XSwrMjMjN+cTFKXZwYiEED2lKH7yc5fHXGtoPh2ZfSU6E9SH4Q9ENvh3qU3k5qx0MCLRFdKBJdJWru9zXK56uxwIlBMIHuRcQCJtNLWcgmVFZmfk+L7E5drTySuEEKlIUfz79rKLaGw6DWm0iP0xjFJao2Zsq2qwzT5qQoj0kJvzCaraYpdb/Yei64M7eYUQIY1N38WyIl0iuTkrUdX6Tl4hnCYdWCJtRK9z31xXTV7uR/Y9y4KGZmm0iK4xzQKaW06wy4piUpC3mPrWoOyBIkQKi84DDX6D/NwPcamRWTOt/hEE9SEORijSSWPzyZim2y7n+Fbh1ipkDxQh0ojm2kmu7zO7bFkuGptPdTAikU4Ms5iW1mPssqLoFOQtwZL6P2XJBhEibUTWuVsUF76Ixx05Pa7FfzSG0d+54ETaaW45AZ93NS5XAwAedxW/+GAxLa3HArIHihCpKHq/E7dWQb+ib+x7lqVJo0V0i2Xl0tQyloK8D+1rBflLmPbWIMAteUCIFGVaFg0Bk9qWAAX576Aokc6G5pYTMM1CB6MT6aapZQw+71p7Fp/Xs5WllSs4dehoAAo8KqoikyRShczAEmnH5/0aj7vSLhtGPk3N33EwIpGOLDw0NH0v5lpe7lKZNixEWghSmL845kpj8ymYZpFD8Yh01dJ6XMxJVJqrLmaGtxAi9YQHM3714ULc2i77uq73o6lltIORiXRkWT4ams6MufbPja/zk39+y+QFVTQETGcCE+2SDiyR0uKXi6hqHfm5H8Y809D0PSzL61CEIp0FggfR0hq1obsSpDBvMSDThoVIZfm5/47ZAzEYHGjPnhSie1TqG8+O3QPF9xmaVtXJa4QQTnO5dsUcwmNZUN90NrLASPSEP3Aorf5D7LKq+inIXwJYsqw8xchfuEhp0ctFQKdf0UJUNWjfb/WPJBA82JngREZobD4Nr2eLPW3Y46kgN+cTGvw/AGTasBCpIDyY0eA38Hq+JTfnS/ueZan7Gi0yJid6xjD609xyEnm5ocawolgU5S+kuulQoACQXCCE08LLBgF2NTdRVPAGihKZGdPSeqxs3C56pbHpTDzubaiqHwCvZxM5vs+Z9tbxgGwvkiqkA0ukjfy8D3FrO+2yYebS0HS6gxGJTGBZOdQ3nUVxwev2tbycj/ivxYMJ6uWSrIRIAfWtBpMXVOFSa+lX9E7MvaaWMRhGqUORiUzR1HISHs9GezmSy9XIgx/Po67hh4AiuUAIh0XvhVuY/yY+b619TzeKaGo+xbHYRGYwrTwam06nsOBt+1p+7r8J6oOkczSFyHClSAtezzpyfdEj7gr1DediWTkORiUyRSBwCM0t0SeQWBQWvIWqNDkYlRAilk5hwUJUNWBfCQTKaW45ycGYRObQqG84D9OKnEro9Wwm1/epgzEJIeLleL/E511vly3LRX3DeVh4HIxKZIrWwOG0tB5ulxXFpCh/IYrS4mBUIpp0YImUFL1cRNOqKMx/O+Z+U8tYgvowh6ITmaix+bsxG/m61GaKChewq7nZ3odN1r4LkTzhPFDborO3JUBh/lu4tRr7vmHmUtf4feSjjOgrhtmPhsazYq7l5S7F6/lW9kARwiHRbQKPezP5eR/E3G9oOh3dGNDBq4XovoamM9H1yMxul6uRooLX2NPSKm2CFKBYlvz0M1VNTYPTIXRbWVlor4lvt9XuWy6yl35F81HVVvsZf+AA6homALIXhehbqlpHSdGzMTM8Qr9vPwRcab2EJPy3JbJPOuYCgDq/Ye+BmJ/7Abk5n9v3LEuhtv4iGcgQCVGQt4Qc39d22bJc+37fhqR1HgDJBdkqGXkg/LvV118rnAs0106Ki15EVWL3wq1vPAdpE4i+5lL30K/4ubjft0OobzwPULudCxL199ET6Z4HZNhSpCxVaaS48NWYzivdKKa+8ftIohKJYJpF1DeeF3MaldezlYK80CkkQojEix5tB8jxrYzpvAJobD5dOq9EwjQ0nU4gOMQuK4pBUcE/cbl22zOxZAReiORxqbUUFS6I6UwI6gNoaPwe0iYQiWCYJdQ3nINlRX6/fN4N5Oe9j7QJnCWbuIuUYVoWtS06ANvqd1Fc9GLMMemGmUtt/QTZ90okVCB4IA1NZ1GYH9koOse3GhSLutaJsG+PBTmRSojEiD59Ntf3Cfl5y2LuN7WcQEvrsU6EJrKGRl3DD+hXOB9N2wuEjlTvV/gi//nOhfZypXSfjSVEqoo+cXBTbVWoTaA22/cNo5Da+gtk3yuRUIHgITQ2nUFB/nv2tVzfVyhY1Ldebl+TNkFySQeWSBkNAZMfPbEel1pLceFLaK5G+55puamrvwDTLHIwQpEtWv1HoKqN5P//9u47Popq7x/4Z2s2PaGFFqkmGAg9hKp0KXopojxI8yLYABFRKT6AF0UBvXJRQMAH6SKCJPJDgUhQIwpeEC+I3IgSQkkglISU3Wyf3x/LLLvZ3WSXhOwk+bxfr7zE2TNnzn4zme+cM2dmgo7alwUGpOMfP225PQOwat9OSCR9AoIDjyI46JjTUr0hBlpdDz+1iWoSQdDgVuEwRIZ/bu84y+V6RIQl4VbhMJjN9f3cQqLqS7yQoVRcQ0RYMhQOd2NYrZrbF7SD/NhCqimKDW0hVxQiOPDOCz0CNaex8CczCov6425uJ6Ty4S2E5HeOt4uolJdtJ4sug1eP8AGNVKl0xQnQFnd0WqYJ+AsRYcmQyXR8oC9RBRLzQL7BgrxiPUKDD7oMXhmMzVBQ1B+8XYQqi9UahlsFI2Cx3uko22Zi7UaA+ixvJySqQI55wPbA9gxEhH3h9CgRcfDKYo30Y0upptHqukOnj3daFhiQjvDQPZDJ9OwTVDI+xL0ak8JD4rxhezhjNgI1pxASlAaZ7M4uabWqb1/pbODHFlLNJSAo8N8ICfrZaanFEor8wqEwW+pVmasuVf2BjXT3qkIuEB/SK5cXITzkK6hUOU6f6w33335Qr/T/1qj6UcjzEBGW5HRxDQC0us7QFndFVboCz1xQM1WFh7jfeXGHh3MvaxBuFQyHxVKnvE0lugsCgoN+RHDgCaelFksYbhU+AoulTql5gA9xrzi8hZD8wvHe9qtF+QgL+RqagHPOZawa3CoYzplX5Ecy6IoTIQgqhAYfti9VKAoRGb4TRbpuyNcPtC/nPfBE3nPMA4UGCwLUfyI0+Funq+0AUKyPQ6G2LzhpnPzFYo1EXsEoRIQlQanIty8PDjoOlSobhUX9UWiwnaswDxD5RswFhQYL5PIChAWnQq2+5FTGYgm5PRuSM6/IX2TQ6npAENROjxhRKApQK/xzFOl6oEB/Z3CVueDe4QysakwKI7yOSnZWZh7Iud1h+c6lw2Iy10V+4VBYrWH+aCqRC7XqHMJCU5zegAMARlMDFGr7wWKpheUP10NogEKSSauqX22huyfVXGDLA9cgk+kQGvw9NAF/OpUTBBmKdD1QrO8A3jZIUiCTFSM8ZL9L51oQlLf31Xgsf7g+Qm9fgWcuIKmQ8gws28yrLGgCfkdI0GHI5SXPsxoiv3AIn3lFkhGgPouwkIOQycxOy42mRigs6guLNdKlT8AZWBWHA1jVmBT+QBzdmRoMKJVXEBJ0GGrVFZdyekMMCor6AVBVcguJSqdQ3ER46F6nK/CAraNdbGgDrS4RghBkT1qAdDowVT1Z0d2Tbi4wISjwVwQF/uIyMGy1BqCgaBCMpib+aSSRR1aEBP2IoMBfXT4xm2uhSNcTRlNTANJ8SyFzQc0klQEs8QKGVRCgvX1R+8zNP7Hrz6+gUt5wKa/Tt0WRthd4+zhJjVJxHeGhX0GhKHBaLghyFOvjoS3uAkEItPcJ6tQOQZhGgZs3ijzUWHmqeh7gAJafJScnY/PmzTh//jw0Gg169OiBmTNnolGjRuWu25+dFsfZVmKSKjRY8ObhkwgKPIEAdabrOlY1inQPQm94ALzaTlIlkxkQEvQjAjWnXT6zCiro9W2g07eH1WpLDlIZzKrqyaq6q665QOSYE65ri/Dmj98iMPAkFHKtS1mD8T4UavvZ/4aIpEitykRoSKrbfdhoaghdcUcs6dMFYRqVZC5kAMwF90pFHMOreh7wZgDL8TlXatUFBAX+ArUqy6Wc1RqIQm0fGIwt71VzicpNJtMjJOgHBGr+6/KZ1apGsSEexfp2sFpDAACbxjSDSWu764h9grvHASw/Wr58OdasWYOWLVuid+/euHLlCvbv34+wsDDs3LkT0dHR5arfn50Wx9lWMpkeGvVZaDRnoFJec1veYGyCQm1fdlioylCrLiA0+BAUCte/M0GQw2BsDr0hDkbTfRCf3ePPWwyrerKqzqpbLvB0AWPR4d+hCfgvNOp0l1tEAPEiRk/oDa3BixhUFdg6L2kI1KS7/dxsjkSxoTVmdO6GqOBwAECIWg7Z7eM/c0H1UBHH8OqQBxwHsNzlAQDI0eZjxfEjCAz4HUplntt69Ib7UajtDUEIvOdtJqoIatV5hIYccntBw9YnaAm94QEYTdEQ+wT+nKFb1fMAB7D8JD09HcOGDUOnTp2wceNGqNVqAMA333yDadOmoU+fPlizZk25tlFZnRZ3Seqq9hZWHDuBAHUG1KqLkMmsbte9M92+CdhhoarHjCDNrwgKPO62Qw7Y3ppjNDaHwdjsduJS+mVWVlVPVtVVdckFrs84vAbACpXyKtTqDASoM6BU3HK7ru0W3HhodV34jBOqkpTKKwgN+gEq1VW3nwuCDCZTYxhMzWAwNoPVahvM8sdFDeaCilURx/CqngfE43+d2iGwCgIuXClAkdGK+d/abgmUywsQoD6PAFUGVKrLTm8bd2Qy10ORthdM5vLPOCOqbDIYERj4K4IDf3F5NpbIYg2GwdgcRmMzzO3eDhGaAL9c1KjqeYBvIfSTzZs3AwCmTp1qT1QAMGDAACQkJOC7775DTk4OoqKi/NVEO3cDVFZBgM5kS0BmqwWLD5+FUnkdKuUVqFTZUCryEBbiuU6zJQK64k63bxfkm6WoqlJCp09AsaE1ggN/gSbgtMtAlkKuQ6DmNAI1pyEIcpjM9fG/aQ1hMkfBbKmLBb2aQiGXI1glh5iz/H2FnipPVcwFjlfTxVwgCMDC7y9CpbwOpfIawkOzoVJmexzYBWxXJfWGGOiKO8NirVVZX4OowpnNDZBX8DgC1OcQFHjcZba5TCZArb4EtfoSQoPTYLGEwWhqiLnfNYTZXBdze9wPtcL29y/mAuaBqqEijuFVKQ84KvlCDhszlIqbUCqvIzT4CtSqLJdnBJVkMteBrrgzDMb7wYvZVFUJUENXnAi9vg2CAn+BRvO7y/M9FXItgjS/IUjzG1b/9hVM5iiYTI1gMteD2VIPbzzYFKEBCh7/y8ABLD85evQolEolEhISXD7r2rUrjh07hqNHj2LYsGF3vY2yBp4ClTIUmwX7fx2XBavkEGAra7Fa8Y+0y1DItZDLtVDICyBXFEIhvwWlIg8KxS3UinA/w8qRIAAmc2PoitvBaGoOJimqLgQhCEW6XtAWd0FgwGloNKddHvQOADKZFWpVNtSqbPuylacCYLFEwmyJhMUaBqs1DBZLCKzWYFiFYCx8sAEUcnmZf6eOn7vrANWthDiQ7yojF1wuMAK4M9jkab8pKyfcMuix+IeLkMt1kMsLoZAXQqEogEKRB4UiD3Vr6bxqj9UaiGLDA7efC1G1rwIS3SGDwdgSBmMLqJSXERR4EmpVptsZ6ApFAQIVBQiE7dbDNadlsFjDYbFEwmKJgMUaBoslFFZrCKzWIMx/sDGUctspu7fnbp5yAnNBxaqIY3hl5IE8vdljP8CXnBCgsOKmvggCdLhRfAvbf8+CXF6I8FBbf0Ahv+VxhpUjQZDBaGoCnb49TKZosE9A1YVVCEaR7kFbn0DzGwIDfnc7iCuTWVz6BB+cdOwThMNqCcWEto0QogpDkCoE4WoN9BbU+D4BB7D8wGg0Ijs7G40aNXK60iIS73PPyMgo13a+v3QK63+9CcB6O5lYIIMVkFlvL7NABrNtmqPMDJnMBBlMkMuMkMmNkMn0kMsMkMn0qFuOi+Mmcx0YjPdDb2jFzgpVa4IQAJ2+E3T6jlApr0AT8F+o1eehkHvu2MvlBsjlVz3eerLqNzmsggaCVQOrEABBUN/+UUEQlBCgAgQFBEEBAQoACgiCHIAcEOQQYPv3gcl/uyffme5eZeWCOd/+CMB6+/gv3P63BZDZ/mvLAWI+MEEmM0MmM9p/5LJiyOUGyGRm1I68uzZYrSoYTU2gN7S6fcs43yhF1ZUMJnM08gujIZPpoAn4Axr1n1Aqr8LTRXSZTIBSccvjbbYfnbY9I04QNLZ8IKhhtQYAUN7JBYISApS2fACF0/FfzAmCoEDKlEfu0feueSriGF5ZeWD6gcMAxPN/5z6BLR+IOcByOw+IP2Ie0Nv6BXKjU72hwb61w2SKgt54PwyGWFgFH1cmqkIEQQNdcQJ0xZ2hUmZBE5COAHUG5HK9x3Xc9QmSzzvWyT4BwAEsv8jPz4cgCAgPD3f7eWiobZCnsLB896vv+msbwv0wXmS1BsJoamR/3gMHrajmkcFkbgiTuSGgFaBU5iBAlQmVKgsq5VXIZBbva5JZoZDpgFIGwbxTtZNVdVRZuSA8dF+51r8bgiCD2VIXJlNDGE1NYDQ1Ak85qKYRhCAU6zugWN8BMpkOAerzUKsuQ6XMgkLh26vUbQMHRihQ+u1YZeMAVkWpiGN45eWBr8u1/t2yWEJgMjeC0dQYRmNTDlpRDSSDydwYJnNjFGqtJfoEOewT3AWeTfqByWS7H9bdlRbH5QaDodLadDcEQQarNRRmSyTMljowm+vCbK4HizUcnApMJJLBbK4Ps7k+UAwAZiiVN6BUXIdKeR0KRS6UijzI5cX+bihVsuqSC6xWFSzWWrZcYK5r+7HUhSAE+LtpRJIhCEHQG1rffsumALm80PbsUMU1KJU3bt9+le/xpTckPRVxDK8ueUAQ5LdvfY2E2VwHJks9mM11b1/EZp+AyEYOs7kBzOYGbvoE16BQ5EGpyC11lhZxAMsvNBoNgDtJqySj0TY9NyiofG9j+nz0R+Van4iI7h3mAiKiqqsijuHMA0REvuHr3/wgJCQEcrnc43Rgcbk4bZiIiKof5gIioqqrIo7hzANERL7hAJYfqNVqREdHIzs72+0Vl0uXLgEAWrZsWdlNIyKiSsJcQERUdVXEMZx5gIjINxzA8pMuXbrAZDLhxIkTLp8dOXIEMpkMHTt29EPLiIiosjAXEBFVXRVxDGceICLyHgew/OSxxx4DACxfvhx6/Z0HtX3zzTc4fvw4+vbti/r16/ureUREVAmYC4iIqq6KOIYzDxAReU8mCILg70bUVIsWLcK2bdvQtGlT9OvXDzk5Odi3bx8iIyPx2WefITo62t9NJCKie4y5gIio6vL2GF5QUIBNmzYBAKZPn35XdRAR1XQcwPIjQRCwbds27NixA5mZmYiIiEBiYiJmzJjBREVEVEMwFxARVV3eHsMvX76Mfv36AQD++OOPu6qDiKim4wAWERERERERERFJGp+BRUREREREREREksYBLCIiIiIiIiIikjQOYBERERERERERkaRxAIuIiIiIiIiIiCSNA1hERERERERERCRpHMAiIiIiIiIiIiJJU/q7AVR+ycnJ2Lx5M86fPw+NRoMePXpg5syZaNSokVfrFxQU4KOPPsKBAwdw/fp11K9fHwMHDsTkyZMRGRlZrvL3qu7Y2Ngyv9eIESOwZMkSpzitWrUKly9fhiAIUCgUiImJwZQpUzBkyBCndb2pPzg4GGPGjMHkyZOxf/9+vPHGGx7LqtXqKhGnu4krcGcfzMjIgCAIkMlkMJvNaNCggUu7HPdXtVqNWrVqQafTITc3t1rGSKvVYu3atUhJSUFWVhZUKhXi4uIwceJEDBgwwGXd7du3l7ovHTlyBLVq1SqzDURleemll3DixAmkpaX5tJ6vOceX8lKp22w245NPPkFSUhLOnz8PAHjwwQcxdepUtGvXrswYHT16FBMnTkRERASMRmONiNOlS5cgCALkcjm2bt3qMU7ff/89NmzYgN9++w0ymQwtWrRAXFwcTp486ffvU5mxCgwMRIcOHTzuU76Wp+qhJh2Xb926hbVr1+LQoUO4cuUKateujX79+uGFF17AokWLXOLgzflRWlqafdsAoNPpvC4vk8mgVCphMBgQFBTk0m5/xKFWrVou+4S354m+nq8mJyfjX//6F65cuVJm3VKJBeA+p0ycONGpb+e4/bJ+z47l//zzT1gsFgBASEgIHnzwQY9lKzsW7ngTC5Ev/ROp9U1kgiAIlbY1qnDLly/HmjVr0LJlS/Tu3RtXrlzB/v37ERYWhp07dyI6OrrU9W/duoUxY8YgIyMDzZo1Q8+ePZGbm4uUlBQ0bNgQGzduRMOGDe+q/L2s+8MPP3T7fQRBwMaNG6HVarF06VIMHz7cKU4AoNFoEBUVhYsXL9rXmT17NiZNmmSvp2T9er0eX3zxBfLy8iCTySAIAtq1a4czZ86gYcOGiI+Px969e/HUU08hJCTEqXxERAQGDx6MgoICScdJjFGtWrXQtGlTFBYW4q+//kJAQAAef/xx7N692yWujrFt1qwZcnNzkZ+fDwAICAhA9+7dcfjwYXu7duzYYd9fu3btiqSkJGi1WsjlcgwbNgxGo1HSMfK1fFFREZ588kn88ccfaN26NRISElBYWIiUlBQUFhbi5ZdfxrPPPutUz4IFC7Bjxw77vlTS5MmTERgY6LYNRN5auXIlPvzwQ0RFRfnUUfI15/hSXkp1T506FQcPHkR4eDjy8/Oh0WjsJ7Fr1qxBz549PcaoqKgIDz30EIqKihAaGorRo0dX+zg1adIEkZGR+M9//gMAUKlUbuO0ceNGvPPOO6hduzYGDRoEq9WKpKQk6PV61K5dGyNGjKgRserduzfy8vKwb98+AO73KV/LU9VXk47LhYWFGD16NM6dO4du3bohLi4OGRkZ+PbbbxEcHAytVusSh7LOj4qLi7F+/Xr7tlNSUnDx4kUEBARg9OjRCAsL81g+JCTEfvzSaDTo1q0b0tLS7O3etWtXpcehXr16GDp0KDZs2OAUC2/OE9esWePTOb3Y3rCwMBQUFKBZs2bIzMxEQEAAnnjiCXvsHOuWQizc5ZQDBw4gNzfX3rdz3H5Zv+fo6Gh7+cjISOTl5SEkJARarRYqlQpmsxnh4eEuZSs7Fp9//jkaNGjgVLc3sRD52j+RXN9EoCrrv//9rxATEyOMGTNGMBgM9uUpKSlCTEyM8Oyzz5ZZx+uvvy7ExMQI06ZNc6rjl19+EeLi4oQpU6bcdfl7Wbcn69evF2JiYoT58+fbl4lxiomJEQYNGiTcuHFDEIQ7cWrTpo3QunVroaCgoMw4PfLII071i23r1KmT0LZtW8FisVTJOJW1Lw0ZMsQlriXXmzt3rr1dX331lX0fFNs1ZswYp22I3+Pxxx932l+lGqO7Kf/+++8LMTExwoIFCwSr1WpffvXqVaFHjx7CAw88IGRmZjrV8/jjjzvtS0QVSa/X2/8+YmJihF69enm9rq85x5fyUqr78OHDQkxMjJCYmOgUpyNHjgitWrUS+vfvX2qcnnvuOft6r776arWP0/Dhw4U5c+bYv3NiYqLbOKWnpwtxcXHC4MGD7XlY3GZcXJwQFxdnz8PVNVYjR44U9Hq9fbmnfcrX8lS11cTj8ttvvy3ExMQIH374oVMcRo8e7TEOpZ0fudv2448/LrRu3brMtp46dcr+76+//tpeXmz32LFjKzUOgiAIGzZssMehZCzKOk/09Zzesfxjjz1mr1sK+0RpsXCXUwRBEK5fvy50795daN26tXD8+HGvf8/PPvusvb3Dhw93ardYZuTIkS5lKzMWW7ZsEWJiYoQ5c+Y4LfcmFo79XF/7J1Lrm3AAqwoTBwwOHz7s8tnYsWOF2NhY4erVqx7XN5vNQocOHYTWrVsLN2/edPlcPCH9448/fC5/L+v25OzZs0Lr1q2Ffv36CTqdzr5cjFNMTIzw73//22kdMU6zZs0SMjIySo2TeIJdsn6xbUOHDq2ycSptXxIP1g899JDT93ZcLy0tzaVdjvugY+fm8OHDLt+j5P4qxRiVxlP5AQMGCLGxsUJ+fr7LOitXrhRiYmKETZs22ZdZLBahXbt2wmOPPVbmNol8lZqaKvTp00eIiYkRpkyZ4nNHydec40t5KdU9a9Ys+/GqZJzEE3/HE0RHqampTifas2fPrrZxWrVqlRATEyMkJCS4xMpdnMQOumMeFrf5zjvvCPPnz3fKw9UxVo7He5G7WPlanqqumnpcfuGFF4Tu3bvbz5kc4+Bu0Kas86OS23YsX1ZbS67rWF4cvKqsOIix6N27txATEyO0a9fOKRbenCf6ek7veC5fsm5/7hNlxcJdThHt3LlTmD9/vjBt2jSvf8+xsbHCSy+9JMTExAiTJk1yabdY5vHHH3cqW1mxEARBKCgoEGJiYoSHH37Yabk3sXDMr770T6TYN+FD3Kuwo0ePQqlUIiEhweWzrl27QhAEHD161OP6N2/ehFarRZMmTdzetxoXFwcAOHbsmM/l72XdnrzzzjswmUyYP3++0zRGMQZ16tRxiZUYp169eqFZs2Zu6xXbJk4dLVl/vXr1AMA+pbIqxqm0fUm8JXDw4MEu00PF9Zo3b+7SLsd9UGyXXC5HQkKCy/coub9KMUal8VR+4sSJeOmll1ymrQO256IBtnvQRZmZmSguLkarVq3K3CaRr3bt2gWtVouFCxdi7dq1Pq/va87xpbyU6j579qz9M8c4GY1G5OXlQaVSITQ01KWu3NxczJ8/H2q1GgqFwuVzf3yXe1m3+CxBvV7vtE8JguA2Tt999x3q1q3rVL+4zZdffhmLFi1yysPVMVZZWVlOZT3tU76Wp6qrph6XV61ahR9//NF+ziTG4emnn3b7Pcs6Pyq5bcfyZbW15LqO5bt27QrgzvnrvY6DGIvCwkIAQJs2bXyKQ1nbd3dOL5avW7euS93+3CfKioW7nCIaNWoUFi1ahN9//93r37MgCDhy5AiUSiUyMjJc2i2WqVevnlPZyooFAJw7dw4AULduXZ9j4ZhffemfSLFvwgGsKspoNCI7Oxv169e372iOxHtoMzIyPNYhrmc0Gt1+Lh4wLl++7HP5e1m3O99//z1+/PFH9OjRAw899JB9uRgnwPbw7WvXruH1119Hjx490LZtWyQlJQHwLk7FxcUu9QPAhQsXANj+0GfOnIkRI0YAAC5evIi9e/eW+l2kEKfS9qXvv/8ely5dctq2yHG94OBgl3Y57oO3bt0CAAQFBUGtVrt8j5L7q9RiVJrSyo8dOxbPPfecyzqCICAlJQWA80Ph09PTAQAymQwzZ85Er1690LZtW4waNcrtvkTki4kTJyI1NRVPPvkkZDKZT+v6mnN8KS+lugHgxRdfRK1atXDixAkkJycDACwWC+bMmYObN29i/Pjxbut64403oNVqYTKZPD7MtDrFadCgQQgLC4PVakVgYKD9ZLegoMAlTrm5ubh+/TpiYmLsebh79+7IysqCTCZz+7yf6har2rVr49NPP0VSUhKKioqQnZ3tcZ/ytTxVXTXxuOzOqFGjMG/ePOzbtw9Kpes7xko7P0pOTnbZtmN58fgyd+5cl/IAXNZ1bKv4nKHg4OBKiUN+fj7i4uIQHBwMpVKJqVOneh2HvXv3+nxO71hebJNj3R999BEAICUlpdL3idJi4S6niH27UaNG4eDBg07bB0