Voici quelques options de titres d'article courts :

* "Les Surdoués : Mythes et Réalités"
* "L'Intelligence en Question : Quand les Surdoués

Les personnes surdouées ont toujours fasciné le grand public. Mais qu'est-ce que cela signifie vraiment d'être surdoué Voici quelques options de titres d'article courts :

* "Les Surdoués : Mythes et Réalités"
* "L'Intelligence en Question : Quand les Surdoués se Trompent"
* "Surdoués". Pour en savoir plus, regardez cette vidéo :

Índice
  1. L'intelligence en question pour le faux surdoué
  2. Le surdoué confronté à la paralysie de son potentiel
  3. Les surdoués ont-ils tendance à manipuler les autres

L'intelligence en question pour le faux surdoué

Le concept de surdoué est souvent associé à une personne qui possède une intelligence exceptionnelle, dépassant largement la moyenne. Cependant, il est important de se demander si cette notion d'intelligence est bien comprise et si elle est toujours justifiée. Le faux surdoué peut être défini comme une personne qui se croit surdouée sans pour autant posséder les capacités intellectuelles réelles pour le justifier.

La psychologie et la neurologie ont montré que l'intelligence est un concept complexe et multiforme, qui ne peut être réduit à un seul facteur ou à un seul test. Les tests de QI sont souvent utilisés pour évaluer l'intelligence, mais ils sont loin d'être parfaits et peuvent être influencés par de nombreux facteurs tels que l'éducation, la culture et les expériences de vie. Il est donc important de prendre en compte ces facteurs lors de l'évaluation de l'intelligence d'une personne.

Il est également important de noter que le concept de surdoué peut être stigmatisant et exclusionniste, car il peut créer une séparation entre les personnes qui se considèrent comme surdouées et celles qui ne le sont pas. Il est donc important de promouvoir une vision plus inclusive et équitable de l'intelligence, qui prend en compte les différences individuelles et les forces de chaque personne.

