IM 7.1.6 Practice: Scaling and Area

On the grid, draw a scaled copy of Polygon Q using a scale factor of 2.
Compare the perimeter and area of the new polygon to those of Q.
A right triangle has an area of 36 square units.
If you draw scaled copies of this triangle using the scale factors in the table, what will the areas of these scaled copies be? Explain or show your reasoning in the applet below.
Diego drew a scaled version of a Polygon P and labeled it Q.[br][img]data:image/png;base64,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[/img][br]If the area of Polygon P is 72 square units, what scale factor did Diego use to go from P to Q? [br]Explain your reasoning.
Here is an unlabeled polygon, along with its scaled copies Polygons A–D.[br][br]For [b]each [/b]copy, determine the scale factor. [br][i]Explain [/i]how you know. [br](To answer the question you can also use the applet below.)[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiYAAAGsCAYAAADpDWxlAAAgAElEQVR4Aex9CbwdRZX3SyLIoo4In8uIiEQcZxydQWfGAUQUXMZtRmcc9PscUUQWEQgkIfv69jXLey8L2ReB7BAg+0YiS1ayAI4sIe/lZV8ENAtLkvP9/tXv9K3bt/ve7ttV1e/R1b/fvdVdXXVOnVPVVf8+daq6pE/fgdS33yBjv379B7u8+vQbTOb4S3z7DiS5HCblN89rAPXtN6BdzwPovn5m63vQoCH02OOLyfTxzjvv0OjGZhowcJjb3lj3uuteN32WIzscQP36D8yqX9PlwLNsmid04LRptHOnH1NdBtDz66f69DXXb7JsTjn4eTbLv1/fQVl6UK1nltEvhNyZOsjUtV9a1XFoX6hrlrdf/yHtbS0zpqjmyfTytTEuD6ctLvSXweg4MSBTBsg0YmQTldzdoxdt3LSFdu/eI35tbXvdc45TEXrpLlm8gioqa6m1tS2LnzddXN6gxzQ5rK8bRevXb8ziG5dPmPzz5j9MTY3jXL5cnjB546R56aVXaMjQMtqwcbPLG/RM8F+0aAnNnbfANC4hBiZbn31OyAxZ+RdHl3nztu4TvGbNmkP45U3b/rypSgPZduzYQf0HDBWhKrph6cx6aB7hx+lNtC3weu65F2jAwKG0ffv2dt67tZTBTx48y3imWWZdIfPmcOPGzeJ5xnOti6eXblvrHmrdvYeaG8fR3AX6ZWb+XplffPFlYzKjDBifME4tXbpc+1gFfiwvzjFGYaxiXZgI23bvp9bWViHzkiXLzPJu20srV64WvAUw2bt3vztwnDlzRpxz6N4o8gTk2klmUdi0aQvV1Y8gmQ/O+ZeVOMaFTB9kcN3cNJ52794dg2r4rLI8a9asocmTpiuXsVBp3jr5JpVX1NCePfuy9F0on4r7eLjmzJ1vnO/bb79NjU1j6ODBw64Y3BY4dG/EOJHbNp8vX76Sli1bYURmuX0dPXpUDFgIcaiUs5CKIK8ssynefjLLOilU7kL3nf7L6RNlnYLHpInTCM80y+oNC9EOc9+RxUnJ7QvPcXlFFb311lthSMROw3LR6TM0adIUIfNpyugkNoMQBFjmt998S+jb0YuZMmCcwniFg/lyGKLoeZO4upVocwYABIxVOJhfdnpOGT9k+kxJlpnjdIQO30xftX37c1RRWe1YTIDE+DBT1UQbNmzKASZcBt1h4+ix9Oqrr+pmk0N/xcrVojPLuaE54tixY1RWXi0Qv2ZWOeSfeWYDzZ4zLydedwSASVPzWJJBt26eTB9vGviZPg4fPkyDh5QSQtNHkjIPGjycDh06ZFpk8SyvWL3GOF+8xZeWVdHx48eN88aL1fJVq43zhcxl5ZV07NgJ47xr6xrEeGWaMcYoBiYmeQMsAJhgjDZxyJhj27YdDjDpcU9vYa5hJCaHDprJWDGKvYZwMl1cQ+j6hpFZSLBY+oXyMX9OBxPszp07jfJGGVatXCs6My4HKsQ9l6xFquOOnTjuAhPVtAvRe/rp9cJiAvlNHgxM9u07YETH0AMOhDxIF9KNyvvgffDgQWExQaiSdiFa4M0