r/PYv/zsvLQ1RUFK5cueLSbrGM+DzMvLy8So3FgQMHMHPmTCiVSrzwwgs+xaIkX/onUuybcACrisrPz4cgCAgPD3f7uXhlTuysuxMREYEmTZrg0qVLOH36tNNnVqsVqampTnX4Uv5e1u3O//3f/wGA0x80cCdOgO2BdSNHjsTPP/+MQYMGYfDgwbh27RoA4Pjx46XGKSAgAIDtikXJtonrnj17Fjdv3sTw4cMRFBQEo9GIWbNm4f3335d0nErbl8Ty7up0XM9du8R9sKCgwH7wFE9KSpZ33F+lGKPS+FoeAD799FOcOnUK0dHR6NWrl325mCQ+//xz3Lx5E3/7298wYMAAnDt3zmVfIvJVYmKi24dvesPXnONLeSnVDQD9+/fHjh07EB8fjzlz5gAAbty4ga+++gozZ87Ea6+95lLPnj17cODAATz//PMQBME+qO/P73Kv4xQZGYkvvvgCbdu2xZw5c9CpUycAthlZJeMk5lrHPNy7d28Ats7A1KlTsWXLFr99n8qI1WeffWbfpzp16oQ+ffp43Kd8LU9VV008Lpe0fft2PP/883jttdeQk5ODZcuWuZQp7fxo9uzZLtt2LF9cXAwAaNy4sUt5d+12bKtcbusqq1SqSolDly5d8OGHH+L69etYtmwZunXr5nUcZs2ahWXLlvl0Tu/YXnd1d+jQAQBw8ODBUuuu7Fi4yyli3+7cuXOYOnUq1q9f7/Xv2XFGa0hIiNt2i2XEASwAlRqLF1980f734WssSuZXT9z1T6TYN+EAVhVlMpkAuM6KEYnLDQZDqfU888wzEAQB06dPx6FDh1BUVIQLFy5g9uzZ9lFgcQDI1/L3sm5HZ86cwb///W907twZnTt3dhsnADh58iRatGiBPXv2YP78+Vi6dCkWLFgAAPjll19cpuo71i/GcfXq1S5tE2cXde7cGZs3b8arr76K119/HYBtyvHatWuRlpYm2Th52pfE8vfffz8A132p5Hol2yUe4A8fPmyfpeZ4W41j+TNnzgCw3f4nxRh54mt5APj666+xePFiKJVKLFmyxOmkSBAENGrUCEuWLLHvS//85z+xZ88e1K1bF2vXri11sJXoXvE15/hSXkp1A7YrpatXr8avv/6K1q1bA7C9rSg4OBhr1661z8oS5eTk4M0330S3bt3wyCOPAIDbGQSV/V0qO04TJ04EYLtKWzJO4uwsxzw8bdo0ALarvMHBwVi6dKlTHq7usRo+fLjHfcrX8lQzSWk/L0+/pFatWpgyZQqGDx+OgIAAvPLKKy5lSjs/Eme8Os68dyw/e/ZsAEBCQoJLeXftdmyrOIDlaXbcvY6D46BTWXGoW7eufaDC23N6x/a6q1ucpaPRaDzW7Y9YuMspYt9u165dCA4OxsqVK+3bKev37LhczN8l2y3+v9VqdVkm9ViUzK/ueOqfSLFvwgGsKkqj0QBwHqBxJB7Eg4KCSq1n1KhRmD59OnJycvD888+jU6dOGDhwIH777Te88cYbAOB0/60v5e9l3Y52794NwDYd0lOcRPPnz3eKSe3atQHY/jgPHDjgNkZi/Q8//LDbti1evBgA8MADD7h8F9GUKVMkGydP+5JY/sEHHwTgui+VXK9ku8TOya1bt+xXix0HjRzLf/jhhwCA/fv3SzJGnvha/tNPP8WsWbMAAEuXLnUZ9Jo1axYOHTpkvw1VFB0djRdffBGAbaYHUWXzNef4Ul5KdQO2v82kpCSMGzcOX3zxBQDbVda9e/ciPDwcc+fOxalTp+zl582bB4vFgsWLF9uPK2az2e/fpbLjNG/ePAC2vFoyTo4XL8Q8LG5ToVBg/PjxMJlMTnm4usdq6dKlHvcpX8tTzSSl/bw8/ZKHH34Yr7zyCpYuXYr/9//+n32AybGu0s6PnnnmGQC2mbLuyjtuu2R5d+32tg9VGXF49913ncp4c57obvuezukd2+uubrG94kwsX77bvYyFu5wiatGiBcaPH2/PwyaTqczfs+PgpzhAVbLdYhnHC1T+jMVvv/0GwLtYlMyvJZXWP5Fi38T9JUKSvJCQEMjlco+3QYnLvXnI57Rp0zBs2DCkpaVBq9Xi/vvvR8+ePfHDDz8AcH1QnC/l72XdotTUVAQFBaFPnz4e42S1WhEUFIQWLVq4jRNw51lWnupfunQpbty44dN3adOmDZ599lncd999mDdvniTj5GlfEss3b94cgOu+5G49x3YdO3YM+/btw5NPPok6deoAcL5q4Vh+5cqVSE5OxtChQ7F06VLJxcgTb8tbrVYsW7YMGzZsgFqtxj//+U8MHDjQq22I2rZtC8D2bDWiyuZrzvGlvJTqtlqt2LlzJ0JDQ/Hqq686XXVv2LAhXnrpJcyePRu7du1C27ZtsX37dhw+fBiLFi1Co0aNYDQaIZfLodPp/P5d/BUnhULhEidxPcc87LhN8eUajnm4JsTK3T7la3mquaS0n1dUv6Rx48aYPHkylixZUuZdJCKxsy3eKljWth3Lu2u3Y3lxEMTTRYnKiIO3HI8H3p7Te9ve++67D0eOHHFbd8mylRELdznFkZhTZDIZCgsLy/w9i/+WyWTQarVu2y3+vzhgJNbtzXe7F7FITU1FfHy817Fw188tb//EX30TDmBVUWq1GtHR0cjOzobJZHK5N1t8SF/Lli29qi86OtplFsnJkycBwD7d9G7L38u609PTkZ2djaFDh7qdUaNWq9G4cWNcvHgRJpMJgiA4nQyKcQLcz8gpWX/JtlmtVvvzndx9F/HtDi1atLAPckgtTu72JcfyV69eBeC6L3naB8V25eXlAbDdHvL7778DsB2gS+6v0dHR9ocX9u/fHyqVSnIxcsfb8uKz0FJSUhAREYFVq1a5vd3QarXizJkz0Ol06NKli8vnYoe45KxCosrga87xpbyU6r558yYMBoN93ZLEh5qKU/G//vprAMCCBQvst6QDd55JkZSUhKSkJIwYMQJLliypsXGKjo6GUqmE2Wy252HHber1egDOebimxsrX8lRzSWk/96W80WjEsWPHYLFY7DOCHInnhOJFz7LOj8RZLeKtjwqFwql8ybY6lpfJZC7tdiwvPnaiqKjIb3EQeXueGBgY6PU5vWN7//Of/8BoNDrVLbY3KirKbd3+ioW7nOJI/B2HhIQgOzvb699z7dq1ceXKFTRu3Nil3WJ5cQCrdu3afo1Fbm6uT7Eo2Vfxpn8i1b4JbyGswrp06QKTyYQTJ064fHbkyBHIZDJ07Nix1Dpee+01dOnSBQUFBU7LrVYr9u/fj6CgIKcd1pfy97JukfjdS3v+UGJiIgDbH/CxY8ecPhOvJgBw+3pQsf5Lly55bJs4LddxgEf8LocPHwYAxMfHe/wuUohTyX3JsXxp+5LjeiXbJa7Xvn177N+/HwqFAhaLxV63Y3nHbUg1RiV5U95isWDGjBlISUlB48aNsX379lLLjx8/HhMmTMDNmzddPhPvLxf3JaLK5mvO8aW8VOoODw+HWq3G5cuX3b7J9Pz58wCAevXqAQBGjBiBadOmOf2IVzsBW16ZNm0a+vfvX6PjpFar0b59e/uJecn2iS/XcMzDNTVWvpanmk0q+7kv5Y1GI6ZMmYKXX37Z7T4uXvR0vFXLm/MjQRDs23YsX7KtJcuXbLdjebGf4Hj+WtlxcORNHJo3b+7TOb3Y3gkTJrjULZYXLzKUrNtfsfCUU0Ti7XWtWrWyb7+s37NMJkNiYiJMJhOaNWvm0m6xzJUrV5zK+isWzZo18zkWIl/6J1Lsm3AAqwp77LHHAADLly+3H1gA4JtvvsHx48fRt29f+6tDPWnZsiXy8/OxdetWp+WrV69GZmYmxo8f7/R2FF/K38u6ReJb5tq0aePxO4pxAoC3337bPk1TjJNcLkdERIS9g+GpfndtW7Nmjf25TqtXr7ZfLRK/y8cff4ygoCCMGjVK0nEquS+J5bVaban7kuN6TZo0sbfLcR/cvXs3MjMz7Q83Frchfo9//OMfTtuQaoxK8qb8unXrcOjQITRs2BCffvqpfeq2O3K5HIMGDYIgCHj33XedbrdMT0/H2rVrnfYlosrma87xpbxU6lar1Rg4cCDy8/OxYsUKp++fm5trX/a3v/0NADBy5EhMnz7d6cdxJlZMTAymT5+O/v3715g4Wa1WlzgBwJNPPgkAWLJkiT0Pi9tMSUlBeHi4PQ/XlFi526d8LU81m1T2c1/Kh4SEoF+/figsLLQ/aFt0+vRpbNy4EcCdWR3enB+Jbwtfvnw5jEajvfzMmTOdtu2u/KOPPmr/91dffWUv/9tvv+H48eP2jr0/4uD4PCNvzxOnTp3qtP2yzunF9gYHBzvVLba3S5cu+PTTT93W7a9YAO5zihiLzz77DBEREfY3hHvze+7bty/Gjx8PAMjOznZqt9je+Ph4nDp1yqmsv2Ih9qu8jYVjP9fb/olU+yYywd2ruKjKWLRoEbZt24amTZuiX79+yMnJwb59++yvYBanGRYUFGDTpk0A4PRw8eLiYowcORIZGRno27cvmjdvjpMnT+LYsWPo0qUL1q1b5zTl0Jfy97Ju0bhx43Ds2DGkpaXZp7eWFifAdo9wvXr1cOHCBQiCAKVSiRUrVqB///4ucRLrT0lJwXPPPee2bR06dMCNGzdw6dIlxMXFITExEdnZ2faH5cXHxyMxMVHycXLcl/R6Pa5evQqFQlHmviSud9999yE/Px/5+fkAbFNV77//fpw6dcrernfffde+jYceeghffPEFioqKoFarMWLECGRkZEg6Rr6Uv3XrFvr06QOdTod+/fo5PeTfUefOne2vw7158ybGjBmDCxcu2PelnJwcHDx4EFarFcuXL/f52VlEnsTGxiIqKgppaWlOyz3lC8D7nHM35aVS940bNzB27FhkZmaiTZs2OH36NAIDAxEQEIBbt25h0qRJmD17dqlxev7553Ho0CEEBwfjf/7nf2pEnLp06YJPPvkEMpkMgiDY4+S4Tx08eBDp6emIiorCwIEDUVRUhD179sBisaBevXp49NFHa0ys8vPzkZqa6rRP3W15qj5qynH56tWrGDNmDLKzs9GpUye0a9cO2dnZSE1NhUwmg9FodIqD4/lRnTp10LhxYzRs2NDp/Ojo0aP2bffo0QNJSUnQ6XRQKBQYMWIEdDqdx/KBgYH473//C8B2/tq1a1ekpaXZ271hwwa/xGH58uWYOnWqPRaOcYiNjUVgYCCKiopw8eJFp/NEb8/pS7ZXvBUtLCwMhYWFUKlUEAQBgiC4rdufsQCAuXPnYvfu3ahbty4aNGgAo9GICxcuwGw241//+hf69+/vtP2yfs/R0dH28uKzsYKDg6HT6exvM6xVq5ZLWX/EouTECzEWjvl1//79TrEAfO+fSLFvwgGsKk4QBGzbtg07duxAZmYmIiIikJiYiBkzZjj90Vy+fBn9+vUDAPzxxx9OdYhX9H744Qfk5uaicePGGDZsGMaPH+/2nlZfyt/LugFgyJAhOHfuHH799ddS3xYiCAK2bt2Kjz/+GNeuXYMgCFCpVGjfvj1efvll+xTPknFyrF+v13tsm8FgwEcffYRvvvkGOTk5CA4ORrt27RAQEIDff/+9SsTJcV/6888/IQgChgwZgpdffrnUfclxvfPnz9unfAuCgOjoaKd2ldxfw8LCEBwcDIPBgPz8fMnHyJfyBw8etF+pKs1zzz2HmTNn2v8/Pz/fZV9KSEjAc8895/XsMCJveOoolZYvvM05d1NeSnUXFhZi7dq1+Oabb5CZmQmZTIbOnTtj3LhxGDRoUJlx+vHHHzFp0iSEhYVBr9fXiDhlZWXZn+3x3nvv2eNUMlZvv/02tm/fjr/++gtqtRpt27ZFixYt8NNPP/n9+1RmrNRqNeLi4pz2qfKUp+qhJh2Xc3NzsXr1aqSmpuLatWsICwtDYmIinnvuOQwbNswlDvn5+Vi2bBl27doFAIiIiHA6Pyq57fDwcISGhkKn0+HmzZsu51Mly4uzsvR6PSIjI53a7a84tGrVymWfEM8T9+3bZ3+m1YABA5zOE709py/Z3k8//RSZmZn2QauQkBB07drVY93+joUgCNi9ezc2bdpk/7t48MEH8fzzz9v7dr78nh3Lf/bZZ/ZnYwmCgMjISHTv3t1tWX/Ewl3du3fvdsqv7dq1c4oFcHf9E6n1TTiARUREREREREREksZnYBERERERERERkaRxAIuIiIiIiIiIiCSNA1hERERERERERCRpHMAiIiIiIiIiIiJJ4wAWERERERERERFJGgewiIiIiIiIiIhI0jiARUREREREREREksYBLCIiIiIiIiIikjQOYBERERERERERkaRxAIuIiIiIqJr5+OOP0aFDB383g4iIqMJwAIuIiIiIqBr566+/8MEHH/i7GURERBWKA1hERERERNWE2WzG7Nmz0a5dO383hYiIqEJxAIuIiIiIqJpYt24dIiIiMHLkSH83hYiIqEIp/d0AIirbzz//jAkTJnj8XKFQIDg4GPfddx8GDBiAiRMnIjAwsBJbSEREPFaTv6Wnp2PTpk1ITk7GkSNH/N0cIioFcwaR7ziARVSFBAUFoV+/fi7LdTodLl68iNOnT+P06dNITU3F5s2bmeSIiPyAx2ryB5PJhDlz5uDll19GgwYN/N0cIvIScwaR9ziARVSFREZG4r333vP4+eHDh/HCCy/g1KlT2Lp1K6ZMmVKJrSMiIoDHavKP1atXIzIyEqNHj/Z3U4jIB8wZRN7jM7CIqpGePXti7NixAIDU1FQ/t4aIiNzhsZruhS+//BLHjx9Hhw4d0KFDByxcuBA6nQ4dOnTAnj17/N08IrpLzBlEd3AGFlE107hxYwDArVu3/NsQIiLyiMdqqmhbtmyB2Wy2/39KSgpWrVqF5ORk1K5d248tI6LyYs4gsuEAFlE18+233wIAWrVq5eeWEBGRJzxWU0Vr1KiR0//Xrl0bMpkMTZo08VOLiKiiMGcQ2XAAi6iKEwQBWq0WGRkZ2LRpE3744QcEBATg2Wef9XfTiIjoNh6rqTQvvfQSTpw4gbS0NLefJycnY/PmzTh//jw0Gg169OiBmTNnugxaEVH1wJxB5B4HsIiqkKysLMTGxpZapmnTpnjzzTfxwAMPVFKriIjIEY/V5IuVK1di3759iIqKcvv58uXLsWbNGrRs2RJPPvkkrly5gq+//hqHDx/Gzp07ER0d7Xa9kSNHYuTIkfey6URUAZgziLzHASyiKsTxNbuCICAvLw9Hjx6FxWJB27ZtMW/ePLRv3x4ymczPLSUiqrl4rCZvGAwGvPnmm9i5c6fHMunp6VizZg06deqEjRs3Qq1WAwAGDx6MadOmYfHixVizZk1lNZmI7gHmDCLvcQCLqApx95rd8+fPY8qUKTh16hTWrVuHDz74ACqVyk8tJCIiHqtrnj179qBZs2aIj493Wp6Tk4N9+/bhqaeeclp+6NAhvPXWW8jKysJDDz2E77//3m29mzdvBgBMnTrVPngFAAMGDEBCQgK+++475OTkeJy9RUTSx5xB5D25vxtAROXTrFkzrF27FkFBQTh06BAWLFhQavnhw4cjNjYWp06dKrPu1NRUdOjQoaKaSkRUY3lzrB4/fjxiY2Pd/vTo0QMA8PPPP3ssExsbi6ysLJd6jUYjBg8ejDlz5jgtt1gs2LBhAwYPHoz27dtjyJAh2Lp1KwRBcPsdSssJn3/+OQYOHIi2bdti9OjR+PXXX50+j42Nxfr1672KVVWTnZ2NefPmYdKkSU65NScnBxMmTMA777yDI0eOOK2za9cuaLVaLFy4EGvXrvVY99GjR6FUKpGQkODyWdeuXSEIAo4ePVpxX4aIJKG65wyiu8UZWETVQIsWLTBnzhwsWLAAu3fvRs+ePTF06FCXcmfPnkV6ejpatmyJnTt3om3bth7rPHHiBF599dV72WwiohrFm2N1x44dMXv2bJd1xSvvrVu3xo4dO5w+MxgMePHFF9GmTRs0aNDAZd2VK1ciIyMD7dq1c1q+evVqrFu3Di+88ALat2+P48eP4+2330ZxcTGmTJniVLa0nJCUlISFCxdi6tSpiI+Px5YtW/D000/jyy+/9Ph8puqkYcOGWLZsGV555RVMmjQJn3zyCaKiojB+/HhcuHAB06dPR7du3ZzWmThxIpYtW4aQkBCP9RqNRmRnZ6NRo0ZOs69EYmwzMjIq9gsRkSRU15xBVB4cwCKqJkaPHo19+/bhyJEjeOutt9C9e3dERkY6lUlKSkKrVq0wfPhwfPDBB5g7dy6CgoKcyhiNRmzatAkrVqxAUFAQTCZTZX4NIqJqraxjdVhYGNq3b+9x/ZCQEJfPFy9eDJlMhnfffRdyufPk+jNnzmDLli0u+UC8kv7000/j+eefBwB069YNubm5+OSTT+ydkbJygiAI+PDDD/HEE09g2rRpAIDu3btj0KBB2LRpE/73f//Xp/hUVUOGDAEAvPrqq5g0aRLCw8Nx+fJlvPjii5g6dapL+cTExDLrzM/PhyAICA8Pd/t5aGgoAKCwsLAcLSciKatuOYOovHgLIVE1smjRImg0GuTm5mLJkiVOn1ksFuzduxe9evXC4MGDUVxcjK+//tqljrS0NKxbtw6vvfYaxo0bV1lNJyKqMUo7Vvvqr7/+wrZt2/DSSy+hVq1aTp+ZzWbMmzcPTz/9tMszkoqKijB8+HAMHDjQaXmzZs2Qm5sLnU4HoOyccOHCBWRlZaFv3772ZSqVCr1798YPP/zgts1WqxUzZsxAQkIC0tPT7+p7S9GQIUMwd+5cFBYW4vLly3jiiSfcDl55S+z4uZt95bjcYDDc9TaISPqqU84gKi8OYBFVI/fdd5/9ZDk5ORk//fST/bOffvoJ165dw6OPPoqoqCh069YNu3btcqkjPj4eqampmDBhAt92QkR0D5R2rBYEAWaz2eXHk+XLl6Np06Z44oknXD77+OOPYTKZ8Mwzz7h8Fh4ejgULFiAuLs5p+bfffov69evbZ+eWlRMyMzMBAE2aNHFaHh0djYsXL8Jisbiss2jRIqSlpeHjjz9Gq1atPH63qubKlSvYtGkTAEChUOCrr77CiRMn7ro+jUYDAB5nMBiNRgBwmUlNRNVLdcoZROXFASyiambSpEmIjY0FACxcuBB6vR6ALeHFxcUhJiYGADBs2DD8+uuv+Ouvv5zWj4qKQlhYWOU2moiohvF0rP7+++/RunVrl5/c3FyXOi5duoRDhw7h73//u8ttIOfOncOaNWvw1ltveZzBU9LOnTvx008/YfLkyfZlZeWEoqIiAEBwcLDT8uDgYFitVhQXFzstX7lyJXbv3o2PPvqo1Nteqprs7GyMGzcOFy9exMyZM7FixQoYjUZMnjz5rgexQkJCIJfLPd4iKC4XbyUkouqruuQMovLiM7CIqoDExET88ccfXpVVKpXYs2eP07KioiKkpqbimWeeQUFBAQDb24sCAwOxc+dOzJ07t8LbTERU05T3WA0AnTp1cntMdtch2LlzJ8LCwjBs2DCn5VarFa+//jpGjRrl9Rug9uzZg4ULF+Lhhx/26bYP8e1Tnq60Oy7fu3cvzpw5g1GjRqFr165eb0PqcnJyMG7cOGRlZWHWrFn22QvLly/HzJkzMXnyZGzcuLHUF6e4o1arER0djezsbJhMJvtDmUWXLl0CALRs2bJivggRVaqamDOIyosDWEQ1wIEDB1BcXIwVK1ZgxYoVTp99+eWXmDVrltdXW4iI6N4JDQ1FfHy8V2UPHjyI/v37uxy/t2zZgitXrmDdunVOt5KIt5oolc6nfxs2bMDSpUvRt29fvPfeez7d9iHO/tFqtahTp459uVarhUKhcJqZlZ6ejp49e+LLL7/EpEmT0KJFC6+3I2WRkZFo1aoVnnzySaeZCAMGDMDy5cuxfv16l1ssvdWlSxfs3LkTJ06ccHnw+5EjRyCTydCxY8dytZ+Iqq6qljOIyou3EBLVAMnJyYiPj8fmzZudfhYsWIC8vDwcPHjQ300kIiIfZGdn49y5cy4P1AVsnZSrV68iISHBfjtJeno6kpOT0bp1a1y+fNle9v3338eSJUswbNgwfPDBBz5fzBAHZsTZQKJLly6hadOmTsv+/ve/Y/Xq1YiKisIbb7zh03akTK1WY9WqVU6DV6IBAwZg+/btHt8kWJbHHnsMgG02l3jLEAB88803OH78OPr27Yv69evfXcOJqMaQSs4gKi/OwCKq5rKzs3Hs2DG8/vrrLldvO3fujI8++gi7du2yvwKciIik79SpUwCAdu3auXz2j3/8A1qt1mnZK6+8gmbNmmHq1KmoV68eAGDTpk1Yu3YtJkyYgHnz5t3VVfSmTZuiQYMGOHjwIHr27AnA9tDx7777Dr1793YqW7t2bQQEBGDevHl44YUXkJSUhBEjRvi8TSkqLXblmZ3QoUMHjB07Ftu2bcOwYcPQr18/5OTkYN++fahTpw4fAUBEXpFKziAqLw5gEVVzX375JWQyGR5++GGXzxQKBQYPHoytW7ciKysLjRo18kMLiYjIV3/++SciIyMRERHh8lnz5s1dlmk0GkRERNhvNbl27Rree+89xMTEYOjQoTh58qRT+TZt2rjcNuKOTCbDlClT8OabbyI8PBwdO3bE1q1bkZeXh6eeesrtOv369cNDDz2EpUuXok+fPm6/A90xf/58NG/eHDt27MCWLVsQERGBIUOGYMaMGYiOjvZ384ioCpBKziAqL+5lRNXcl19+iY4dO9qvnpT06KOPYvPmzdi1axdmzJhRya0jIqK7cfPmzXK96enw4cMwGo04e/YsRo8e7fL5kSNHUKtWLa/qGjt2LAwGAzZv3oyNGzfigQcewPr160sdXHn99dfxyCOP4N1338XixYvv+ntUF6U9yFkmk2HcuHF8UDIR3TUp5Qyi8pAJ4utjiIiIiIiIiIiIJIgPcSciIiIiIiIiIknjABYREREREREREUkaB7CIiIiIiIiIiEjSOIBFRERERERERESSxgEsIiIiIiIiIiKSNA5gERERERERERGRpHEAi4iIiIiIiIiIJI0DWEREREREREREJGkcwCIiIiIiIiIiIknjABYREREREREREUkaB7CIiIiIiIiIiEjSOIBFRERERERERESSxgEsIiIiIiIiIiKSNA5gERERERERERGRpHEAi4iIiIiIiIiIJI0DWEREREREREREJGkcwCIiIiIiIiIiIknjABYREREREREREUkaB7CIiIiIiIiIiEjSOIBFRERERERERESSxgEsIiIiIiIiIiKSNA5gERERERERERGRpHEAi4iIiIiIiIiIJI0DWEREREREREREJGkcwCIiIiIiIiIiIknjABYREREREREREUkaB7CIiIiIiIiIiEjSOIBFRERERERERESSxgEsIiIiIiIiIiKSNA5gERERERERERGRpHEAi4iIiIiIiIiIJI0DWEREREREREREJGkcwCIiIiIiIiIiIknjABYREREREREREUkaB7CIiIiIiIiIiEjSOIBFRERERERERESS9v8BAXeYSM2GOqcAAAAASUVORK5CYII=)
Standardized Input Values
Variable |
Mean |
Std. Uncertainty |
Deg. Freedom |
Description |
![IMG13](data:image/png;base64,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) |
10000.00128 |
0.00075000 |
1000.0 |
Primary reference value |