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sSG3jWLb5TX90y/uis01pKtHm7ezsLhqWmoaNCs7z9Ecr7Gk2UWCsUpxkdxzWnLsMT3CAsVbM22Z/tz8mMRH/l+zAnaNNS8lhGH2t46D75PRQaHv1Td6AVpuNYda5cD5aIc5boaz34s1hb3+6Zm5je7ANdi2Ljy+oaaNYuX0SuPVNfGxjn7vxuL3DvdzNYIi9cq6+NHlGXnzOsTc8M/Rqs05978xviN6UFHPI0NPWrANLTn8MTAxHK+xpNlFgrFKcZHJ5FaLFYc3oEwT5/vr4m9vlxMjNI+vkvuuNYU2hdewoG7L/uaumZO5tpu3Zo/eKsNESsXRiwgOd+ztZkLPG3fxbRt/WEKx2I1vc3yU8GRmELwkBi4t1V4I1zxz64N7ymf+uPzJdXPlMeuG/AyU0MZH9vleZZTs/5yHPPluvB4n1dLonfuVXGYB8J+M4I46jzWpy9ylgGmh0tEPQZiL3xE73uI/4Hv9D3DkzTCy/KTzZ/s0l9oEpZ3/eV+tc/BP2+Rhsl1mME71CUwTKYc0JlNK6hGD1kc7BuzZpsVmFN9zhb2Zes0ddEweDHycyAYpd0z7e7+1fp8NP471cDNn926mJNUaq+9ze9rOroT90k1/1Bj3WKgLGEUqC2v/scPLVa06gpyo7oyy+W64EIv+pm6YhGZy8KkoF9xqR+XubeMF/e+QylGbvhX0+KDBre9sKyDjBvti/ojOZ97ZEMmWqyaRW14YY+A5xAxfs+vMeeB4K/vfZDWnjRsKxUOJbOGLBS1vd9DWeLwHCjxPok0tXhQsldD8Hd0Ib6/7wMV0Vow1jcx4+i9iXf1k9b7l6U3v8PlP/haXicgw9J2LplK5q2HtS/KcY77v1eY4qbWmV4SwMWVN3iK6xmf05mBmyajLhwZU//daQNdQ/9St/bn652D5pfeh9VP/lVd1OvyRYmrRtfhaS3SA4WOr/VPfxP1jplBQRuTz+hD4vXPNyJd7AUTq+ZfN+P5HzNBuzvZL/ncENHME6LyX51tlhEXXFO0CKlEK+3uR5Vd3xbvmdLYhTaDxQh5obP6ntPDZRYn0Q89XXo9LjRtH4fLBEOWXjW/+9dNG0/iKaPtsJ1vAStew6i9tm30HqwGC2bdqDuhXfRdqgEzrz9aNl2AB3VtWh47QM0vL0Jdc+9jebdh0E7mONn7XPnwJ7kEMeXof7Fd4To5qPxvW1wFRZpx//vfdS/vQ3uklLU/udtuEoq0PDudjgPHILzRA1aNm5HW/5xObxHcWrQtrkn8hj7bvv2BZpi9OhPDf4jmXnD/mvjHE9NMzpKa/w2n9OClp7XFM7YCOlJTFHyZyUH8iIPhjbx+6367o/kxBykSwh1wtduk+vemON6xLovtIy9nxH7O9nvOZzUfPvLcG7b3x1m1JwcLa08RXB0lNei8qYvdD8/iApgxNqlQ3bOG2sosT6JtHywDbbJOWhZr83407Z9J1p2FaL+yf/BEmVD6Y8fR1h6inhLnah98jVREJbAnJ6OxrfWofaZd+GYPlGUaGFo3XUAESvmyqapuideEaWSTA5tm7aicUsBumqL0LKnCPVPv4L2IwVC5PPQZeqEs7AG7fv2wCPS6HI2o+6/6+AUacHtQuuO/Wh4bw/sE5O0xBSnBO7inohhvoa1hBke4UJYAzmZeZN0z93id6hZ5LRem17W+g37wjjNYdnJ0jnNZLUg4es3j5goeSobxd9LnRRqij4t+Libr/fpqBS+dJW+JvIfHR6wr34kcB8pk0JDi5rPL+nXf9D3jB7GGPTxBucnp/c3Pef5++Jvyz49B9G3iN/kKYYS65NFVydaD5Qj9oozYU9zwFXZJASUBV4XwpfNRVteIWyZ8Wh+bwOcR6vQ1SZ+kDDBnpWGrg7xh2XuElb3UXQ2t8GcGAPUV6F5e4GoZrbDo8/EE7F6OcJzEuFpFd+FNRO+bB5iLlmF+pe3ImrhZIQlx8EiLJymNz6Eu9ENT3OzuEI7GtflorPNha7WZjgPlshrKE4NKGIkLDNBDtGq/voXuhd6O7eL923AZuhghIsWTJheqePQHef2gz6Hclnio9DV4kTsDZ9A8qP/Gr1pKIUQxXzqcr8WPCfPMDBF2gL21Y8oFjOS//LISWn+ZsS3cT9piKdLVDbjEXNHTyyAUwkl1ieRpFuvhWNCGhJvuhpxl5+NuEvPRNIXL0H0OcsRc/FapN9zM6LPPQMJnzwbKd/4NKLOXwtbciwSr78MqXfeiKizViDx2nORcM2lorDMQfLnL0HKtz4Ps6ihWzMzEXPWHCTdfC2izlyBpBsvRvTZy8RVTYg6e6n440wW11uBuE9civirLkHcJWuQ/IXLkPjlaxH78QsQe/5ScY3PIEasx5zZ4yWsGL9QQI2xxhTVrjbGAe8ZI9sXc2R40MIVcdZKfU0U/OlxPufEpkObRVQQ/YnmcEJv6u5pP4W12vLuOr9jwSmOJnuY9sXtgWtfvrY+CjCPzKtEVKjbXnlaWx9tfER8CwaTww5X3gH92+gju0qMVp2ESLgLhaU9GhHUTgIjJNZsh1VLwEX8wKy0iMW6JSoS1uQEhMVECMs5A/aMRFiT4mAWfwhWIc6OqRNgn5iCsNhomK1mWNMSYImJgj07Dba0eJFOrEhOWN2TM8X5qUKsTaJgtIn0wkVBFYGw6HBxrEg3PV5YyieEuJ8Hk0UIelyUEO0YkW4kHJMzYMtI0vq6J6SI64vtSfHiuqlinc2lPu5BLX2WsY17+/v6WnAwxvJATmYG9mle41n1PuKTiTk+Aibx+6fzW2ezU1ZSAo0F51hewn53fy0DIwEnUoHIIwWb/flN/31zXImNMfd2KAxnPHjr1AzxQxV/e6L885TVwzolAzX3/3LU3t9ooizr0wmTGTHnrxLi7TtwhOLUxtu5jM5dHIeb/NO7+i2GY1egSGZjHVp8YemiAqzHAfeUN8C196jfMdLRF/cMk2Lzf+uL/9S/aXhHRgt2Nq9gYV+6URLTS776Z8GPKx6PuPIP62vDR8RZmjNZ+75CmCLsaH7qz/L7qYQSa4XiNMHbuYxhRtlnTIerfktiT3Syvk5m/qy+5tdf1tfGBp5KLT50wk9/3d0cTqe2+sef8Gl12c67qnsiEcYQb37lw973qqdhy84MOM46VLra3NK7nFG/jAoBZ+Rq/vtv5PpYhw5eJ5OOY2Xyk/3UPc/PidYPto+6o+BIo8RaoThNYBMv6RtmtC+W1AR9TRwbG9EtWq3//Rsqv/VDOdTIO/gJg444t+6X6/TIZbMzRb8vo1mwG97N7I8OXzNPrsvmcE8Xmh55QFrYfQO4RF+jBUvhuRxZwQkpjAJfNlePAEZgmIgrPyesan2ImbCum//3ocxjoGhpCvFOvaYajf6k9v74Ow9Li0ftHx6W7+9UEW0l1grFaUK3gAnh8Z51qi+OOXP0NVFARDngPqoFxWl65nX52VFYiYpbvobKG69HxdVXovaP/9cdj5nHc4zrcNPy9oZur/WqL3+6V7zugazQ6Fu+3Ss0atuWfNQ++Dc4N/WesIGhOY0wmp2cYESIJyOtVVzziW4veu/pNH3h7V1fcd0ne+UzUHQ3Vipibris27ontb97BDW/Dr45t/ZPf+6+duXnr+t1befLvZv1xyruo+W9nqH3PVR/7Ub9KN8w6pwxHJEVQ/oAVP+/B9Hw73/Jbb7wvla/99VUpx81NlBirVCcBnhbF5bEOBm+0x+OM87X14SI2KzoqOhpPidG9DEZ5ITrdPARyPCcDjuiPt0T8Wu4YJAWw2vdEE4D566eWcR8QSGM/fwnxYrmNSwt53CbT6/v5F/+v25hp1Ma7697ti6B2WaDu7BI/9Yfb+96djV44x1vnNHcDIw+cIbZZH+54R1OsWETfrCWoRxbrl+bz8sb5549+trYhs/M+xl6wxm+BiLx+9/rfs+scFmSY+E+7r9Fx/ta/d7XW8/pa2MDJdYKxWkAm6UNx7GOwnLYJk2V675g6M+wiZrl7alq6B6ak/TDb0nLj9anMdRJToyRzqFPVlkJSPzFb/uNEw5LS5Re2WwiD1Rw9iXirFXyvEBwP48z4LVYWFNwO1u0+auJ4/LPwb5oitzOvHY2tfmckpP3nvKnhxCWldR9j4T9+HwmztwjsOZk6VvF/XOMthB0Q+D9wXzaF3LopDgnbYKs6NCTmmLs3Qee8M07xAEi/8aQJKul1zjwvjiWzRzYI1ukE3X+BfqX3hgVA09NaN7T4SsWynSN39RAyN8M74vPX+//N4g440ztXgPAe+S9Gtgmae+gu2Klt1qYJ89H9FWissm8id8bfS7ss3umQx3M+xormLqCnKXBmNChs7MTHo8HHR0daG9vh9PpRFtbG1pbW+Unv595ZnDTmSkUpxb+C5yWlhaEhYXBYhGFryisONSOy2hCxyp6OTO2NSeJ6CuqfWF/aWdrc69x0UzD+c7zckhXR6Vm6djnzETEBVf4nQSB53DYFMdtcx5pWpDBwjwEcuhipcMIrsIC21N4EM78vUKEbL32Gbjefla2FPAZDDTe27g2KyucncwcGenzPo3nGgj2SXs/b1rLDEJijoqSM0N5p2k8Yw5xCvRcDTjbWaDhUOGr1srANb7gPba8/54Q3+VB/Sa8oS9D26YPA6ZvwGPrH/2r7H4JX76q33sx0vIHn1Pf3433u+yb917P9/xP9to3mPc1FlBirVAMG2NbrE9lWDhX3/eA1mQtniuH8pyqkawUpyeqGXxIdMEpKi2tHR65ONm/pe9RKBSjB52IuqdtFEZF2/o90oJSKE4VlFgPBaHMn3hvCyJfeF8uKS9/hKK28RkQX6EYr9CqdheUyWE8Rn8oJ/Bwvf+SXFcoTgWUWA8Fkwm/XDwLkx2ak0aTsLKfPdE/xrJCoRg5pFVt1R2NOjthjgmX602vvS0/FYpTASXWQ2RqVDjq2jtg1bsfnyoqV03hCsUoIZ2Miqu04Bii8hx5/jJhamvBRTorGnpHIVMoxjFKrIfI6yXlqBNlw5UTMzDXbsGe2jrkN/VE1VEoFCOHa99e2UdNOGd19Fd/BIhPwkAtDU/9Q64rFOMdJdZDgN7xTxVp40ZvyErHNROShVXdhWeKT2683IFgvptdbnTqhdxowFEEze29gw4oFEMl6oqrZQhRuX752fIz8Ztf7RlHO4q/cYViJFFDt4ZAdXMTct7YAqvNgeOXrkZRbQ0WfpiLKTEx2HfBMljNPUNz+OyeO1aMPxeWo5gxisWu5AgHrhEW+denZcKCTnxuQy6K3J24MC0FN05MxC/3H8O66ga4xRuaGxeDO2bkYHlidK8BQi63G38+dBz/LalCmbMd0TYbzk5JxHdm5SAzXAtY8N+jRfjj8UokiH33zMzGXTvz8WFDKz4xMRNPr5gpC7T3SsrxuyMnsL+xFQ6rFRelJ+Muceyf9x9BeZcVDy+eJtMiNeJd/+ZAId6qrJNdACnh4bgsI0XkbyIi9ULyF7n78VZtCyZFRuIbk1LxmS37cNjpxs/mz8Rd0zPlMace/odiqaFbI4fh9d13LC0Za2NlFYrBosR6CDy2/zBu3nccn82ZiH8umyGeSwcWv74ee9o6sPH8VVgVr8UZJm8VncAlWw4ISQYmhTsQaTGhtNWJ2s4u7L7oDCyIseOWjTvxSEkdwoTIp1stKHL1hDkkDrMFz5+xCJekagUQr3fNhzvwQk2TlIkpIt0a8U7qPJ1CJCOw7pylmCAEe11JGS7blI8m8f5SOPOQsERWx0UL8bDhzbMW4D9HjuGzuwtg2L2MTsz1aRF2HG51YWZsLPZfqEXzqRPvee3727G3tR02ITaTwu0oahO/AfErOjslCa+dMR/hFjP+nH8Y38g7LtPhNV0wY3F0OGbHJ+CPi/1HzxrfjH2xZuCQ9j1bZTAJBoywTZruc9KNQAQT/jJQmjy//dihfsEqfME+5y5RKTZFRfsMvEFR7izYp3/zDSOGMbBIy5O/177r9x0I4xzCa7Rveqs7AId18owBg4B4M9Dz8ndvCoU3SqwHSVdXJ859ayM+aHTi5TOX4bK0WLn93p378KOCcnxt+mT8fsFkuY3cuWU3Hiyqxi8XzMK3pqbLgtojnuWhhmbkxEQLi9SMTiG+M177CEecHsQLK/iJZXNwXkocjjc24Uvb8/GRsIZzREFz8KIVsAlBf/FoIT6x44g41o43zlyEpXGRcHa4ccvmPXiyoh63TJ2EvyyaIt/b7/IP4Y78YpmXl89Ygo+lxUlHuDaXE1Ne24gKIeCXZ6TiTwunIcUehpeLy/DFXYfQJLb3iHUXfrRjH+49WoHZYtvrQphZGahqacUVH+3C1mYn/rZsPr6UkyKv+fmNO/BEab24Nyt2XbACUyPt8prmU9aiHPtizQkKDDjpRpdbi1HNJuSBojbJwCM/f0DGrA6IuK/Uv/zeZ+QtmYYevIR9zCmP/93vNSmSlTd9ESbxt6HNSNWF5F/8pFvYGh+8B22b9g2YHw7nSv71z1D57Xv4h6uFvPQKJeoLxgRP+f2D8h5q774N7iNlWp4Z2pPvz2ZBzPVXyDCm/qDzW92fntC/BUA8r7QX1DAzRWBUn/UgKapvwHoh1Il2B85LjtG3AldNSJGfzxWXo12fiYhQXMnR5la4xHYKllUU3HMSYqVQE1l46+X3Awtn4WMZiXCIgmVGQhz+vXIOIsT2wuZmbKnjzD9d+G9xpTz2zhmTsDwhSpQhJkQIkf/lgqnSOn65tArszvMWBgrvx9Lj5Xfm4YOyKinUCeI+/rl8NiZGOmAXonL1pIm4b/oEeY6BR1jsz5VoQ9N+s2A6soTlzTRSoyLxs1nZcvuLJdr8x9o15So+npmGqUIYjGsqxgZyykiXWy4tb65Hzd3fHNB72hzHX+HAdDVr80n7whyvpUGRDRT2sSN3o6hQ2KWnt5bPDtQ9/Ed9r4ZtbuBQnIQVRzlzmPiU34UQM81Ai7zWQ7+SxxNjMg+O3+Y6j2n4+3/lbE1Gk3tfaIkHkz+ivNYVA6HEepA8W1QO/vmm2a14+OAxPJB/VC6vVjWC0l3a1op3q5vkseS67HRECp36a8FxpL+0DldvyMU/j5WhRRQcfQm3hOGy9J45hUl6dAxWxjjk+p6GFjmeNLepTX6vaG3BXw4d715eLKtDtLhWnatNWMbaMBaD5Qkxvey/3CYtpvA5KYmI08eqGlyvVzwMWtudOOLywCIEN7emttc1c+u1dI63annypm8/u+LkIyfkEJUtA05s0SkqgZzD2Z/4BIKzRXHyC85/HfPpy4alWddXTHDvmZg4c5g/q5p5MfKT9L3bYZu/XE5awYknzJGikqkvBn230/JmzPO+yDR0vwx6mzM/1d+8TX7vC2OTeypr9W+9GYnnpTi1UWI9CDydHjx7QrNq8xqb8O28o93Ld/MLYUzg94ywrg3bepEoWN5eMx8XC+Fq83jwnLB6P789Dyvf34nKPn3Tdou529o2oEEapxcSni6tSbBNfgJ/LCjGrbmHu5fb9xagVlzYbrYgrI8lG23tPYm+W7c2kkXh3ZdoW+9tHeJ6jM/mEefcnVfQ65p3HS6Rx0TrefQmOqx/2oqTizk2HGHZKb1mMqKlzWbeup9/X98SmOSf3oW0F1+WS8LttyL+ppuQeOfX5LzQwwHFjhZuL/Tfqy+MvKQ++YTMC5fkX/0SYSsuks3ZKX98EEl334HE735TLo6ls/QzRbLO9u7tXJK+/y3ZLWBgzHNtEkIevmaetq7/zXTWtqDpL7+Q696Yo3pa3IiRP+/nlfSj7w/b81Kc2iixHgT51TXY0epGkt2Bp5bMwtN9lj/MygYl66WSSjTLvjaBEM1V6Sl4/dwVqLrsDDyxeDqmhtuwr74Bfzxaqh2jQ2u70tm7kOoUtfhCUaCQqDD2t5ng0IX494tmY/O5S/stO89fhihLb7GmVexNvLDiyf6m3vPfkuPNva1knsviyWo249UzFvW73qZzluJ/q+ZoB3thMamf2ViBFp0BLce4H/waKQ/c120tUrA7iiplf2so0KHMWAaiqyW4OARhC1bDFO3onsaRmBN6nDb9wT5wIy/e/eZc985n3zm9e+0Ti3dfuiU+Sn7Kvuo77pXPzICtXK3vbA2pRcK4hrKoFcGiStFB8IwepeyKzFR8anImru+z3DZ7EuaEW1HncuLNiv59d7HhDnxmShZ+P0+bZ7XIa95d4haW+x8LTsi+NoMNZeXYJSoI7PNdGh8tnWYWx2gFF4V2eUIsViTG9Szie7ItLJAhIlmRoBXem6qqsaOefeEadCT81eHek+xH2cMxwxEm8teJUpdHXNPrenKJRbjXcDXF+ICCkfzLn+rfhPiICmbjv1/Qv/XGWzgHAwWK/b3BQLFM+vUfYF8wBZakaLnNmp0uPw0sUcH1ofuCnt3Bwr5qb/jMYm64rNu6Zj942ytPy3Vvhvq8FAoDJdYh0tHhxjMl2jy+12elys++mM1huDYzSa4/WVwm/u3CTR/txEMHi5BX34y6NhcO1jXg0ULuAzLDe/rODB44UICbth/AM+KYX+w9hI9vPSArCGuSkzBP9l2b8OUpmbIv+M9HCvHF7fvxgqhErCurxtNHT+CLm/dg2hubMVCxuDQ1GcuibGgXAnzJuh34Rf4x/EOcf+36nfh7aZ1+lIbZbMGXJ2mF5Vd35OHuvUfw+olKfFhahccOH8eV4vxLN+bJ/YrxBcXHsWyGXDecuTjXcV8MR6vRxH2sBJ1NTllBjTz7XH2rhqlPt04ohKVk6GuBYQtEl7P/XxLnVzZFaLEMSPNb6/Q1L+g9rlAMA+qXFCK7KmtQ0O5BangEzkzUmsZ8cfXEVCmkb5dVoc5NS7QNd+w5hHlvb0bmq+sx551teL6yERMjwvGlyb2thTCTGRcLi/fvhSW4flsefnCgCHXC2pkRHYW/L53Z7ay1JiMdD8yaCIfY8I/CUnxyyz6sXb8bn9pxAP93ogpXZmXArh9snNMXiyUMT66ch+kOK6pc7fhBXgG+IM5/oaIe16dqTm7eLelfmTUFX56QKK3/Xx4sxKWb9uDsDbm4efdhvFbVgM/0sXwk/i6uGFPE3vxVfU0UDPSt2LpJ/6ZhnjIXHvGbHU1qvvt1WXFgBcIUboV1zaX6nrFB+MoF3Y5qnbWak6VCMRIosQ6RCTHReGTpLDy3cg4coqbvj+mJCXhxxRz8ceE0WE0mPHvmMvx32Sx8a3ImrhNCflNOBv60cAZ2XbAcOXqkMQOzEOvHVy/C26vn4WczsvCj6Vn494q52H7+MkzRCwbCoVB3zJ2BAxeuwB/mTsHtkzLwxZx0/HTmJGw6dzkeXjC5WyevzsrEoyLft+T0bw2YHh+PnRetwn/E/ntnZONXc6Zg0znL8aOZE+X+CNlHrmEV4v6XlQux85zF+OWsHJFeOm4W9/LruVOxX6Rxy6Se9L81YwoeE2le5DW0TTFGEBafp0obZmfAPt2wTK2C1nG8Ci5RcfMm0BjswUInskCEZaaiq9Ul+9STfnaPvnXs4Ji7QPzBauUAPcqDCRijUAwGJdYhkh4ViZsmZWJNkhYExR8mIbhXZKXjC0JAo8LMiLbbcFVOJn69ZBb+LoT3r8tm47ZpE5HYx+PagOefLwqqe+ZPx08XTMd1WWkinf6e1iRbVCC+OmsS/rh0Nh5bNgc/mjcFyxNjpJgbZOj5nh3ju48v0mbD1WL/D+dPw3dmT8LypBhsqtEcZrLCtSFjBkx3QVICvisE+i/ieo+Ie/m2EO6p0b3Tnp8Yjy+KNNOE1a4YW5gddnRUat053jgWztbXhKXY5JQRz0aSvh7TfaEDXNytn0HKnx4ak85YzD8tfslAwWIUiiGgxPo0p7qtDQcb+3uC14vtDxRoXurnpPQe8604dQlfvkZfE4VDbDg6juTr304e9guu7eXVPZZgqNDOOu3vh17hCsVIocT6NGdHVQ3mvrUJl3y4Cz/fV4A/HTiGu3ftx4K3tyC/zY1JkVH4bJbmLKcY/wzknUxvbQNzZLjPwCSKHmjtnwynO8XphxLr05xzM1LxlQlJeLeyBj/cfwxf3VuA/3ekRE4isjQuBi+fMR8xfprfFeMQ3TvZU+ffGYpe16SzpU0sPcP5FP1hH7URMEWhGEmUWAcJJ92oaHPiRKsTrSNVkzaZ8fclc/H8itlIso3Oq7GGWfH7FfNR/rE1eOeMBXhu2Wy8tHIe9l2wElvOX4Y5fvq4FeObTq8x9X0xYnfTsnYXapO/KPxj0odLGF7hCsVIoMR6ABiY5KXCE5j/xgZMfGU9Jr66Hlli+cqOg2jrEyjh/ZJy/HD3QTx2tKxXQJNgoePWGenJ+NiEFDlN5nDQ2NKM6a98hByx3Lv/eHf4U2943YSIcJwnrv3JnAxcPjEVc+Ki/E668bXNuzBJpHf1xn1o8XoGvOe3T5TjpdLqXvfP9f8dL8VDh4rQoM/ypBjD6NZ3R1nvcfZ9qf3Tn+VEFt3L7Z9H63//pu8dfXrlRc+PZ+8Gfe/QsOh+G32HrnVUlqKrXftNdzndcmpNf/jKn/O1p/S9CkVglFgPwJayCly17QDyW1yYEhUpJ7dYGB2Bfx47gVcreocXnBwVgX8VleHLO/Lxn1LfAfxHm6hwB+ZHO1DU5sIfjpyAO/Q6RD9WJsah0tmO50Tl5EBzT/S14oZ6XLZpH67cuBdVbk3EGQnt17n7ceXWfNyRewjnr9uNCpcxc7ZitKEXeLAwXnYgKFycyKJ7KalFy1sf6ntHn1550fPT/OrITj3ZfrRAirTEbA7oCOcrf60ffqTvVSgCc9qJNa28lnY3OoO0fP9aUCxn17pqYgZ2XbgCT6+aj7fPXYZDF63AWQlaCESD7NgYvL5mPlLDTLh1ex4OBxlWcSRhNLXHl8+G1qs2DEot+PS0HJwpKgDE7TUN6KulVXKijzOTE5BgNaOr04N7duzD9w6X4uoJ6Xhm0VTk1tbhwg93ocwo4HQ6hKi3+ZiBTDG8hKWOrLOgY2HP5BhjAevUKfrayNC2Kbfbwcw61UdAoAGwZvu3xBUKb047sX75WBHiX/oIx/tMlOGP3AbNEeeumZPg0JsH2Ww8IToKKT7GD89ITMAbZyzAtemJ2Frtf07fUWV4WtR70TdJ2QReUYuM8HA8vmyWnO3L7fEgOSoaf1w4A0+umI1rpmTjzdXz8JmJySj3sto84rhPvr8F12w9qG9RjAci1i6EbdbE7iXyktWIvu2H+t7Rh9f3zg9nBRu2Ga3c/VuDOAd1l96yRC/7yHPPluv+iL76gl75i7/9syf1eSnGF6eXWAtBebigRDYFB6dfnWhu98hjJ3rN/TsQ85MT8eflc/Dp7N7zQZ/KuDvasa3RhRdWL8AUPV6yzWrDN2dNksFf7GaTrOSck5mK74hti7w8aAvq6vByrfI6Hm9EnnsREu5/uHuJvuVufU/wdDYPX/hSXt87P97D0IaCY95ieOp65qY3qP/bn1lz176ID9uqC7V1P4SvWtsrfxw/rlAEyykl1h3CQttdXYc3iyuwobIOTX0iCnV1daLIpVl0h5takN/YjKMtvaeBNGhub0e+sKpdeivv4aZmebyx7BdLh1cTsEGLSH9TRQ3eEHnYWdsorMveTmgnWlqRJ9KtEccxP28Wl+MPB4+j1MvSpJV6XKT/7okKvFtaheIWJ+sZQVMp7umjsmqsF5ZuXXvg/mFeq1g8i/dKKvFOSRUKm9tCupYBz/nXmoVYntA/XnpNmxPrxH28daIS+8W99+2CKNYnSWjq6JDPNk8s9eLdtQprhs/qSFOrPKeosQl/OlgoLPi6Xnmsam2Tk4kw/YMNLUF3cSgCMxpDkoYyjpuhStuPa/OojzacQtR9pEw2gdOqjrrinAHDsXY19xd8hSJYThmx3lZRifmvb8Ci93fg4s17ccaHO5Dz2gY84uWZzU+nXO/EhR9ux5w3N+PaLQfkvr78+3Ah5ry1FUVCa3nGWe9tlccby2yx/LmwQjuYiHSfOHQUk15bj9XrduESkYcl726Vx22o7rEe7ty6B3Pf2ozJr23CD3fuF8ftw9f3HMbPDmhDZJqcTly/bgemivPO37QX52/IxRRxX5/ekofmAfp0PZ4OfG/bXuSI489avxtnrtuJnFc34I8F4hnox3jT0u7CjRt2Ysobm3Dexj24YGMupr2xEVdt3Buy17bdZseZfUKwejo9+MnOPGSLPKwV93HRJu3eV7+3A0e9HNPa9MhP68Q75LOdK5YXy+uwtaxCHj9D5OkbOw9g9bvb8NU9R3D5hr1oE8+b6d+9XdzvaxvlZCJMf/Zbm7D2/Z0oaj35/gLjFr2CaR7jw/YGClU6UjQ+eA/q//JU97SZpkg7Iq78nFxXKEaKU0KsK5qacKkowPe3tWNNYjx+M3cK7shJg6vDja/syO/ntU2uzkzB7ZMn4PEl2rSAfZkVH4sbs9JguJBdNyEVN2anyWWB7lxV62W5v1dcghtzj6KqoxM3TEjDQ/Om4IbUeBQIS/qyDbtR3KZZuHfPm4bp4VY0irz9QlQkPp8zAc8um40rU+OE3nfiS5v34NnKeiTa7bhnZg7un5WDKQ4rni4uw227jvSyKPvyqz0H8UtRgWgTx5zJuNziGWTbLfhBfiH6NjKz4vL1LXvxz7I6xNps+P6MbDkxx8xwG14orcAXdxwMeK1g+GPeYfxUVBQ6TCZ8VTzr386djLPjorClth5XiMpB36FvEyLC5fP9pXhG12cmYmVGqpzhi0f98WgJIhzheGLpbDw4NweMw/Ubcb//71gFusxmfGPKRDwwZzLOiI3E+po6fFxUONp9tHwoBqY7fKbTBWuONpmLoofWD3dLoTbZw2CyhSHpnrtHZJIThcKbU0KsHy8oQrWnC2ckJ+H9sxfjW7Mm4becYGL+JFHQd+G3h/oGdjDj14tm4Y9LZmJ+rG/rYY0Qir+vmI008YTYK/W7JXPw9+Vz5fLxtHjtIB2K7G8OFUlR+c7MqXhq5Rx8Y+YkPHXmItyamYD69nY8Wlguj12UlKjPRy3W4+Px6NIZuCYnAxenJ6Kgtg7PVTUi3BKGd85eip/Nm4rvzZ2KD89ehBSLCf8uKkVxHy9qg2ZnGx46pl3jntnT8ME5i/HYsrnYfuEqXJvaf9KRssYGPFFeD6vZgjfWLsHP50+TE3N8KM6bYDXjfyfKcWgI3uzt7nY8pMcWf2TZPPx+8QzcMWsyXj9nCdbGhCOvoRGvVfR2wFsgngef73dnZktnPkeYFddmaf3+ZvEWHls+D5+ZlIFbp2ehw+3CH/T7/b8V8/GQSP/O2ZPx1jlLsTLKjt119XhHPEtF6BgxrhkUxRyponP5g7NsJd//kzE5wYji1GP8i7Uw/94Xlii5fepEIT6G65gJV2ZngrK6o7YBzhG0slpdLmypb0WYEL7bp2ZKRyrCmbNuzNGGc2yo7m/dXyGse4vhoCL4qLJODhO7ID0Fc4WgGaREReNjyTFyDultfsJE7hXWZKWosMTZHPj2jIndAU1sYWH4f8LK7z0JJ7BeXIuyf1ZKEpZ49U0mRETiypQ4eEQFZEvt4PvYjtU1oNDdifTwCFw3Ian7mdiEAH92oibAG/VZvYKB84evSujJ52HxTks6OjFJPJsrM3omGrFbrfj0BC39DTVjxBt/HOHe/Ia+JizsplbpXDWSdNYFDrwy1jCJSqRJn9K2q6kNXa1qDmvF6DDuxbqry4OjutPYXbvyZb+1sSx/d7ts/nV3dqBVCNlIUdfuQq1IvkOI6SXvb+mVh8/uPCyPafAx9GNqVI8gkwKn1o/7YbnW/+69vFKtCaevdEih7qQ1Ny4a0WG9X+vE6GikWnsqBcS41tbq6n7X+o9u8TZ0+L5WMBjpV4nPpW9u7JX+vUc0p6CGEMK2TopyyOFgBkf09EtaW7Dkjd7p//pomdzX6OdZKfzT+NwL+hrgEb+54fKo9kfXAA6QYw3ZTy0q/hTsLvFZ/Yvfoqs5+EqnQjFYTolmcEOGw8Ms0pI0FlpZ8+KicLmwVGPCeovVSEAr2eF1fS5RdjsWx0bhyvT+wSgclt4zIBn3YRe1d+80uGRFRWJFfAyWxff3tpbot9fhp6O572bjq83c/1oToiKwXFxrlVgGS5eeH5vZ1C/9pPBw+UwuTOndnRCIvs/KuF9f6SdHaOmfnxx8+grxzioKpYczCctOhmOpb3+O0524m6+HSZ/cpqutHQ2/u0+uKxQjyfgXa5MZ6aKAJj+dNwPbzl/eZ1mBf6+c3csqo1R5R94aKtFhVumIZhZ5ef6Mxf3ysP2CFfj+zP6OOn2rDxmickFWJSf1S4PLpvOWYZ4fD92pDq0fPK++EbV6rGKDw/UNKOvofb/GtRYlJPi81mZxraXxg++vzLBqTYVxdgc2nLusX/p8JtdM6F2B6ejq7XDWm95PK13Pf4ojAhtFXn2lf4VX87giMLQOq771HbGi/U440Uf05VfKdYUXohyxTp6BMPHbtSRqFWfn9kO9ug8UipFg3Is1+4XPS9UsqPvyj6LKpTWtGn2k9U4XHj1SrAVCEduixfEU6/zGFlEudaHNHXzoUX/ECEtxWWy47FP+wb6jmheyuJaRh2ONTXimyGuYlx/OTksA6+tvlFbgdb0p2kiDs369WlyGvEbNU7cvcxPjkRFmRpO7Hd/KPYJ2T6e8vwanE1/bfRg98q3d69rUBOlR/UFFFV7QJ2wwrtXJ8d8nyrG7fvD9cTMT4pAp8lPa2oJfHy6RzndMn0uX+G9HVS3eLtfip8dYNCvlSFMLXHq+B5rZbJ64XzrdHW1uwu853lVs605fnL+1sgbvV4yv/tDRprPFKad4rPvpN1H5uc+jUx9OFzYxEWEZiSPeBD4uEb8tjpeO/+Z34anR/z7EttoH/yYrPKpJXDFSmETBFpRS8TAunJiB4SE7OjrQ3t4OpxCDtrY2tLa2yk9+P/PM0f0jr25pxsJ3tqFEWJRRouBfGR+NJGsYStqc2CYEJykiCscuXSnEqQs3fLgV/65qEtZwGBYLK3WvEO0Dl61FstVXvaUT0597D0eE0pR9/Fyk6tNW/jQ3Dz85VIZrJ2bgjwunItlhw/rSMpy3MQ/t4mmm2W1YHhsFh9mEQ82t2NPchquyJuDZFTPl+Vev24LnKprw3zVLcVVGz5APepXfvHEXHi/VRGZpbDSmRNjRLJ71jvomlLs9eO+cFTgnqXdMcoOH8w/h9rwiuZ5ut2N6pB17G5rRQAEU28LMZjyydA4+l50q3+XXt+zGH4tr5PELY6IwPcKBNo92rVJxrZfPXIbL0vp7klPwL3lrI95oaMP/mz8DX5uaiQg9FKs3j+w/jFv2aTN9TYkMx8KoCLHehX2NzTjU1o775s/ED2ZMQGlDPSa9tV3GFZ8jjrGI5z4vKQlPLpuJd0tKcP7G/Tg3LQ3vnjlXpmvwh30H8fX9mqf/9MgIzIsOl8+QIWILnG48sGgO7hxEvObB09v696alpQVh4jdnEb9PMyd80CsWo03jAz9E60e5cp3zVhue3waW9DhhVbci5ZHHfA5HKr/ycn0NsM+fBEus1lXSUVGNTt1vghOAxH3xs7CuvFh+74t3Gia7FWZR0e1LxFkrEPmZr+vffCMrGo89JifFIBFn9nhlewdLYX6SHvgjTNG9u0V4ftWPf6l/E3+3L76sr/WGx3GGMWPGLYYxZUWG461dhwrhKesRaPZlpz79nFzvmz/v59U3fwlfuw2WeWv0LQpFf8a9ZU2SIqOwbu0SXJ0aJ6OYvVNdj3+XVWODEOr58bH4v+WMVS0OFIXj9+ZMQaYtDK1CADfWNeGC9DQk+O3PNiE53CqF3e71pC5MTkC4OOX54lKRhjaC+YyMdLy5ai5Wx4QL674dL1XW4tnyGuQJ6+Wy9BT8ct4keRxJsVmlkMdYNYvSgK0ED69YgJ9My0SaqDzsbBAWubiP16pEYWC24OfzZuAsvenNF7fOmoo/zp0k76/C5cJHtY2IEaL9r5Xz8Zk0juPuwtPFVfJYCsUDS+fh/82YiAyRjz1CQJ8tr8Yr4lpukwU/njMNF6f667M24fy0BPnjuS+/AA19mtgNbp45Ff8UlRmO3S5saRMVlBo8X1GLUlGpunnSRHx1iiak6TEx+O6UNNAH7oCo3JSJ/dfoHt1xVivCxbNKFPfUl6+KPD4+fwqmO6w40tKK58Tzfl5Y05zx6yuTs/DlSan6kQpfeAs1hyFZUmJgEs87+b4fBTVu2LXnmBR+Lu2HSrpnk6KotW1Yrx8VmC6XWx7fd2l5Z6N+RPAYeeFi5MXIj+uj1/Sjho/oT90kKzZ8dgbsw/aH9/Pqm7+2raHfr+L04pSwrL1pESJV2OqSEa4mOOxIE9ZiX5j/qjYXIoVoRoslEMbj6WsFVQnxcQvRyojsnT6PrxUWfbGoLXeK/fT4jhngGr5gpaNYCFeNsIqjhTU2JToy6Dmu+Y4qRP4o/ikifxzGxXy1uTsQbg3rdy+MBFbc1IZqcc1Ica1p0RHSCg+ISO94U4usDMQL6ygQtHbLm9uEtd4hBNmM6SJ9h+6g402zeHfNQmiTIuwDX98LNtsz/TKRPh3mpgnr3Ff6I4//9zNWLGvO71z9419JoaY4c+7qrian9HKO+thaGYkrkFBX3/Y5eGqahMj676Ywid9p9Kcu8zuJBtPg77HvdJ2eumbZV07xs03PRPzPfq/v8Q0d4qq+9z10tbZL0feLeM7JPxPWcB/LNRTLmscxCArcHiT9+LvdXQQMO1r/6L9Fnq3oYlwC8TxTn3le7mOTeM13vz7g82L+kr53O8JWXKRvUCj6c8qJtUJx8hj7Yk04W1T9o3+V0ckY9IRjqYPtn6YANTx0HzpbfPtOEM4+FWiSCgpcy3sf6N/6w3wFOymIcS+BiLv5Fr+BS2rvvg2eqno4ls0LeM2mv94Pd2ExwlISpUXtPW+1e8NraHrlFbkee/2nej3LYJ5XoPwpFAZKrBWKYWN8iLVCoRh/nBJ91gqFQqFQnMoosVYoFAqFYoyjxFqhUCgUijHOuBRrd1kF2iu1oCGuwmK0c2jTOKJ1+1601zSjo7IGHj+zaIVCV4cb7ppxOMNUVxea1u+Ax2uqUYVCoVD0Z1yKdWdTPaoeeUmut364CS17jsv18UJHeQla9x5HzT9fgKfF/7jMgehytaE59zA6GxvQsv2QvnV80bZ5O9wNWuSswdCyYy86R3CSFoVCoRgLWH4i0NeDwpdXOBe32929np2dpR89MoQlJKDx5XcRuXYFGv73PqLPXYqax18QAliIzpYGYXW3oOP4cTiPVaHh5XfQsusI7DMmoW3nbiGQr8NVVA771CzU/vNFNK7bDfusKbA4rHAdLkD1P15BOyffdzWjdf8JeMpL4Spthj0zUViw7aj5+wto/DAXjjmTUfvUS2h8dwc6autQ9593gPAotG7cAnNSMhr++zrM0ZGo/fcb4vpHEbF4BjyV5ah8+Fm4jpbBOnkyYs5egrbtO9FlDUfzWx/CFCGOf/pNNL23BZ2wwp6VIp917RMvoGldLqxZGaj/zxuwTZmImideQVhSFCp/+2+xPR3myAi4jxxGzVNvwRQdI++7+aOdcB0pRcOr62BJS0P7gf3y/k1RsbClJ6CjugrVT76Bpnc3w93khtnTiur/e1WIZxtsyZGoEnltzS9GxMLp0nO5WVSMasTxlrR0uPbtFetvAvZwtB86iIY3N6N54z605ebBWVgL9/Fj4tlsRfOm/WjbkYv2imbYUqNlmm37ixA+f5qMoNW2cx9sc2aJ+/8AdS+thzU7E60btqD2P+8jLD0d1oQotO3ZJ6/rcYrfnHiGrtJGtB88iA6h8Q1PvwRXdat47tvFM9oJS0Isah57Hq6qJtgSHOJ5/0f8DqrF9aYE8NUeLvxfgX8f9AL39gRX3uAKhSJYxmeftcmMyIU5onDejk57PJr+9wYizjtLFM4mtFc70fDSB3CXlAohiUD0RWtEEdqGpo9yhcC9haRbr4Zz1z60bt0JZ3E9rIl21L+8WSZrnZiB6POXo/mVd2FOSULrjnxY02KEWGiWe5s4x+OJQNKNl6B101Z0hsUi7mNLUP3Iq4g8ezHq/u9FmCxAe2mNKJ3bRIJCaHYdRuLnL5Xn1z39CiLOPQuOqVpkLVtGMsKibHAK8TZZREWnqQvthwuR8IUr0PjqerYSS6LWLoctLQr1r28T6bbA0yhEq6JcVB66EL58AewpEWjLL0TzB9vhWDgL9klpQtQqEXPFuWjZvAfxV52Jxtc3ourRVxB5zmLUigoH07YkJsCZewAJN30SLW++B8QmIfq8ZWh68W0hcMVw17sQtXqe1KAuZzNqn9+E5G98CmHhnah9cQuSv3Yt6p54CSZGF3PEwdwpKjWLlwpx3gWT2GSOT4WpVQjl2jVo+WAzGkS6pvhEeEqL0JLb0xriqSxF/Tt7ELEgW4jyW+I+diJ82Tzx7LVQp7bJOaJCtgT1z70Fa0Y8WrcdEc/NDmdBCcwR4Yj/xDnorK1G9OUXovE/r8A2dzra3l+Ppi156GwXv5UVs2Q6CoVCMV4Ztw5mkasXoPbR5xC5ZhFDWAlxsMlQiSYh0PYkKxo2HIY9Aah+9HWhnp3o6uRUFsKaCRMqYrEIoesQ1nMHrOmZCJ+jzYhV/8xLwgouhKlLs3g6m9uE9an1jZMuTwfMjGXMqGidnSItsW4V6QkLqavZhZhLRMVArHsaW9HBPmSRTlhaPCx2Rg0TCQhxNdvsYukJT8g8dTb1XMccFykqELHiXvhqhKK2N6P8/qe0eX89jIkmkmlugqe+Rcbc7uoQ98ZFfEm8/VNAcy1qn3lf5M0Ba3IcwpITYU2KEyLfLhZxXHO7zCcRT0PUeywyP5xUv05Y8K17i2W+rVOnIuGas1Dz52fhaXGL9MXzo1VoF8dSnEWtxMRoaExH3Bzv0xxuF2KaCEt0uMy6NSkJ5qhI2JISYIm0o1NYl4zyFL5kvrhHPWyqOK6L8067PSLPonJ1xlwk3fFZeIRlXv/aVnlI7d+eEcJcISNjkc7WFv35iv/Fu+9yd8j7taXEyffa2ehE1HmrELFiMWIvXYqq3z2FTvGMFAqFYrwyLpvBiTkmBh3lNYi9Qliq0yai4b9vwNMKJFx9jhBUoWtOK2LWzodrf4FQDZs8PmrxJCFk7whhbELC5z6BjuOFcB45AcfsabClxokC34zW3IMIS0mANSdHqHel2F8NS1wEIuZNEYKUjNaPtqBx/V7EfOwcuIQF2bK7EDFnL5DnwR6J6LUL0fi/92COjoElTYiV3YzwWZNlnm1Zaaj/z+tCUMyyudYxJQOW+Gg0vfmReBMOWJKFsEdY4Zg1Be1Hi+CYP1NWQNzFxeJ+umAJtyFqzXw0/OdtWFKTYZ+aA9fuvTDFxqOzoQ3uowVwnahF1FlLZLO+fVq2qAi0wjEjS1jvFSKfc9G8eR9METGImD9JCG2XsLg/hDP/KOwLFyJ6+VS07j4Ea6qo5Yj32bIpF2GZGYhaPlvchxDgDmFdP/suwtInCGvegbrnPkD0pefALqxdNoeHRdhk60RXXY14Zoky2hPv35o9AZ6qSkSctRLO3flwV9Qhcvk8TcBbm4FwcWxkJ1r3FIjzM9G2aRvctW2IPmeZEPUYIdJdaMs9jLCEODjmzpLN/e1ivyUyGo6sODRtPCCeZabs2rBPTkfLup3wNDlhjbGhad0u2KZMQuTiabJSMbL4T181gysUiqFwykUway8uQc3fX0Lc569BeLb3fMldqHn8eSGKYbIvesIvbuu21E5bujpR8pO/IPOnt+kbFEPD/+9JRTBTKBRD4ZQTa09DEzoaWmHP6j/jkqexEe7yethyMmD2MYvTaYd4n+3l1bClJ+sbFENDibVCoRgZxm2ftT8ssdE+hZpYYmLgmJ6lhNpAiIUSaoVCoRj7nHJirVAoFArFqYYSa4VCoVAoxjhKrBUKhUKhGOMosVYoFAqFYoyjxFqhUCgUijGOEmuF4iTDoZAcEmkMj1QoFIq+KLFWKMYISqgVCoU/lFgrFAqFQjHGUWKtUCgUCsUYR4m1QqFQKBRjHCXWCoVCoVCMcZRYKxQKhUIxxlFirVAoFArFGEeJtUKhUCgUYxwl1gqFQqFQjHGUWCsUCoVCMcZRYq1QKBQKxRjn9BFrhnJU4RwVCoVCMQ4xdQUZkNiYZIATDnDigY6ODrS3t8PpdKKtrQ2tra3yk9/PPPMM/ayTA/PpcrlQWVmBhoYGuEVemW+TCQh3hGPChAmIjo4R38UGhWLY8P97amlpQVhYGCwWC8xms/ztGb8//j0Z697bFQqFwuCUEGvjFlzi2oeOHJJ5i46KRmJCAiLFp81mk/uJU+SxQoh4TU0NZs6YiYjIyGEvHI388FkVFxehtrYWJrMohMV/bnc72t1uREVGISkpCelp6WKfKLx5giqkxzn+358Sa4VCMRTGv1iLPHlEng4dOiivPXPGDISHRwQUPt5HhxDMvfv2IicnB/HxCcNWQDJtVhqOFR6D0+VETlY24vqkz2NaWpqF5V+JsrIyZGVlYULmBJlnVVCPZ/y/OyXWCoViKIxrsWZ+2sR1d+Xuwvy58xEdE6PvCQ7eS17eXqQK6zY5KXlohSSfj/goLSlBWXkZ5syZKyoN4dq+APAejhYcQX1DAxYtWiwL8jGFfl99n4z3j0aJi4H/56DEWqFQDIXxK9YiL1VVVaiursLUqdNgtdoClZV+6RL3s3vPbsyaORsOu2NQaUhEfg4fOQy7zYaJwpoOpcDlc62uqkRRcfGYEWzjfZeUnEClyFtYmFUKDe+L29mcz/XJOZNlJUkJDPH/DJRYKxSKoTBuxZrX3r8/H/PnzdcKtyEUcM62VuTv3y+FcjAFJZ9LY2OjENvjmDtn3qDTOHGiWBbqM2bMDDoNvg8eyUqHeJnaRpMQezO3isXUJdIyd78/vjsKLd8fYQUlzGqV15PX1NOorasTQl2M2Ng4ZGRkwsIKBI8R++QR4jg68bGCQp+AyZOniAqTlXvGPtoNyFXJIN6Xb/yno8RaoVAMhfEp1iIf+UKop0mLWgjEEAs33hcdwSIjI5GQkBhyYcnzd+zYhkULF8EiLNDBQsHdu28PJmROREJior61Pzyuo74RTR/ugDP/KNqPlcDT0IyudrfYKwr7cBvCEmJhjhBCnJ6MtvMWodrdKt+dxWyB3RGuia+gtbVZesvHxsTKSgK3Hz12FHa7HZlCpPlsAz0P3ntTUxMOiPexUFR2vJ35Bo1Ik+nSEU/Y8WKDlgejUhEyIi1Ppwfl5eXSsdAj7rdDfOdzpHhGRkZhwoSJ8v0PTSj9n6vEWqFQDIVxKdZucd2CowUhWaAD0SnuafvO7Vi6eCnMokANBT4H5ofe5UPJD58vhWTLtq1YuXylLNi7y3/9+btOVKD2mTfQ8v42dLa65C55SPdlxYo4jvBfLh1RDqR98UokfPxc6XlOeLjx4plubW0NCgoK5DVzsnOQmJQU/L2I81vFu8/L2ycqLIuFKDHfwZ9rXP9EaYl4lm6EWcxC9O1S+ClssnIixLWzwyOvExERIb3oY2NFhUS/H5/XEzfItOvqakQF5JisfMQnxMu0jXvj77m5mc5+Faivr8fUKVMRHx8v9wV9D934P16JtUKhGArjUqwbGxtkwZo1MTtQ+Rga4t5Ky0rlPWbSMztYxNNj87XdYUdycoq+cfDw+hUV5bKJOTsrWxNU8Y+ruBQNr6xDw/8+EBa01oStlekDPwDjFcfdcBGSv/AJmG39