ysw4Q4iiUN+59ABKAMYRsUciEavuudpFcmWAxWbUqv8Ukrnycn3WJ0BmkqwUw4fu6Q5Z94oSpQma+1s2X6XtlZn3wfZ0hD9LgoYsv6J4+fdptW+CFMQpjVZBs3vRB6fLFy/I450456upHiTE6X14V92CFAx0uB4AJrIFiKgeVbvpI2mKCSjd9rFy1lvBgmz5kYGKaNywmmMoxfcjAxDTvxYuXJmIxOXToSGIWk6RkZitRUhaTlavMW0xg4YYFNCmLSRIyY4wqL6sm9GUmDwyaACaYkjZ9YIyCdd/0AZlhNDBlMZHl27ZtW67FRCAgOZXCc0ZFTDIImHjTcXqVIcxjMJOZ4CWXGw803rL4MMUfHRhP5ZjiyTI+9dQzLjAxyVsGJib5Qm7ZesB6MBHK1gMT/GQekBnghA9TOmeZYSXSefjJg2cZ07OmD9l6YIo3yw+ZV69+gkz7mAhgUsHTV6eF2M57tl4NQG6vxUQXR9YxhxijYDHBwXEyb784+X6x56DLMhdLI0o+uR5dYHLX3T3FVE4UQnHSsjKDgEkc2mHzNjWNScTHZOXqVVnAJGx546bL8jGRW0FcwiHy81QO13uILEqSyMBECcEIRJIEJlh9dejQgQilVZPUC0zUUC1MhYGJYzFxBqzCuYpL4W3DsH4mZT1I0sdk1eonfAfK4rQaLlcSYAwlywzSG8IVVGEqGZjIZL3tUL6n6twkMJHL7AITLBeWnV/lRDrPEwUmjeOSASYei4lO/cq0ZYuJHG/inIGJCV4yj7QCE/a3kHVh4jxJMJaUzLAeJAVMkprKSZvMGWBixhFUflaDgImcRsd5kjJbYJLAqhzvVI6ORuVH0wITP63oi0vjIJ1GmdM2SOOJSZvMSQ7SFphIy4X1ddfZlK3FJFsfOq8sMNGp3VzaaRyk0yhz2gZptPS0yWyBSW7/pjPGWkysxURn+3Jp26kcVxXaT7L9LbSzy2JggUmWOrReJOVvAaEsMNFatVnErcXEWkyyGoSuCzuVo0uzuXStj0muTnTGWGCiU7vZtC0wydaHzitrMdGp3Vza1mJiLSa5rUJDjLWYaFBqAElrMQlQjKbotFkPoMa0yWyBiaaHJ4CsBSYWmAQ0DbXRFpio1Wc+ahaY5NOO+ntpG6ShwbTJbIGJ+ucmH0ULTCwwydc+lN2zwESZKgsSssCkoIqUJkjbIA3lpU1mC0yUPjIFiVlgYoFJwUaiIoEFJiq0GI6GBSbh9KQqVdoGaegtbTJbYKLqaQlHxwITC0zCtZSYqSwwianACNktMImgLAVJ0zZIQ2Vpk9kCEwUPSgQSFphYYBKhuRSf1AKT4nUXNacFJlE1Fi992gZpaCttMltgEu8ZiZrbAhMLTKK2maLSW2BSlNqKymSBSVFqKzpT2gZpKCptMltgUvTjUVRGC0wsMCmq4UTNZIFJVI0Vn94Ck+J1V0zOtA3S0FHaZLbApJgno/g8FphYYFJ864mQ0wKTCMqKmdQCk5gKjJg9bYM01JM2mS0wifhQxExugYkFJjGbULjsFpiE05OKVBaYqNBieBppG6ShmbTJbIFJ+OdBRUoLTCwwUdGOCtKwwKSgipQlsMBEmSpDEUrbIA2lpE1mC0xCPQrKEhkHJqhg+Ujr14UnT5ouq8HIOX9deLfnm0jeOtFRmCSBSWPTGNq374AOsfLSTPK7MUOGlhEACmU/bnnLq+KmI/MSFaQi0QgEYwbknzRpCuH7V6YP/lbOiRMnTLNOBJign2KZ0ZeZPBiYrF+/MYutjr7TS1N8xK9pTBZfExcoR21dA2GM9h7eMnrvx73OAiZtrXt8OrLTcXnkzc/AJG8iTTcbR48lVLrR4wzRqtVP0OSJ04yyBTM8zKUV1eLhJjrtU9f6igRgMnvOPH0MAiib+4if/Jw454kAkzMkAMngIcNcYGJgbCbRnogoEZmJZS51ZBZtgeuDw4AGoiDaD5io1znkyJaltWUvlVfUiudagRiRSKD/EmBMvaAB5XBkd4BJDR0//peAdPqi3UH6tDGhhTAmgQkDDoT41dWP8AUm+rQMyqdJAJOqSiq5u0cv4jdpLpxK5l6afM3A5PTp7IeOeXM6vlYZNjWOo507d6okGYrWipWrxRuHTtn8ChJkMfFLqzrOz2JiQn4AE9li4uXpvS5WbqaDkM87yiDN5SlWtij5ZJmZL4dR6ERNe/jwYXKtRFJmXbxBl39B0xq6eEM80JatBzp5sTplHrD4pslKhPEpaJCW9cK6UhEyXQCT5qbxbr8SlzbT5dCPHu4Vkjlffj+aheKYHsLt25+jispqB5igocsHJ5TjVJ8DmACJeg8dvJkmhwAmxi0mROKBRmem42DZZNocJywmZVXtFhOnc5PT6TyXgQmXRyc/ph1kMTFRhiVLlggLApfFVBg4rWGgAA4wMT+Vc/DgQRo8RLaYGBC2nUUQMNFZArTflpbdVFZe7Wsx0dW+mS5khuXXpO0gW+aTOtWbQxu8XYsJ7moQnHXLIRdCWEwax/GlsRDlCAJjuguxdetWKq