La Selección española juega este jueves su último partido de la fase de grupos del Mundial de fútbol de Qatar ante Japón, y aunque está virtualmente clasificado para octavos de final, hay que echar cuentas.
La Roja tiene bastante fácil el pase a la siguiente ronda, algo que hizo en el pasado Mundial de Rusia 2018, pero no en Brasil 2014, donde la defensa del título de campeones del mundo pesó mucho.
Las cuentas son las siguientes: España pasará de ronda con sólo conseguir un empate. Por supuesto, la victoria nos valdría, y además nos garantizaría el primer puesto del grupo.
En caso de un empate ante Japón en el tercer partido, también tendríamos el pase logrado, pero tendríamos que esperar al resultado del Alemania-Costa Rica para saber si somos primeros o segundos de grupo.
Nos valdría simplemente con que Costa Rica no dé la sorpresa y gane a los alemanes, lo que a priori se considera improbable (aunque se ha visto de todo en este Mundial). Y es que los americanos, en caso de esa hipotética victoria, sumarían 6 puntos, mientras que España con un empate ante Japón sólo sumaría 5.
Si alemanes y costarricenses empatan, los primeros acabarían con 2 puntos y los segundos con 4, por lo que a España le valdría el empate para ser primeros.
Si ganan los alemanes, que es lo que se espera, éstos tendrían 4 puntos, por lo que España necesita un simple empate ante Japón para ser primeros.
El caso más improbable
![(Foto: RFEF)](https://rfef.es/sites/default/files/g/103whatsapp_image_2022-11-27_at_8.51.13_pm.jpeg)
Si las cosas se complican y España cayera derrotado ante los nipones, la situación sería ésta: nos quedaríamos con 4 puntos, mientras que los japoneses sumarían 6.
Así que en ese caso de derrota, necesitaríamos que Alemania gane. Al empatar ayer con ellos 1-1, tenemos igualado el marcador directo, por lo que cuentan los goles marcados en la fase de grupos, y nosotros anotamos 7 a favor y no encajamos goles en contra ante Costa Rica.
Por supuesto, un empate de alemanes y costarricenses, nos permitiría ser derrotados porque con 4 puntos tendríamos el pase: los germanos quedarían con 2 puntos y los americanos con 4, pero como les ganamos en duelo directo, el pase es nuestro. Además, Japón sería primera de grupo con 6 puntos.
Resumen de posibles situaciones en el Grupo E:
Victoria de España ante Japón:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWYAAAIxCAYAAAB+RRLEAAAgAElEQVR4nOzdT2giad4H8K8ve9hyeVmmFToQCKYvyuwhQTwIZS4OtF72MBEig7Eve0josNvk3XYug32IzCnNG3YhoTOwl1GZN4H0MszCasPKghYji4TugXdenUNH3Dds5n2t2X15X6y5+R6ap8bS0mjin0r6+4Ew0yl96qk/fn3qV4/R1m632yAiIsv4p1l3gIiIjBjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKLYTATEVkMg5mIyGIYzEREFsNgJiKyGAYzEZHFMJiJiCyGwUxEZDEMZiIii5loMNdqNSwvL8Nms+k/qVRqkqu8Nk3TsLm5aehz5084HIaqqlPpi6IosNls2NzchKqq2NzchKIoU1m30Lk/utetqirC4fDU+zQsq/ePqJ+JBXMqlUI0GsXR0RHa7Tba7TZarRbOz8+nGm5Xlclk9H53/uRyOTgcjomvX9M0pNNplEolxONxOJ1OAIDX6534ujs1Gg2cnZ3h/v37SKfT0DRtquu/DofDgVwuB1mWZ90VopFMJJgVRcHJyQmOjo7gdrv130uShL29PbhcLuRyuUms+taQJAnPnj2DLMuQZRntdhvPnj2DJElT7UelUsHi4iIeP36McrmMRqMx1fUTvY0mEsyFQgGRSMQQyoIInFgspv8ulUoZygXLy8uo1WoAgGw2i83NTXzyySd9ywnikr/zJ5vNAnhTTgmFQvj8888NZZVxXN5ms1nTdYpt+vDDDw1lkc4yjlnJpHO7rrvd3VKpFDY3Nw0jXrGOfqNgVVWRTqexsrICr9eLubk5VCqVgfuku0+d/RHr+/DDDw37RJQczI7NdY5tdynjsn1OZBVjD2ZVVaEoCoLB4FCPz2azOD8/R6vV0ssdfr8fe3t7emAcHh7iJz/5ib7c5XLh4OAAwJsX587ODqrVql5uyGQy2N3d1cP922+/xR//+Ed8+eWX+nIRCFelKArS6TSazSba7Taq1So+/fRTfZ0AsLu7i5WVFbTbbTSbTSiKoofK06dPMT8/r/e52WwCgL5d49juTsFg0DDi1TQNxWIRKysrfUfh1WoVFxcX8Pl8cDgciMfjKBaLfYM8m80ilUrp+6TZbCKdThvC+fDwEEtLS/o+Ozk5QSwWQzab7Tk24z62w+xzIiuYyqwMs5GKGKnFYjHDJbokSVhZWTE8PxQKIRwOG5afn59D0zS43W7k83nD6Nzn8+Hu3buGNuLxuL4On89neGGaWV9fN735J0KmXq8bHm/Wj42NDayurgJ4U+9MJpNIp9NQVRXJZBLJZFJ/rMPh6KmFjmO7BY/HYxjxitqxz+fruw+6r3x8Ph/K5TJOT097HiuCPplM6jX47m3u3qaFhQX4/X7E43H9OS6Xa+A+vc6xHWafE1nBVIJZlC86Rz3dOi9Z19fXDctcLhfsdvvAdXReDns8Hnz77bf6srt37+o3z4bV7+afKMGIcHE6nX1LCPPz84bRqNPp7AmNznLIkydPxrrdnUQIiRGvqB0vLCz0bbf7ykcEaaFQ6Hl8q9VCvV5HIBAwvJEFAoGRt2mUbbzKsR20z4msYOzBLALA7MVrRrxItra29EtWs+DuR0zJczqdiMfj+iVyv5HjuIg7/qK/YoTdr8bbTdTVO8shOzs7Q6//Ktu9traGs7Mz1Gq1S8sYuVwO+XzeELR2ux2Hh4dQFKWnVNBsNnFxcYFSqTS2mSzjPrbX3edE0zKREXMwGMTJyYlprbOTuPzNZDJ4+fKlfsn6+vXroddVqVTg9/vRarX00Wyz2ew7cpyEWCymB3RnDVaUHYRmswmbzYZ/+qd/gqIoKJVKemhpmobz8/Oh13mV7V5YWMDi4iL+8pe/DCxjiOOys7PTE7Ki7tw9q8bpdGJubq6nxHMd4zy24grgOvucaFomEsyyLCORSMDj8RjusIta8/r6uqEu2BnE2Wx25MvLer2OVqsF4M0oa2trawxbMVg2mzXc0Te7mXZ4eIjnz58DeBMMqVQK8Xgcd+7c0fstPH36FIeHhyP1YdTtFnXqjY2NgWUMUX9eW1vrWSbKGcViEd9//73+e3FzsPvmo9lskFGM+9hed58TTcPEasyxWAzVahVbW1uGS2FxV1yWZUiShI8//thQXy4Wi3jx4sXQc2ZjsRhkWdZrvdFoFPv7+0NN7Rqk380/MZWve71i2zqnASYSCRSLRdhsNv1yPBaLweFw4De/+Q12d3f1doE3dW2zMsE4t9vn82FpaWlgGeP4+LhvcEuShHg8jnK5jP/8z//s6ZN4QxbbdX5+jr29vSvNvx7nsR3HPieaFlu73W7PuhO3kZiz3DkLwApqtRp+9atf4be//a3pPHMimj3+EaO3TKVSQSAQYCgTWdiPZt0Bmg5VVfUyy7AzR4hoNljKICKyGJYyiIgshsFMRGQxDGYiIothMBMRWQyDmYjIYhjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKLYTATEVkMg5mIyGIYzEREFsNgJiKyGAYzEZHFMJiJiCyGwUxEZDEMZiIii2EwExFZzNi/Jdtms427SSLL4HcX0zSMPZiByZy8NpuNLwoa2TjPGw46aFpYyiAishgGMxGRxTCYiYgshsFMRGQxDGYiIothMBMRWQyDmYjIYhjMU6BpGjY3N2Gz2aAoChRFwebmJjRNm3XXiMiCGMxTcHp6CgBoNptIp9MIBAKIx+OQJGnGPSMiK7K1x/xxukl9Qo+f/KOrGPcn/3gO0jTMdMSczWaRSqWu3U5nqcDsJxwOQ1VVw3o7ly8vL6NWq+nLFUXp21Z3f7vLFGbLutcvpFIp0+1PpVKw2WzIZrPX3TU0wCjHmWiaZhbM2WwW6+vrY20zk8mg3W73/ORyOTgcDgBvQq9YLKLVaunL9/f34fF4DMEaCoXQbDYN7TSbTSiKYgjMRqOBs7Mz3L9/H+l02rRunM/nkcvlhtoGVVWhKAqi0SjS6bRpoNN4yLLcc66USiUsLS1hbW1t1t2jt9jUg1mMInd3d3H//v2prluEXnd9V5Zl7OzsoFAoDHy+w+FAPB5HsVjUA7hSqWBxcRGPHz9GuVxGo9HoeV40GsXu7q5hVN5PtVoFAPzyl7/ExcWF/m+aPFVVkUqlkEgk4Ha7Z90deotNPZjFjbAvv/wSgUBg2qsHANTr9Z7fJZNJJJPJkdpRVRXpdBorKyvwer2Ym5tDpVLpedzPf/5zRCIR7O3tDZyJoWka0uk0ZFmG1+uF3++/9M2Cxufg4AAulwurq6uz7gq95aYezLIs49mzZzOZkSBGvOvr66a158vUajXs7u5iZWUFkiShWq3i4uICPp/PdDTd6eHDh6jX63j+/Hnf9huNBsrlMoLBICRJQjweh6IoLGdMQa1Ww8nJCWfLkCXcqulyInC7fzprwrFYDM1mE6FQCPl8Hk6nEzabrWdececy8ePxeJBIJBCLxQAAhUIBkUhEv+z1+Xwol8v6VUEnh8OBZDI5sKRRqVTg9/vh9XoBAB6PBwCGrk/T1XXve6JZulXB3O/mnwhSweFwIJfL6cszmQwODw/x9OlT/TFmN/862xL16mAwqD9nYWFhYPlBluW+JQ1N01AsFvXRuOinLMt9R+E0Hmb7nmiWJvINJjeNCNtRZkHkcjnk83nk8/meZaFQCKqqwm639yx7+PAhYrFYT0nj9PQUh4eHODw87JmtsrS0hEajwRtSEyJm1mxvb8+6K0QAbtmI+TLZbLZvXdnlcg3djhhh7ezs9IyoRd25X/lB1KJ3d3dRKpX03xcKBWxsbBim8YkpenNzczg+Ph59g2kozWYTNpsNTqdz1l0hAvCWBXM4HAYAfPTRR4bSgJgNEY/H9fnOg4gRltlcV1HOGFR+WF1dhd/vx4sXLwD0n8YH/FDO4E3AyanX63C5XKZXOESzcKuCud/NP/HJPlFbnp+fh91u15fb7XbE4/GeWnQ/x8fHWFxcxMLCQs8yMZuiXC7jr3/9q+nzJUnC9vY2lpaWAPxwc0/c7Ou2trbGOc0T9Pr1a8zPz7O+TJbBv5VBtxr/VgbdRLdqxExEdBswmImILIbBTERkMQxmIiKLYTATEVkMg5mIyGIYzEREFsNgJiKymIn8ESObzTaJZifWLt1uPG/opplIMPOTf2QV4/7kH9E0sJRBRGQxDGYiIothMBMRWQyDmYjIYhjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMVMPZlVVEQ6H9S9CDYfDY/3251qthuXlZdN2xboVRTF9rqZp2NzcNP1C186+inay2WzffmSzWf1LYEft3+bmZs83bIu+iXUqimLaRuc29NtOMnfZ+UE0LVMNZlVVEYvFEI/H0W630W639W+nHlc4VyoV3L17FxcXF/q3T48qk8no/ev8yeVycDgc+uO++OIL0xdxrVbDF198gbt3716pf4eHhzg9Pb1S3xuNBs7OznD//n2k0+megKf+Dg4OkM/nZ90NoukGc7VaBQCEw2H9d+L/xbLr0DQNxWIRDx48QCQSQbFYnGgwBYNB/OUvf+n5faVSQTAYvHL/otEoUqnUld6sKpUKFhcX8fjxY5TLZTQajZHbeBspioJSqYSlpaVZd4VousEsy3LPqHOcTk9PUS6X4fP5EAwGJx5Mi4uL+Nvf/mYoV6iqimKxiJ/97GdX7t8vfvELuFwuHBwcjNQfVVWRTqexsrICr9eLubk5VCqV0TfsLVOr1bCzs4MnT55gbm5u1t0hmv3Nv2q1iouLCzidzmu3VSgU4Pf7sbCwAK/XC7/fP9FgstvtWFpaMqyjWq1ifn7edHuG7Z/dbsf29jZOTk5GqneKfenz+eBwOBCPxyd+1XDTaZqGvb09PHjwAB6PZ9bdIQIw42Cu1WrY2tpCIpGA2+2+VluqqkJRFMTjcUiSBEmSsLKygnQ6PXJJYH193fTmn9nNPp/Ph1evXunhVygUTMsYo/bP7XYjkUiMVNIoFAqIRCL6vvT5fCiXy1euV78Nnj9/DgBYXV2dcU+IfjCzYK7VaohGo4hEIojFYtduT9SoO0c9Pp8PFxcXI9ev+938M+vnwsICgDc33VRVxfn5uenI6yr9W11dHbqkIYK/801hYWEBfr8fhULh0ue/jWq1Gj799FNsb29DkqRZd4dIN5E/lH+ZzlBOJpPXbk/TNKTTaeTz+b4lBFmWr70eM5Ik6eUMl8uF+fl5OBwONJvNa/dPkiRsb28jGo3C7/cP7Ecul0M+nzedVRAKhaCq6sRq+zdVpVLBixcvet5I8/k8dnZ2xnJuEl3F1EfMIpQTicTYTvxGo4FyuYxSqdQzys1kMjg5OemZTzxOopzx+eefm5YxrtM/t9uNSCSCRCKBs7Mz08eI2R47Ozs97Yu681WnDt5msVjMsK+azSZCoRBKpRJDmWZq6vOYHz16hEQiMZbyhVCpVOD3++H1enuW+Xw+/TGT4nQ68dVXX+Grr74yLWNct38PHz7E3NwcXrx4YbpczF1eW1vrWSbKGbwJSHRzTDWYxeW22c21QZ+iG6RziphZnVCMOIvFIr7//nsAQCAQ6Fl/KpXSn9Pv5p/ZJ/kAwOFwQJZlyLLcUy74xz/+MXL/zNofNII7Pj7G4uKiXu/uJEkS4vE45zQT3SC29pi/4XRSX5rKL2Olqxj3l7HyHKRpmPk8ZiIiMmIwExFZDIOZiMhiGMxERBbDYCYishgGMxGRxTCYiYgshsFMRGQxDGYiIouZyF+Xs9lsk2h2Yu3S7cbzhm6aiQQzP5JNVjHuj2QTTQNLGUREFsNgJiKyGAYzEZHFMJiJiCyGwUxEZDEMZiIii2Ewj4GiKNf6eiwiok78aqlr0jQN29vbWFlZGesXzNJ48Kul6CZiMNOtxmCmm2gmpYxUKqV/8/Tm5iY0TRtr+6qqIhwOQ1EUw+81TcPm5iZsNtvAZcN+O3Y2m730ceIx3esD3pRAwuEwVFUdw1bTVU36fCQa1dSDOZVK4fz8HK1WC+12G/Pz83j69OlU1t1oNHB2dob79+8jnU6bvgAzmQza7bbhJ5FI4NGjR3qAihBPp9NoNpv6446OjhCNRk1rzf3WR7M1y/ORqJ+pBrOqqvj666+xvb0NSZIAAGtra/j666+nMmqsVCpYXFzE48ePUS6X0Wg0hnpeOBwGAFSrVQDA8+fPAQC///3v4XA49Me53W4cHR1hd3fXMEK+f/8+yuWy/jyyhlmfj0T9TDWYHQ4HPvvsM7jdbsPvv/vuOzSbzYmuW1VVpNNprKyswOv1Ym5uDpVK5crtxONx/cXcye12IxKJoFAo6L9bXFzE7u4udnd3TUsiNBuzPB+JBpnpdDlN07C3t4dAINDz4hi3arWKi4sL+Hw+OBwOxONxFIvFocoLBwcHAACPx6OXLpxOZ9/HB4NBKIpiGHUFAgFEIhHs7e2xpGFR0zwfiQaZWTCnUinY7XaUy2Wsra1NfH2FQgGRSER/wfl8PpTLZZyenhoet76+3nPzT1EUZLNZvWxx586dgcHcz8OHD1Gv11nSsKBpn49Eg8wsmJPJpOGGmdmshXFRVRWKoiAYDOq/W1hYgN/vN5QcAPObf7lczlBLvuqlrsPhQDKZZEnDgqZ5PhJdZuaf/DOryY5bLpdDPp9HIBDQR8F2ux2Hh4c9JYfLOJ1O2Gy2gcFcKBQgy7IhzAVZlvWSRqvVutL20ORM43wkusxUg7lWqyEUCo19tJjNZnvmn77zzjtwOp3QNA3FYhE7Ozs9I2FRd87lckOvS9Sn+01/q9VqODk5MYzOu62traFcLuN3v/vdaBtKYzWp85HouqYazAsLC1hcXDTcAFMUBScnJ9eq67lcLsP0t2q1ir///e9wOp363GWz9kU5Y9ibgMLq6ioA4P333zeMtmu1GqLRKBKJBGRZ7vt8t9uNRCKBo6OjoddJ4zep85Ho2tpjdlmTrVarvbGx0QbQBtBeWlpqV6vVa7ebyWRM29zZ2WlvbGy0W62W6fNKpVJ7aWmp/fLly/bGxkY7k8lc2pfO54p19tuWTCZjun6xH0KhULvZbA69ThrNOM/HCbxciEzxb2XQrca/lUE30cxv/hERkRGDmYjIYhjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKLYTATEVnMjybRqM1mm0SzE2uXbjeeN3TTTCSY+ZFssopxfySbaBpYyiAishgGMxGRxTCYiYgshsFMRGQxDGYiIothMBMRWQyDmYjIYhjMREQWw2AmIrKYmQazqqoIh8NQFGVsbWazWdhsNv0nHA5DVdW+6+58bCqVMm1TURTD42w2m95nTdOwubnZs7xfu6Ktzc1NaJo2cFvM1it+up+fSqVM+1+r1bC8vGza937rG6Zvt0kqleq7X4lmYabBfHBwgHw+P5a2RNAWi0W0Wi202220223E43G89957qNVq+mMVRYHT6UQ8HtcfJz622x3k2WwWqVQKzWZTf1y1WsXW1hay2SwkScKzZ8/0ZaVSCaFQyPD4ZDKpt1coFHD//n2Uy2Wcnp5eul3dbbXbbbRaLQDA9vb2wBBJpVKIRqM4Ojoy7Xu3Uft2G6RSKZyfn+vnzPz8PJ4+fTrrbtFbbmbBrCgKSqUSlpaWxtLewcEBXC4X9vb2IEmS/vtYLIZIJIK9vT1omgZVVZFKpVAqlRCLxQxtJJNJyLKMjz76CJqmQdM0FItFxONxOBwO/XFutxuJRALFYnGk0ZWqqlAUBY8fP4bf70ehULjStkqShO3tbZydnaHRaJg+RlEUnJyc4OjoCG6329D3/f197O7uGt6sxtW3m0RVVXz99dfY3t7Wz5m1tTV8/fXXpldZRNMyk2Cu1WrY2dnBkydPMDc3d+32RKjE43FDKAvJZBLPnj2DJEnI5XJwuVzwer2mba2trfUE3uvXr3seF4vF9DaHlcvlAABerxcrKytQFOXKAdBsNvHtt9/2XV4oFBCJRAyhLMiyjJcvXxqWjbNvN4XD4cBnn33Ws4++++47NJvNGfWKaAbBrGka9vb28ODBA3g8nrG0KS71nU7npY99/fo15ufn+wbqwsICFhcXUalUIEkS4vE4njx5ApvNhuXlZcMocxRi9C3LMhwOB8LhMACgWq1eqa10Ot03eDVNw/n5Oe7duzf1vt1k4twMBAKm+5VoWqYezM+fPwcArK6ujrXdO3fuDBXMAIYOLODN6LLVamFjYwOvXr2Cx+MZeFOxn0ajgbOzM6ytrQF4M1qTZRnpdHpgOSSfz8PpdBpu3tntdszPzxtq12ZcLtdE+3abpFIp2O12lMtlfT8QzcpUg7lWq+HTTz811PTGZZTLT7PSxCBmN/jy+bxeix5GpVLB4uIiFhYW9N8Fg0GUy+W+dWLAePNPvEFsbGzg8ePHl66zXq9PtG+3STKZRLvdxtHREaLR6FhnChGNaqrBXKlU8OLFC33U6XQ6kc/nEQgE+k5VG4YYUfYL5lqthg8++ACqquLevXs4Pz/vG6hi9Ojz+fquT5ZllEqloYNLVVWk02kcHh7CbrfrI99AIIBXr16hUqkMtZ2SJOHjjz9GvV4fOCNDkiTMz8/3fQMSU/xEHXkcfbst3G43IpHIW3Hzk6xrqsEci8UM076azSZCoRBKpdKll+WDOBwOxOPxvpfex8fH+OlPfwq73Y5wOIx6vd53Otjx8bE+elQUpW9d2el04u7du0P1r1qt4uLiAtVq1bD97XYbOzs7SKfTQ5dFHA4HkskkDg8P9bKQmbW1NZRKJdO+n56eolwuw+l0jrVvN02tVkMoFLryfQOiSbk1n/wTgds9ksxmszg5OdHLJyLYAoFAz1zeVCoFRVHw8ccfQ5IkeL1e+P1+PHr0qCecjo+Ph75JNGiGRDAYRD6fH+lGmyzLl4am2+1GIBBANBo1BE+tVsPW1hYSiQTcbvfY+3aTiBu9Yiol8MM0Q9aZaZZuTTA7HA7kcjnMz88bLsnT6TT+9Kc/GYJH3NArFouGm2rAm2ljYs6yqC3H4/GeG3D37t0bapRfq9VwcnKCYDBoutzr9WJjY2PkS+e1tTVcXFwMrHMnk0ns7+/rpSObzQaPx4P9/X3EYrGJ9e2mkCQJe3t7AKCfM1tbWz1zv4mmzdYe8zecTupLU/llrHQV4/4yVp6DNA23ZsRMRHRbMJiJiCyGwUxEZDEMZiIii2EwExFZDIOZiMhiGMxERBbDYCYishgGMxGRxfxoEo2KjzfflHbpduN5QzfN2IOZH1klIroeljKIiCyGwUxEZDEMZiIii2EwExFZDIOZiMhiGMxERBbDYCYishgGMxGRxTCYiYgshsFMRGQxDGYiIothMBMRWQyDmYjIYhjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKLYTATEVkMg5mIyGImGsy1Wg3Ly8uw2Wz6TyqVmuQqL6VpGjY3Nw196vwJh8NQVXUqfclms/o+UVUVH3zwAWq12lTWbUWqquKbb765djvivDM7lqqqIhwOQ1GUa69nEmq1GkKh0EzPg2+++WYsrwFxfk/qtaVpGl6+fDm2/vXLqVkck4kFcyqVQjQaxdHREdrtNtrtNlqtFs7Pz6cafv1kMhm9X50/uVwODodj4utXVRV/+MMfUK1Wce/ePTidTrz77rtwu90TX7cVqaqKWCyG//7v/752W5VKBXfv3sXFxQVyudwYejc9brcb+Xx+ZueBoij41a9+da02xJtfsVhEq9XSX1vxeBzvvffeWAJO0zRsb2/j3//936/VzsbGhqGP7XYbzWYTiqLo4TyLYzKRYFYUBScnJzg6OjJsjCRJ2Nvbg8vlunEvmHFzOBz47LPP4Ha7EYvF0G63kUwmZ92tG0/TNBSLRTx48ACRSATFYhGaps26W2+Vg4MDuFwu7O3tQZIk/fexWAyRSAR7e3uWPiYOhwPJZBKKosxsADmRYC4UCohEIqbvMJIk4dmzZ4jFYvrvUqmU4TJieXlZf1fNZrPY3NzEJ5980veSSFGUnkuRbDZ77e3ovtQRbYoRwSeffGIo1XReHpuVTDr7nUql9B+xfHNz03DCDtovncS6ustEov1+uvdb5z5LpVL48MMPDduQzWYN5Smz4/Thhx/23Z5+x0mMlvP5PAKBgN7nq5TCTk9PUS6X4fP5EAwGUS6X0Wg0Bj5nnPtBPKffcROXxZ9//rnpudN92TzqPrjsvBv0elIUBYFAAPl8Hk6nU+9Td5uDrnhFO/F43BDKQjKZxLNnz/Rl3dvXvW1mr0ExWj48PMT6+rp+no2zdFqv1/X/7z4m3ftjlOM/rLEHszgwwWBwqMdns1mcn5/rlxOtVgt+v9/wrnp4eIif/OQn+nKXy4WDgwMAb3bazs4OqtWqfimSyWSwu7t7rUsmRVGQTqfRbDbRbrdRrVbx6aefGto8ODjQSzWlUglbW1v68qdPn2J+ft5weSSeIzx58gTBYFBfXq/X8fz586H3iyBJElZWVgzv8Jcdh2w2i1QqpW9fs9lEOp02hNLu7i7i8bi+fevr69jb28OXX36JdrvdM/o5PDzEP//zP+v9FfvhsuPUbDaRzWYRCoVQKpWQTCahqioePXqE/f19/fGlUglPnjwZWB8uFArw+/1YWFiA1+uF3+9HpVLp+/hx74dhjtu3336LP/7xj/rzM5mMfp+h01X2wTDnXb/XkyzLKJVKCIVCaDabkGUZqqri/fffx8rKiqEkEYvFTMNZ7Een09l3nwuKosDj8ejb111C6PcabDQa2Nvbw8bGBjKZDJ49e4ZWq3Wl88WMqqpIp9OIx+M9ZU3xpgBAP8aJRAKPHj2CqqojvW4HmcqsDLN3cfEuF4vFDO+gImQ6hUIhhMNhw/Lz83NommZa//H5fLh79+7APq2vr5sW/cULsvMdEzCvMyUSCf3fsiwjEong+PgYwJuRQWdpwuFwQJZlQ5sbGxvwer2G5a9fvwaAofZLJ+sW1K0AACAASURBVJ/Ph4uLC1SrVQDQ/+vxeHoeKy73k8mkfuKJy7d0Oq2/4Dr75/F4EAqFDCOhe/fuGdoNhUJ4+PCh3t/t7W2USiXUarWRj5PD4UAulzPsM9GHfrpHa2KfdW7TpPfDsMet8/k+n88QotfZB8Ocd4NeT92q1SpcLhdWV1f1362urg4sR965c2eoYC4UCtjZ2dH7111CGOY12Lmdo+4r4M2blN1uN2SA0+nU33y6NRoNnJ2dYXt7Wz9+sVhMvzc16uu2n6kEsyhfdI6UunVeTq6vrxuWuVwu2O32gesQ5QWbzQaPx4Nvv/124OP73fwTB0OcuE6ns29pxOVyGf597969nhO881LsyZMnhsfPz8+bXu51GrRfOi0sLMDv96NQKAB4c9LLsmx6I7PVaqFeryMQCBhOyEAgMHL/OnUfJ7HvOgNn1OPU+abudDqRz+f7Ptbszaj7DavTpPYDMPi43b17d6jgEkbZB8Kg826Y15NQr9d7wstut+Pw8LDvc7777rueNxmzbTo/P+95c/d4PHjnnXfQbDaHeg2atTvKvuq8+ddsNhEKhbCzs2MaysCbKwLR9iDDvm77GXswi3doERCXESfQ1taWfplrFtz9iLqSeJcTlzyXjZgvI96BRX/ECHvY2rWoM3Veiu3s7Ay9/lH3iyRJiMfjUBQF33zzzcAyRrPZxMXFBUql0tRmpYx6nESA2+12/dJcvHDMaJqGdDqt10fFi8Lj8eDVq1em5+Mk9sN1z+dOo+4D4PrnXbfXr1+bzlzoHMR0Mnsz7lSr1fDBBx/gu+++M13ebDb1ZaO8Bq+yr7o5HA785je/wcnJyZVr0+M6/hMZMQeDQZycnFxa4xWXkplMBi9fvtQvUcTl/DAqlQr8fj9arZZ+ojSbzUtHYqMQsyYymQyKxSK+//57AL3ljtevX2N+fh6tVguKoqBUKukvcDFCGMZV94sYbfz5z3/W/23G6XRibm6up//XVa/X9doyYKw3jnqcxAi32Wzql+YiSM00Gg2Uy2XTkM1kMqbn47j3wzjO506j7gNRyrnqeWfm3r17Pcd1EIfDgXg8jnQ6bVoaOT4+xk9/+lPcuXMH8/PzPfum34i0+zXY3fao+6oft9uNRCLRtzbtdDpNy07AeI//RIJZlmUkEgl4PB7TmQrr6+uGGltnx7PZbM+l12U6T5xarYatra1rb0M2mzXcfRY7fWVlBT/+8Y8BwHCDUUwRXFtbM/RLePr06cDLPzOj7heHw4F3330XGxsbfcsY4nHxeLznBmkqleqZSTGKfD6v32TSNA17e3sIBAL6CTroONntdrhcLsM+u7i40F8A4kbYq1evTNctgl/Ugjv5fD79MZ0mtR+uez53GmUfCNc577qDR5QTOm8eiquffjfVwuEw6vU6tre3e8p6Jycnen02GAwaAlBVVaRSKf3cHfQaNAv2q+wrM6urq9jY2DB9c1lYWMDi4qJ+L0nsj1AopH84ahzHf2I15lgshmq1iq2tLUNtSlxmyLIMSZLw8ccfG+oxxWIRL168GGqak1iPLMv6JVQ0GsX+/j7m5uYG3o3vd/NPTG3pblf0vfPy7eHDh4hGo/qli5i3LS6Jdnd39XaBN3XtYeZGXme/iPLFZbNiYrGY/uYp1nF+ft4z93QUGxsb+N///V/D/hKjl8uOk7hJIqY/eb1eQ/+cTid+/etfY2Njo6csIe6ir6ysmPbd7Xbrc5rF1c4k9sM4zudOnQOcy/YBgGufd8APwePxeJDNZvWA7NwmMZOi+6ZiZz9yuRzm5+cNtel0Oo0//elPhhvmnRnhdDohy3Lfc6b7NSiCPRwOw+PxjLSvBhFlwcPDQ31WUeeyvb09nJ+f69sVjUbx29/+FktLS2M7/rZ2u90eqdekz7tNJpN9T85ZEdONxItqWrLZLIrF4rWCnYje4B8xumUKhYLp/EsiujkYzLeEqPudn58b5pwS0c3DUgYRkcVwxExEZDEMZiIii2EwExFZDIOZiMhiGMxERBbDYCYishgGMxGRxTCYiYgshsFMRGQxDGYiIothMBMRWQyDmYjIYhjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKLYTATEVkMg5mIyGIYzEREFvOjcTdos9nG3SSRZfBL5Wkaxh7MwGROXpvNxhcFjWyc5w0HHTQtLGUQEVkMg5mIyGIYzEREFsNgJiKyGAYzEZHFMJiJiCyGwTwFmqZhc3MTNpsNiqJAURRsbm5C07RZd42ILIjBPAWnp6cAgGaziXQ6jUAggHg8DkmSZtwzIrIiW3vMn9qY1AdB+AETuopxf8CE5yBNw0xHzNlsFqlU6trtdJYKzH7C4TBUVTWst3P58vIyarWavlxRlL5tdfe3u0xhtqx7/UIqlTLd/lQqBZvNhmw2e91dQwOMcpyJpmlmwZzNZrG+vj7WNjOZDNrtds9PLpeDw+EA8Cb0isUiWq2Wvnx/fx8ej8cQrKFQCM1m09BOs9mEoiiGwGw0Gjg7O8P9+/eRTqdN68b5fB65XG6obVBVFYqiIBqNIp1OmwY6jYcsyz3nSqlUwtLSEtbW1mbdPXqLTT2YxShyd3cX9+/fn+q6Reh113dlWcbOzg4KhcLA5zscDsTjcRSLRT2AK5UKFhcX8fjxY5TLZTQajZ7nRaNR7O7uGkbl/VSrVQDAL3/5S1xcXOj/pslTVRWpVAqJRAJut3vW3aG32NSDWdwI+/LLLxEIBKa9egBAvV7v+V0ymUQymRypHVVVkU6nsbKyAq/Xi7m5OVQqlZ7H/fznP0ckEsHe3t7AmRiapiGdTkOWZXi9Xvj9/kvfLGh8Dg4O4HK5sLq6Ouuu0Ftu6sEsyzKePXs2kxkJYsS7vr5uWnu+TK1Ww+7uLlZWViBJEqrVKi4uLuDz+UxH050ePnyIer2O58+f922/0WigXC4jGAxCkiTE43EoisJyxhTUajWcnJxwtgxZwq2aLicCt/unsyYci8XQbDYRCoWQz+fhdDphs9l65hV3LhM/Ho8HiUQCsVgMAFAoFBCJRPTLXp/Ph3K5rF8VdHI4HEgmkwNLGpVKBX6/H16vFwDg8XgAYOj6NF1d974nmqVbFcz9bv6JIBUcDgdyuZy+PJPJ4PDwEE+fPtUfY3bzr7MtUa8OBoP6cxYWFgaWH2RZ7lvS0DQNxWJRH42Lfsqy3HcUTuNhtu+JZmkifyj/phFhO8osiFwuh3w+j3w+37MsFApBVVXY7faeZQ8fPkQsFuspaZyenuLw8BCHh4c9s1WWlpbQaDR4Q2pCxMya7e3tWXeFCMAtGzFfJpvN9q0ru1yuodsRI6ydnZ2eEbWoO/crP4ha9O7uLkqlkv77QqGAjY0NwzQ+MUVvbm4Ox8fHo28wDaXZbMJms8HpdM66K0QA3rJgDofDAICPPvrIUBoQsyHi8bg+33kQMcIym+sqyhmDyg+rq6vw+/148eIFgP7T+IAfyhm8CTg59XodLpfL9AqHaBZuVTD3u/knPtknasvz8/Ow2+36crvdjng83lOL7uf4+BiLi4tYWFjoWSZmU5TLZfz1r381fb4kSdje3sbS0hKAH27uiZt93dbW1jineYJev36N+fl51pfJMvi3MuhW49/KoJvoVo2YiYhuAwYzEZHFMJiJiCyGwUxEZDEMZiIii2EwExFZDIOZiMhiGMxERBbDYCYispiJ/HU5m802iWYn1i7dbjxv6KaZSDDzI9lkFeP+SDbRNLCUQURkMQxmIiKLYTATEVkMg5mIyGIYzEREFsNgJiKyGAYzEZHFMJiJiCyGwUxEZDFTD2ZVVREOh/VvqA6Hw1BVdWztZ7NZwzdk92u/ux82mw2pVMq0TUVRer55W1EUAICmadjc3DT9dm6zdkVbm5ub0DRt4LaYrVf8dD8/lUqZ9r9Wq2F5edm07/3WN0zfbiNxTvTbP0TTMtVgVlUVsVgM8Xgc7XYb7XYb8XgcsVjs2uEsXlTFYhGtVsvQ/nvvvYdaraY/VlEUOJ1OQz/Ex3a7gzybzSKVSqHZbOqPq1ar2NraQjabhSRJePbsmb6sVCohFAoZHp9MJvX2CoUC7t+/j3K5jNPT00u3q7utdruNVqsFANje3h4YoKlUCtFoFEdHR6Z97zZq326bg4MD5PP5WXeDaLrBXK1WAbwJP0H8v1h2VQcHB3C5XNjb24MkSfrvY7EYIpEI9vb2oGkaVFVFKpVCqVRCLBYztJFMJiHLMj766CNomgZN01AsFhGPx+FwOPTHud1uJBIJFIvFkUaWqqpCURQ8fvwYfr8fhULhStsqSRK2t7dxdnaGRqNh+hhFUXBycoKjoyO43W5D3/f397G7u2t4sxpX324qRVFQKpWwtLQ0664QTTeYZVlGLpczhNw4iFCJx+OGUBaSySSePXsGSZKQy+Xgcrng9XpN21pbW+sJvNevX/c8LhaL6W0OK5fLAQC8Xi9WVlagKMqVrxSazSa+/fbbvssLhQIikYghlAVZlvHy5UvDsnH27aap1WrY2dnBkydPMDc3N+vuEM3+5l+1WsXFxQWcTueV2xCX+sO08fr1a8zPz/cN1IWFBSwuLqJSqUCSJMTjcTx58gQ2mw3Ly8uGUeYoxOhblmU4HI5rXSlomoZ0Ot03eDVNw/n5Oe7duzf1vt00mqZhb28PDx48gMfjmXV3iADMOJhrtRq2traQSCRMA2YUd+7cGTrchw0s4M3ostVqYWNjA69evYLH47nSTctGo4GzszOsra0BABwOB2RZRjqdHlgOyefzcDqdhpt3drsd8/Pzhtq1GZfLNdG+3QbPnz8HAKyurs64J0Q/mFkw12o1RKNRRCKRnlrvVXz33XdoNptDPdasNDGI2Q2+fD6v16KHUalUsLi4iIWFBf13wWAQ5XK5b50YMN78E28QGxsbePz48aXrrNfrE+3bTVer1fDpp59ie3t7pJIU0aTNJJg7Q/myUd8wxIiyXzDXajV88MEHUFUV9+7dw/n5ed9AFaNHn8/Xd32yLKNUKg0dXKqqIp1O4/DwEHa7XR/5BgIBvHr1CpVKZajtlCQJH3/8Mer1+sAZGZIkYX5+vu8bkJjiJ+rI4+jbTVSpVPDixQv9KsjpdCKfzyMQCPSdOkk0DVMPZhHKiURiLKEMvLn0jsfjfS+9j4+P8dOf/hR2ux3hcBj1er3vdLDj42N99KgoSt+6stPpxN27d4fqn6ijV6tVw7S3druNnZ0dpNPpocsiDocDyWQSh4eH+mW4mbW1NZRKJdO+n56eolwuw+l0jrVvN00sFjNsb7PZRCgUQqlUGtu5SXQVU5/H/OjRIyQSibGULzqJwO0eSWazWZycnOiXqyLYAoFAz1zeVCoFRVHw8ccfQ5IkeL1e+P1+PHr0qCecjo+PEQgEhqqND5ohEQwGkc/nR7rRJsvypaHpdrsRCAQQjUYN4dxd1x9334jo+qYazLlcDvl8Huvr6z2fZDP7wMMoHA4Hcrkc5ufnDZfk6XQaf/rTnwzBI27oFYtFQx9EH8V0PlFbjsfjPTfg7t27N9Soqlar4eTkBMFg0HS51+vFxsbGyPOG19bWcHFxMbDOnUwmsb+/r1+q22w2eDwe7O/vIxaLTaxvRHQ9tvaYv+F0Ul+ayi9jpasY95ex8hykaZj5PGYiIjJiMBMRWQyDmYjIYhjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKL+dEkGhUfb74p7dLtxvOGbpqJBDM/kk1WMe6PZBNNA0sZREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKLYTCPgaIoY/l6LCIigF8tdW2apmF7exsrKytj/4JZuj5+tRTdRAxmutUYzHQTzaSUkUql9G9t3tzc7Pstz1elqirC4TAURTH8XtM0bG5uwmazDVzW/bO8vIxardaznmw2e+njxGO61we8KYGEw2GoqjqGraarmvT5SDSqqQdzKpXC+fk5Wq0W2u025ufn8fTp06msu9Fo4OzsDPfv30c6nTZ9AWYyGbTbbcNPIpHAo0eP9AAVIZ5Op9FsNvXHHR0dIRqNmtaa+62PZmuW5yNRP1MNZlVV8fXXX2N7exuSJAEA1tbW8PXXX09l1FipVLC4uIjHjx+jXC6j0WgM9bxwOAwAqFarAIDnz58DAH7/+9/D4XDoj3O73Tg6OsLu7q5hhHz//n2Uy2X9eWQNsz4fifqZajA7HA589tlncLvdht9/9913aDabE123qqpIp9NYWVmB1+vF3NwcKpXKlduJx+P6i7mT2+1GJBJBoVDQf7e4uIjd3V3s7u6alkRoNmZ5PhINMtPpcpqmYW9vD4FAoOfFMW7VahUXFxfw+XxwOByIx+MoFotDlRcODg4AAB6PRy9dOJ3Ovo8PBoNQFMUw6goEAohEItjb22NJw6KmeT4SDTKzYE6lUrDb7SiXy1hbW5v4+gqFAiKRiP6C8/l8KJfLOD09NTxufX295+afoijIZrN62eLOnTsDg7mfhw8fol6vs6RhQdM+H4kGmVkwJ5NJww0zs1kL46KqKhRFQTAY1H+3sLAAv99vKDkA5jf/crmcoZZ81Utdh8OBZDLJkoYFTfN8JLrMzD/5Z1aTHbdcLod8Po