rX8e0yHe58HDBzFnEE35PJ8e7vv378fCBQt0H4IB0hDZ4u/p4KEDctx7SkoKbMJ61nKrYaTQvU1ch+JKJ77GpkY5RG+isIop4H2vxzyVl5WhVBy7aMFC/8IujmP6rCjtExUOVhKys7MRGRGp7Q/6Wfg/Tom1QqEYCnrpNb6w2x1wCWHRithhQhSQ6ekZqBOVABbeoVAjrMKYED3R/cFiOjUlFaXCyuwU+WgvLsOJ7/8Ox7/4E9T/5x3Z1M2yXCvQgyvUjcK//l9voOrR56SI9YXHFJeUiApCTpCp9obnszl59qzZ2Lt3nxxO5+s63vD9FRUXSk/8zMxMIdSawDMtY+H33tvMQtijMW3adCxZvBRZokKz/8B+2bJBC9z7J9FCi7mqAosXLtJaFIz0+qKnTTFdIESdw/kOHz4s++P5Dga6D4VCoRhpxqVY0/JhcJPhhgU2C2ZatcHDvtV22bQ6LOiCQseu4mdexfFb7kPr5j0weRiBTRMrcYB2bAjIc4Vg1b/wHtpLK/WtvWlpbUaUEEKZh0HAa7DfNzsnG/v27dEqPYGETuxjf3diot7kHsxleYx8DtrC4XGLFy+Rkel27t6pC7YmsAeExT5jxiwt6AzTHwg9zQhhUVO0meaePbkizQHuY5RofPAeuN5+Vv+mUChOJ8alWBP2P5bpzdYB0QtuYxmI5KQkVNdU698Gxu12yybfoMQgBOL3FaHl0f+hq80l9IlCNkzpuz2o++9bmqh5I55NmCVM/zIERD7ppMflRMmJgG0ftL4dQhAZ3W0o8NlnZGRg8qTJ2L13t2xadznbYBcVKIfDoR8VGkwzc8IEJIr7KCo6HvA+RgMKdeuHu9H08hv6FoVCcToxLsWaBWl8QoLsI+f4ZH8lKQXpeFERdu/ejdw9u3H8eOGAgs1oZnX1dfo3/zAdikJJaYm08svLy+QnHdV8XoPbxCKdpTrcsn9UWmx94LnNm3PR+NfnYenQrGkK4HDS/N42dLY59W8azAk9wYfjSswzvavpfc1obv4IpvIUNPxNxMVjYuZEHCk4gjJxbTrKDQV5HxPFfVSUy4h3w5rfEDCEOiwrGYm/+K2+VaFQnE6M23HWhAFRGLCDfZ3p6elamFGRR1q7tI6rxP7M9AwkJSXLwpzDs3gP7OeUIugDj0dzMlowf6G+pQeey3um5zDHVbMJlguHj/GaTY1NcLra0CaeQUtLKxITE4R4d+p1Cc1yNVvMMJvM8lmxb5pi0A3TL6uSTd+dTS2acPrJ56AR1+B/aT+6BbHnrtA3aveWn78Ps2fP9fts+uJyOXHs2DE5xIrpsi85J3tSt6XM8etHCgpkNDdfabLisn3HNtn/zKFjhqf6UOB90CudzmcrV6zqcSobAoztXnKiGHONMf1+8b9vsA5mfYXaFBWn71EoFKcT41qs6RHeLArlNCHIFGIWiMwjC8S4uDikpaWJgq+nv5LiwGhlVlFo0oM4VlhifaGnOa2yGdNnyO/y8YiFTmTFxcVyWFdGWnr30Ca9iOWRco10dHhw+Mgh8XxcMkgK88O93kcxL5u3bsYqISiGSHFbxR/+hYYX3pP5HhH4HsVH5NolyPzxV3oJJEVu1qzZ/QSu70+ErQJ83nTG41AnenLzzo4dOyr7rFNS+dy1/n86f2WKihT74MVGLQEd7s8X12TqrOywIsNnoD0sk8iHSfYbs7WDw6n47L2FzB91Qlz3inTPPOPMoI4fCLaW7Nq9S/aNB07P/77BiLUSaoVCYTCuxbrD3S5E8YgMFRqgnOwH7+PAwQPivFn6Fg1u37dvL6YLoWbYUD6YhoZ6HBTH0gmKUbqCtdSYVm1NjfQoXrpkKSyioDYKYYnYf/DQwe5gHMRVVonjN/4I0IdmDR/GK+65vjk6ApOf/y3MIl8GzGuWyA+97Y1DeR/tLheKhDi7ROXDLb3RTbJ/WHrAe90ThXbbju1YOH+BdALkPjb579y1C8uWLOvfNy3SZhS6nEmTtFaRvvDasiWjEqVlJUhJTkF2do72HL2fZR88orK0L39fT3S7IcD7p1f5ocMHsWjR6Ig1WhrQ8NB9cG4/CEtKLOJv+ixMDn0YmR/MU+YqMVcoTmHGtVijU1hmB/LlcCFRyukbB4aicrjgCKZPm65v0e6vsaFB9k9SrOvr6+RwoBhhNVIgGNErZESaMtiISGeJEKu+Qt/c3ISS0lLMEPmgvVvx0JNo/N8H4l6G0arme5Ni3bt5lc8r56lfwJaerG+A7NPntKJRURRhbVtXVydyc3MxZcoUKeJslQjUXC3HQJeWYKq4J3k9cX1WAjirWDjHQnsj9jES3SQh/ANNesJ3Rv8AtqbMnj0nYKWJ75I+CuzK6HXPIWD83uvr6mTrAKPTMf+B0/O/LxSxrvverWg/WCK/DwXbrJ4ulrCURFiStXcdlpomvmfIdcuCUfpbVSgUQ2J8i7XgqBBCFvaBC9He8B7y8/N6mnzFfTEWNqe1nDdnrgy3yfRoPVqFhRhK2v0QadNrvUU8nylTpvZKi82r23Zsw/JlK+CurkXhp38AuAdhVQd4hdxjjomENS0J7YeOS5Hm8dye/ciP4ZiWJY8jDArDFoXEhKQese704MiRIz3iOwD8jXC407y587ojwfG3wYqAbMnwSsM4lpUtPueB4PGcUpStHTNFWoHys3fvHswVeQj13fEahAFe8sRvpLamFuecfQ7sDkcQafnfH5JlXVmEmp//FB1FVTDHRSJi7VKYOAbdD+7CInS2tOrfNNzHK9DV2q5/Gxg2tZsjRWUsZ6L4jIRj3mJhqUcLi32BfoRCoTiZjHuxLhQCS0ctbQ5rfeMA8D5oobGPlYUn74dzT69Ytlw247K/Oi4uPojCOTh4vS1bNgtLb76eTy1dbt+6dTOWCqu78sGn0PjKuv5NxYEQ58sP/hNmgSXc2/o3SZEOnz8NcZ88D42vrZdjrOU9ifP4X+RDdyJzwZzu+6yprhbv1IX0dMYEl5vksyksLMSUyZO78x0QkTabzCn63n3XdCRburhPU7jYvluI9ZxZc4RYBxdTnWnt35+HqVOmwRagtYPdGf4c2wjT4W+ZHvyMOU5PeH7nVKUMSGOxhMm50WmhM/hKcM5v/p9PqH3WXc31qPv599G+vximCBuS7/3RoIWTaXUW7JPrnc2NaD92RK4bIu+pqoenuklu84UlKVpY5XGwz5kprXLr5BlKxBWKUWbcizWvy2FTkydNCVRW9qPXbYtVNnvT+WzenHlISqJlGUJiAyGuxeZhOqjNnOVlEYrtu3N3Ixt2VH7rQRn4JKjr8l2IwyzJ8QifPQURC6YjcuV8WFMT+5xv3KMJdf99G1V/eqb72l3i0/zLr6DFasb8eQukc1dTU6Nsts/OmtT9LDm87MDB/QNast4wdnte/j4sWLBInsNnzSAp06ZOh8O7uVtszw3BspaIc5jPUmFhz5g+szuffdm7d6+wrP2ItUiD91korP2IiCi5SR4nttOCpmMiuz34W9+1ayeWLBFiHdS9+z9mMA5mxHAyo2An3XXHiDZbG6LeUVmKjorybjFnhcEXbGanJW7jjGtKwBWKEWXcizX7Mlngz5s7HxZOIDFIWkVhyv7TJfT4DcqKCg0+Oxb87PuUhTEXsY1OZqb/fYSu1zZrRb1XQd0LPn9+Css0+rwVSLjhYtgmCstV3rN2jnch35fGdTtQ9qOHe44RluyUlx5CTUM9qoVFzS4BenmzyZvC3C3W4rq5okKxYP6CoJ8Lz9m9excWLjD6jE1ymB2HU/XqshDH7dm7R14vlNm6+M537NqhWbx+7pnD7+bMni32+8izeJD5wjrnxCuyG0SHz1empqfJClxFRSWmTw+uC6D7oflgsGJNWp78PZpEZYvE3/5Z2C+4Vq6PJl0VhegsPwHn3p1SxN2Fpf2scVYo7LMnwT53NuzzlijxViiGkeFXpdFGFGyTJk3CiZJiKRKDhf21Mxmask9BOVwwVY5Drqis7LZ3mfewMCta8o92f/eHdk4Xkm69Bul33wTHpAnSk9sYmjZQvq2pCfoa6YI1JR5mq1V6WHPYFD2+2fSrVQl6niNTjYyMkGJDcQ0GkRvZOiHP0TYgMTFRVuj6ouU7uHQNjPsNdMcURJ/ZFRv5H6fMlELN6+uLzAsX/TiOled9BLrOaBD5ma9LkSZ1f3oCntz1cn00MaXmSKueeYn74W+Q/Oi/kPrkE0j+6V2IvvoCOJZqQx3pwd7wjxdQ+a0fouJTV6H+vm/LEKkUe4VCMXjGllizIGUJqy9c7178xGdmkU2P7YaGBhlnerCCzXMjoyJ7CuvhRqSbkzNJhq7sRuS1U4ikrbxWE4oBiFg5H/GfOE8Tm+ZWdLo7/N+vfGad4hgt8pYtM1VY4dowLZ7C/myDiROzpMc28bY0JSJfHF5WfMJ3U6hPxK047I7e4izSYdpOZ1uv92j4DISCvOcBXzOfUu+DeB49yulcGB8bP+C7piNbXGzsgMeNBrSmKYyRl6weMx7cHCrmLeCp/3oOKQ/ch9gbP9FLvFnBqLjla6j++hdlK0FnQa7cp1AogmdMiDWFuFNYOhSEHTt3YOPmjTJgyMZNG7B+/UfSOWvnzu1yuBXHLsuQnkKIZKHNclQUphzOc0QITk1Ntdw3cGHeG1paIw2HPbEbwYBZjCqsQphzAA9wqa7CWr3xCnlSzT9fQcGnvoeyXz4Od1WtfpBGl6cTHqdTpl37wrs4/tX7Uf2vV2EKt8MU0RMn2xKlO7qJhQFHZEVH/Ge19o8PzvjdzEMoj9Rmtwmxbuk+h5URzmp24kTveOFG9LdQYBeMr3x6w99GX4nl76KkpET2kU+YEHgaVOaR3Tr9Ki8nEQpj9C1369/GJmz6Dr/yi73Em5Y3vc3p3c7mfFrdVTd/Cm0vPq4sboUiSE5uSSQKVIoXnZE2btworSz2c65cvhIrlq2Q4SJXrVqNpUuXYcHCRXIqxYbGRulZ/NGGj1BQUCCFm9Z1mDiX/cHNzS2yP7OurlYL9ekj/rYvZN8mRZHLSCEEKzomWubZoCtXs2gDwRyFz58O+/QcYR2bEblqPhI/cxmi1yyCJTZaO0invawSrbsOyPXwGTmIPX8VYs5ZLsVS698W2eDisMnnJr+LfYz41iLE1djmDffT89o73wPBSTSampv1bxqxMTFoFJWCHkS6NhucIc1yJqw1l1ML3BIAD531+r5KcR+dXUHEWxe/AbbU0Nks4HGKAaF40/JO+v3jSP3rH6TVTeFmfzeby2lx1959m5pNTKEYgJMq1ixLOR42NjYWa1avQYawvOiEI8NKCouG4s3vxkJBmZSTg2VCyM9YcyYswtrctGWTjFHNgp/nZGdnY8G8BTI2+P4D+cg/kCetrIFIS03FocPa/MUjCa1UOuFJREXFdbBwQD0wiSxRoGnlsVIRMWMSEq+7CDHnLodFWLDeUGy7XG4puRFzpyHhmgtgz0iR+zgXtvwUi2wS97puTHQ0XE6X3NfULAS1z2OIioqSXvfBUisqS/0mRBHXkzqpf+UKZ8Vif3kodIhKA38bft+UeIcMcHPo8CHpNGdUwHhdiznAeTrcz/H7HGcvhV0xLLDfm1a3t3BzWBi9zWVT+aeuks3k9EpXKBS9ObliLQpRWknsE5WexsEUjOIYFqAUrhxRmLJJk1Z2h0drSuY+DgOaNnWa3Nfuag9KrDMyMkUh3YUP130oC2oKU4VYGCs8mPODJVqIXnNLs2ySLRCVA1dpldg68H07Zk3S1wZAiJinqb8jV5cQrS5ne7dwaZLUQ0RkpOxPzpqYJcdV9230TklJRTmd47ya8f3Bsctsbo4Ij5BN1gZs5bCIyoZ3yoNpBo+KiJSTtJRwCk4f74ZbOESMY+UZdGb7ju3YszdXtshw20CwD535GiiqmmLwGMJNRzX2xUesXSiDuLCZvOIzn5VD1lQTuULRw0kVa/ZpRkVGBSFVvqEwx8XGYf7c+XISCilExqLvZ7jMYOCx06ZMFaKULD2AWRkwCyusoqICW7dslsFChkO0OTEF02SLgMXdAZNu7QZEPCBLxMDCIfMnFgpzL8Q258Hj6NIrNKSrw9P9nIg1zCotVrZg0IpmPGxv+Hw4gUlVVZW8Tr9noW+jUO/ZtxcLFiyQk6V0C6pYWPGJFBa8N2xeZ4WN+4OFQrpi+UopqoyM1vdcdn/Q8mawHHapLFq0WIaQXbx4KaZOnaof5QeR1tGCAjk/Nu9ZMfKwLz7mjnultc3+bQ4B49hyNpEr0VYoNE6qWLNfk32D0hs4hMLaG1rkKSkpssl1rxAJjpXmJB2M55y3Pw8RwgozB1nocrKNTmH9cRYpWpLJIl1O30jnNc66RBEYKozgVVNTI/vX6YUtlTiIe/c0+I8wRSiI7vJqNO/Ig6lPEzH3NX24XayIL/qz4DHGOpHHy39MMhb6CR9Wa1p6Og4ePojDhw9JMdcc+TSRpnVcUHBExmpfMG8+bOLd8r0wHfol8JjiEyeQ2UcEI4X1zWbw3lcaAHE+3yktdxeb0L3SI3RWlDfDzWIfhZve6fzktf2KsMgjw4zWNdQhId57qJtiNKC1zf7tlL891ku0K+/4lmoeV5z2nFSxZpjH2NgYbNq8SVps0lOaAsElRDgpB+dV5pSNbMrl2OuZ02fqAT78FM4+YJ8vA6R4EyWswYy0jJ6x3IPMo0Sclpae5nuWqQA0b8odsAna09QCa0IcIlfM07dodAkLvlmIda/H4B32UyIyJjd1STHju+jw0TydnJQkHf04BGrn7p3YsWsndu7cib15exEfF49FCxZpjlkCVqRosX9Ej/6tW6TPgfQs94LXYtN0RUV5SM/UI/LHigC7O3ydF3RS4kC+UzrPcRrUPXv3ynuQ3TKKkwKHhHmLNmHzePU3bzspY8wVirHASS2RqA106FoorEw2hXLY1qYtm+WYX852xLCSbW2t0kkooFCJAp/Dgngsm3HZ/0pRoKUcKjnZ2TIMpTfMZ2ZmphSozSJ/tOCDl5Xe0BvZZkzKIAUhuJQaX9sA1/FS/VsP0qqtb0LLjny0l9fAFM60hQAJ8eE+Lm15R+CuolWiCTRFm5USbzj1JT3qiXa/E1Ba2v96dAKsb2zAjBkzsXjREixeuFh8LsIi8Snn+O4jcvTupxMZK0+ZGZnydmWFx0BkhpUrCq+rPTj/AsLmdlYO5NAq3pAXtKCDeq58dqJCwshyDPvKICjLly0PGHNcMXp0i/aDD8hx2/Qgr/rxL9H01/uVla047TipYs3ilIUzJ1Fg/ybnfV6+dJmcJ5kRxY4ePYqDBw/KcKI7d+8SBeounDghrFs/wp0kLD5a6EHqn08io6KkN7T3eGiKAfuvV61cjZXLV8hNwYqKNzyHszgZTaxyKJWvcJh9EdfvbHXKKTQZ5KQvrbkHUPL936P8xw+j5M4HUPTV+2WTuERcs/7Vj3pJM7MuZFz/ptEqKjrsT5eI69E7nNu875NWcFR0THdkMtmkLCx0CrS/pmUK39LFi2WAlL379sgwn5zDmgsnzJBD78T5c+fMRZ6wzoOFjmvGrF59YXrszggGeoxzBAErG1lZWYOq4ClGFjaPc9x24ndulU3jLa9vlFa2Cq6iOJ04qWJNpCiynGfBLxYWlqmpabKfeIGwymh1L168RMbs5vzEHBLEvs++Yslz4+PiUFVd3U+IQoFZoWMSo1dJVTMQO6Qg6fkcDMxzSekJxMVrHskcPmWy+hacvvCKztxDcBWW9MoX8xJz1lJM/N13kfTlq5D81euQ9YfvyYhlxHn0BFo+3NEvz7LP2gu3ED9pkYrjmE/Otc3pKPs2hTOVUO6e1w2z2jApZ5Kc2IPvlVNlTp06TaTdIbtAGJuc/gtmS5g2jKvPu/VJgEzIPIp/Bsonr0IP+NjYOFnpUIxtrGsulU3jhpXN4CpqfLbidOGki3VHhzZmNhhY8M+dM08U7pVaSdsHOoY1NjXo3waJuEZWVra0uHxJhlGkBzOEyYDix0oJm1spUgYmixmWGG3WpwGh+oirN765UabnXVnhc4mYNQWJN1yKhKsvhC0tWcunOKbm7y9yYLI8zpuwXrHCBTI9IdJNTdi5YzvKysuwcuVKOdFItyOZsFZlWNbInlClQSPyyHzKRVi+jOY2UViyK1asRFHxcbEUy30DKqwOxd3tbvf5jqRV7fV8ApGTMxnbtm2VU622Ceuf99r3+SrGDmwap5XNMdqE47PZLK5QnOqcVLFmuUzP3TBhUQULC3T2U3Z0CIuPBapXocq+UacztAAbvmD6kRERst+8X6Evrs/rcJzvQAU691Oky8pKZbjUtNQ06WUuRYmIT+tEYQEb34Og4aV1qH7yZXQypKi/6/O6Yml4ayNatmjzGHejn2ObmC4/DegIdvjIERw9dhTz5s3H9GkzEO6IkBNwsOJSVVUt7+N4UaHszx4y4p75HPjuF85fiOLiItmaYWV/fhDPg1NY0nNbqrX3cxDrbBWIjBi4QsHrJyYkYNnSZVL88/LzsG37Nhk7nBa3Euyxixyj/dO7upvFOcRLoTiVGRPN4H2dkgYiPS1DehezCbVdWFdGYS2K/2EpYCkVnCuZIsW+0b5pcmgTLU7p+Oa1j+u0zNiUy75zFvobN25AwdECOWd0RmamFIhuxLp9WlbQeea5bDp3zMhB6Y/+jKaPduoTdfRY+UzL09qGqoefQd2L78HEYXFe15QRs61hCJ87Rd8itglLtKKqQjqAcapRDrviObxeelq6jOTV2eWRAjln9lxpFQ8bIjusHBmhYns9nwDwOIedY9bLu5+ffP5iteBYgZyKMyhEOpz5jA6K9JmgcKeJe+bvyxgjHuz7UYwuHJ+dfO+Puod4KcFWnMpYfiLQ14PCKLwoshwfTTHjQq9aYz07m+OHg4OTd8gIZiEU0myGpTMQx9rWCes3ng5b8vQuHD9+XDZjSy/hQcKimXGyOQczPcPpbOU91IppJwmLc8fOndKLnUPGGhsa5fjj40XH0azPXZyamoopU6ZK6+3w4cOyL77vfTqPFKNtx/6g798SH4XUr30K0WcvhfNwEer+8xYa392C1t2H0Lx5DxpeXYeWrXmIOX8l7NlpaFm/S5zlnXYXos5fjriLz9CuKW72qBC3mJhY6fEu+26Nw/kpjmE3BQOlREREaBWrIPMaNLyGSLfN2Yp08YyCSl8cEy+eK38/9CTn86Y3+cGDB5CcnIyE+MTg8ynvk4tWQYkID5cOj+Xl5aitrUFiYpLcPjD+j+HfB383XJiWsRD+PRnr3tsVA2NKSEPEwploXb8e7iMlMHVUwzZfcwJVKE4lTrpYs6ANRawJj+QwLQY+mT59umzCNcrJ8ooK2XTLCSIGA61MWlQlZSWyeVZOHymEtrKyEs42p6wg0KJmfjmlJj3W+RzsdhuyRSWBFh3niKZHOyeb4HHMS6uwdunJzgkmzEIQOUyKaXFYVWuQYs3nHr54lowJzrms7VMnIvrMxYhavRDWjGSECys99mNnyv3WtES4q+vR9PbmbglhJcSSGIuMn3wFYZGi8iE2sLLBIVrTp03T8hBEPoYdcV+lZWVSfNn9EGwemN/EhEQ51I9dE5w4hI5swYurH8S5FNXEhCQcOVogh4jZrPyNDZSm//1KrEcOb8F25R6GfWIcLFk9viEKxanASRdrOjKxL5eFWChwXCyH28jhRnrZxg/2Y9psVhm5LFR4XxxaxHtjXHEODaLFR4uY1jEnDGF+q2urZQANit2c2XOkRcqAHwyDaRS23gUu1zgNZbSw0DksjE3kJ0pFhaCkBGZhDXTmHwu6gN6WkYKn42JxpKEZx5vbcLixBUda2nDUZMZRSxgOtzqxr64RGypq8ZbYnrVlL+xuLcyoOSpcCPUtcEw2Kkdd0hKlwLGJW2yUx402fN6MPMcAJ6F2iRjOavX19Zg5Y6a8j2Cf5UAwHVYCOO2qHG43YLr+9yuxHlko2Pa0aLRt3A7n7j2IPGOFdEZTKE4VTKKgoME1IDyMi7dIt7e3yxmkOO8vx9Hyk9/PPDO4yfGZ3s6dO6QwhtOiChKet2nTRjl9Zt+CrVh6FQMTMicGKjv7wTQPHMiXHuW09Ecc8dQ5LKr4D0+i/eX1QRXQ8r6Xz8Oz56+UVvlA8PiLquvw8S25cihX4hc+DmtSfPe1uH/rti1YvlQUbCdp6BJFbM+e3bK7QA6hCuK++iHug+FmDx06JLse2IRtDEMbKhwHLmOdz18QRN787+fYdDbVM1/egk3492Sse29XhA7DkjLamW3WRCTc/7C+VaEY/wy+Y3cYYJHE/kHpJBYCsigT//gq0iIjI2TFQaphCDQ1NsjKx7B4OgeDyHwYHb3EK/B1H/5wiMpQ8C/NhCM5mYj4xTeQ+u3Pw+Yl1ITDtJISk3w/yBGElQQ64tE5bNfunTIa2qCFWodN1XQOoxAyzWOFx+Q1KORDQVr6TEcxLmDEM86XzWk31RhsxanESRVrUTojNi5OTuYRSqEa6FA2W9LCD6WIpniw33POnN4xtUeDzpa2oMWSWhbd4gz63nh8QXMrvrJ5L/62vxDHm1rQ0u6WrSMUMjbp0wN8NC05PmuXqHAwrCwnNFm6eCmioqKHlgeeKxZ2W9C5cMniZXJIGKfGpOXOaw4W5osBYxTjh/ibvig/G595UX4qFKcCJ1esBRx3zKhkIZWnernu6xTOrkSxDgXGIGf0LDZRjqpwdf8T/DXNIVp5vB9XZxdeLqnEVzfn4fMf7cLn1u3Ezet34/eljXiysBzHG5s1AR+CqAUD06+qqsSu3N1YOH+BjGbmL2ToUGCTPgOusA+b8eblDGFDuDf6JYzer0IxGDiNJif5MCb6YDM4o5yxWZzb1DSbivHOSe2zlog0d+7aKcfy0klLWkkDIc7ZuHkjVq9