+ocoBJW9te3fxc+qx8AJP6hpHK0KDLIMRJUsDEhMWE9Sur4eTJk1RZVedaxuR7us9lYKKbF9OHDoKACafRGcrWA518ZNqQGcBk6NDhBCuC6WPp4mW0bMly02wdmYe0+9UY5j5xwtQc64GGcStHKtMWEy4A2lgSYAz8YdVnMObXx3EZVYfghXEK45WuQ5ZHPtcFTJiHN4R8iMMPwMTrV6NH/uwZk23bdlBlVY0DTPbvP6iHZx6qmzc/Kyo8TxLlt9j/dkzz/dTW1mYcFD2x9vc0ZfIM5XIxQbmhcQPDvX379tFv77qT/vCHPxiXGQ/03HkLtPOV5YXMACbNY8bRoUNHWD3GwuXLVxJ+Jg/If/Toa8J68Kc//ckka8HLKzO3Rd0FOXr0aLvMr2ttY37y4Fle88Q63SLm0IdDd3lFDb311ls593RHQGb0Y6YPlvntt0+ZZi0GaYxXug9vH4YxauyYCbrZCvpe3g0jRtHWrdsDefs9D4GJI9x4/vnnM8Bk8ZJltGHjZlq/YRNt3LhZoEMMKKp+Xpq4fujBuTRseIVAZar4FKIDvpARD/Vjjy+mZ9ZvVCZjPt5C/o2bafKUaVRbN1KLzOCxadMW0ZgwT/fMMxto1qw5dPvtt9Mll1xMZ599Nl155ZX05O/Xi7rOV16V9x544CGaNXtuhKYZPanfQ4JOe8TI0bR0yUpRx6IO2tu0fK5C1ix6GzfTxElTaOKkaUb1jHaNuf8+fQcSLHO4ViFbGBobN20R8kJu9CNh8qhKk5H5iSyZ12/YoqUccl3X1Y6kKVNnOn2nxr6EeSLEDxa5gYOG0Lp1T2qRMV/doP+aMnW68XpevHipI/Pap7X0n0EyY4wYOqxcjFdo53I6rhc5Luo50+CQ8+P5xRgFJ2f5WeZ0HHL6oNAvHSwhnB73N2/ZKpxOtzy7jVasWEEjRoygK674EvXoca+ra6aDkH9MI3bY3mdAzrlz5wt9l9x1d0+qqKwVqBDmGxM/mMZQ2ff27ivm73TyBC8v/d73DRDzWN54ndcox5Chw8XAwWXC3GVcniNHNQonTzh6Dhg4mH76f39G/3jFl+hDF/4fes9Z76WSkq7UpUsXKikpofe97wM0bGg5jRgxiuoU8A5T9mHDSunBh2b7og0/QOGbsIhILKWESTBf21ahf68OULeDBg6jgQOGUoNP2/OmV3mN6bp77r1PTNuppFuIFssMubltF8qj6n5SMqP8ffoOEtYalplDVbJl0Wmod/sKvFjd06sPVdfUuXFZaTX143iLBvDFyi+tsvqUHzLf29ORmXnreH69egSPXr37iX6T+db7lM+bT8U1fC0wVjEtVfKiHkeNbhIWZYwDd/72Hrruum/Qpz/9GTrvvPOoa9euYrw4+6yzqU/f/oT0XAY5ZH3IcXHPS4dX0oCBQ0kAE8xZsinHVAjUBkXDA9gUT+aD5cJYlcPXOkOMqUwfb3eYl+Zr+Z58zvcR+ulHHqfhV/Doo4/SL3/5S7r00kvdRgUgkvXr2oV++9vfZtHzoy3zVnGehI8J9MM+Jnv37nf1rUKeMDTwdodfmLQq07AjKEKVdMPQ6ggyBz1DYcpfTBo8y7BOFZM3Th7Z+TUOnWLyJi3zsWPHjOobfSTGKYxXxegrTh6MURir/GiEaeveNHwNmV544QWqq6ujr33ta3T++eeLsYJfYHncuOyyy4S/mh9/xDG9oPvFxMPHxHV+5eXCgpOhP5h/gK5YQENsBZsknF8hJwOTYmSV9YR59ccff5x+/etf0+WXX54NQNoByfvf/3769Kc/7d4DEsYacZlOMeWImidpYJKmDdbg9JrUCpUkHH7RFnklEmQ33baTcASFjOwImpYN1lDPssNv1D4obnqMU5i+4MNEOwOPfM6vxZQBYGTUqFH09a9/nd73vve5YwMDETmE1aSiooJFzgmL4Z9DxCcCwMRdLmyBiY+GNET5rcoJW8GvvfYaPfbYY3TLLbcQkCwakRfhAnyg0TU0NNCLL74ogAs3ti/9078k4ghqgYmGhhRAEoO0354eAcmVRicNTCC76SMJYAIZkxykk5QZ0zlJ7fyKF2nTx65duwgv0XEOOJOOHDmSrr32WsLLKo8Hcojx5De/+Q3dcccd7rhy4UUXEvpu00fWzq8WmOhXPwBIkMUkCJy8/vrrAozcdttt9MlPftJtNHKjYjACsxwQMU/PYAUOo+K/+qu/ot/ccSft2bNPv6AeDhaYeBSi8ZKtB0kM0haYaKxYD+m0AhNeLuxRh9ZL9M2wmCQBTDCVIwMTHic49BMc/f///u//upYRBiP8EsshxpObbrqJFi5cSEeOOCsXr7/+ehe4XH/9N8VmZ+Ah85PP/fjHjeswwCSuIMXkT2IqB+UEMMEbR77KhWVk0aJFAsFecsklbkORwQgAxzXXXEPV1dUCjJw6lbuEDpYVzgP/Ezxc6NBMHxaYmNN4moFJEnu3JGk9SGKQRktOm8zoq71TOaae6HxTOXIZAEb++Mc/UlNTEwFc8Asp9/8cXnzxxXTjjTfSggULiLcU4LHo4YcfdseLT3ziE9Sn/wAysURalgPnHQaYsGK8BdR5nTQw8coGnxE4sP7qV78SDqzckOQQyBfmOMwRwjyXT2+oXFhSkP9DH/oQbdmyhaprGiww8Spe03UarQdplDltgzQel7TJjH4Wq0+SsJgEAROUCT+Akfr6ejF9z/29PGbAOoKXW/giwg2AwYi328PWCldddZULTMrLy8WKnSRk7pDAJN9g61VmnGvTwITlwlbO06c9IIqONzyAkZtvvpm6d+/uNgq5YQH5AoxgXfmOHTtCiwyAAzpomD169CBYVPCGZS0moVUYK2EaB+k0ypy2QRoPRdpkRt/NUzncj3MYq5MIkVkGJswTU/TwIYQvoR8YQb+P1ZkYVzBNg5de+QAd/nH8vHnzHH/FLiXCZWD//v00YnSjLxjjcnBe1WGHBCaqhQyiZxqYcDmWLF1Od9/Vk2699dZAMILGhiVcQMLPPfccZ80JgxrI9u3bXScn+Ja88sorYumsACYt5j49wAW2UzmsCf1hmqdykvCrSdsgjRacNpnRzzIw0f8EZ3MAQMBH/ABG4MCKcYF9RuQXWLyAwoEVL6SPPPJI3k9SeMcNbKuAjTeZXlVVlSiEkHn9luwCSVdeOtKtWKcWmLz6amQFhq0MOR3MZzCjAYxgB1bevIYbAsJzzz1XIGB2YJXzRy0kW0tAF7u+4uCvC1uLSVRtFpc+jdaDNMqctkEaT0PaZEZfnAQwEVuzV1bSZz/7d4QXTHm84PNPfepTwoEVlvd8wFweT+Rz1CeADDvEYtoHeyDhSGr6ygKTIoCJqLEQf/JqGq8DKzcCWEYwTVNbW+uupgFpb8MJwU4kQT5M92CzHPBAY4Z3Ng4LTMJqUU26NA7SaZQ5bYM0no60yYx+NSowKaYP59U0cGC97rrrAi0jGE+wmAGAwm+aJkoPBmsJFlEw0KmsrBTZWWZ575YodOOktcCkADCJ2rjQSDCnhyVYvLSXK5zDs88+h770pX8WZjmY5/xW0xRTqVxWNFgGPnfeeadLygITVxVGTtI4SKdR5rQN0nh40iYzD9I6HEEZjGDaXt6BFeMF9+PdunUjrJKBxT2fAyt3bDwW8DWHHM8h4rE6hy34ADy8sk2nzFyeoNACkwLABIqTK5EViTiOx/pv7MAKRyOY1RiAyCEcWNHoxo8fT/ffPzHv14WZLvOKEm7dutXdWviCCy4QHttMzwKTKJqMnzaNg3QaZU7bII0nI20yow+NajEJ6kFAi8EIHFhhGcE0vjxeMCDBrt3/9V//JT6k511Nw/068/Fec3y+8J133qGrr77a5V1TU+OOayplzlcGv3sWmBQAJkGVDTAC5IolWEGraTCdAjCC1TRwRkVjBL0n1j4lHmycC/rO5wb86idSHGjBWsJIG9/EkQ8LTGRt6D9P4yCdRpnTNkjjyUmbzOhbCwET0ZcX6Faw+SUcWAFG+Ns03F8zMIEDKyzu8BkBGNmzZw+NHzcpL2XmzSESy+ec2Rs3f/5811oCCz/7lnD+QjIzXdWhBSYFgAlXEELeDj6fZYRX08CBFY5LfsfKlavFg+13jxsOh35pguLYtwQN/IMf/GCWtQR5LDAJ0pye+DQO0mmUOW2DNJ6WtMmM/jjsIO3tu7GqklfTfOADH3CtEwxEELIDK9wAvA6sznLh8aKTkmnL58X0YNi35Ctf+YpbHvg5ygfLjA8Xmj4sMCkATBiMYG4vyGcEZjhYRgBGwviM8M6vbmUHWEyiNjx5JY7XWgJeFpi4GjdyksZBOo0yp22QxsOTNpl5kA7jY4K0/KE8jAvepb08TSNvB89+Hdwxcd+P0G8fE/k+54kSIj92eeWywH/FC4iQJiwYi8I7TFoLTHyASZjt4GEZ+epXvyq2gy8ERrgRcYXkABO+EWB+k24HnsrWEqzEwW6A3sMCE69G9F6ncZBOo8xpG6Tx1KRN5kKDNO7zdvDf+MY38m4H/4tf/CJrO/hCvZAMTJD2TMCLbCE68n1YS+SVONjl1XsUktmbXuV1qoEJNq3hD9rBZ4S3gw+yjPAOrNgOHoi42NU0+YBJsZWLOUk2DcorcUCPgZEFJsVqt7h8aRyk0yhz2gZpPA1pk5kHaXnpLIOREfW5O7CyJQJ9Mla64Jtl7DMStTfxApOo+f3Sw7eExwuUT/Yt4fQscxgrEedRFb4rgQkPxH5Kku+NHNFEEyZMEBuQYfteriiE3LAYjETdDt6PN8epBiZwrEU5UW74lrz44ovMKiu0wCRLHdov0jhIp1HmtA3SeHDSKHNj0xiCv8VLL73kbgcf5MAqbwfvXU0TteNRDUzefPPNrJU4vG+JXC6MkwxMrI+JrJk85wwuOOSk3muOl8OjR19rX01zq1gX3rXre8SAzkAEgztP02BdeZADq0wz6rlqYALfEi7/3XffLYrjpwsLTKLWVLz0aRyk0yhzGgfptMjM/SjGgZ/97Gd0xRVXCJ8R7m/ll1k4sKIvhmVE9hkBDabDPQpfc8jxfqFKYAJ+cLDl8sNacuDAAT+2LjCxFhNf9YSLlCuYzzmUt4N3LCNd260jHDrbwcNRCWAE0zSc18sd8UH3vGmDrlUAEy6D11oCNB90WGASpBk98WkcpNMoc1oGafkpSYPMACOjR48WnwlhB1YM6DyoA5TwahoGI9wvcyjrzBvnvZbTyueqgAn4Yd8S+JawDPxNHG9ZcI2fdX6N4NEjK1E+lysTYASbnjnfprkka5rGQbld6b3vPUssl8IyKTgu8T4jMh0d5yqACZcLS5cZtf/mN7/haN/QAhNftWiLTOMgnUaZ0zBIex+Szipz0HgB+eAziIUMjY2NYpUlgxHuXxFiQMcKFvj0YTt4+CbywbQ55Hg5zHdPTiefqwImoCmvxGFrSVCZEG+BSQRgIlcan0OJACNoLNhkDEr3NihcY04Qn4oeN24cDRgwiFpaWpiEGwZVlJtAOomSlrOpACbgC2sJz3FiJU6QbwnztcCENWEmTOMgnUaZO+sgHecpeLfIjJdRgBG8nMJizv2pPHbgHOPJVVddRWPHjhX7WcXRXdQxQxUwwUoc7PLK1pLq6uq8YkA3FpgUCUy828FD6ax4blyyAys2u+GGMXbseNq1a1feytFxUwUwQbl4l1fIiX1LWK6gMltgEqQZPfFpHKTTKPO7ZZCO8hR0RpnRP/IPHzbFtD12YIVPIfpQ77iB1ZnY2RvTNPgG2shRjbRt246CairUDxck4EmgCpjAWiJ/EwcrcfKVFfcsMIkATHhpr7wdvLdR8Q6s+BYB9vjwO5oax4nNa/zu6YxTAUwAsBjd8zdxUOZ8Dc0CE521mks7jYN0GmXujIN0bmuNFtMZZYbvIFZXAozwKkZ+eeVQ3g5enqaBdgIH6Qj7iuTrn4NqQAUwwReE5V1e2bdE5uktW6qByfoNm6ihYaTw75CV5D0HYi30bRregTXsappEgcmkKV4RC17LDQe+M/ww+e3y6kcsbcAE+oKzV1PzWNq3z9/z3E9PquKSHKQHDR6es5OjKrny0UlS5sFDSnNklp+ZfOWOcs9LM98g7U0bhY9fWplea2sblZVXix2d/dLqjJs0aQrhBcv0sXv3HiqvqMmSWdaJtzy8HTym7/OBEV5N4939lOmBRyAw4USaQgYm+eT0svamla0lfru8evPjOkmZs/Yxad29x698auICUCWWItU2jPB905e3g/fuM8KDMoMRzBFirhDzYmGPRIHJxGlhi5mTbseOba61hL+Jk5PIJyIQmATUjQ+JoqOeeuoZmjN3vsjvfWiKJponI/PAm0LzmHFZwITv5cmu5NbSpcsJA7Xp4+DhQzRkaFnOIG2iHMkCk2GJyJwPmOjU+e7WfckBk8nTtQMTv+cUYKy0IhiMwfCOaZpRo/wdWNmyjmkaTIVj6ay8tDeovlCWpIFJUNkKxbNvCcZMyF9aWlooCxE5H5w1LbNT56dp69atVFFZTSV39+hFQKNGjzNEjsWkwWULB9bFixeLTc8++Qk4sGJJb2ZZL5QLMILt4PGJZpjnZDDi15hd4tIJGjCAya6dr0qxZk6LmsqRwAN/E6dLSVe64447fEGdnyTHj58UHRkebtPH00+vd4GJSd6wmGBjpP17gy0mYdtM1HInNUgfPnSA/KwHUctfTPrFi5cmAsbwpjt4SBlBdhOHPPM8eeI07YO0n0yOxSTbeuCXTkfcxAlTlcuM51DWqyi31O/hGjLDYnLixAnn9pkzYjUNwEhTUxNdf/319P7znc0mM+OGM37AgfXGG2+MtB089w0oFwbpjes36VBnXpotr+4SYxUnytER35BDoTfnJR0LQvhF/gKxH3MAACAASURBVJKLP0EHDx4ON2acPkP1DSMp8X1MWnIGLAjGP1nq6OdnzpxqR2EInQO6g8mmtKxCOBjBZyTLMtIl45DEDqzYDt5rGck0Hk8rZkZZYcaiAmCyc5d5YLJqzWrCg13M4XwT51wB1sKsxJF5wGKCh3pXy245ur2OPVGKL00BE24LXHy8LWAqZ+/+feEeRs4YK3TaWGIWk0NHaMjQ4QTLiXNk2nwssfJkZr0DjEHu7EM//0OHjxKmrw4eyizf5DI4fQ9fxQ9ZVqY0YeJkwjPtHBlZvek4fbyQ6Z+mlta9VF5emTWtEY92ntyns/tW9F8ZmfPkC3kroyvIxzISgWvmHgnLZ03tCCEz9mzCh1MxTcP+diVdSkTf2EWEWE1zMd1yy82uAysXh2lyiHicy9ecFuFpOkO1dSPFi7QTz2WEZSEzpsl5op47vLPlB41XW3ZRU9OYHHLZZeV8TniGTosyy9YSALWKqkqJjpwH0bjOHI7MDbRh4+ZMpNYzx0qDcsDJGGUt6XFPb9q//6BWtjJx0czPnKI777ybLvrQhe2IzkG2olF1KaEPX/R/6Fvf+pZYovXiiy8LNA20GAoxyswCzgFMdreaX5WzavU6mjplpihVduMKKCiihcJOi/XzaGDQUZ/e9wU+SH6U3n77FJWWVbnfB/JLoysOqHvuvAW6yAfShcUEUzlHDh3NShNa71m5ol0sW7aC