9AIKCPgu12Ow4PD3tKDpdxOp2w2WwDg7lQKECWZUOYC7Is6yWNVqt1pe2hyZnG+Uh0makGc61WQygUGvtoMZvN9sw/feedd+B0OqFpGorFInZ2dnpGwqLunMvlhl6XqE/3m/5Wq9VwcnJiGJ13W1tbQ7lcxu9+97vRNpTGalLnI9F1TTWYFxYWsLi4aLgBpigKTk5OrlXXc7lchulv1WoVf//73+F0OvW5y2bti3LGsDcBhdXVVQDA+++/bxht12o1RKNRJBIJyLLc9/lutxuJRAJHR0dDr5PGb1LnI9G1tcfssiZbrVZ7Y2OjDaANoL20tNSuVqvXbjeTyZi2ubOz097Y2Gi3Wi3T55VKpfbS0lL75cuX7Y2NjXYmk7m0L53PFevsty2ZTMZ0/WI/hEKhdrPZHHqdNJpxno8TeLkQmeLfyqBbjX8rg26imd/8IyIiIwYzEZHFMJiJiCyGwUxEZDEMZiIii2EwExFZDIOZiMhiGMxERBbDYCYispgfTaJRm802iWYn1i7dbjxv6KaZSDDzI9lkFeP+SDbRNLCUQURkMQxmIiKLYTATEVkMg5mIyGIYzEREFsNgJiKyGAYzEZHFMJiJiCyGwUxEZDEzDWZVVREOh6EoytjarNVqWF5eRjgchqqqI61P0zRsbm7CZrOZ/og2RTvZbLZvP7LZLJaXl1Gr1Ubu3+bmJjRNM+2bWKeiKKZtdG7DOPfrbSX2efcxJpqlmQbzwcEB8vn8WNusVCq4e/cuLi4ukMvlrtRGJpNBu93u+cnlcnA4HPrjvvjiC9Pwq9Vq+OKLL3D37t0r9e/w8BCnp6dX6nuj0cDZ2Rnu37+PdDrdE/D0A1VVEYvFEI/H9WMcj8cRi8UYzjRTMwtmRVFQKpWwtLQ0tjY1TUOxWMSDBw8QiURQLBYnGkzBYBB/+ctfen5fqVQQDAav3L9oNIpUKnWlcKhUKlhcXMTjx49RLpfRaDRGbuNtUa1WAQDhcFj/nfh/sYxoFmYSzLVaDTs7O3jy5Anm5ubG1u7p6SnK5TJ8Ph+CweDEg2lxcRF/+9vfDOUKVVVRLBbxs5/97Mr9+8UvfgGXy4WDg4OR+qOqKtLpNFZWVuD1ejE3N4dKpTL6hr0lZFnuuQoisoKpB7Omadjb28ODBw/g8XjG2nahUIDf78fCwgK8Xi/8fv9Eg8lut2Npacmwjmq1ivn5eTidziv3z263Y3t7GycnJyPViavVKi4uLuDz+eBwOBCPxyd+1XDbiH1odvyIpmXqwfz8+XMAwOrq6ljbVVUViqIgHo9DkiRIkoSVlRWk0+mRSwLr6+umN//Mbvb5fD68evVKD79CoWBaxhi1f263G4lEYqSSRqFQQCQSgdvt1vtWLpevXK9+29RqNWxtbSGRSOj7kGgWphrMtVoNn376Kba3tyFJ0ljbFjXBzlG4z+fDxcXFyPXCfjf/YrFYz2MXFhYAvLnppqoqzs/PTa8ErtK/1dXVoUsaIvg73xQWFhbg9/tRKBQuff7brlarIRqNIhKJmB5nommayB/K76dSqeDFixc9wZXP57Gzs4NkMnmldjVNQzqdRj6f71tCkGX5Sm1fRpIkvZzhcrkwPz8Ph8OBZrN57f5JkoTt7W1Eo1H4/f6B/cjlcsjn86azXEKhEFRVZS21j85Qvuo5SDROUx0xx2Ixwwi02WwiFAqhVCpd6wXRaDRQLpdRKpV6RrmZTAYnJyc984nHSZQzPv/8c9MyxnX653a7EYlEkEgkcHZ2ZvoYMdtjZ2enp31RM73q1MHbToRyIpFgKJNl3IpP/lUqFfj9fni93p5lPp9Pf8ykOJ1OfPXVV/jqq69MyxjX7d/Dhw8xNzeHFy9emC4Xc5fX1tZ6lolyBm8C9lJVFY8ePUIikWD5gizlxgdz5xQxs7q1GHEWi0V8//33AIBAINBzYy+VSunP6Xfzz+yTfADgcDggyzJkWe4pF/zjH/8YuX9m7Q8azR0fH2NxcVGvd3eSJAnxeJxzmk2I8o/Z8R70qU6iSbO1x/wNp5P60lR+GStdxbi/jJXnIE3DjR8xExHdNgxmIiKLYTATEVkMg5mIyGIYzEREFsNgJiKyGAYzEZHFMJiJiCxmIn/EyGazTaLZibVLtxvPG7ppxh7M/GQUEdH1sJRBRGQxDGYiIothMBMRWQyDmYjIYhjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKLYTATEVkMg5mIyGIYzEREFsNgJiKyGAYzEZHFMJiJiCyGwUxEZDEMZiIii2EwExFZDIOZiMhiGMxERBbDYCYispiJBnOtVsPy8jJsNpv+k0qlJrnKS2mahs3NTUOfOn/C4TBUVZ1KX7LZrL5PVFXFBx98gFqtNpV1XyaVSo39WGWzWWxubkLTtGu1I84rs2NVq9UQCoUssx+7Wb1/ZA0TC+ZUKoVoNIqjoyO022202220Wi2cn59PNfz6yWQyer86f3K5HBwOx8TXr6oq/vCHP6BareLevXtwOp1499134Xa7J77uYSSTSSSTyVl3w1SlUsHdu3dxcXGBXC436+6MxO12I5/PW+Y4kzVNJJgVRcHJyQmOjo4MJ6AkSdjb24PL5bpxL6hxczgc+Oyzz+B2uxGLxdButy0bhFaiaRqKxSIePHiASCSCYrF47RE4kdVMJJgLhQIikYjpqECSJDx79gyxWEz/XSqVMpQTlpeX9Us9cfn7ySef9C03KIrSU5LIZrPX3g5RauhuU1VVhMNhfPLJJ4ZSjaIo+nPNSiad/Ralgs5t777MH7RfOol1dZceBpUjUqkUPvzwQ0MfOx/b/dzuslT3sg8++AB7e3uG7ejcf+FwGP/1X/9l2u9Rykinp6col8vw+XwIBoMol8toNBoDn9O5H7v3odl+yGazhu3tfM5lx/Wy87W7lGHFch/N3tiDWVVVKIqCYDA41OOz2SzOz8/RarX0coff78fe3p4eUoeHh/jJT36iL3e5XDg4OADw5sTe2dlBtVrVyxGZTAa7u7vXquMpioJ0Oo1ms4l2u41qtYpPP/3U0ObBwYFeqimVStja2tKXP336FPPz83qfms2m/hzhyZMnCAaD+vJ6vY7nz58PvV8ESZKwsrICRVH0ABjmOOzu7mJlZUVfv6Iopm9oiqIYylKiJNUZIP/xH/+B//u//0O73cazZ89wenqK3d1d/bgkk0n8y7/8i/54VVXx/vvv6+tvt9uIx+OIxWIDw7lQKMDv92NhYQFerxd+vx+VSsX0sSJEAejr2N/fRzQaNRzH3d1dxONx/Tiur69jb28PX375JdrtNiKRiL7fhzmug87XTqqq4tGjR9jf39fbK5VKePLkieFNnt4+U5mVYTbKEKOqWCyGZ8+eQZIkAD+ETKdQKIRwOGxYfn5+Dk3TTGt2Pp8Pd+/eHdin9fV105t/Ipjq9brh8WbrSSQS+r9lWUYkEsHx8TGA3hqtw+GALMuGNjc2NuD1eg3LX79+DQBD7ZdOPp8PFxcXqFarAKD/1+Px9H3OxsYGVldX9fUnk0mk0+meYCwUCoZtlSQJ29vbKJVKhoATbwKapiGdTvfsn52dHf2x1WoVLpdLXz8ArK6uDixziTebeDwOSZL0fWLWZwBoNBr4n//5Hzx8+FD/XfdxEvtBHAePx4NQKKSvAwDu3bunP3aY4zrofO3kcDiQy+UMzxfrp7fbVIJZlC86R7TdOssR6+vrhmUulwt2u33gOkR5wWazwePx4Ntvvx34+H43/0SJRbywnE5n39KIy+Uy/PvevXs9L8DOy/knT54YHj8/P6+/+PsZtF86LSwswO/3o1AoAHgTprIsD7yR2b1+p9NpGAUCb0L2/Py8542sex/fvXsXTqcTANBqtVCv1033j1Cv13F4eAi73a63abfbcXh42Le/Zm823W9InZrNJv7t3/5NP4bXOQ7dBh3XYc7XTp0DF6fTiXw+P1Jf6PYZezCLEYQIiMuIE3xra0u/7DUL7n5Ejc7pdOqXo9Vq9dIR82XEaEb0RwTTsLVrUdfsLId0jhgvM+p+kSQJ8XgciqLgm2++GamcNIgIWbM3spcvX155dsHr16+xsbGhl2rM3hw7iVF4Pp83BK3H48GrV69Mz7d6vY5QKKTv/86fq95ove5x7SQGE3a7XS+PNJtNjphpMiPmYDCIk5OTS2u84g57JpMxvMjF5fwwKpUK/H4/Wq2W/oJuNpuXjphHIWZNZDIZFItFfP/99wB6yx2vX7/G/Pw8Wq0WFEVBqVTSp9+JkecwrrpfPB4P3nnnHfz5z3/W/z1I9+i+2WzqozbBbrfD5XKNdEzEc8z2j3Dv3j3U63W0ZNUmpgAAFkxJREFUWq2h2mw0GiiXyyiVSj0hm8lkTM83l8uFi4sLwxXAdXz33XfXOq7dxCi/2WzqbxTNZhMXFxdj6S/dXBMJZlmWkUgk4PF4TGcqrK+vG2p4nS/YbDbbc2l4mc4XeK1Ww9bW1rW3IZvNGu6mi7BcWVnBj3/8YwAw3GAUUwTX1tYM/RKePn068DLdzKj7xeFw4N1338XGxsalZQzgzU0qcbNRVVWkUinE43HD88RIvPuGVPf+6SSe071/OvsvSkWdN8XE1Y/ZjS/xBixqwZ18Pp/+mE7i5mDnDVMxSr3OrJ3rHtdOnW8c4mbgq1evrtwe3Q4TqzHHYjFUq1VsbW0Zaojikk2WZUiShI8//thQRy0Wi3jx4sVQ06DEemRZ1i9vo9Eo9vf3MTc31/duPdD/5p+YGtXdruh752X2w4cPEY1G9ZKDmLftcDjwm9/8Bru7u3q7wJu6dufMiX6us19E+WKYMkYikUCxWNRHyWJWRDdZllEqlRAIBPT+pNNpZLPZvuEvyzL29/fh8Xj0KWD/+q//qi93OBzIZrOGbfR4PNjf3++5maaqKtLpNFZWVkxrwW63W5/TLK5mgB/mzQPQa9mDtvMyd+7cudZx7dY5gBF9+/Wvf42NjY2hS4F0O9na7XZ71p24aVRVRSwWQzKZ7AmRWVMUBalUamBoAtCnuvFDLUTWwz9idMsUCoWecgQR3SwM5ltC1GfPz88Nc4OJ6OZhKYOIyGI4YiYishgGMxGRxTCYiYgshsFMRGQxDGYiIothMBMRWQyDmYjIYhjMREQWw2AmIrIYBjMRkcUwmImILIbBTERkMQxmIiKLYTATEVkMg5mIyGIYzEREFsNgJiKyGAYzEZHFMJiJiCyGwUxEZDEMZiIii/nRuBu02WzjbpLIMvil8jQNYw9mYDInr81m44uCRjbO84aDDpoWljKIiCyGwUxEZDEMZiIii2EwExFZDIOZiMhiGMxERBbDYJ4CTdOwubkJm80GRVGgKAo2Nzehadqsu0ZEFsRgnoLT01MAQLPZRDqdRiAQQDwehyRJM+4ZEVmRrT3mT21M6oMg/IAJXcW4P2DCc5CmYaYj5mw2i1Qqde12OksFZj/hcBiqqhrW27l8eXkZtVpNX64oSt+2uvvbXaYwW9a9fiGVSplufyqVgs1mQzabve6uoQFGOc5E0zSzYM5ms1hfXx9rm5lMBu12u+cnl8vB4XAAeBN6xWIRrVZLX76/vw+Px2MI1lAohGazaWin2WxCURRDYDYaDZydneH+/ftIp9OmdeN8Po9cLjfUNqiqCkVREI1GkU6nTQOdxkOW5Z5zpVQqYWlpCWtra7PuHr3Fph7MYhS5u7uL+/fvT3XdIvS667uyLGNnZweFQmHg8x0OB+LxOIrFoh7AlUoFi4uLePz4McrlMhqNRs/zotEodnd3DaPyfqrVKgDgl7/8JS4uLvR/0+SpqopUKoVEIgG32z3r7tBbbOrBLG6EffnllwgEAtNePQCgXq/3/C6ZTCKZTI7UjqqqSKfTWFlZgdfrxdzcHCqVSs/jfv7znyMSiWBvb2/gTAxN05BOpyHLMrxeL/x+/6VvFjQ+BwcHcLlcWF1dnXVX6C039WCWZRnPnj2byYwEMeJdX183rT1fplarYXd3FysrK5AkCdVqFRcXF/D5fKaj6U4PHz5EvV7H8+fP+7bfaDRQLpcRDAYhSRLi8TgURWE5YwpqtRpOTk44W4Ys4VZNlxOB2/3TWROOxWJoNpsIhULI5/NwOp2w2Ww984o7l4kfj8eDRCKBWCwGACgUCohEIvplr8/nQ7lc1q8KOjkcDiSTyYEljUqlAr/fD6/XCwDweDwAMHR9mq6ue98TzdKtCuZ+N/9EkAoOhwO5XE5fnslkcHh4iKdPn+qPMbv519mWqFcHg0H9OQsLCwPLD7Is9y1paJqGYrGoj8ZFP2VZ7jsKp/Ew2/dEszSRP5R/04iwHWUWRC6XQz6fRz6f71kWCoWgqirsdnvPsocPHyIWi/WUNE5PT3F4eIjDw8Oe2SpLS0toNBq8ITUhYmbN9vb2rLtCBOCWjZgvk81m+9aVXS7X0O2IEdbOzk7PiFrUnfuVH0Qtend3F6VSSf99oVDAxsaGYRqfmKI3NzeH4+Pj0TeYhtJsNmGz2eB0OmfdFSIAb1kwh8NhAMBHH31kKA2I2RDxeFyf7zyIGGGZzXUV5YxB5YfV1VX4/X68ePECQP9pfMAP5QzeBJycer0Ol8tleoVDNAu3Kpj73fwTn+wTteX5+XnY7XZ9ud1uRzwe76lF93N8fIzFxUUsLCz0LBOzKcrlMv7617+aPl+SJGxvb2NpaQnADzf3xM2+bmtra5zTPEGvX7/G/Pw868tkGfxbGXSr8W9l0E10q0bMRES3AYOZiMhiGMxERBbDYCYishgGMxGRxTCYiYgshsFMRGQxDGYiIouZyB8xstlsk2h2Yu3S7cbzhm6aiQQzP/lHVjHuT/4RTQNLGUREFsNgJiKyGAYzEZHFMJiJiCyGwUxEZDEMZiIii2EwExFZDIOZiMhiGMxERBbDYCYispipB7OqqgiHw/o3VIfDYaiqOrb2s9ms4Ruy+7Xf3Q+bzYZUKmXapqIoPd+8rSgKAEDTNGxubpp+O7dZu6Ktzc1NaJo2cFvM1it+up+fSqVM+1+r1bC8vGza937rG6Zvt0nnOSO+UZ1olqYazKqqIhaLIR6Po91uo91uIx6PIxaLXTucRdAWi0W0Wi1D+++99//t3UFoIuf/BvBH+F/GS+kqbCAguhdDe8giHoQxF/+Q5NoISsm6lx4Mu9BFiKfiHpSeUsipYXPopSolAVPKXnQPXnToUCTs7mGZuWyCEJoWZ9tenN7md1hGYhwTNaNO0ucDgUXHd75mxyev33l1/r/vxSZJErxeb18d5vcpXA7ycrmMQqGATqfT205RFDx9+hTlchmCIODFixe9+5rNJtbW1vq2z+VyvfHq9TpWV1chyzKOj4+vfV6XxzIMA91uFwCQyWSuDNBCoYBkMomDgwPL2i8bt7a7oFAooFgs9n7H2WwWz549s3WyQDSumQazoigAPoafyfy3ed+k9vb24Pf7sbu7C0EQerdvbm4iHo9jd3cXuq5D0zQUCgU0m01sbm72jZHL5SCKIr755hvoug5d19FoNJBKpeDxeHrbBYNBZLNZNBqNsWaWmqZBkiRsb28jEomgXq9P9FwFQUAmk8HJyQna7bblNpIkoVKp4ODgAMFgsK/277//Hjs7O31/rOyq7TZRVRWVSgW5XK73/2vX8Uh0E1P5drlhRFFEtVq1fVwzVHK5XF8omy7OWI+OjuD3+xEKhSzHSiQS+Prrr9Fut+Hz+QAA79+/H9huc3NzINivYz73UCiEP//8E8ViEZqm9YX+qDqdDv7444+h99frdcTj8b5QNomiiNevX0+tttui0+lgYWEBS0tLvds8Hs9UjlGiccz95J+iKDg/P4fX6514DPNt6ChjvH//HouLi5YBDgA+nw+BQACtVguCICCVSuH58+c37j+as29RFOHxeG40M9N1HcVicWjw6rqOs7MzPHjwYOa13Sanp6fw+/04Pj5mj5kcZa7BrKoqnj59imw2axkw47h3797I4T5qYAEfZ5fdbhfpdBpv3rzB0tLSRCct2+02Tk5OkEgkAHycmYmiiGKxeGU7pFarwev19p28c7vdWFxc7HsnYMXv90+1trtgf38fsiz3evDZbBbJZJLhTHM1t2BWVRXJZBLxeHzsloCVDx8+oNPpjLStVWviKlYn+Gq1Wq8XPYpWq4VAINBrjwBALBaDLMtD+8RA/8k/8w9EOp3G9vb2tfs8PT2dam13weXf5cbGBiKRCA4PD+dYFf3XzSWYL4bydbO+UZgzymHBrKoqvvzyS2iahgcPHuDs7GxooJqzx3A4PHR/oiii2WyOHFyapqFYLGJ/fx9ut7s3841Go3jz5g1ardZIz1MQBHz77bc4PT29ckWGIAhYXFwc+gfIXOInSZJttd0V5u+OaJ5mHsxmKGezWVtCGfj41juVSg196314eIhPPvkEbrcb6+vrOD09Hboc7PDwsDd7lCRpaM/R6/Xi/v37I9Vn9tEVRelb9mYYBvL5fO9E26jPNZfLYX9/H0dHR0O3SyQSaDablrUfHx9DlmV4vV5ba7ttwuEw/vnnn97yQ2D8/jzRNMx8HfOzZ8+QzWZtaV9cZAbu5ZlkuVxGpVJBJpOBIAi9YItGowNreQuFAiRJwrfffgtBEBAKhRCJRCzXtR4eHiIajY7UG79qhUQsFkOtVhvrRJsoiteGZjAYRDQaHeiXXu7r213bbRIMBvHZZ59hb2+vd9vR0RFkWb7yHRPR1Bk2u2rIUqlkALD8KZVKE497UT6f7xt3bW3N6HQ6A9t1u10jnU73bZvP50eue1i9zWazb5+KohjLy8tGs9m03N6sw2rfl8e6yBw3nU4b3W7XyOfzQ8e4XLtZy01quy1GOW4uHjPLy8uGoigTj0VkB5dh2Hvp6WldzZpXyaZJ2H2VbB6DNAtzX8dMRET9GMxERA7DYCYichgGMxGRwzCYiYgchsFMROQwDGYiIodhMBMROcxUvijf5XJNY9ipjUt3G48bum2mEsz85B85hd2f/COaBbYyiIgchsFMROQwDGYiIodhMBMROQyDmYjIYRjMREQOw2AmInIYBrMNJEmCy+UauIYgEdEkeGmpG9J1HZlMBisrK7ZfYJZujpeWotuIwUx3GoOZbqO5tDIKhQJcLhdcLhe2trag67qt42uahvX1dUiS1He7ruvY2tqCy+W68r7LPw8fPoSqqgP7KZfL125nbnN5f8DHFsj6+jo0TbPhWdOkpn08Eo1r5sFcKBRwdnaGbrcLwzCwuLiI7777bib7brfbODk5werqKorFouULsFQqwTCMvp9sNotnz571AtQM8WKxiE6n09vu4OAAyWTSstc8bH80X/M8HomGmWkwa5qGd+/eIZPJQBAEAEAikcC7d+9mMmtstVoIBALY3t6GLMtot9sjPW59fR0AoCgKAODo6AgA8PPPP8Pj8fS2CwaDODg4wM7OTt8MeXV1FbIs9x5HzjDv45FomJkGs8fjwU8//YRgMNh3+4cPH9DpdKa6b03TUCwWsbKyglAohIWFBbRarYnHSaVSvRfzRcFgEPF4HPV6vXdbIBDAzs4OdnZ2LFsiNB/zPB6JrjLX5XK6rmN3dxfRaHTgxWE3RVFwfn6OcDgMj8eDVCqFRqMxUnthb28PALC0tNRrXXi93qHbx2IxSJLUN+uKRqOIx+PY3d1lS8OhZnk8El1lbsFcKBTgdrshyzISicTU91ev1xGPx3svuHA4DFmWcXx83Lfdo0ePBk7+SZKEcrnca1vcu3fvymAe5smTJzg9PWVLw4FmfTwSXWVuwZzL5fpOmFmtWrCLpmmQJAmxWKx3m8/nQyQS6Ws5ANYn/6rVal8vedK3uh6PB7lcji0NB5rl8Uh0nbl/8s+qJ2u3arWKWq2GaDTamwW73W7s7+8PtByu4/V64XK5rgzmer0OURT7wtwkimKvpdHtdid6PjQ9szgeia4z02BWVRVra2u2zxbL5fLA+tNPP/0UXq8Xuq6j0Wggn88PzITNvnO1Wh15X2Z/etjyN1VVUalU+mbnlyUSCciyjB9++GG8J0q2mtbxSHRTMw1mn8+HQCDQdwJMkiRUKpUb9fX8fn/f8jdFUfDXX3/B6/X21i5bjW+2M0Y9CWja2NgAAHzxxRd9s21VVZFMJpHNZiGK4tDHB4NBZLNZHBwcjLxPst+0jkeiGzNsdt2Q3W7XSKfTBgADgLG8vGwoinLjcUulkuWY+XzeSKfTRrfbtXxcs9k0lpeXjdevXxvpdNoolUrX1nLxseY+hz2XUqlkuX/z97C2tmZ0Op2R90njsfN4nMLLhcgSvyuD7jR+VwbdRnM/+UdERP0YzEREDsNgJiJyGAYzEZHDMJiJiByGwUxE5DAMZiIih2EwExE5zP9NY1CXyzWNYac2Lt1tPG7otplKMPOTf+QUdn/yj2gW2MogInIYBjMRkcMwmImIHIbBTETkMAxmIiKHYTATETkMg5mIyGEYzEREDsNgJiJymLkGs6ZpWF9fhyRJto2pqioePnyI9fX1vitYj7I/XdextbUFl8tl+WOOaY5TLpeH1lEul/Hw4UOoqjp2fVtbWwNX7TZrM/cpSZLlGBefg52/1/+CcrmMQqEw7zKI5hvMe3t7qNVqto7ZarVw//59nJ+fo1qtTjRGqVSCYRgDP9VqFR6Pp7fdy5cvLcNPVVW8fPkS9+/fn6i+/f19HB8fT1R7u93GyckJVldXUSwWBwKerJXLZTx69GjeZRABmGMwS5KEZrOJ5eVl28bUdR2NRgOPHz9GPB5Ho9GYajDFYjH89ttvA7e3Wi3EYrGJ60smkygUCgOz4VG0Wi0EAgFsb29DlmW02+2xx/gvMd9h7OzsYHV1dd7lEAGYUzCrqop8Po/nz59jYWHBtnGPj48hyzLC4TBisdjUgykQCOD333/va1domoZGo4HPP/984vq++uor+P1+7O3tjVWPpmkoFotYWVlBKBTCwsICWq3W+E/sP8R8Z/Lrr78iGo3OuRqij2YezLquY3d3F48fP8bS0pKtY9frdUQiEfh8PoRCIUQikakGk9vtxvLyct8+FEXB4uIivF7vxPW53W5kMhlUKpWx+sSKouD8/BzhcBgejwepVGrq7xpuO1EU8eLFCwiCMO9SiHpmHsxHR0cAgI2NDVvH1TQNkiQhlUpBEAQIgoCVlRUUi8WxWwKPHj2yPPlndbIvHA7jzZs3vfCr1+uWbYxx6wsGg8hms2O1NOr1OuLxOILBYK82WZYn7lcT0XzMNJhVVcWPP/6ITCZj+wxFURQA6JuFh8NhnJ+f9+4b1bCTf5ubmwPb+nw+AB9PummahrOzM8t3ApPUt7GxMXJLwwz+i38UfD4fIpEI6vX6tY8nIueYyhflD9NqtfDq1auB4KrVasjn88jlchONq+s6isUiarXa0BaCKIoTjX0dQRB67Qy/34/FxUV4PB50Op0b1ycIAjKZDJLJJCKRyJV1VKtV1Go1y1Uua2tr0DStb0UJETnXTGfMm5ubfTPQTqeDtbU1NJvNiUMZ+DhblWUZzWZzYJZbKpVQqVQG1hPbyWxn/PLLL5ZtjJvUFwwGEY/Hkc1mcXJyYrmNudojn88PjG/2nSddOkhEs3cnPvnXarUQiUQQCoUG7guHw71tpsXr9eLt27d4+/atZRvjpvU9efIECwsLePXqleX95trlRCIxcJ/ZzuBJQKLb49YH88UlYlZ9a3PG2Wg08O+//wIAotHowIm9i5/4Gnbyz+qTfADg8XggiiJEURxoF/z9999j12c1/lXvKA4PDxEIBHr97osEQUAqleKaZqJbxGXYfIXTaV00lRdjpUnYfTFWHoM0C7d+xkxEdNcwmImIHIbBTETkMAxmIiKHYTATETkMg5mIyGEYzEREDsNgJiJyGAYzEZHDTOXb5Vwu1zSGndq4dLfxuKHbxvZg5kdWiYhuhq0MIiKHYTATETkMg5mIyGEYzEREDsNgJiJyGAYzEZHDMJiJiBzmf4/MpkJPVWd2AAAAAElFTkSuQmCC)
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