c3e94WowfrPsA56w9J+i0GHuckcVC8UQeKnyWLvEMix98Ap2vbZCiOjBdKMjJxB9vuDTI4/sjLivpPl1s4Pq5qYm4KicDE6LCZdrDXWnh/dJRi/3KjFpmMbNPWd85QvCaHPO+Y9cOOeEIW116bnwk8J+26rMePii87Xu2wrVvL9qPlaCjqErfMzBsIrdNyoR97jzYVl2onNAU44YxINZ0MmqXs1mtXrU6KMcgDq+SYu3DwYx5XLfuQ6xZc4YsHAeCx+fm7pJxq0ejkDSe42tFZXhGWLUZh4/jC0+9qjVxDHTf4rxtC2fg6UvPGva88kdgFWl+fnImrshOG14xFfnmvNPbhZXLiVCGy/krKMS1+ZvkdJ4rV6ySQjly+L8nJdZDgwLt3PQeWt5b30+cLUnRsCTHwT5npr5Fo23rbnksY4l3trTCU1UvrW1vuC98xXIl3Ioxz8kXa526ulo5bnr5shVa+NEA5RX7IXfs3C4K/pU+C/0tWzfLSFsM5DEQ9PbNP5Avjx/pQpLPr83dgT/mH8W6yjqZd7OnE7f/6xXkFJX7vz6fPT/F7j/e+HEcy9Am6RgJ+Gs4UxR8d8ybAnsQlZ1gYGvHho0bpEc1h6/5emcjiripyqpK2UfO+c1H7j37T1eJ9eBgE3bLe2/KCGUGtI7tc6YhYuWZME8Rf7d+RJYOZowdHrF2IWLuuFdu49SaHbkb4dyXC+e2vd3izShoUZeuRcSVn1OirRiTjBmxJpWVFXIGJg7lEiWWvrU/PKa6pgozp4uatI/jtm7dgtlz5iAqcmCx5tjpY0ePYcbMmSNeSDa73Lh390HsbWjuHnrFhz9VWNk3PfM67O0dPcW93K+9Gr4hj9mEdasW4JWzlkGcLLePBNqvoQsrk2Jxx9wpiAoqGEgARIKM+81kGWDmZAkRf7tsQeFEMLLFZUTy4T9NJdahwekv6x/9q/TqJrSeHcvmIerKG+SUmcFAYa74zGflucmP/kvf2htep/ml/6JtWz66WtuVaCvGLCfdwcwbRv7iJAweUSEIBEOBRkf5ttBYKLc523rmZh4AhisNj4wY8QKS+frHkSLs8xJqwrWCiWl4/LpLURsbJSfgoLCxqZ8Lvx/LSsejN3wMr6wdWaEmMmti2VLdgN/tOyorZ7qCDwqeX1hUFHKUuuGGV05JTpXzpCvGLhRYzqLF6S8p1BTa+Ns/K8U2+pa7gxZqQrE1HM38OZiZpyyQVjen3oy++gK5jeO0K798E9wbXpPfFYqxwJiyrCkKW7ZtxeIFi2C1+w8XyhClneL6HKbTV7AZaIRDdujENKA4iOvty89DlrD4GB50pOBz21pRi1/sPYIOse4rXzwmTDzXrNIq2Fud6BLWV4fDhvKkeLSE27WDRlHsNAO7C9dkpeFz07MG3ddbcOSIjOymvSt940nCLX6vdCZcsmTpCFUc/KepLOuBYZN39S8f7LZw475wHewXXKvvHRxGkBQKfjBpycrCIw90N7uzTzv2mz9UVrbipDOmLGvalOzfHGg4T3xsHKqqqzVB8YIVid2iMJ4ypWdGqUDwfA7riQ6ib3vQCMGraXPi9/uPCaHWCmNfcLtHFOa0og/MnISD07NRINZbInQP5lEuwHk15un54grsqw1tHLw3dfW1WkS4MaA/YaLSIFsKFGMOimrVj38phTryktXS0h2qUBPbpKnys6OiXH4OBEWZljan36RV79x+ENXfvE02lysUJ5OxIdYUArEcEVYYZ0wyWwJnKyIyUh5TckKbwpDntgrLhY5laampSEpK9iuK3mhHSAWVa8OOyBebsR8/XIx6N60nffs4wiPy/2DeMTS1hx5chBUvzk890PscLfibYEVQCfbYgZYsp7ak9UtrOvE7t2rN3cNkyVrSMuWnu7BIfgYLp99MeuhhaVmzGb3qnp+pZnHFSeXklqKi8JdN612cyCFPNqtzvLVpADOMexfMXQBXuwt79+7Bhk0bpCf57JmzZbjQYDXRkJ6R0lCmv62yDh9V1o7cRUYYClyVqx1PHTmhbwmexsYGWbEaS6SmpMg44qFWPBTDD4W65vt3yiZnenhzbmrrmkv1vcMD+6QJh26FCisMcT/8jezLpsVf8+s/qxCmipPGSRNrFpYce1tUdBwbNmxAZGSUjGilzZesH+QPWkhhFjn5w7x58zFvzjw521J0d79zCMo4glY1HeWeOloiRHug6scYRzyjt8uqUdIcWoHHKStloJkxhHRibGrWvylOJnU//74cB02hTvzFb7uFdSTgGOvBwnjj7PMmHAqmBFtxMjgpYk2HGs62RUcwiiyDm3Au6GCarvvCcyjSjH62efNG5OfnofhEMRrq62UMalrrDLrChc5vDC3K6S0rKipkRC1Ph0ezsobZ0mJqW4VFfbQ5tNCnow3zyfsPZGlyT1tnF/55uFjzUjeel770/W7gdLrEe4nXv40NwsKs4Fzo47rydArApm96extCPZIOXIZH+FBg/7kSbMXJZNS9wTs63EJUN2P69OlIZt/yIL2M+2Lkr7GxUQ7/amxqksLSXSp73SXrBPTK9Xg6ZcFN5s2dB6vNNqgKgy/c4hnduSUPxzhRxxiGz2x1Uhx21zWh1csr2Rfc853sRMS7tGdmYpQzdIrfRJes9KQkJ8tY75xNjMfS83runLmwcFzzGIG/3/378zB7RILg+E9PeYP3YAQrYR81HclGUqhJ7d23yYpB2osv61sGj5F3kvLAfSPaGqBQeDO6Yi3OP3joICLCIzBh4skddyuR9wTU19chd28uli9djohhig++taIGP809POYLXr7T78yZjES7FffsPgS3EN5AeZ5g6cIvl85BdGSknDCDR9KJjq0YFVWVctpLs8mM7OxsHC86jqWLl8njxgq837x9+zBnrhLrkwH7qTmGmX3A0uN6wSCHeYbAcIo16VXZePCBkMZ+KxSDZVSbwTlvNcM+TpgQvBPYiMKCUQhJXHw8Vq9cJeOTs7IxVDqFxf5ioPChYwj+AJLD7ZibGIfrczK0jQE44THhtYo6Tah5f2Kh+ISLSk5Odo4MF7to0WL5HBsbGnCk4LAM6SprRWMAvpEOj3ts/P5OQziG2RieNRpC7Y0xI9dQYZM48y+dzn7+M1kBUShGmlETa1o0x44dwyRRoLOAl8sYgaJjtdmxdMkS7MvbK4ccDRbe5/76RuyrHx9OTJTQWJtVPoNPTsrA/LjogLrKXS8WVeBYg+9pJ5kOLUgGmjnn7PPgcIRj67ataGpqGhuCLfLHXIyBnJx2MIoYPb9pkUZ9+lZ968jTd4KP4YDDy9gXTge55qf+rG9VKEaO0bOsRenImN7p6RmyQB9rME8xsXGIiopGSUnJ4IVFnPefwjJ4BjidQseH70vwRhOLuO/IMD0ITUcHzjU7ERVm9itmfHPNwlL+w/5CdASq1Ih0Ob6arShLFi/Brt27pGPfyb5fwhnF1Fjr0af5xaflJ2Nvj3Q/9WgQ/4NfyIpHy+sb1RhsxYgzqs3gbC4dKDrZcCPFwXsZgKlTpqLweOHgREWcc7SxBTtqG6lVfmHK4eI5fG/OpJPeHGsT74SWNZ3x9uzbgzNnz8Y3Z03SKhLaIf0RN3eoqQUviUoJWyECPSvZamG1Ys3qNTh85DCaGhuDeg8jCSOZjcUK46kOZ7kinCRjNHHlHdDXhhdWOJLuukOu1/7pMdUcrhhRRk+sRdk4GpGsKBwUEA7ROn78OPLy9mF37m7kioVxwOn0xPHd/gSGnsusVAxGrHnG26VVoBN6QETan5iYghWpiVieGDuoaw0HvKpNdxIrKi5Cemoa7OEOrExLxNmpCcymT8Hm8RS7fx0rxcH6IIbEiGMtljAsWrAIe/bu0azakbxlkXH5O5ALvdXpFNkhP7nNxpnEvI7humJkYRM4h0+x6fhkWdUj0UfONI3+a/bHKxQjxeiJtSgQrUIIR9KeYcFbUnICW7ZuQVFREWzCYmSccA7LmisWRkezCCHmkCKGJj167Kic3EEW2F5YxXn0cA4Vt6cTm6s4T7W+wQ/R4jlckZ0uKwXXT85E2Em08uJsYdKTn2POMxj9Tc/LV4V1PS8uSuqYvyfhEjv/drBIe34DPS6RLMfUs1m8bIRmvmI+OEKhvKICB/bnY/v2bWLZLt83Kwm7d++S7537t+/cLn8nhw4eRIOw9ukE1/d3oBg+Osu1CHgj0X98smH/O5vD2R8/XE5sCkVfRrUZPExYVyMFC9qDBw9I62nF8hWYM3sO0tMyEB4eIa1lLhyWNUEI0rKly+QwrbiYWOzctQM7dmxHfX29TINSFe6I0DyYQ2S/sDKrXAN7Gl+ZlYoo3alrWmy0tK5PBsxngt2GY4VH5XhoI9/Mly3MgrvmTUFmuA2mABp2sKkF75yo1L8NgEg3a2I2CkQliZbucMH3xvd16NBBFBQcgcNhx9Rp07B0yVL5rhctXCSWxVi8aDFWLl+JM1avEduXY8Wy5XIIYXV1FTZu2iiH8CnBHhk6Kk/e1KRDiV4WDGwp4AxhpO6xx+WnQjHcjJpYyzJQFNYjURSy2bu46Diio6MxcWIWtJClQnp8qabYTjFi33lCQgKWi8J71qzZKDpeKEW7pqYGVmuYbCoPBRby75dW6d/84xB5uyizZ6IRfpyfkSSfz8mQCY+wRE0mswwIIzOjw/zFC9H7+eKZmBBh95s5HvfUsRI0iHSCgV0h9As4VnhM3zJ0OIaZlnNiYiJmzpwlo6ZxApHu34EB1/WF+eb+yMhITJk8BatWrsKJEyewd28unG1t+g9WcSpgNL+PJBzOZXiHq+hmipFgFC3rwME2BgtFkhMzMA53ZkZmaNfQC23Gr54/f4FsLi8sKpT9t57OEJpFxXGclerDysBN4ExvVbKohdv1+amJuP7CpDgk2Ea2i8AfztoqGcDE17X5bJIjHPj+/KmIoL+Bn8dR7XJjC+89SNJS09DQ2KB/Gzzy3dfVyYhkc+bMFWKdFNr7NxDnsOWFXSU52ZOwK3eX5mQoflN8t4qhE5Yy8Bj+kcBoljZHjnyM+tjrPyU/G595UX4qFMPJKIq1uJiwZIZbkBhJLS8vTwiOPn57MPA8sdgdDixZtASrV67G7t27ZejSYAprHrGurBrtonDX3LV8Q6v6c1PYL6xv0LGZLViZHC8vNdrSkDVhopxExd+zo/hlRUfi/HRh/fvNnQkfldcELWz8HTCS15AQ1yotKcFxIapLlyyHNWzoHt48PyYmBitXrJK/qwMH94/6+zhVMadNkJ8j5Zntj/Zjh+Snfe5s+TmS0NnMiEOurGvFcDOqYs3m5eEu/Dhr19SpU2WIy2FBFNhsGmWzKCcFYSjIYDLNaTADiQWtwMsnpiJJWKq8hjeMBrZcWNdD1JpB4WA89AFukM52TW72xfvJoNjsCfHNWsT7Crrlog88r7mlBZVVFVgwf6H23Ifr2Ym0mB5ndHO52tHO7pBB5lPRA0NyWpKiZdjPzoJcfevI49qXLz/t85bIz5FGWdeKkWLUxJr9g5MnTRm2MtWAkbHSUtL0b8OEKKwNz2V6jPu3KDWq25w41Bh4+ki7uP/LhFj7Y1ZcFGwUCv37aGEV+QqkdBTGV4vK8V5FHbr8HSYez9LEOPncgobHDlYExXl79uZi1ixOqSrSCeGywULBnjBhouwSUVI9PEScvVJ+1j/6V/k50nDcs3P7QempPVoTbijrWjFSjJ5Yi8KPwShCKtAHgIE86AimORLpG4cLkc/MzAkoLy/XN/hnc2WdbAIPRGaEHYnhdvkcfBFps2JefLT+bfQIE8/OnxhRqLdU1OCxw8Xi8Wqe8r4IEzuWJQc/dpbXk2kNQgWZp5LSEqSnpcPh3fc/AsTHxcmoa4rhgcFQKJy0rkdjiFP7prfkZ/iykW8C98awrlve+0B+KhTDwaiJ9UjQ0tIMG72YR8j2obAy+lZnZ+BhXLkyYlng2kJRixMHxHH+mn55/qKEGP3b6OEv24ZQ/2rfUbiluvo+kMddnJGMCZHh+pYQGOCZ+YJOXwwHOyQfhWAR6XNSFsXwwCFOCbffJNerf/ngiEf8Mpqio664Wn6OFrSuOU/3aDf5K05txrVYl1eUIyMjSC9TiqRYKC7GYnz3B6WAzeGc9zoQpW0Dz9TVIS5zz+6DeLbgBDpEer6uOys2So9+5j9Pw4JIXs71LRZfcse8lTa34nf5hXCxxcCPJvK4uSLPN83MFroW/E+JyXUJIQx56kxxPUagS0lJgXmEhZr3VlJSDLtjZK330w3rmksRsXahNmPV9+8cMcFue/Hx7iFbJ2PO6ejLL5afzS/9V34qFENl/Iq1KExr62qRkJAovgxQcItj6d179OhRbNmyWU6FuWnTRuzduwcNejAUX+JJy4pN7AEnfRCntQ80a4eA2uIU4vjE0RLcu+sAWtxumS9vJkZFIDqMr2TkhIj3aXW3Y9meg7jkox3w9MkD99e2ufCjXYfQJJ4ZLX5fueFxyxJi8ONFM2R88VCyLK848CPrB69ZUVGB7KyRs6pZiamprpYzhdHBLCJ8EC0GioDE3HGvFGyOSa7+5m3Dbn0yvcZnX5XrcTffIj9HG9uqC2WTf9u2fBUzXDEsjFuxpsZQgDkdY0ChoPjU1mKLKHwZRnTxoiUyqhWXrOxsFJ8olgVz0fHj0vNbjq3VoTgEFGqdRLtVXwsCITLbaxtxf+4R1Dt7hzoNt4ZhWnSk/m144XV4qcX7DuPMzbm49qPtONfUiTBnT/AXHnO0oRn3iMpEObf7EUSrx41Znjbckp0MS1cnOjwd0neAYUtLS0uw/8B+GaRk7969yNu3Tw6v8r5PiTgvFHg+Pf/lXOihWuTeyOegvVfOuc2ulIqKchn5jE5ru3J3orqmCvPnzZfBUtpZqVIMO4Zg0/qtuudn0hIeDiiMtb/7nbTco6++4KRY1YRN/uwrZz6MvnOFYihYfiLQ14NCK/S1wo7iRsHk4haFmrGenZ2lHz1ysC+RMaYnisLbr5Ul8tkurMjde3KxasVKxMXFdU/UwXG+DodDNqlmpKfL+ND5+ftQWVkh740xpik81VVVchhPoD5pumhtqqoLeEwvxHFlwnrdWlWPWTGRiHfY5Lk8+5AQy0NNgT3LBwNDhl73+kfoEkJ3mXhHNosZMdOy0NLchslztftbV1qFn+85gmoO0/JxL+Jx8l9clpGMz+akol5UgljZqaislIJXV1eLMItVTgjC95Kamork5GTppMXnGeU1nrtCPOdUcVzQiItzIhZGm+P7CwmRb/GrlWmwNWafqEAwWhmj1cl5tsWTj4+Pk6FoGVgnKSlZ+iow0E6VuDfmM7h36/8Y/n0w3zLWAN+1vhD+PRnr3ttPdeyrzoXF4YRzWx5cuw+gPXc9bMmxMKcNrvygRV37i59Ji50VAc45fTKxpiSi5a33xAt2wXHWhfpWhWJwjFuxdra1wiUEICkpqVsA+kJt4Wxbs2bMkDHCfR0nC0dRgMbGxspQpSnJKcJS9KDd1S4DZDQ2NcpCPFABmhUVjry6RlQISzmYgpZH8LhGdwfeLauGReR0Zmy03FZFEa9pCNhYMBjYRX2pEKbF4r0lLZqBrvYOmETFJVZcK261sD7EO807dgKbhHiLjPi8Pj3CvzRtIm4QIs/nxWeVmZkp/QYocvTQjo+Pl/388jkwHbHEx8ULaztfVIr0ucxFXlgpCkWs2TriEb+tkASe6L/XQ4cPypjkFOHp06cjS7zrDJH3lJRUmWf+PuT0rcyfTmNjg/xdJ7KrxWu7f/wfo8TaN9aZixCxbA5cB/bCXVCG1g82SNEOCzfBkjVNPyowtKZbn/0b6v/2T3QKS51CTcv9ZGNKSEPbO6/AfaQUkeesPmmzjSlODcatWJeVl0lLOSIicLMxHZKmTBaWoygkA2EUkrS8GRSFQs3+Sk6zyYJd7NSP7IPYzPMWJsQgVwhfXbvH76F94XlsDN5d24RapwtLkxjFrAtvl1bLdIn4itTKGrSGO4QJP8RCvLIW51+8Co0fbEfkstlIvOp8dNXUw3nwGJq37EWmuM6B9BTUUMj7XIpC/dnJmfjkpIyQLVsmxSZn/l4Y2rW93YXqmmoZdjRYjh4rwJRJU6TYhgqb5flOZwurnBUHTtcZjCDW1dULEQ+X5wb3Uv0fo8TaPxS1iEs+DmtiGNzHjknLuG3jdrS89Bw6i/YBzdUwNdf1srg55WZH7ka0PPdPNPz1MbhyD3PaO9n0fbItam86yw4JsS5GWJJDVkwUisFiEgUFDdAB4WFcvEWaTZsshNva2mR/JT/5/cwzh3/e2F6IfGzbvk3OokRx9QXzynwyChn7H0UJqO8JHjobbdi4HmesEfczwPm8Xp2wrH+eewj7G1u0QlffNxDyBYjzz0iOxxeF5fqlTXuliDPNpKo6fPW5t/DPi85A8YRUdNhCFyvCa4S1u3HXlt1Yevv1CIuLgYnD0jwdcOYfhWN6NswOO040t+J7O/ajXlj9xh0wH9dkpeHz0/VJUgYBQ7du2LgB5559NvLy82XUuZiY4GYbo0W9VbxvdmWE8h6Z76qqSjlqYN7c+fKdBI049/CRw6LimQ2bLViPcP/pc7IR+lew+8VbsAl/p8a69/bTFfeG19Dy/nsyoEmwyGbvT90kI6WNJdg0X/mtH8KxdAbifvgbfatCETrj0sGMwuPucPuML80CmhWKhoYG6eDEyR1E6afvDY1QTmMBm+Cw4RdLZuGqrFSYRSaZl2DgZXj+BiHMtS6XnN+a50YJ4fzK3kOICbfj9sJiRIjvwabZF16DQv/4tBw0b8+DSZ+ik02/kfOnwyKEmsdkRjhwV0MTojq0iUy4XD4hBZ8RlYjBPke+sFphSc+cPkNYyMdkt0JMdJBjysX12S+eySF6g7g++6bnMNJZiOfyKbMFgLN3KUYXDu+isKW9+DKSf3qXtJYpxhyG5b1we+J3bkXqk0/IZu+xJtSEDm4Ms8qKh/IKVwyFcSnWgYpdNjdu3rIJxcVFmDhxgnQeGwohSaMQBLs1DF+cnoO75k1GohDEoMVVHHdubT2yymoQHWZBVFMLbtpzAJMykxG3dinMNQ24/r3Nfu+dV+G1GMfbEFm5ru2W8Nyy1CS8sjkPrmJGZhN7xUZ5rvjPVVSGqr+/AE9zHb6xcAZihSW4MD4aXxBWd5jZErLgGTDtxqYmOYUlHcRSUlNDEl5GkUtPD33WJre7XTabs9l7MPC3pDi5MMBI5Ge+LsU44f6Hey3cTmEf633BjmXz5Ceb7RWKwTJuLWt/jcwU6enTpsvpDunVO9hmW2IInbfgBQOHFp2RloQHV8zBmuQ46YlNMQ5EnC0Mt1yxFq078rD6va34zu79OOdrNyDx81fAXV2HcFEBqIwIh0VYvN4wWQpztLsN01rrcJ6pDVdanDjf04TpzTWwd7h18dZPEM/txeXzsO+5t9Hp8UivemdBMSp+/zTqX1mHuCvOQeukFKxKS8Rf1szHjxfPhF1UHvw87qBpc7YhPCL0aQqZbVr/coheiHC8dDQt+EHmvb2dY+H1LwrFIHHM1YaPtW3dJD8VisEwfi1rPwVwVFS0dF4yrMuhQDGzWAY5raewHBMcdty9YDr+sHIOlibESsH0mSOx8SvCeo0IdyDps5fjxi9fiUU/+BLCEuIQFhUBe3Y6TC0tmNB3bHJnF9KdjfiU1YVfzZ+K/3fJObjzvLX40rlr8c2LzsP94vs92Qm42F2PiS21sMiwqcKCttvwaHw81v30Lyj67T/h3H8UiZ+7DCm3XSeuqfUjszIUI46z+ehqGAy0UsMGYeHyHdoH2U9fX18v43sPhg7mV1QQBtmYoFB0Q+ufuPIK5KdCMRjGpVgTi9ki+6b7wnHT4Y5wGeBiqDDYR1iYddDGFZuNadlnR0fih4tm4PYZWUii8HhXIsT6eWkJWC0sWcKwnbbMNK0PWVcKc3wMtovtj5yzEh20coVoZ7Q14nM2p7R8b1h7JrIyM+GwO7SWBP26fA4LZ83CbRdfgB+vWojP21yY0VYHu8eN4oxk/PqMJYi8/QbEXXaW5nAmzuOwNbN4tsMJ3xPf12BqPXRipIOXv5YUf1Dk25xOOYxsMMiWABW9TDFMsI+dAWDoxa5QDIZxK9YJCQloam7uLXwCCk52VrYULrco6IcCo3LZrNbBaEwvmKcwYaFfkpWGP62ci49lJsOQwyhXOy5/bR3aSyr1LT0wmlrTplz8c9chPLJ8AZzhdkR0tONSdwPuXTEP16w9SzpryaFUurD3gqItFjriMVDJJ84+Gz8770x8Lc6Muc3VsIhnZxX7WEEwKga85lDvty8MlpIqKlGDSbepqRHRUdFiLcgqE0W6rVWOr+e7szsc+o4QEGnQez06WlzX13NVKELEPmem/Gzfs1V+KhShMj7FWhSgDMZx9GiB7yJc7KdF7O7o0DcMjrY2J8Ijhs+6oiByKsyvzJqE36+Ygy9Pm4Afr1mArJs/iab3tqDiT0/DWVSCztY2tB44hoN/eRa/3nEA7y6dI96UCWnCmv5GaiRuvuBcGczDW2QHRBwnrx8ZibNXrMT3zl6NT4eJ6zQ3SXEyoFOWNpPZ8EALt6ioCJmBIs0FgP3GYVY2nwd3LoOn5OfnY/KkyZgzd27wz8cLPg0Gw+FYe4ViOHDMWyw/Xfv2yk+FIlTGrWVNy5njU5saG3qJDaFAMOazfSiiI5Ksb6hHfOzweppSPGTTeEwUrsjJxKyEWNiS4pH0uSuQcN1FaHxvG566/3Hc//JH+FFmGnbOnIwuIcpZzkZ8U4j7mkWLpJhKEQpdh7qvH5+QgE8Ky/xw3l60isqB8QwZfpP9/sMFI805XU5h5Q6uOZqVB63lQN8QCHEPJ0pOYObMWYiJjRX3OvifN+MGRDDqnUIxDNCrnah+a8VgGbdiTcGZP38B8vbn92i1WKFQHzp0UFpFg/Eg7qFLNsEmJiVT4fRtIwdF1JaciITPXY7nz16OnQtnoFVa9V3Iaq3HN2flYO7MmVqf9DDB57N82XLk5e+Tz43Pr7mlBdHRUfoRQ4Np7svLx7w58wb9CGWlhO+X+QsChjQ9fvyYdj9DgH3kgx3ypVD4QvVbK4bCuBVrQgtzQsYEbN2+FSXCoiotK8O2bVulU1FOzqQhiSytdiKtulHEqc91zZxTb1LamqRj2nROJjLMeeE16EQVFRUlo3xR3hiBTk64MVRE5mtqqmGzW4fU9xsnLGS2kgSFuAZjxbvdHdo5QxBsLb65/kWhGAasORPlZ8eRfPmpUITCuBZrwikT58yaLT2OZRAMm1WGiJQW2SChWHJWKDlGdzQR1612urrnmKbX9nWJ4ZgzY8aQ7scfvAxT5bj0Q4cOyeFKvDL7+4cCn19dXZ0M9Tp71pwhVZpYkZCOhMEirkUHw+PHi+S9DAZGLgtjDHKl1ophJGLlmYi8ZDXMUcoXQhE6416saW1GCctt4oSJspA2m8xCuAdvURkcPnxYOimNhEgGopZzXOvXzGlvxhkLF2qiMdz5EIIqkxT/MOjIwgULsX//fljE87Q77GK7dlioUKjLy0qxd99erFl9xhC7ItiyYZHDt0J5owxlSo/wQd2CyH/JiRIkJiToGxSK4YH91pxkxOi/VihCYdyLdTea8kjh6egYfJhIaRXW1iI9PR3WIQqNP3gNLgwUUlFejiNHDuPAgf1ysorifbuxrKkScxorsDpOm/FpWCsM4rpykWjpMn1Oecl463J2KD/XY56dbW1g1LOeNARinS0bnPt7y5bNqBVW9Zo1a+SQsaHmnefL2dxEvoLFZDHDIwPAhI6sbFSUa9NiKhQKxRhhfM66FYCDBw9ggrCy5bSGg4D3uGPHdsyfPz+E2ZaCQz5qsTQ3N8sZnRhhKyExEbExsdICjYmJht3ukGJZUVGBVmEdTp8+jE3gvL6BjzT57vLy9mLx4qVCxsX+Pocw//QN4PSk3O/hmGyRDiO9OV0uJMTHYfq0GXJsszx1mPJdcuKEtJSnTpuubwkM88lKw8pQZukS5/DpFIj3YhXvPTsrwLSofvF/vJp1S6FQDIVTx7LWoUhzqNBQcInzrUPst+0LBaRBiPOH6z7Evvw8TJkyFeecfa5sfp40aRImTpworNs4OITQWW02KYiyGV472Wvhd24MEuN4uYh/KAR+xIDXZqQxf8FkKCKsCC1buhxLly7DiuUrpDd5WloaZs2cKSo4C+EID9fEZhgFJyMjA5XCaudUmfIeBkIeMsBxIh2j8sRPTnqSl7dPtszQ52E4869QKBRD5ZQTa0a7ahNWflCFuh80X+zhK6wpBgzgkr8/H0uWLMVKIXJsduaEH75gFDEiHb36iEZXV6fInyYyXOR3cbz8lN97L+Igucj/ghCgjMxMFIi8aucFh4z0NoyBVPpCvwTO1rV12xbZTC9uTN/jjy5pvQY6ii1E+/fnYc/ePdi5c4cU6uTkZFFxmqwfoVAoFGOHU06sOSUim+iHglmI6FD6vb2hYFZWlKOsrAwrVqwUlYmoAYdgsUk5Pj6+R6e5oi88t9ty5Xf+x09GM+OhfZbu4/RlIJKTkmV4UE3og4MVBfbz8jyG6fReGhobxGeDrECxuber06hEhEZcXJyw3mdj566dUrADpcHKw0DzUPM5Tp48BTNmzJAtA/PmzkNqalpQz0ihUChGm1NOrIlhmQ4GFtUzps/Aex+8Jx2mhpIWoQWXt38/Vq5cKT2tpXgGgCJUXV0l534e6FgJjzGOM9a9l1AR58TFJaA52LHNgqlTpkuRr6mpkRHEvJey0lIUFRdjb95ebNi4HuvWf4gTJ4rh4VSfIYg2RTRWCPbMGTOxZesW+Vz9cbzouBTgQHfP9ByOcOmX0NTcFEI7gkKhUIw+p5yDWa0QDDrzsA94UGIlngabjJlGQcERKVrsy2X/cVwcrd0Q0hTP69DhQ/KcqVOnBXUun/HevXswbdo0hJ+McJfi+hwjTQHLysrWNw4Rkab8EAv7nY8VFqJWWOGcfnTO7DlydrBg3xWfz2HxTGm1s0uh3zMV+2l9L5i/QDpzDZiuOJ7dEzNEJUAePyT8X0s5mCkUiqFwSlnWLMgLjh6RM3INGlFOsrCkoxrDma5auRoTJ2Th4KFDeOfdd7B9x3bpKMZrsaAPBPeWlZWGPF5bm+1r5PqAB4KObg1CDIcN3rsuQgw2MnXqVCxbukwGY9m4caOcNGOgZykrUeIYxi5nBYrhZDnkTb4HL1yiAsmJP+goJq8bBIySdrzw2MB5UCgUipPEqSHWopBloV1aWiqH3URw2FYI4ugLw8KhFcQ5sjkM6PzzzsfMGTNwRFjcH3z4AVrb2jSx8FXIi030qmbAllAsNuaa82iPdpjTbuQ9mzRHrhFCPlexMELcGWeciX379urPUew0nqe+zm6IdlF5KS0rwbbtW8U7PoH5c+dj2lRtGBdbIdgPzmM5hGznrh3IycoJ2ATeC5GP9PQM1NbXoaq6Wru2QqFQjDHGfTO4zJfIU0FBAeob67Fk8dIRFzpek5N87Nq9S84nLS3nPtfkMbSqaSWH4mHM87Zs3YwVy1YM6Ig2UjAPO4ToLRXPcqThtfbvz0ebs01Gn/Ou2PCHKbRUbmfYUYqq4XVOMeZ+9n+Xl5drjoWigsFnzbHrobRkiEzI3zX71dmHTYs/GP+C/vg/XjWDKxSKoTB+xVrkxdXuQklJCYqKizTRnDxlVC1SPofc3F0ykMnsWbN7i6vIX25uLjInZCKJM3f5Q3+u3lCsV65YNQixGB6YnxEXa/2+q4U1e+DgATnWPCMjU4ueFuJ906JuEb+/iPBwWIYQdY75KS8vky0ndGSj01xoefF/rBJrhUIxFMalWPP6tMYaGhowffp0JCYkCaE8OYUcrfrcPbuRmJiEiROz9K3a8/po/TqsXL4SNruPSGhiP5uac/fkorK6Sn7nszXmqr7gvAtCFq3hgnmnk9aSxUv0LcML02fTNq9Br/cpk6fCbNGHpJ1ktN95p/xthexQqMR6TPHC8//Fti1b8L0f3CN9HBSK8czJaWcdDLIQ7ZLjdTdt2iinXVy9arW0WodU0OvpGgu/ey+9tvmA1vS8ufNx5MiRfsO8WKFh82xfmCYL74/WfySHGF10wUW49OJLceklH8NZZ56FiIgI7br6sZyfOy8/T3pSe+eH68YiK1EdHMcs8qDvHzLDkUZfRJqcvnLHzh2yNUI2OYcNPYb4cMF8cPKQ+PgEJZrjlPz8fNz42U/hB9/+BrZv2yJHDigU453xI9YCl9OFjzZ8hPnz5iObTkS6hRIyQjCkyAlha3M65bhmehbv2r1Tzo29dfsWbNm2VXp+UyjpeMTjeLwhjt7QWmLloa6+Tt+ija+W+ROLLzgr1eJFizEhc6LWTytFwiyb1B1iodATXpP93hMyMuVEH5zwg9N3crIMxummdbpx0wZs2rxR5HmzrAAcP37cZz6DRT5SnjsCYsWCc8dOzWpnFLeRuIbi9ObJ//u79Cn5+9PP4a331slpdBWK8c64aQbnNd9//z2sWrkKkVFR+tbQkbcrFtk3ebQAMTGxiI+LR1xcrHQu4kxbmsB2ocPdIe+HY4IpjozERQ/maVOnyUhkFBpZWRDpceINiug8UZHgNjo7bdi0EWvPWqtd2Av2sW4VlQFGNOtX2RBp7cvfhymTpiBcWNg89tDhwzLSFnE52+SwKjah2+12xMXGyVjiBrw/VjD4ybHDg63M0PKVzeCDOd8XIk1WOjZt3oQz1uhTZw5X2mMG//ejmsEHB0cKzJ07T/8WHIYlPRaavtmdQmTFNEh4jq/j/W0fDAM918Fcazjzp+jPuLGsOZsWx+cOVairhKDu2LkdTaLwXL1yNRYIcc3KypKiLSeyEAUqC1M2hbKvOUb8+HJyJmHxwsVYe+Za5GRny2AptLo5NEuKvyhck5KTUO9lWeub+yO280cdFRXtt1C2W229LHL2oRIe7wiPkGExOaFGcnJKL6EmPIZNy/UN9VIEBktQNbgQYHp79+2RFYBTU6gVwfLb3/wKzz7ztP4NuPkLn5ffKSBvvP6qvhXYuGE9rr3iYjz6t7/oW3rg3xDTue6qK+VyyQXnYNXS+TKdd995C1+//Su46srLMHtyJr5/13fkOdxXVFQk173h9bkY/OSeH8i0+EmYL2PdgN95TV6beTFgXr2/f+ubX8f1V18p13ltI6/8ZLre8Du3r1o0u/uejXOM7fz0x2Cea9974/V4Hq/F9Az8pR1K/hRDY1yItcfTgZraGmQPNqKWUM7OTs0pjTGsFy1YrPeVhiAa4jAKKB3JFi5cJM+nlWjEqaa49xbO/nLHVgnOGU0rPCIiXN/aH7ZSyKFDROSvvd2lrQcJBTtLiHlpaYm+JTSY88F4ZfuDz4cVGbZccNy5EurTmxPFxXju2Wf0b0BTY4O0gt9643XcefuXu0Vhjm75+epzzhMi859/P4m9u7bJhZXtOfMWYfacuTi4fz+2bvgQGRkTcPsd38XHP3mVPIfXvO6Tl/USU15r44fvyIXbKWRvvv4yfnzv/difnycF7URxkVw3oHDxmKuuuU62tj32yF/ldlmB+H/34stf7BH+2XPm4HjBIblv86YNMq+zZs+V+x5/5G/yk3D/l278NDLF3+3Nt31DpsNt+Xl79XPm4Ld/+ht+/eDv9TP6M5jn2vfebrnp81i5ahUefeIZ+XyNyo2/tEPJn2JojAuxLj5xQg6j8df/GxAhFGx+3SyElbMqzZu3QDo0DQWKIZt7Fi5cKJ3d2ORNOL2ktLSJD0HavXsXcnN3S8syJydH39qflrZWLQKXgNfqYBztkDAhISFRVkwGi7R+hxH2tU+dMlXej+L0ZgJDAQfgwV/fL4UqEKvXnIFN2/fgjQ82ye8rVq3Go3//P9m0G603f//h4b/g9q99Q3Y3GTSISv9Pf/RDuU4h4rW82Sz+nrOyJ+PiSz6Ge356L577zzNYtfoMKUjMExeK2E1fvg03f/kr+Otj/4ebvnSLfrYGj/W2Sg0oeNlTpuO3v/sDrrr2OiGS+/Q9kIIfF5+IH//sPtz57e9KsWQZw2uTlatXyzwFamYezHP1vjda36z08L74fC+65HIh9K/J4/ylHUr+FENj7Iu1ED8GvsjyGhYVLBTOhoZ6OQ3iggULpee4FIvhEAyRBn/Y8+fNw+atm6VgsxIg51yWsI9fX9WhVU3nuClTp0pL3B/0BzBEzST+Y/N8a0uL/B4U4lS7OIc+BYNneESV76BRFASMc84+eIWiL0XHjwoLVLP25i1aJi1kQ1AHgl1YsaJiyt+YAZ09CZvAjeWf/3hcbmP6b7z8vLSYf/bje+Q2CqgBBdWgb58uBW3TxvVS8K+57gb5nWJGK9+baz99Ix59+HfSSu8LywwDWtyG5bpFVBIuuOgSKXY8Lz9vXy9hpWXMpvm+zdOBCOW5el/LaAon/jzpvdMmg8mfIjTGvFizsKdlPJiCvlb8UR0+cgQLhVBHRkQOu1XH9OLiEzBrxixRIciV1iibuv0xKWcS9gsLMxDU906Gz/QiNSVVOq+FAu9U3m3fGkOQsNtguOBEGZywQ1nVCkIrjYU9oUhQ/AyLjFbeN7/1bWza8CEeDLLQpyXs3ZQ7Y9Zs+TkhZ4psBv/9X/+OKz95tdxGC/ziyz8pm5nZ9H3N9Z/pJaAlwjDoS3GxJqhs8jXgtovPO1Omc/Nnr+vVn0s/Fwr2t75xWy/xJ7xv9uv+5O5vy++P603oBuw/ZnpGczqfC4V29drzccd37pYtCbS8fTGU52rcG5v1eU7e3l149ql/yG3EX9qh5E8xNMaFWEvvWf17sLS2NOPYsWNyeBQnj6AlPBJQgNiPzT/4wuPH9a2CLpPIuz7mWYdN+RTzgaxk3q/hVMYb58QknAUrVOHl4YPUas05bbAne8E5rlnRku8gFHhpv4v4h5+KcQn7lVnY07mJVikLexb6hvc2gwtRRL3FIhDsLzWExJvv3v1D2Qx+/gUXyrR5HMWTTc20xnldQ1hoXTMPFHMDWpi0fvm3zWPJBK8WPjaFU5y4j+nyfMNKv0NPl1a8gWH98xp3fk+z6i+8+BL5yb5qpsHmZPb9cjGapwn7vq8V1jxbEvwxmOdqiC2hpcz7ZUWEwqttm6N/+k7bIJj8KYbGmBdrxozmrEihQIGncNKaY9/vSFt0jJ7G/li7zS40RFORsDCLFGZvK5l97vRoZ3hUfzCnVtmc3mPZUrxlf3gfi3sgeN/doh8iHmFZD4ceskWAY8SDfgd6DaNT5LupuRGV4nzGWC8pPSGWku5POqx1B4BRjCvYvExR27xxg3R+olARo1+UYkARNUSETcSB4HkUEqNJeZZuWW/fukV+MpIZocVLy5ki88zzr+Bvj/+f3E4M65rCRpFkWrR6mU9DgPLz8mTemS86h7Fvlw5aPH6lLvJMh8fxGobgETaf0/pnKwDvjc3ohJYsoUhT2FkZYN/vW2+8Ia1VpsNKhvEM2K/s3WTtzVCeK/PM++S+/z7zb1x08aVy++aN2jH+0ibB5k8xNMa8WLMJPDUlTf8WHAxl6Xa3wxHu3+N6uKEYzZo5E6UlpZqAiO+MXsZ+am8o6AN5d9Nr2giKomGSwVLqG3qGhgVDeLhDepYPBrdbXF/qpiaePpcgaG1pldONBoPs325sxKYtm2WgF07OwkAzzS0tMiCOy+WUvweOfS88XogP132Ivfv2ye8yn4pxAz2i6bxFr2oKFTEEk/215As3f0l+DoQhRkZTrrSi5y/Ci889g6/d9hUZyczAEGLZ1+3DCKCI0uqmVzQt0Ht+cq/cHi3yZjRpX3DRxVJY2WTNpm42edMhi/A4NiETWpoU3GDgsRTDe398D+78xtdkczWbrcnsuXNlvtkX/NN77pai64/BPFfve6PjG881+rb5DIy+d19pk1Dypxg8lp8I9PWgYKHIxTs4ChcOYTLWs7OHrynE4QhHdHSUkCthmQVpnR07dlSOQ2YkMGmqjgYibwyUkrefNVRtiFlZWRmSkhKl+BrwmdXW1iI1NVXf0h8G0KDQM+yoRpcQaxuOHj2K9DRRcQnqOZhkH3pVTZVspg8Fpk4xdIhrFhYWyu6EImGRcArS8ooKNDc3y9YEViC04/lu5Go/aAXzeQS0rPmbEv9RnGlF0wmPs2elp6eL55ck44fHJyTIEKBc2C2QlpYu07Vaw3DwwH5U11QjJXmQIwaGDf/3yL8Pbfx+T0AU45nw78lY995+KjNrzly88tKLWHvO+bKpmkwUArpo6Qp8/BOflN+nTpsOl9sjm1gXL/E/qUxySir2HziIq6+9vluAq6uqsP6Dd3HsyCHZb718xUppDVbX1OGiSy6VTpsGFJcpU6dh1eo1+naTsMBP4LZv3CmtXOIUFUXCY5iXXbv3SME+5/xLcP+vfiP3kbXnnIvLr7yqOx8LFy/B0WPHpcf4y/97UebBuD7vjdflfRPGdXjztZfl39ddP/hRdwWA1vZ///NvbFr3Pj77hS/j2us1q9wXg3mu3vfGYV0nik/gg/fewu3f+DYmZk/Gv578Jz7zuRt9pk1CyZ9i8Iz7KTL7wjwy+AbjdY92ocdrcwapRCEonAOb67Gi1pqekaEfwQhkThwvKsT06TP1LX0QaTBaWo0Qn2nij8qAaTOk6PKly4Pu/+W74gxey5cth8USwlAsca31ojbN4WUsdCLCtUoD03OL904P+6rqKlmpoGBHR0ULQU2Q0dQoRuLBy+MJ55devCjAhCDiWiycDh0+JLs7cjjdaIiCxWfDChrTMSLInRz8X1dFMBt96AFOZzPvoVvDCZt7fVnn/mATMYWtr5d5MEinLrGM1T7hsZ6/U4Ex3ww+GBxeluxowkJ2ihCb0vJS2d9L67m2vlbbaSCOiYzUhpb4ROxnwBSns00KmQGLbzqotbQGP4SL+cnMyMShQ4ekoAVLpzg2TFisnHaU4VUZPIYLg77Q2ue80vNFZYjTeM4XBQ8t36LiYnz40YcyNKtxLfYpBxqixuPYp717z27pXzBJn+I0VLHi0ZNyJsvWCLZahHKvilOXz934xRETahKKUBNa6YMRasJrjWUhHOv5OxUYEct66nv5+lmnN3xeDY0N0uI00B43mz3915P4fDkRQVwczzOEq0tOJsJv7BoIGnG9yupKpCSniC/BiaC8fnNTr3wHRvsJ8TdRWVUlm+p5f95TTfqCz6KqqlI2dUuLPMj8+Ub7bbJVIklUHoaW1vAT8+3PKMtaoVAMmhER67Qf/VM/S6FQkIxXHlJirVAoBs0p2QyuUCgUpxvsE+c4aMWpiRJrhUIxbmC3ykhhOEl5M5LX80Uw1/OVT8Kx2RwD7U0o+fd3bChpBGK40jldUWKtUCgGBa04hs7kYsSD5qd36E1jKkUW1NxnHO99TF+43zuuNsdFG+cNNA2jrzxxPLSxznxwikoSaDpLYlyPx/M+aLkSf/diXJvHe1u43G8EbPGGaXIJ5f6YFo8xjmM+jHtgwBcjWpmRPx5n3DvhszCuZeSJaRrHMr43txvn8164faB7J0zbmP7TyFOge+O5HFPObfz0fheK/iixVigUg4IBPDhumOEzjaAa/PQ1lSJnleLkFoQBNLyP8YYFNvdz9iuDUKZh9JUnBk3htSmg/9HFRYpOgOksjXwwjjgn2CCcrIKi5e9eHnrgNzKPnDrzO3d8vVt8uD/Q1Jyh3B/viUFbOI0mj+cMYKxkEAY7YVQ1wohiDMFqTCrCe2feGeSEQV0YCMUIImPkn2kyEtx/n/23PJ/R1b5w85dlnozx5v7unQLua9pQf/fGZ8H46Az+wuM5Zp1R3hT+UWKtUCgGBQtgCjFDWHLaR2JEE+sLRYbRvL5xpxaVi5GygiWUaRh95YkCZoTRZAQuCooBhcTb8uzLhRdfLNPi9JsUbobl9HUvFB8KL/PI6zHal1ExIBRBf1NzhjrNpBGy9Cf3/hyP/OOp7rm4DUHlOu+Lsct5DO+dYUKNWbIuvPhS7X704wkrN4ZVznjl2vdYGVmN+TMqGv7u3d+0of7uzZgc5YHfPSyfFfPonR9Ff5RYKxSKQXH1dddLa4pWmz9o3VEk2ERLUTHCc1IEQiWYaRj95YnWJK3K+jpteksDf9NZUlQoIN5TRBrNzL7uxRAfA1rp3ucyLVqP/qbmJMHcX9/KEEOI0tL2JfDex1JkOQ6aFY6+M31RmCm2j/3tYTnBiDEWnIJv5IczjFGUfd17MNOG9r03xlQnTIfWNecOVwRGifUIYE5PRdynL0bcDRfCMVcLPRqI6CvOQ1hSFGwzJsMS2xMGcSSwzZmBqDXaRAcKxVBgoc5ZnNj0bFheFAh/0zQa0NoLBUM4adENNA2jrzwRWpNk1Zq1vfITaDpLYmyjwLC51lvoiXEvhvh4450eBTHQ1JzB3h8rCxRR+WzFQgudFq0v/v7oI1IgeTwrKrToOeMYKzOsNHjD93TRJZd3N6MbQs+0H33iGWzavmfA9+hr2tCB3h2vy2sMNljM6YQS6xGgs6wGtsnpaHxrC6KvvAi2DK15yR9djA4mxDpi1Vx0tvWe+KMvkecv19cGR3tFI8Ln5ejfFIqhwYKX/Z9GE6+/qRQpVoT7+gpFsAQ7DWPfPBGew7wYIsQ8GZatr+ksDSi4tLppfbPp19+9GM29BjzPaFZm0zy/B5qakwR7f4TCyPubM29Rt8AaGJUUPgMKJIWSC9PltX587/1apUFvTTCm7jSeAzHyzsqJEaOc+Lr3QNOGGvS9N+/n9fabb/SqWCl8o8R6ROgCOjzorGmAq6Ac1skTkPi165B4y5WwRNsReeEZSLz1KkSumqUfr1H/5KtARLTXsRGI++LHYbKIP7yPnw9rSjQiz1iGhM9dCHN8PBJvuxYJN38c5shwxH/xMhm0K/ZTHxPWeQQSbrlKpHMtLHFatDNLWiqSvvlpxF99pvxuiopGwq3XiOt8QpxvRcT5a5D09esQsXiq3K9QDIRRwD7w0O9lUyYLf1pI/qZSlCL1vXt6CUUgmD6dovhJwQtmGkZfefJHoOksDZjG7377G2l9e/ep9r0XQ/w5pSQrKrRejYpBMFNzBnt/BnRmY95+5KP52HAcu/raa6VAUijp6EeYLu+DzmSPC8ubGHNqe1/T6N+WTdxiO/Nk0Pfe+c65zd+0oYHuzZjX27tipfCNEusRIiwzXYjh1XBkRaN1ywHU/Ok/aNp6FNEXLEZHRQu66irRsmm/frSOEPiu+nrt2G3HEH3efJiskTCFCWtdKLE1OQZdrlbU/vMtxF5/CVrWrUdrXiliLhTHhcdARjAND4fFYYI5Kh4NT78KT32bTJqiXv+v/6EtV2uijLnmEji3bhF5KkDcx1ch+qyFaHj+HbTu7j+Jv0LhizffeE0OPTI8fw0Pbn9TKbJ5nIU5m4PZ7OwLChqtT1qy7N9kXyevE+w0jP7yZGBYkYSWZ6DpLFnRoAXJfHtbncTXvdBrnPf8pRs/LZvbvS1e5p3N0IZ125dg78+wYo2m9GCscG/oOc4hVrLFQKRB4eRMW4R9zQZMlwL832eflULKTwPf9+5/2tCB7o391UZ/vsI/SqxHiI7SMtQ+8jwqf/kUrDNmIPnbn0LUmjnCShbKazLBXVqpH9kb27zZSP7WDV7Hiv8t/UNQWuKjEbFsEcKnpqC9qFpOWcm3aRzX1dIET0PPXNYmSyc6qprhOnRCfg9LjEL4wnmInDMRrmMVqPnb84j62HmIv6Z3c55C4Q8KHL2laTXRQ9mw0L75re/IT/aB8hhC645NtoT74+IT/Vq9PI5WKq0uNqkyjYsuvrRbxClS3k2