8DN9vP7aURoytJxeO/on06yFvMuWmZ++gqxC5j+1A5PscVSrHqZNmUmrVj+hlYeXOMTb24apnBrCdKXpY8rkGbR6zVqnW9LJ3FOPa9eupR/+8D+Fxdz1GWkHIbAKnNXtPfTZv7mcfvvbu0RbhJVYPooeP84QNYwYRVs2PeuQUzgOyeXzO9/d0pplMfFLkxMnMMZpYR1ia8nll3enN177czvYy8mRiRCy4Y+ofkRDRuZMCm1nol8+Q2ImpLKqhkruursX1dWPEsgM6AyDNn740B2fxwrbaTY2Njt0x46hvgMGti9fwkDbRYCT8859H1166WX07W/+G912+x00pvl+gqPV/eMni7J4y4PrxtFjBU2E8n2OF+UGf6kMzc1jqW+fQY7M7bLGki8MjfYyDC+tpAH9h2R03V6ufPzHjB1PZaVVrgPXuee9j/oPGESQg+XKlx/3Ro9uol69+1Nd/ehMnqYx1NyYqe9CNIq9X11dS7974CFtDdpLmIEHrETVNXXUMKKRRNtjXbfXhZCH48LUYVAaiZ6ok8ZxNHxYhfgVq7Oi8jWNofqG0dSrZ1/RkRZFI0jGfPFoR81jqXR4pfiJZ69pTLbO8+WPeQ8mZ8gM2d3nQUW9yuXy0OP21H/AUMIzrawtyTz5vL194VkVfV5js3iOe/fqJ55r7fXM7btdBwP6DxUvOa6uuZxFhmg7ou9ub0f33z9R9Pvjxk+g6qp6uuuuu4RlRIARyZKOQbdLl2500UUfpiuu+BL98Ef/TcOGV9CECZNo8uSpNHbMBKePbBznjhPgw+ME2mnWONFe/py45vHU574BVFFZl1vPnnZRVF0wDfmZadc5LDUYq4SuOR3rOeh6TLN4Ifv7v/97Ma5CR9/97vcJ+hRtCPpGvy/nb9e9y6d5LN3Xu39GZuapI2yXlXlXVdZR/wFDHB+Tp59+WiyfhRew82uhV1/lH8cVF+7cuTOLNq6nTp3smN1KSgjLtOrqGsSmYXv27KG9e/fSnt1t5ORDGRy+uMbeI3yN0Hst38s+z5alrnYkPfnkuixa2emLk7UQjTlzH6bRo8a06zYcj127WukHP/iBO1d48803UUvL7kg0MAUGp8jceg5XhkJy5bv/2GOLsnxMGDh4AYWKa6aNEKZM7D+wadMWY/XMbf3BB2cRfvn0ouPe1mc3i4f62WefNc5blpn1oENGL03Iio4MsuMefMe8aVReo89h+fAsw7Eb9DlOJS8/WjtfbSFMj+J5hp+dXxq1cZk+GHRlmVXwgT7b2tpo//79QhbsHYLvfmHL9w984ANuv8dv/wgx7Q9/u0ceXUivvPKqmObZv3cfwcKAMoWpi7BjB2iVV1TRoscWC9qq21e+sj755JOEsaqQnh1ZnHratbOFmptGC9AGXcG/Bm4T2eXm8TC7bjnNzpdfETI//rgjcyH+Ku47emgR1i64eAjn171792eNC9zBZ0UqvFi+fLnb4ODEafoAam5tbTXNllY/sYYmT5oeiS+2zMcKHDQyx7fk5Uj5kRhflYSPyZ49+7Ly6q5nMMMXKpOYyuFVOXD4Mn0kNZWDpfUYsBCaPtIis/zM4FnGtIbpA88xnmc816YPIfMTapcLY1AaP348ffvb36YLL+TpffiMZH4f/ehf05e/fCXNnTs/azt4E/LD+RUvOKYPjFEYq6Ie2K+Fdef3BeFC9NDGk5J5x47nSUzlJLEqB6tvWHG33XZbIT0pvw+TG1Ce6aOYVTneXV6LKXPgcuFiiEXMY8r51VssAJM07mOS1KqcpFYiOatycvcx8bYHHddJLRd2VuUEL53VISvTBDCJu48JVlNiNQ0cWAttB499mxYtWiScIqtrGsRKHC6LiZAH6SRWqGCMwlgV5ViwYIHrHoGl0UH7s+SjmaTMWfuYmF4ubIFJvmaRueesxDlfNLQo+5ZkKDhnFph4NaL3Oo2DdBplTiMwKSSzbFHip4zjAEawI7e8HTy/oHIobwePLST4aGvbm8jeLUkO0lGBCV7G8E0c6BK+m4W+icO69YZJymyBSQe1mPBDjMaCtff8wIbd5dXbyHBtgYmfVvTFpXGQTqPMhQZpXS0sKYsJ+iavzNxfcQiZ5fPnn39ebAcvL+3lBQ/ct8GfBD4j2PTMux0800pSZtObjXG7iQpM5F1e4VtSjLWE6y8pmS0w6aDAhBslrCW8LC6OtQT0LDBhrZoJ0zhIp1Fm7yBtpnU5m40ltiV9+6ZyDBi8MiMe28Hj2zSYpuE+jEEIg5Lu3bsLMAJnVy8Y8dLENW+wduzYMfd2UBncBApOwCOpQToKMIGz/zXXXOO+yGITUr8jjM6SlNkCkw4OTG6++WbXJBfHWoLGaYGJ3yOqLy6Ng3QaZU4zMJGfHgxksIxgE0z+Ng0DEAYkCDFNAyswwIj8Nh80WMrxbDHhnV9l/jrPkxykwwATlA8/WEtY1xdffHGWfmX9yDqV4+XzJGW2wKQDA5Pt27e7OxpiJQ5W5sQ5LDCJo73oedM4SKdR5jQCkylTptGTTz0jPgeCfqmxsVH4jLz//e93nS55gESID8f94he/IGyPzpYRv8HRGydf45yBCfoykwd4d3SLSfYuryVUXl4eS0VJymyBSQcDJmgM+OG46aabXPQb11oCehaYxHpOI2dO4yCdRpnTBUxOCzCCL8LfcsttYmfu8847z+2nZDAC/4ZbbrlFfBVedmCVHyTu6wrF8X3s3ZTE9FWSg3QYiwn0M3/+fLceYJU6eDDeTu5JymyBSQcDJmhgaBCoGJ6X9fsmjt8DzQ9vUGiBSZBm9MSncZBOo8xpASa8mgbTNOeeez7huzTeqRpseoZvnsGBNQiMhHna/Po3xFmLib/2YC256qqrXGBSVVXlnzBCLPSdlJXIApMOCEzQdvgLwngDwXbMKg4LTFRoMTyNNA7SaZT53QRMvIDAbzWNaxXp6nxGBLt282qaw4ezNzL00gv/9PintMDEXy8AglwvsFQdOBD/K9sWmJSUkN1gLdPg4FsCawneRmAtwVc0VRwWmKjQYngaSQ/S+Uy5PGBwGF6q/CmTlll2psxfUnV3TQETb12pHKRl2gAjI0eOpGuvvZbgM8IDnhzi2zQ/+tGPchxY1WnVn5JKmf05+MdCP0lZDwpN5WDfEnkljgprCbSQpMzWYtIBLSZ4+2AT6e233+7/pBQRa4FJEUqLkSXJQRpb0nvfXmOIEjprkjIntdutKWDirYRCg7QMNrx55WvswIrvaI0ePVqspmEwwn0QAxL4LcDv7bHHHqNRoxqF8yvohOUj8yz2vJDMxdItlC/JQboQMIFDMeoKP1hL8EKiok6SlNkCkw4GTFAh7Ezm51tS6AHKd98Ck3zaUX+vow7S6HDkjovPOcSH1LAck6+jaKajyhxFhqhpOyowkeXw1uWpU6fEdvC1tbVZ28HzAMegBKtp8HL0+OOPZ/mM4Mu9hbak9/KUy1PsuQUm2UAQviVf+cpXXKtW0L4lxegb9ZeUlcgCkw4GTPBGwp3DnXfeWUx7CsxjgUmgarTc6EyDNN7Kxo4dS9/5znfE9CHM+MVYXDqTzKoqPWlgwnt6YCBhMMDnfM2ywjJSX18vLCP8AsQWEQ4BRng1zWuvvSayeunIMsv35HPmqTK0wMTRJusZ38Tp2rWrACZsLVGlb/CwwMR+xE/slHj++eeLRoZdXl988UW3o1HR2CwwUaHF8DQ6+iD98ssv0/333y/AyAUXXOC+dWGA6tatm1gZFl5aJ2VHlzmqPGHSy4N0mPQq0mDQCDtIA4xgB1aspvEDI3gRkreDD/NVapaZB0ivTEHx3nRRr8PKHJVuofRJDtJBUzmytQR1CGuJSr0nKbO1mHQgiwneUvitRbW1BA+eBSaFuh+1900P0twpwQFU9rfgeIRwpAYY+e53v0syGGHTPdofzv/lX/5FTOdE1Yhpmbl8Xpk53kTIg7QJXjKPfIM0bwfPO7ByvyKHDEawA6tsHUM74TYj8+Nz3JO/LlwoPedTEeaTWQX9IBqQMSnrQRAwwb4lbC2BlQvPANcbh0HyhIlPUmYLTDoIMJG/iYMBI+4ur34NzwITP63oi0tqkMYgM3RYOeF7IuhcXnnlFdcy8qEPfcgFv/IgBQsdd3IAJrNnzy5KMUnJnEZggq/BV1TWinpCPfN28Pg2DTuwynWMc+wzguliLxjhyg43oJ3O+Ygf8ofLy5yKCy0wcfQmW0tQr2VlZcUpNE8u1GdSYMwCk4SBCT/M+CYOv7Vil1eO5zBP+wl9ywKT0KpSkjCpQRqm+J69ewlfgn//938ngA50Xty+eLD66Ec/SjfccAPNnTuXBgwY4N6HteTNN98sSgdJyZxWYHJvz96inq+//np3Q0auXw7he4Dt4PEdlTibnskNoiNaieTyqT5PcpD2s5jI38SBtUTFviVenSUpswUmCQITBh2oBJ2+JdzgLDBhTZgJix2kuV1ELSU6sDFjxtC3v/1tOue8c12gwQMUQoCR//mf/xEWEQzmOGBZufzyy11Lypw5c0R8MeUoVuaosnrTdwZgUow+vXJiaS+sqXBg/epXv0Znn/PenHoGAMVghb2hYBnxOrCqKIcFJt6a0XeN57px9FiXAawlV199tfu8qtq3xGXQfoJ2Yi0mKXF+RWVjmR0ebD54JQ4GDuzyqqLjYNpyaIGJrA395yYG6Z07d9L48eOFAytbRkpKuortwhmQfPzjH6ef/vSnAoz4vVlhkGNryr/+678Ka0mxbdCEzH411xmACZc7n26D7vF28Nddd53rwCrqTNoWXt4OvpADaxAfLmOh0AKTQhpSd99rMZk3b55rAQ2zy2uxdY18FpikBJigucrAhHd5xSCiet8S76NhgYlXI3qvww7S3o5Dvvae4xoOrAxGZAdWBiIAJhdedCH9+Mc/FmAE+5LgkGmx5PBHgRMk50Wn55eO0xcKw8pciE7U+50JmISVjbeDh88IfzcL9cQgskuXbvSRj32UfvnLX4pv0+T7am9YnmHTWWASVlPx08nABNaSK6+80m0DuqwlKDX6AQtMUgRMVq1+Qni1o/JhLeHORve