![IMG14](data:image/png;base64,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) |
10.00035290 |
2.0001e-07 |
500.00 |
Ratio SR104 / RWS103 |
![IMG15](data:image/png;base64,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) |
9.999774700 |
4.9999e-07 |
10000 |
Ratio RWS103 / 5685A4 |
![IMG16](data:image/png;base64,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) |
10.00003891 |
1.5000e-07 |
10000 |
Ratio 5685A4 / 5685A2 |
![IMG17](data:image/png;base64,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) |
10.00006440 |
6.0000e-07 |
10000 |
Ratio 5685A2 / 5685A1 |
![IMG18](data:image/png;base64,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) |
10.00043780 |
4.0002e-07 |
32.000 |
|
![IMG19](data:image/png;base64,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) |
0.9999411500 |
4.9997e-08 |
10000 |
|
Uncertainty Budget
Variable |
Component |
Description |
Standard Uncertainty |
Deg. Freedom |
![IMG20](data:image/png;base64,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) |
- |
Primary reference value |
0.00075000 |
1000.0 |
- |
![IMG21](data:image/png;base64,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) |
-- |
0.00075000 |
1000.0 |
![IMG22](data:image/png;base64,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) |
- |
Ratio SR104 / RWS103 |
2.0001e-07 |
500.0 |
- |
![IMG23](data:image/png;base64,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) |
-- |
2.0001e-07 |
500.0 |
![IMG24](data:image/png;base64,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) |
- |
Ratio RWS103 / 5685A4 |
4.9999e-07 |
10000.0 |
- |
![IMG25](data:image/png;base64,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) |
-- |
4.9999e-07 |
10000.0 |
![IMG26](data:image/png;base64,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) |
- |
Ratio 5685A4 / 5685A2 |
1.5000e-07 |
10000.0 |
- |
![IMG27](data:image/png;base64,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) |
-- |
1.5000e-07 |
10000.0 |
![IMG28](data:image/png;base64,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) |
- |
Ratio 5685A2 / 5685A1 |
6.0000e-07 |
10000.0 |
- |
![IMG29](data:image/png;base64,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) |
-- |
6.0000e-07 |
10000.0 |
![IMG30](data:image/png;base64,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) |
- |
-- |
4.0002e-07 |
32.0 |
- |
![IMG31](data:image/png;base64,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) |
-- |
4.0002e-07 |
32.0 |
![IMG32](data:image/png;base64,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) |
- |
-- |
4.9997e-08 |
10000.0 |
- |
![IMG33](data:image/png;base64,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) |
-- |
4.9997e-08 |
10000.0 |
Sensitivity Coefficients
R1
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG34](data:image/png;base64,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) |
0.099996 |
93.36% |
0.10015 |
93.44% |
![IMG35](data:image/png;base64,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) |
-99.993 |
6.64% |
100.05 |
6.63% |
![IMG36](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAAAfCAYAAABXscv8AAADpUlEQVR4nO3YTYgdRRAH8N/uupoPzSZBBcUYCYIGRONG/IKE9eBNRTz4AZqLCiKCirmpEAIxKKjoQSEE1HgwakRRD4oSnygRzF7E9SMHUSTKuko2UbLJxo3joXt87ezMvH2P8EzW/UMz013VXVXd1VU1wxy6ivNxZ8n4ELLYLuymQr1dlLUeX+HaLspsiZO6KOs6nFxBm8Ce+D7ZHXUCurkBdfhcl10/RzevwHGPISEI/YYBvIjfYxvGeZHvdDyCTzCGIziAL/Ekzi2su0EzwKXthxLZZUHwFNyLjzEuXJG92I41nRhahVyJcXwU3w9iCt+jB2sjPVc2Nz41bBwXJ+uux2jkzXAo9neXyC5uwHKMJLQ/C/IzPOsYeXKqxFHcJRi9EKsFr/gl0nfHsZ44dwAPRAUzvFuyfiPStreQnW/AfHwbx/ZjHeZF2ll4LpmzsS1LK5Aq8UoJ/W7NUz+7Yo0tml5QREN7G/BQ7E/hqgp5TyU6La/gqUWV67xfMvaOkMNvws8V80bi87ROlCng1vh8G59V8GwUrlQ/bulESFUa3FMyNhpbikVYgZUYxA1xvK8TZQp6Dcb3D2v49gsBeg0u71RQGQ7U8N8hnM4qnFmg/9WJEiVYqumdP7XgzelndCKoagPKDFmE9zTv4xF8IQSqEezCRXimE0UK6GnN8g/yjcpKaGvxKK4QqtCv8TRezhnaqQQ3C8Yfxj14Nb6nuKyN9eqwT8hEfTinBe+y+BwrjF+JnfgRjwnl9m3YJgTxx4sLDan/IhuLtC01ymxL1iieYkN7WWA49t+skbdUOIQMDxdow/g18uToEzz1EJbQXgGRR/aqOZfg5qTfX6AfTZSYCfJUfL3qNLhBqBQz7EjGFwtB9C3Bm1IdXhPqidXFxYbUe8DOSJvE7ZrXZwnuM70iXFyYvyOOf4MFM5C9MPLmdcW6aCyhEHo+mbO5sF6f8O9hmenYFOdcUySUKZFiEH8kPFNCGkqrx5eS/qrC/AcT2qTgnrk3VMleobkJecGzTwjSaSk8U686VUjlE0pqlSolUlwgRNC9Qtl7UMgCW3FpVGRUeXnajyeEtJV/0OQfTnWy5+N+fCps+GF8J2z21bXm/hu9eD3K2NTGvFmBXrwgGN8wPT7NaszDG4LxuxybMv2EwYDwHyHDB0Jg/d9ggXDimXD3q/5Hzlps1fy0r8wS7dTcJxJWCr/gJ4UMMlHC0xAy0axEWnNUtRv/K+XmMIc5HD/4Gyt8F+Gmvy19AAAAAElFTkSuQmCC) |
0.0000 |
0.00% |
1.5917e-06 |
0.00% |
![IMG37](data:image/png;base64,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) |
0.0000 |
0.00% |
5.3054e-06 |
0.00% |
![IMG38](data:image/png;base64,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) |
0.0000 |
0.00% |
1.3263e-06 |
0.00% |
![IMG39](data:image/png;base64,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) |
0.0000 |
0.00% |
1.9894e-06 |
0.00% |
![IMG40](data:image/png;base64,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) |
0.0000 |
0.00% |
0.000015917 |
0.00% |
R_A4
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG41](data:image/png;base64,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) |
0.0099999 |
65.98% |
0.010015 |
66.06% |
![IMG42](data:image/png;base64,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) |
-9.9995 |
4.69% |
10.005 |
4.69% |
![IMG43](data:image/png;base64,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) |
-10.000 |
29.33% |
10.004 |
29.29% |
![IMG44](data:image/png;base64,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) |
0.0000 |
0.00% |
6.6317e-07 |
0.00% |
![IMG45](data:image/png;base64,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) |
0.0000 |
0.00% |
1.6579e-07 |
0.00% |
![IMG46](data:image/png;base64,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) |
0.0000 |
0.00% |
2.4868e-07 |
0.00% |
![IMG47](data:image/png;base64,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) |
0.0000 |
0.00% |
1.9896e-06 |
0.00% |
R_A2