z3vjLE6E4nzih/f4JrW9auga0UinYRhMtm635nU273gLr717oAc3tFGqea8CpOylsfUWaFqfRrBzs/dGK5XOR+dI9rv1hCDuvz2sR3jMd32jpU1Bl5UivILEFwBvmjYK+P39ftwXv794p3swT+8Z5/9792b7ujdfkM+E1eU/MC1s5FP5RscFHBAtSvvcpVP6/J+Q3x8qliF42CR1uC6w2FxrWFcIW04qmdQfl/siPXwBzbTGaPjoAx6pliF6aLZ5vGKxhTrQcbUbElFiE5UxD8yuvwDZ/CTqrS9Be3ym2J6C9pB7uouOiQjAXYY5OOJYuRN2fHkP46jWofexZdLm11xt9/eWwx5lhik2GxdqKhvWFiFqSBVdhFTwV5bBkpKOrrRO2dIcQ7p4atmJ4ULHBhw6tQC6hWpPjheG8P1qp3pb9YGGTfijOX8x/30oJOdXf3WigxHqEMEXY0dXq0r8J+U5NEGLoFCsmdDa5hMEsnmeHR9vpcMBsN6NTt4R7HVvfCktyHDqb24T1LJ5/h9gc7YCnqgGW9CRpdXeUVomzzOK4WHGcOI8HdZnR5ey5vsiREOREdDW1iAQsIt1meR2TPQwdJ6pgjo2GRVjb7mPlQj069XMUw4USa4VCMRSUWCsUo4ASa4VCMRROjz5ru5WGZdCY7LaQjh9xWIDzHk4lhGjBFqZ/USgUCkUgxqVYm5NSMOEv38fEv/6gZ/nLXQhLiNCPEFqQmY7Emy+FKT4eOc/+BjHnBNfvYopJQs7zDyBqZfBDmKIuPguRK3pHIxpOLBkTkfPCbxG5bJLIoBlJd90Mx8wMfW9omBKTxLPTnhmfYdq9X4Z9Spq+NzC2WdMQf81Z+rf+mOLikPlw7/cS90nNgSbpe7cg7ooVcp1EX30JJv3rJ6yHKBQKhWIAxqVYd1ZXouLXT6Du5U2wpkSh8nf/QsWD/0JHXY/3s9luh6epFV119fA0u9BRU6/vCUxXayM8rR3oqPJ/vDkhEVFr5+vfhEg5bPA09lx7uPFUVMhgKR1VDXCsXALHhEi0H/ftTT4QXTXV6LKEo+nND8Qz/Cc8bitS7vQfpznygjWwRNnkuincod+nCVEfWwuTtbfScthZ5a//T76Pute2wDohCW27D8t9Dc+/q52j/+LaC8vQ2diI4DphFAqF4vRm3DaDuwuKgTA7XIeOwpV/DO1FQrzMZoRlpAhRscJdXIz6Zz6QlqQ1NgyuwkpYUuLFOfot26w9zbBhFsChNTObk1MQFuGG63it/G6KiRTiHCXXYRXHCeI+fRnCZ03oPqfplffg3K8PCRGCZklP7LmOwBTpEP+YNIeucE34JHabyG+S2G/XN/TGFBUBS2K0SC8NlrB2tBfXyspJ6ff+jE5GSrHoYslmez1v2rXELl4rwutaBrYI2LPi0Lp5r3iGJ9Dy0R6YHdr1TRF63vV0TYnJSP36J8Q9iXTMJrj25qPxze2wZGUh5eYL5b327S5wHysR+axG/CfPRc2fnoDrKJ3fRIWjqgplP/gLunTfNcfMyXDtPybyG97zfInIAyziPU5ME5UB7Rmak+J7H6NQKBSnGePawSzp7luBssOo/sc7yHz05wiLNKHL1Y76J19A9KeuRfVPfwWkTUfm3dfAVdYIW2YSOmurUHz7rxF30w2Imp+Kopt/hagrLkLKly7E8eu/C9vyVUj6xEIUf/NhxN98HeIvX4EuT6eoDJSgq6kepT94DJmP3AdbkgNNr7+Pxq3FSPncapy48y+IvvpSJH3mfHS5O4AOlxDVh+DpikT2X76DjspqIUwRMIv6wYlb74MpeSLSf/QFdLa2wCzEsPRr98Nd0aTdmBD22M9+EgnXnikDpXTUNqCrthInvm0EDTBjwhO/gHP9R6j+66tIue9OWMMaUfbgK8h5/AfCAq8RwsvgKBac+OrPRd7r9POEps+ejQk/uR6FN/z/9u4DPoo67QP4b/tusuk9JBJaAAHpHWkKCoiCvEoRFREEFcSKBRRQQWzI3SsWQAUR9NA79dRX8PQU7xRFqgIiBAghkEYS0rZly/t//rOTbEKiCBKX8Hz5zGf+U3Z2srvMb57Z2Zl58ImdnaRFs+DO2ANHnhsxNw4R62MX+etG9h2LYezUBcmPTBDrJYL2seVIfvouZN86F+YBg5A48xpUHs/FsXuXVF14RRI7TPGPzYCmIkdU7u+KnQMjYu+bBGvXFtDoDKjY9B/kL30fCU89IHaitGJnJAq6cCtK3n4fheu/wUWrxGvjdcr3sWjV+7AOHwJz8zgR4HpUfPEVCpZV/y72fMInmDHGzsZ5W1nT8VRz+kVw7MuUg86MbLgzDyNr8nyU/ZANc1II3IV2mNumyUDMX7gMmTfMA6wxCO3aHI5fjsJbqISY80CWcvi7wiMqvjRRJR+GpX9vRF7ZUYTdkzg8bg40EbFwHRbVszUcxkQrsqc+ihPLPxHLbwb3iZMwXtIBcTdfhpyHn0fm2IdgO1iEyJF94cnJg8fpw8l3PhQ7A4/A4zbDmBIN68CecPzwA47ePB9HbpyHyoJyuS6Efmsdc21PHL/7KfncPn2I+DsP+6cSr1jn46JaVap/Z8ZREdDF8Obnw23zoPSD/xPP9TBcpT4YLxJBF4DWVxtiReIzs9D0zQXQeErF63UEcZOvQO6DzyPrxvmiag8VAZkgX4uyjzYi66YFonoPFyHjqnqNSsTfkzV5Yc2gFsKuHQZzihkF//u+HA4fMxyWJDOOTJyLrPuWwTqgh9g5McDUOhXOvXvF+DnIW/YBIq4SOyYuB1zHi+DYtkMsewFMXbqLIr9cPjbn6bcR2qPjKZU8Y4xdCM7bsNaERYpKOUyGLqFQLvnw35RjMKanwZ19DJ5ylxIs732Gyuxi+MrLxDj6HbJPzk+hrDy2GZz+0De3aSbHWwd2Q/mGr+A6cgJw2EXwl4nxmTCkpQJlhag8oYSUnH8vzd9VVH7/FfMcE8v3wp13Uh7O1SUliV4Fyj7/UbzaJuhCgMpjRajYvB2W7t3R9K0FYuehhVwnFT132cZNIoTzxHM7RCCWy+euphHrLHZU/ONo/WmdNXEJMFgqUbpxu3gug3guvfi7xfoHoHnLPvsvil/7J47d8zSOz34Z5k7t4BN/Y0j/7oh/5FZR/TnhyMiBif42/+tCbTpsTZc9V3ZoAtdHYWx/MWImDEDugpXwOtxyXPgVPaGNjkXy4llIvOd6eMvKoYkW62mkynmDeDE8qMwV6yj+fo3JAnOzBJR88KV4pFYEe2f4fDpETbwK8dNHoWKLeA35O27G2AXovA1rY6umopLMhbvEKcq5aBhjjSJYRFAKMrx+UYJYHx0GT5FyX1ljuzYwJVlh35sFUytR2R1Sgj60VwelcjVYYEqLEVVrNnRWC9wiJAld3Svk4iR5qU5zaxFUapWr04vqPkUE/WExf6jYEVBOMtOEhcParz3suw6IkEuDK+MIfG4vDC1E0FeUoDK/DM6tu5ApqsqTX+5G9HU1r0msjw6Hp1C5hrGuSTIsrROqLhNKNFHRMIRp4TpWICr+KIS0TZVhTTsOlUey4bW7oUtJFjsJTriylepb0ujE+qeKHYUdYgfjENyiiiWGWPE3/3xIhGYRbJu3Ieu2RfA4tTA1jasKa9q5ob8TFjqyECrCXHmtVZqISCTOuRmFL66R360rI00wxFlR8MKbyHt6FfIWrUDWzKXQRoXDZ7NXB/rQPrDvOQhtfKJYZxschwvFSoVBH66Hbete8XoV4sRfVqPglfPzEDhjjJ2t8zasqbpzUiBTJU3BfSJPhKuomgVTixR4K5S245csxNx5A+IevBlNFk1D8ep/wF1kl98rR900BklL7kdopzT4XG7okxJE/vrkJTrtIsyiJo5G3OybkPLCPdBUip0CnQ66aKsI4FaIf/hGaCNFaMZZ4LV5YNvxM8JHXYm4e29A6ssPwX1gL8q+3uOv1JXAMzZvIr8TtgzsjYS5kxA5ZjCs3drAvls5Y1pFARk5cZTy3Evuhsblks9dhc7S0pmQ8Mhtct10Vq3YGdDIHYOqSpieq8IGjbH6JDO6U5chXgTtvupb1xHH/kMwd2wLc4smCOnVGbGTh8sz3LUhJkTfNlZU+pfI5XnEa6oJt8gz7WNm3IDQnq38SwBipo+H3qpH6IA+SHx8uuimibC3wnm0ELG3X4fIUYMQe89EWHu0hPtYLnyWCCQ9dQeSnrsf1k5NUPjGJ0r1fuCIfE/hKoUjsxBhg3vAlJqEqJtHIeQSvrUnY+zCpDlfTzAzNBNVqseByqwCaONiYIgJFZWfcgN4U+e2okJzw7ZNhKDBgJA+l0AfEwbn3oNiHiWotAmxCOnSCm46ccxkha+4EK7jJQi7sgds//4eHrsHIb07yt9u27bvhyk9FfbNu8ReghWhl3aAa59Y1sE8hA0TVeG32+EuLIepY2uxo5Asw8i2dZ9YPx+MbZrDW3gC7oJSaGOiYWmXAtuuQwjtI5YdEy4r4Ypvd8t5q+jFOvftBH2ESS7HJKpaem6vrfpe18aLW8LYNBaOHzPEuonp23ZDl5AAX1kJ3LknRTBHwtIxDRX/EevsX7bGbJHjbN/XutuXVgtLzw4wpiWIalus++Y9YufFA0vvTtCFG1Hx1XaYu18C34l8EfTHENK/Cx3RR/mXOwC3cnq3qWMbUQkrt+OUxGfFvn0vfAYzrJd2hNZqltW748eD8lC2LjkBIV3TxeMrYft2FzwlduhTEunoPVx0yVNBGxWB0H7isRaDXJYrI0eOPx/xCWaMsbNx3oY1Y+cTDmvG2Nk4f88GZ4wxxi4QHNaMMcZYkOOwZowxxoIchzVjjDEW5DisGWOMsSDHYc3Yn0w9Q1w9S5wxxmrjsGaMMcaCHIc1Y4wxFuQ4rBljjLEgx2HNGGOMBTkOa8YYYyzIcVgzxhhjQY7DmjHGGAtyHNaMMcZYkOOwZowxxoIchzVjjDEW5DisGWOMsSDHYc0YY4wFOQ5rxhhjLMjp5gv+9mnx+Xyy83q98Hg8cLvdsqusrKxqW7/c5Z+b/V6Wrm0Rf89EWAd0hc9VicjrhsBTVArPyVLEPzgJlbmFSJgzRUzvAuNFibDvOgBTmzTEz5qAsMt6QB8XBcfeQ4i8fgg0RiPcuSdgSE1A9MQRsP2wRz5H3H03IuKq/gjt2xG2LbsRc+soRI4aCK01BM79R+Q87I8VNuHKGnfWUjvGGDsdXFkHGX1UONz5RchduBIVm39CxTc7ETt9DMKH9YPP7oC33CbnyX/+LUSM7A99YgwS505B8TsbkbvoNVj7dkJIz/YwioDWRYXJZWpDzDC1TJFtYk5visLXP0D+s6uhj49G2ODuyH3qDZT96zv/HIwxxoIJh3UQCunRDslP3CECNhW2736Cp8wmKuNhKHzjn3K6Pj4KSQumoUJMg9cHjV4Hx56D8NkcqBCVsqVdCznfr4m/ewLiZo5D5fECOA9kIeWF+2Fu39I/lTHGWDDhsA5CFZt/xLHZS+H8JVMOl33+vTzc7S2tkMPugmIUvvkxTM1TZKWt0euhjbDKaca0ZLhEAP+WvGdWI/+5N8XCPMiZ+xKKVv8T8SK8wYdmGWMs6HBYBxmf2w1Lx3Qkico6tF8nZaQY53U4lbaopL0Vdti3/QyfxwN9cixOrPwHkhfNQJLoNAY9yr/YAq+zEpFjLkPSwjuhT4iGPilOtsOv7g+v3YG4u8Yj4bHboIsKR9LTdyFq/DCU/2cHnZSgPA9jjLGgofHR2WKnoa4Ty1wuFxwOB+x2O2w2m+zTcOJjomJjZ0anhcZokE1fpVtWvtCKfSoxHjRMhS9NF2EMEcziDQE8ohNtCmo6FC7RsF4nm3SiWtUy5fI00NAy6T11uKAxG8XydfCJnQB2biR/vBR6vV68zLoaJ5kxxtjp4Mo62Ijg9dmdspNBTSiQKagJ7VpRUBMaR/OL5saUBLya3hQl/lCmaVXLCVwmPUY8Xg6LoCbU56BmjLHgxZV1MBEVL1XRGqquTUZ5FrfswkKhNYoqWqsT1TJV2aJP84g+RPW8QzxuRNNk+ESlNuFEMZaU2+UhchnSou+jytvfVvteUYHT4XCvP8Sp+pbzecXHgXYO2B+KK2vG2NngsP6ziA21NiwEuggrdOFW2ZbBbDFBYxF9/yHs07FTBO3QhBgZ1jcWl2LJ6b2lNXhFFe9zOGV40/fj3goR5GUV8JRWwFtaDp9azbMzwmHNGDsbHNaNAL2BX6cmIjPSijH7MmFVD5mzoMFhzRg7G/yddSNAm/wBR3Nx808ZHNSMMdYIcVgzxhhjQY7DmjHGGAtyHNaMMcZYkOMTzBhrAHyCWcPbvmMXNn/7jX/oVJ07d0Hbtm3w3nt/F9syukKgBiOvHomLUqtveqNaufJ1OJ0O+f7deutk7PtlP77etMk/tVqTlFS0bt0abduk+8ecaufOH/HZZxtxOCPDP0asS7fuGD16NOLiYvxjqn3yf58i8/Bh2R43bhxiYqJlO1D2seP48IMPZLtHz57o3q2rbNe2Zs1alJaW+Idq02DEVcOR1rSpfxjYfyAD765fj+wjyt349AYDWrdtizFjxiApKVGOYw2Dw5qxBsBh3fBWv7kOTzw2xz90qul3zsCMu2Zgyi2T8d2338px4264AU8ufFK2VZ9+uhEzb58u25cOHIgVK1fg/fc/wMMPPCDH1eXKEVdh0VOLEB6u3PmOFBUV4bnnlmD9urX+MTXR52HeE0+IQB4rPyuq26fdjn9t3CDbG774Ai1bNJftQNu278DYa6+V7fsfegjTp0+T7doG9x+ArKws/1BN9PxvrFmDfv36yuFVq97Ek/PnyXZtLy1fjqFDh/iHWEPgw+CMsUavZXo6evTpW6NrkpICs8mEZ59/HlExsXK+v4sqcv/+6oqXrHr9dX8LuPvee2sEKWmSepFcnkksS7Xhk4+xdOlf/EOKmTPuwrtvr5NtCsbBQ6/ATZOnoEv3HnIcFUNPzp+PJUtekMPnEj3/JZ27nPKaWK3KDYHoNXhG7GyouvXqjUlTpmHo8BHysTH+14s1HA5rxlijN3PmTKxb91aNbvz4sXIaHc6dcttU2a6srMTcOY/Io4Tkvff+gW0/bJEBdcuUqeh4SQc5PtDY8ePk8rbu3IEnFy+Wh4rJRx8qh6UJVanff/uNDGTaSXjnvb9j+fJX8Jio/Ne/+zc8+4IS0HTE8p21a5GRcVAOnyt6vQGLn366xuuxdu0adOrUUU7/6OOP4HIqNw+adOsUvPPOOsyd+xBeeulFbNm+He3atZXTWMPhsGaMXfAmTJggv54gu0QY7dy5C3n5+Zjz4Gw5LlpUkrdMvkW262OxWHDFFUMREREhh4sLC2Xf5arEJx99JNtkxqxZ6Nq1s39IMXr0KIy/6WbZLi0pwccffyrbf5aKcuV2vKRDrR2UqKhImM1m/xBrKBzWjLFGL7+gAIcOZ1Z1h0Xn9FeOJCzMirXr34VZBC6dkzPv0cew4tUVsk3uvv8+JCcnyXZ9qCr/6ONPUHLypBweNvIa2a+sdCEvN0e2ydChQ/2tmmbdNVM+P/n8842yf674xL9jx4/Xek2Uk8hIdEz1iW5/fWEp1ovXxmbjm/38mTisGWON3sLHH8fQQYOqumFDhuBwZnU4kW6i2h00+DLZPpRxAKteWynbvfr0xfhxyiHzury9bh3GXj8O/cR8jz/6qDwJt3WbtnjiiflyOh3aLi4ulu0OnTqLyjtctmujijUqWjnTe9/u3bJ/rrjFjsXUSTfXeE2GB5wwNm7s9UhMSpbtI5mH8cjs2bhs8GCsWPGaPOLAGh6HNWOMCfS99N333uMfqjbt9tv9rbrlZGdj25bvUSiqd9IiPR0rXn+t6nA4hbfdZpNtS0iI7NdHIy8e/OeLjY3BKyuWV538Rgpyc/HMooW49upR+PHHn/xjWUPhsGaMNXpTpk3HKytfr+qWLV+BJnUc1m7RojlmP1z9c6/+gy9Hr149/UN16y+q0hsnTUJac+UnVQf27cP6v62XbUJnj0dERsp2xoH9otL236e+Dg6Hcqg5JDRU9s8VWqd5Ty6s8Zq8+Opy/1RF+/bt5Mlvr61ejSFDhyJc7HzQCXJ0SH/hEzV/3sbOPQ5rxlij10EEz+WXD6rqLhs8EGFh1b+BDtSnT3U4d+rcBQZDzZ9q1date3fMmz8PC0T4qTZu2FD1HS+deR0XnyDbRaL6pguq1OXnfftR5D8prc+l/WX/XNFotOjZo8cpr0ldBgzoj2WvvIy1YgdE3YnYtvUH2WcN57TDmg4RqX21C1TXOMaYovb/G/6/ErzO9L3p2aMbWqa3lu3Dhw7il/1KKJtMRlzcrp1sk/fWV1fdqsLCIjw0W7nIikarxdVXXy3bwYLOlKersrVq3UYZISps1rD+8MqaN0KMsWBDVw87lp1doystKfVP/WPQoeU7Zs6U20A6gesvS5fK76sp6KZOuw0m/8+d3lq9Cs8++wJycnJQUlqK/Px8zH5gNvbt2SOnpzVrht696z70np+Xd8rfof4mXEV/V+156O+vySeet9ayjh2TV6AkGQcPYeGixcg5fhwnT5agqLgYa9e9g13bt8npiclNZJ81nLMK67qqBA5rxliwWTBvHgb0u7RGt3z5Cv/UP86A/v2QkKh8F/7Npk3Yu3efbLdt0xoLFy+uCuxXl/0VI4ePwOirr8HQyy7Hpn9/Icc3SU3FEhHyUVFRcri2myZMOOXv2PT1f/1TFctffumUeR5fUPM7ZvqZ2aSJE2vMM1B0W7cqYVxcfBJvLH8VgwYMxDVXjcTIYcOxYG71d/kTJt7gb7GGctaVNYWz2qnXPGaMsT8bHX6mi5nU11lClN8016YTFbI6T+AlRAMZjdXLVgOY0OU6e/TsUTVty5bv/VOAUaOuwYsvv4reffshLiEBZWVlyMrMhENUximpF2HYiBFYs3YtOnRo73+EwhoWVrW8ujqDwQCdrnqd6+pC/ZcRjRQ7AXVNpy4mNlYeHSAlopq+KK0ZQkJCRdV9FHm5ufJM9pat0nHnrFmYOnWKnI81nNO+kQehQzo0e+CNPKijwzBqp46j6TSf+pjf8TSMnRcCd1LpBh20oaONOHV0NSu1U8fRdJpPfQw7t2h7RDcYqo/ZbEFo6Kk/paJtV0mJcmeq+uahw8UVFcpVvug9Dgn4SVZ5eYW8Qxeh9732iWy0fSwvL5fL8PkPk9OJWzRfXZ+L0tIyeWGV+tAOAj2utLT+w/rqetDvvWmbXB+ah+albTf9fXThGPWyowaDUaxniHg9Qrko+xOcUVhTnz7QdCiFPnD0hlI/MKzpzQ4Ma8Yao8Cwpk4NZtqA0yUZqTKjPlU/FNY0L4c1kyg01W0jfR44ANmv+F1hTbNSpwYxhTUFsxrWci9MDNN4CvPAqvp3PA1j5wUKXbWj8KUwplCmsFZDmvo0rByqVAJdfQy7AIltotfuhK/cLvqisna5obWYoLGaoRVVq4Z+JsafDVaHMwprCmEK68BD4YFBTV1dVfXveCrGglpg2KphTUFMoRwY2GqlrR4CVytrDusLkFtsE0+WwfFLJpw796PywFH4nC7oYiNgurg5TB3TYUhNFMFt4cBmpzjjsKaOwlo9HB5YUauVN4c1a6zqC2vqAits6tOwegicw/oCRdvMojLYvtmJgr9tRPn3u6ErtYkNsNiOis+GJykGCSMuRfSoQTBenAaNxcyBzWo4o7BWOzWU1ZCuHdTUqY9jrDFSQ1cN4sDAVkNbHaeGNIf1hcdrc8hqunDZuyj5/DsYXZX+KQqf+DwUR4eh+a2jETFuqFJh63X+qYz9zrAmalCrVbMazGpQU5v66nzUMdaYBQYwhbIa2mo1rQY1V9UXKNpOFpxE6bufIev5tQgprvusbQpse9c2SJ8zFebubaChn5bxZ4X5nXFYEzWw1YAOHFbnUfuMNVZq+AYGshrSgcPqPOr8LLjs2buv6udYZPfuvfJcHFVRUSGyjmT6h6qdKMjH3p/qvwsVvfOJHh3+xxOD/jYTjL9yI4+CiBCs8R7HVqMdFRqxrfWPr09SSipapaf7h2pq1/4SeWQnUPv2F9f47Tjdx5su2MKC3+8Oa0IPUR+mBrPaBQa1qvYwY41F7eBVg1kNZXVYnUYdO3s5OXlwuZwoPlkiLy5C7YL8fLn9yc7KksP0e2f6PTNtfuhym3T0j9B8hIZzc47L9rlEB7MTPXrc4IvHpQ4T9J76f+dcKML6TVcWNhvsKNeIbal/fEOh+2mHhioXUNEb9IiKUu6vTZ/haDFNp1M+y3FxsXJn1GQyI7VpUzkuKjpG/t6cdhCSEpUblyQnJ4vhX78RCjs9ZxTWhB6mPrR2u64+Y42VGsB19etqs9929OgxFIqA3bPnZ7EN8WLvnt1y/E87d/zqhU6CEYV1pAsYUmJArxM+mGt9X62iLWVWUiQ+tpRgfyjgErnYGLaeWvG5b9O+vajiw5GSkipvtZmQkCADv1PHDv652G8547AmdQVyfW3GGrPAIK6rzUF9YfMUl6Jiw2ZkPrsa5sPHUdenocJshGbMYLSZOQ7GFql8ghmr4azCWqUugsOZMQWHNAvkE9V0ZcZRlL69EdnvbEBIYSltfJVporNbTHB2uxjt7rgOlt7toQ0Pow+PnM4Y+UPCWsVhzZiCQ5rVILaNvgo7XPuOoPRfm1H81TaUH8mBh76/jg5HVK8OSB5xKcxd2kIbLYLaf54DY6o/NKwZY4zVg06+tTtRmVcEd1Yu3DkFcrQuMhz6tEQYkuOhpauX6fjwNzsVhzVjjDUUqrCpmna64KtUzk7XGA2AQa98R81HZFg9OKwZY6yh1d7sckiz38BhzRhjjAU5PouBMcYYC3Ic1owxxlhQA/4fJO5Q55HKAU0AAAAASUVORK5CYII=