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG48](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAAfCAYAAABZGLWTAAACiUlEQVR4nO3XW4hNYRTA8R+miSmXojwwkSKXIp68EKG88cS7F5cSI414mlKevPHgyaVIISR5cCmSeEC5i+KUXBpJmGYmCQ/fPp3jzPnOnH327Jkm86/V+fbZa317rW9/e6318R9TwJ9+pBfvcQ1bMGYoHG2EURXXBcwQAvoW0Z+AsWX/3cHqxGZYURDe3vEaOqOwCJeV3vahvB3Lg4L+gy3SjMeJfjcm5eXUQDE6g+1PHEnG47Akuzv5kiVYeFs2nppxrtzJGuzssvHHjHPlTpZgW7A1GX/Bvezu5EsjwTZjJa5jbvLfXsO49PTgUxX5it9KJacHO4fAzwGhoP8O6g9uoB3ThsTLBolt4xNC81CUFqzD0+T+HDwS2sZhS0HtpmI8HiY6P7E+oteh+o74JSSzmxHbmF2lzEyh31GcvCnibIwfiZMPMRmnsBRPIvoH8KLsuhnzhSx+Qdgtl+qwq+RzCv3HsUkK6msX1yut3HP/HgworfiKiP0yIdE9SmlXSSr9RuvsRRxNxvOElU3DbbzCQuHTGBSyNBVteJeMd2B5Svuu5LfymJkbab/Zcr5jE64Ki3ZMOPp11TJKaE10XyfzVDIRUyK2vVWeEdPvTgTZe+PrSiefWTgYcaIorVgrnIWbsC8y70UhCVWTwyn028uVKt/szGhYcbYlEnO6Gi+xEeci93frm7yKfEih/6b8Iss2roeiE6OFZLQHndiAZzXsHgi1uF7q0s872HInruKKcDq6JZSfWrV0wMn6zablOTYLDclZfetzrgx2sHAaZ7AA+wfzwXlv4xjbsQq7cB53K+6vwfQa9veFJJeKoQq2U2hETgr1ebFwNi4SK0lF2jQQ7AgjjDC8+As8mr3hLLV5ZwAAAABJRU5ErkJggg==) |
0.00099998 |
64.29% |
0.0010015 |
64.34% |
![IMG49](data:image/png;base64,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) |
-0.99995 |
4.57% |
1.0005 |
4.57% |
![IMG50](data:image/png;base64,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) |
-1.0000 |
28.57% |
1.0004 |
28.53% |
![IMG51](data:image/png;base64,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) |
-0.99998 |
2.57% |
0.99923 |
2.56% |
![IMG52](data:image/png;base64,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) |
0.0000 |
0.00% |
2.0724e-08 |
0.00% |
![IMG53](data:image/png;base64,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) |
0.0000 |
0.00% |
3.1085e-08 |
0.00% |
![IMG54](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAAAfCAYAAABXscv8AAADtklEQVR4nO3YXWhdRRAH8F9aY62h6Qcqfleq+IGiNUpFIRIQQUF9UFAfbF6qoEVQMaCgD7WoBUFRHxSCQtUHKxQK1gcFPyKKgi1iMWLzIFpsJY3StJVqkyZeH3aPdz0959zei1zlmj9c9uzM7M7s7OzO7GUObcV5WFNAH0At/i5sp0Hz2qhrCN/g+jbqbIjj2qjrJhxfwvsNY/F7qj3mBLTTAVX4QptDP0M7j8B/HgPCJfQLFmMjDsbfdpwT5U7C4/gEE5jGAXyNZ3F2bt516hdc+vuhQHfRJbgAa/ExJoUjshub0N/KQsuQGTGJj+L3Iczge3Th2sjPjM0Wny5sEpcm8w5hPMrW8HvsbyvQnXfAcowmvCM5/TW86B+K5NSIWdwtLLoHVwhRsTfyt0VaVxy7GA9GA2t4p2D+kcjb1EB35oCF2Blp+zGIEyLvNLyUjFnf1EpLkBrxZgH/HvVdP71kjmH1KMhjRHMOeDj2Z3B1ib7nEpuWl8hUoix03iugbRVy+K34qWTcaGwXtWJMDnfG9m18XiKzXjhS3bijFSVlaXCsgDYefyl6sQIXoQ+3RPr8VozJ2dUXv9+vkNsvXND9WNWqoiIcqJBfLezOSpyS4//RihEFWKYenXsayGb8k1tRVOaAooX04l318ziNHcJFNYrPcAleaMWQHLoai/yFzFG1At4CPCps2hlC6h0WMscszVWCG4TFH8a9eCt+p7iyifmqsE8wcD7ObCB7VmwncvQubMENwqK/wo3CxXkqHslPNKD6RTYRecMVxryezJHfxRHNZYHtsb+lQt8yYRNqeCzHG4z0oRx9q5BZltBcAZHd7GVjLsPtSb87x5+N7bFekFkqvll5GlwnhHkNm3O8NULF+HyO/hSeVJCpBlRHwIeRN4W71I/PUtzv6IpwSW785kj/Ficeg+6eKJvVFYNxsYRC6OVkzIbcfN3Rzo0JrUeDDS8yIkUffk1kZoQ0lFaPryX9lbnxDyW8KfysHg1luleoOyErePYJl3RaCuej6vzIewL3YVfsHxTeK4XP8kYOgAvwhhBaR4S3wk68gsujIeOKy9NuPCOkrexBkz2cqnQvxAP4VHD4YXwnOPuaEjtXxbnGBIcN4bZoe9k91FHoV4/KfGbKnHAVnft/wKHYfilkkxSvxvY6OtcBu2O7t4CX0XrpXAdM4EdcXMA7N7a72mfOv4OnhbO+OqHNwweqn/Qdg0XCG2VaSJVr1WuZo8rgTsVSYfF7hPS5w98jYg5zmMP/HH8Cy64dvHKDFvQAAAAASUVORK5CYII=) |
0.0000 |
0.00% |
2.4870e-07 |
0.00% |
R_A1
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG55](data:image/png;base64,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) |
0.000099998 |
45.55% |
0.00010015 |
45.63% |
![IMG56](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD4AAAAfCAYAAAC/MX7XAAADL0lEQVR4nO3XTahWRRgH8N/NbmaSX1RQVIYEJYTZLYQC4y5qEVSLoI9FuTFBIrBIkKCF2EIICkowiBZJiwzc9LEoiHqjSMiIpBvlInJhcrPwqmF59drbYuZ4huOZ83oMDuF9/3CYj+eZeZ7/mZlnnmGITnAj1tb0j6Mfv5u7cOSiLoxEbMQPuLdDm1lc3KGt+3FJRvYX9sX6dBfOdEm8CV/raIsX6HKr/28xLgSXP7AQb+FY/L7BDVHvCryAL3AIJ3EU3+NlXF+Zd7MycKXf/hrbdcFtLp7C55gSjsIB7MTq8yFaRWF8Cp/F+nHM4BeM4O4oL5wsSKeEprAimXcjJqNuH3/H9p4a21XiSzGRyE5V7Pfxmv+4c1Pjp/FkJDsftwu74Lco3xP7RuLYhXgmOtbHhzXz96Js5wDbBfF5+Cn2HcEaXBplV2N7MmZLK6YNxt+pka9TrvI1mTneUK56FT3tiD8X2zO4M2PvlcSnpRmdWuS2yMc1fR8Id/BDOJgZNxHLy9s4kcFjsXwfuzM6W4SjM4pH20yeu8721fRNxi/FAizDcozhwdg/p40TGb/GYv2TBr0jQuBdjVVtDdThaIP+E8JqrMRVFfk/bYw3YIlyN/46QLeQX9nGQI54HYEF+Eh53k5irxCAJvAVbsGrbRzIYGSwyhkUP6g/QG8Tnsci2mVuWwXSJ7Ae78Z6ijtazNeEw8LNMgfXDtC9LpaHGnTuw4tCaox299/DsXwbO5xNmrDiBdqsWhWn8F2s39Ogt0QZC/bWyEfwNN4TAuAZtCFeROrcmFvxSNIerchPx/JcA19xpT4gf51tFjK7PnbVyHdjmxAgv80ZGtf8Jv40yqbxuPKYLBb+ajWDW1QZvyv2/4jLzsH2/Khb5AVrIklCAvN6MmZrhtNBZSLWE26Bs1BnPMUY/kx0ZuJEaba3I2mvrIx/NpFN43fl6udsL1OSLxKVw0LwTVPW3C5Kn8E950kcbhLO+AHhHB4XovqbuC06MKk+jRzFS8L1Uzw0igdNk+152IAvo+Mn8LPwk+/K+FmHngzxCx09CfFZ+x4fEp9tGBKfbZi1xIcYYogLG/8CbprryDDw5MMAAAAASUVORK5CYII=) |
-0.099994 |
3.24% |
0.10005 |
3.24% |
![IMG57](data:image/png;base64,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) |
-0.100000 |
20.24% |
0.10004 |
20.24% |
![IMG58](data:image/png;base64,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) |
-0.099997 |
1.82% |
0.099922 |
1.82% |
![IMG59](data:image/png;base64,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) |
-0.099997 |
29.15% |
0.10002 |
29.13% |
![IMG60](data:image/png;base64,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) |
0.0000 |
0.00% |
4.9958e-09 |
0.00% |
![IMG61](data:image/png;base64,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) |
0.0000 |
0.00% |
3.9970e-08 |
0.00% |
R_F742_10k
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG62](data:image/png;base64,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) |
1.0000 |
73.77% |
1.0016 |
73.82% |
![IMG63](data:image/png;base64,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) |
-999.97 |
5.25% |
1000.5 |
5.24% |
![IMG64](data:image/png;base64,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) |
0.0000 |
0.00% |
0.000021828 |
0.00% |
![IMG65](data:image/png;base64,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) |
0.0000 |
0.00% |
0.000072759 |
0.00% |
![IMG66](data:image/png;base64,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) |
0.0000 |
0.00% |
0.000018190 |
0.00% |
![IMG67](data:image/png;base64,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) |
999.96 |
20.98% |
999.20 |
20.90% |
![IMG68](data:image/png;base64,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) |
0.0000 |
0.00% |
0.00021829 |
0.00% |
R_F742_1
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG69](data:image/png;base64,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) |
0.00010000 |
37.88% |
0.00010016 |
38.00% |
![IMG70](data:image/png;base64,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) |
-0.10000 |
2.69% |
0.10005 |
2.70% |
![IMG71](data:image/png;base64,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) |
-0.10001 |
16.84% |
0.10005 |
16.85% |
![IMG72](data:image/png;base64,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) |
-0.10000 |
1.52% |
0.099928 |
1.51% |
![IMG73](data:image/png;base64,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) |
-0.10000 |
24.24% |
0.10002 |
24.25% |
![IMG74](data:image/png;base64,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) |
0.0000 |
0.00% |
8.3263e-09 |
0.00% |
![IMG75](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAAAfCAYAAABXscv8AAADtklEQVR4nO3YXWhdRRAH8F9aY62h6Qcqfleq+IGiNUpFIRIQQUF9UFAfbF6qoEVQMaCgD7WoBUFRHxSCQtUHKxQK1gcFPyKKgi1iMWLzIFpsJY3StJVqkyZeH3aPdz0959zei1zlmj9c9uzM7M7s7OzO7GUObcV5WFNAH0At/i5sp0Hz2qhrCN/g+jbqbIjj2qjrJhxfwvsNY/F7qj3mBLTTAVX4QptDP0M7j8B/HgPCJfQLFmMjDsbfdpwT5U7C4/gEE5jGAXyNZ3F2bt516hdc+vuhQHfRJbgAa/ExJoUjshub0N/KQsuQGTGJj+L3Iczge3Th2sjPjM0Wny5sEpcm8w5hPMrW8HvsbyvQnXfAcowmvCM5/TW86B+K5NSIWdwtLLoHVwhRsTfyt0VaVxy7GA9GA2t4p2D+kcjb1EB35oCF2Blp+zGIEyLvNLyUjFnf1EpLkBrxZgH/HvVdP71kjmH1KMhjRHMOeDj2Z3B1ib7nEpuWl8hUoix03iugbRVy+K34qWTcaGwXtWJMDnfG9m18XiKzXjhS3bijFSVlaXCsgDYefyl6sQIXoQ+3RPr8VozJ2dUXv9+vkNsvXND9WNWqoiIcqJBfLezOSpyS4//RihEFWKYenXsayGb8k1tRVOaAooX04l318ziNHcJFNYrPcAleaMWQHLoai/yFzFG1At4CPCps2hlC6h0WMscszVWCG4TFH8a9eCt+p7iyifmqsE8wcD7ObCB7VmwncvQubMENwqK/wo3CxXkqHslPNKD6RTYRecMVxryezJHfxRHNZYHtsb+lQt8yYRNqeCzHG4z0oRx9q5BZltBcAZHd7GVjLsPtSb87x5+N7bFekFkqvll5GlwnhHkNm3O8NULF+HyO/hSeVJCpBlRHwIeRN4W71I/PUtzv6IpwSW785kj/Ficeg+6eKJvVFYNxsYRC6OVkzIbcfN3Rzo0JrUeDDS8yIkUffk1kZoQ0lFaPryX9lbnxDyW8KfysHg1luleoOyErePYJl3RaCuej6vzIewL3YVfsHxTeK4XP8kYOgAvwhhBaR4S3wk68gsujIeOKy9NuPCOkrexBkz2cqnQvxAP4VHD4YXwnOPuaEjtXxbnGBIcN4bZoe9k91FHoV4/KfGbKnHAVnft/wKHYfilkkxSvxvY6OtcBu2O7t4CX0XrpXAdM4EdcXMA7N7a72mfOv4OnhbO+OqHNwweqn/Qdg0XCG2VaSJVr1WuZo8rgTsVSYfF7hPS5w98jYg5zmMP/HH8Cy64dvHKDFvQAAAAASUVORK5CYII=) |
-1.0001 |
16.84% |
0.99913 |
16.80% |
Expanded Uncertainties
GUM Approximation
Function |
Interval |
Min |
Max |
k |
Deg. Freedom |
Expanded Uncertainty |
![IMG76](data:image/png;base64,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) |
95% |
999.96 |
999.96 |
1.962 |
1135.79 |
0.00015229 |
![IMG77](data:image/png;base64,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) |
95% |
99.999 |
99.999 |
1.961 |
2230.30 |
0.000018106 |
![IMG78](data:image/png;base64,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) |
95% |
9.9998 |
9.9998 |
1.961 |
2349.21 |
1.8343e-06 |
![IMG79](data:image/png;base64,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) |
95% |
0.99998 |
0.99998 |
1.960 |
4500.96 |
2.1787e-07 |
![IMG80](data:image/png;base64,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) |
95% |
10000 |
10000 |
1.965 |
519.30 |
0.0017155 |
![IMG81](data:image/png;base64,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) |
95% |
1.0000 |
1.0000 |
1.960 |
6389.79 |
2.3890e-07 |
Monte Carlo
Symmetric Coverage Intervals
Function |
Interval |
Min |
Max |
k |
![IMG82](data:image/png;base64,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) |
95% |
999.96 |
999.96 |
1.961 |
![IMG83](data:image/png;base64,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) |
95% |
99.999 |
99.999 |
1.960 |
![IMG84](data:image/png;base64,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) |
95% |
9.9998 |
9.9998 |
1.960 |
![IMG85](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAAfCAYAAACRdF9FAAACSElEQVR4nO3XPWsUURQG4CeJBBM0iI1fmIio2IgfP0CIiCIW+gNMoykUhNioaG8naVQQRFAsLGwExcYEtlHSKBhUsFAXQSOoqEWMBjUW9y47iZmZJLO7UcgLlznc894z756dOecM/ynKmMhZ3/EW93EULY0Q1jSN0K4o5msKvwOLE3sPsDueaRjKQtauZXCasBV3VbN8od7CpqIsX2gFrRiO/G9YVi9R0Fzg7DguR7sNO4rLSUcRofA6Ya8oGCsTRYVuTNgjBWNloojQdhyL9icMFZeTjrkIbUU3BrA57p0xT+VpDO+nWZ/xW7UsjeFEIwVWUJbfmSYwiFNY0yhhaX/9daGwV1Y7DuBp9G/CE6GVzgvKsgv+UjyOnHEcnEHMVfgZz2yfhZbT+JLmLMvvTJ34GHmj2JJzw5PCj/qBSzMUuS+eKSSUkMnK8/rc5CFlKoaFwWVQeBnbMrhNOB5FTtRCKFxNiO1P4WyL/nPoi/ahjJhDkXMPj2oltANvIv8Xdk7D6Y/+bqyNdikj5jv0Cpkt1UooYQ6t1NWXWJLwtQi194PqcF3J2IaUeK0Je5LQor1+QHWCWo/zCd8eYVC5LWQcbsVrb0q88YJ65oSbQvb2JvY6494IFuWcL6lhRtPQITSIUbzCuriahaaxEvvrdO9Z4Yj8NnwnJ0ZJIqN56Z8reuK1T6gMSbTghlDUVwtv+rygS6gEzzI4lRp8NoNTUudntEeog1cyOBfj9bC/P9kbhhfCEL08h/dQyOquFH9JRsFfwAL+NfwBjWCwnzUbY84AAAAASUVORK5CYII=) |
95% |
0.99998 |
0.99998 |
1.961 |
![IMG86](data:image/png;base64,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) |
95% |
10000 |
10000 |
1.960 |
![IMG87](data:image/png;base64,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) |
95% |
1.0000 |
1.0000 |
1.959 |
GUM Derivation
Measurement Model:
![IMG88](data:image/png;base64,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)
![IMG89](data:image/png;base64,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)
![IMG90](data:image/png;base64,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)
![IMG91](data:image/png;base64,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)