Le surdoué confronté à la paralysie de son potentiel

Le surdoué confronté à la paralysie de son potentiel est un phénomène complexe qui touche les individus dotés d'une intelligence exceptionnelle et d'un potentiel élevé, mais qui éprouvent des difficultés à exploiter pleinement leurs capacités. Cette paralysie peut être causée par divers facteurs, tels que la pression sociale, la peur de l'échec ou le manque de confiance en soi.

Ces individus peuvent ressentir un sentiment d'inadéquation ou de frustration face à leur incapacité à réaliser leurs objectifs, malgré leurs compétences exceptionnelles. Il est essentiel de comprendre que cette paralysie n'est pas liée à un manque d'intelligence ou de capacités, mais plutôt à des facteurs psychologiques et émotionnels qui entravent leur développement personnel et professionnel.

Pour surmonter cette paralysie, les surdoués doivent apprendre à gérer leur stress et à développer leur estime de soi. Ils peuvent également bénéficier de l'aide de professionnels de la santé mentale ou de coachs qui peuvent les aider à identifier les causes profondes de leur paralysie et à élaborer des stratégies pour la surmonter. Enfin, il est important de reconnaître que le développement personnel et la réalisation de soi sont des processus qui nécessitent du temps, de la patience et de la persévérance.

Les surdoués ont-ils tendance à manipuler les autres

La question de savoir si les surdoués ont tendance à manipuler les autres est un sujet de débat qui a suscité beaucoup d'intérêt et de curiosité. Les surdoués, également appelés personnes à haut potentiel intellectuel, sont des individus qui possèdent une intelligence et des capacités cognitives exceptionnelles.

Cependant, il est important de noter que les surdoués ne sont pas nécessairement des manipulateurs. La manipulation est un comportement qui consiste à influencer ou à contrôler les autres de manière délibérée et souvent détournée. Les surdoués peuvent avoir des difficultés sociales ou des troubles du comportement, mais cela ne signifie pas qu'ils sont nécessairement des manipulateurs.

En fait, de nombreux surdoués sont sensibles et émotifs, et ils peuvent avoir du mal à naviguer dans les situations sociales complexes. Ils peuvent également avoir des besoins spécifiques en termes de stimulation intellectuelle et de soutien émotionnel. Il est donc important de les comprendre et de les soutenir de manière appropriée, plutôt que de les stigmatiser ou de les considérer comme des manipulateurs.

Corinne Guerin

Je m'appelle Corinne et je suis rédactrice en chef avec une grande expérience pour la page web Sketch Note School. Mon expertise dans le domaine de la relaxation et de la méditation me permet d'apporter des contenus de qualité et inspirants à nos lecteurs. Mon objectif est d'aider chacun à trouver la paix intérieure et l'harmonie grâce à des techniques simples et efficaces. Avec une approche bienveillante et pédagogique, je guide nos visiteurs dans leur cheminement vers un bien-être mental et physique. Rejoignez-nous sur Sketch Note School pour découvrir un univers de sérénité et de positivité.

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