![IMG92](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANYAAAAfCAYAAACbBDNSAAAIwUlEQVR4nO2be4xdRR3HP9tdarfWbqmSslRaaHjVglSshIfFixSD8qr4R0MUfCCmIULbtJEoihcfYH1gUqIQqA8gpYBFBBQfRT0CoZguGPAFROGAEKBV+mRb2m6vf3zn9MzOnfPaey93uz2f5OTeM/Obxzkzv5nf/GYOlJSUtJwQqGVc24GXgNXAfKCzHRUtyU3IyG/Tw4CLnLAK8fMd9WZXyCVEFdkGvOK5XjVxdqM8DIxpQ11L8hEystt0CfAGcLsTXmEYKtZPU2Q6gGOBXxJX/LpWV6xkyISM7DYNUH1dxToeeMpch77JdaojJLsRIkYDTxr5fmBCqypV0hAhI7tNA/yK1VZGNZB2B3CD+d8NHNd4dUraTNmmTaIRxQJ4zvo/qcG8SqBKtqPBvQ5pch2a2aYVVMf/Aj1o1txsrj4G1/0dwJeBh4B1SMk3AX8FvgdMcfKumrw/YO7nmfvQKTtpjfUW4BLgT8AGtE57Ec18sws9pYeuBtMfbv1/ucG8SmArciYUYaDJdWhFm3YCv0CdvR916rcDz5v4U4B7iE3PncihMh442lyfQUr0pJGJ3tVEYD/k2dwErM9Rn6nAr4AZ5n6XyW8yUtB5aI25ENhd4DkTCclvj48F/kk8Iu0tXqR9jZD2tWmFeNYYAD6LHCVvBd5rZHqQgtSAtSa8w4pbiBSthpwrLgH+NZZdtj1jdSOHRg3YCFxI/Jy9wA+tdF/L/aQZhGQ3wmjgVOARqwIXN6sCJU0npH1tWrHyW5kgc7GJ3wEclCBzo5HZ4IkLKKZYi03YLuDEhPKuteo0NUGmECHpex4b0NRYs+QWNqPgkpYR0r42rVj5fipB5kBgDnBWSj6XESuDS0AxxVprwn6eUt4EZLLWgC+kyCWStMYaQ7oZ8Afgt8AKtGNfMvxpd5s+nRAeKbjNeGAaMB15Js8x4Y2eCOki9nQ+kCK3ETlXZqP9sMIkeQVvRnZudI0FzgX+ZuKPAJ6gVKpmswT/rJJ2HZwz73a36aaUuC7g00ixXzWyfwFuQ+/ksCbVYSJxn896zij+gKEUlNfdvg24FzgJPfA7gfuAuQnyVbLdxFUje0gBWZde4H/I4+RyCjr7thl5jB4HLkh9SnE5GrF8TAZuRR16C/A7YKYjE6Skz2IccnEXuYY6ihdtUx9p78olybs2HngQ+DHwIWSGPQHcAXwFOA1YVKBOaXRki+wh0o2aE74afx/dagsVdbdvQS/+ceQuXQGcgPYafFyNvEw+IrfpevwdvgNYivY37k/I4yY0CrmcgEybF0wd+oHzgVvQAnlpQn4fBr5u5F16TJ6TgO+jDrUAdYpZwDMJeRahSvIg0iqKtmlE2rsqwjXIibAdHQC+w/y3mdVgGRGvIe9kJxpI0ogsgXVO+DGozW9ywnemZRaSzzU7l1hT/0G97V41cZWMfNL4vMkjabS6CG3q1aifsfqQwtpK14m8XtuA/R35DlPeDmI3rMuVJu5kK+wgNCPeZYUFCenbRUhz2jQiz7uKqFh5Jh2EXWfib0zJ5xYrH3fWCSjmvOgzYXenlDcRKXcNuMIKP8ATlouQ/HsePyKu+LVOXJXGFKsXTa1r8U/fU5Ed/kXqFWsCMjvcEQXk7aohL5TNoyb8fuAx/J3lGTSquyxHnWy8uQ8S0reLkOa0aUSedxVRIVuxopP1yxPijyXu5DW0NWDzexP+s5xl53G3LzMyu4EjrfAPmvCPJqTbQyNHmhYB/zH/F6A1TbO4Ci2uIzerTQeyx58Gvu1JuwUtxH2be9FC1D2tMAXtp5xp0rtMQCcS+jxxfWjnf6YnDvSOV6LnuDRBZriQp02z3lVR1pjfC4BPEC9P9kcz44PopEbEWCd9tLd1tCfOxw1og7gTDQ4XWvn3AtcTt9NSBnszjzG/fze/43KUBxQb3UAjf7QH8m+roKoJOxetkdwr7QVMQaPJvQnxl6IR7F3m3mcK+hiHnA79wNucOHsUDKgfhWeYcq705HuOifukJ30H8SxwWY46toKQ5rRpRNa7sqmQPWMdhxQ0kttl8ozuB5BHM7qf6aRfZMW9gZYAnRllTyM+YRJtBL/G4P28ZdQ7hpYbmWXIaVYz5V3lkR1ESLFGgMFHQKKT0VUrrIiXD+BbRsZ3EPJw4HXkjYrIo1ijkKlQA76ZIRtQ31lONGkXe+TnmLhLPOkjk2JBRpmtJKQ5beojoHHFAplbt6JDsDtRGz+FOvJ7UKd9xeTjWiL7IcvlJeKDtFNylN2N2uVh8wzb0UByM/KU+vizyW81Ok94PvKk1kz9W06VuCPO8VzTEtJ1oRFgrSduFHI+PMrg0SFLsUYBPzFyAWqINALqO8tJJCvW6SZuvpP+avwdYSQRMLzWk63mc+gkhrvuX4Xaes+ardHT7Vk8hl5+Xk5GpuI1nrglwPvQmTbXqzfapOtnsPt3DHIfn4ds+bPJcIsmEO1R+EzYKGyzFdaDHCu7gfcPobyS4UmS5/IHwMfQntsaaPx7rGZzNtL8VZ64j6CB4CE0q0UXaE9lPYPPdfWgnfzz0PGV0xn6Yjs0v5M9cdHB0Red8CuQiXIqOtVdMnKJ9rr2rN1bPWMVZTZya7/giVtM/UwFsncfAb4KPGvCxgK/RlPzKuDjaIE6VDYD/yL+1MFmFlpg2674TcgU7Ea2+HfQ9z/lN2t7L5OQa/8B6g8pTze/z9JiqhTfx+pCexorCpblW2MtN+ErKX7kJ8C/bviGydM27aINYnuGddOfYdKlnabeWwnYt9ZYzyHvYa8V1o0G1dexzhUOpxnrYLQmej5LMIPp6GvT7cAfkefGJaDedMviu2jP4z7zfwsauQaAL6Wk+w06pjMP2eF3pciWDG/mI0toDfKcDqDPYWagQ8R5vl5uiCrFZ6zjTZrLswQd3BnL3tdIuuam5BeQPApPBe408RvRS353jvQHoo3Ml/Gbs3srAfvWjAVaqwdohtqKNrDPaGeFSkpKSkpKSkpKSkpKRjr/B0sRE8iDHhMVAAAAAElFTkSuQmCC)
![IMG93](data:image/png;base64,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)
Input Covariance Matrix [Ux]:
Sensitivity Matrix [Cx]:
Combined Covariance:
![IMG267](data:image/png;base64,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)
Uncertainties:
![IMG268](data:image/png;base64,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)
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)
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)
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)
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)
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)
Simplified:
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)
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)
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)
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)
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)
Effective degrees of freedom:
![IMG280](data:image/png;base64,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)
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njE9fXJQlkofi76JXrzHor+noWZxq9DNuu3QpWPr4CzrUfvtu4CD0c2vp6JO8I4izNgI30WX93tOtmDBLkX9N4H2zYdKTh+KiV9ooeIH1Yhh7KfoZvuF6EQga/qSAPnqRqWPRRcg/fNNVN2xDLUQ2Yh+XA5DN61i56MnSt+F6ikXo6dsd46mg86CLi4hz7ExwjSLfDD6Ox+d8RwaIA+xXuIX2hhh4gfViiHARegJ61tzph8YfT4aPUsRW42qj0Mbw8eiDaAmYerQF6AD9xkB0q6TJuHuvziGxWpS0WPRVyBWJaGr7qx3jmE9dBRH30S3KjmPpOpuDR4FbRA5hvXgOJqZmZmZmZmZmZmZ2dD6N/Cw3PcSOCpMAAAAAElFTkSuQmCC)
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)
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)
![IMG285](data:image/png;base64,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)
GUM Validity
Comparison to Monte Carlo 95.00% Coverage
1 significant digit. δ = 5.0e-06 .
R1
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
999.9646869 |
999.9649915 |
MC |
999.9646883 |
999.9649929 |
abs(GUM - MC) |
1.3210e-06 |
1.3832e-06 |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-07 .
R_A4
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
99.99871879 |
99.99875500 |
MC |
99.99871887 |
99.99875509 |
abs(GUM - MC) |
7.8175e-08 |
8.6387e-08 |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-08 .
R_A2
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
9.999832946 |
9.999836614 |
MC |
9.999832943 |
9.999836614 |
abs(GUM - MC) |
3.2125e-09 |
7.0984e-10 |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-08 .
R_A1
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
0.9999768203 |
0.9999772560 |
MC |
0.9999768183 |
0.9999772543 |
abs(GUM - MC) |
1.9968e-09 |
1.7691e-09 |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 0.000050 .
R_F742_10k
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
10000.08446 |
10000.08789 |
MC |
10000.08447 |
10000.08790 |
abs(GUM - MC) |
8.8948e-06 |
5.1753e-06 |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-08 .
R_F742_1
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
1.000035651 |
1.000036129 |
MC |
1.000035652 |
1.000036129 |
abs(GUM - MC) |
3.2105e-10 |
7.3641e-11 |
abs(GUM - MC) < δ |
PASS |
PASS |
Monte Carlo Inputs
![IMG286](data:image/png;base64,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)
Monte Carlo Convergence
![IMG287](data:image/png;base64,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)