2/BaYxO8kolAIGqSjDvxIj6W9EyZMEJaRCy+80AUS3HYQ/vVf/zX9/Oc/F46u9/UZQK+//roLMoJ4NjQ0uJ0cfEtOnjwZRcSctEEy5yRUHNGZgAnqguuDQ1YHnOCxHTxW07ADKwMR1DF+sIzceuuthE3Ohg0vE1/75fx+oZeH99ovT6E4C0wKaUjdfRmYYJdXbgfYiZdfOtRxy1BCO7HAJEXABBaTGdMfpBdeeMHtfD7wgQ9oWYmTaWZ2ubCsCxPncQZpdAqYpgEYwdLeoNU0H/vYx+gnP/kJPfjgg6KTQr4///nPFLQlvTwo4Q0bH2Djju6hhx6KrZY4Msdh3pmACcuJuuDt4BsbG7PACNcJh/AZgQOrvJrmwIFDVF5RI7YBYJqmQgtMTGmaCMCkuWm8ALPyLq+VlZVaC4H2aYFJioDJ6jVradrU35F3JQ63Mnnw4DgVobWYqNBieBr5Bmm/Okac6ISam4VlBG/M8tsyn8OB9cYbbyQ4qWJA9h48SMsf8ZP58Tm2I+eBD+ZhtpbwfS/dMNf5ZA6Tv9g0LLOfPoqlGTZf1EEaYAQvJdA/dthlx3euCw4BRrAdPL5N411NgzrCcuGy8moLTMJWVIx00HdSgzT6BLSxxYsXu/0BrCXy3jMxRAvMmqTMdlVOAqty1q57knr36ucu4+RdXgNbiKIbFpgoUmRIMkGDtHfg37VrF40bN06AEVjOeGBiIIJrWEZ+9rOfCTDi58AqFwkdlrzBmnyPz+EciSkB0AafYvctYXocBsnM93WFHR2YoM55NQ2maYLACJwZf/3rX2etpgnSWUvL7kBg4m1jQTSKjY8Kxorl482X1n1MRo1spm984xtu31BdXe1OB8o68qt3vzg5T9A58iUFxowDE1lJQIDcCWPOVOch82U+TY3jxBsqX5sKn3p6PX3xi//kyo59S0wc+KYGTL94uHUefrp++un1NGfufJetXxr3psITfBK8qXks7dt3IIeqjjI4NE8LXkGDNNLI28FnVtNkHBvxXPBqGlhG9u3bF7r8YQZp+DHws/flL385a9+SOHoJkjmn8IojWGZVX1aNUjwM0qtWrfHNgu3goWuspgkCI7wD68KFC8lvNU1QfSQ1SEPQMB/x81VIzEiWmb8PFJNc6Oyog6QGaTz7//3fP6GzzjpLPLMAr7osg3JbyyeznC60EiMkzAImba17nKxnIlAImxQ0mW57KAOTQMdPzhOWT4R0ACY7X22JkENNUnypkzspXbu8+pX0xLHj4g2rtWWv322tcV5gopWZRNwFJntzpzykZGpOPW11yeIVtHz5Spc2bwf/b//2b+528LJVpEtJV7r44ovp//30Z8KCsXdvtHrizuLQoSN5LSZHj2ZW4iizlrjP9FICOOGyuMJrPmFgoqvDFn0X1y+H7TIBmKxd+3tXZqymYQdWeTUNA0HonMGI7DNSUEUevjxIwxJq5JD4J2IxOUPipaq8DNNXJzPjiRHhKRuYsC4Q8rmmcuzduz/LFwxTgGeYJ4dxectytNPMB0zissvJ75Fj27YdVFFZTSV39+hF+/cfFOk5zWnFGpc7K5yvXr3afWvDt2G891EYOS5HmJgRY5rvp7Y2vdYDvyLCt4Q7qT59+vgl0RL39ql3xBbWaOiiHUqrA7QwlOpvw4ZNNHfeAq316SfDO++8Q81jxtGRI3/yue1YNnxuFBF1WsiG9sptduXKlTRx4mSaMeN3YprGz4H1nHPOEZubwXwPwPrGG2/k8I66CytW4wweMkysyskhRkRYicPtD0tR+eBy83XUEPlXrFiVBcZAIy5dbzn86L3+5zccmf/8Bp05c8qbReE12kx2u5k6ZaZwUsYS7qDt4PHxvM997nNinyL0eyre+GEFhAUUbdx7+OnImybONb6Vs+aJdYKEbl5cTvRZssyqxyfmExTWN4ykLVu2Bt3WEg/dPvxw5ps4n/nMZ8SGiOqZZbdppg8r0ebNz4pL3fUs04cPVmVVDZXcdU8vmjf/YbHHBlaNrFq5VpxjaSt+iIvzYxoweQr6q9ZQTU2d68zzox/9F61u58VpRDoFvLncThkcuRA3fFiFmF6Q+XHaqCHL582HePiUYPpm4cLHhMMrvtyKgQFWkwmTJgq5vfl0XONNtv+AIW49r1q9zq1jVfxYDwj5t2Llapo0aQrNmj3XeAPHoI4OZf6CRwjlcORc67ZpLm9c+R1Z14m6RDuGNfB73/sBnX9+tgMr9hh5z3veQxdccCF97nOfp5tvvoUeemg2rfv9U/TkU8+IN2+UBTTgJH377XfQJZdcSg0jR4iBQC6vU39oz5k2DRkffuRR6ttvED2y8DG3fvE8g+bSpcvpsss+Ldpft25nUd++/WnNmkz+bPrRnns8R2PHTCAAfn6mQA984+pXzi+XkeMha5++A+mRhYto5crVbv3yfRUh80UIfSJcsOAR+td/vYrOOec8F+zh2YZVBKb3iy76MH3hC/9Id919D82eM0/UMeoZg7q3TJn26d/XMv+Va9YJGdFf9+s/mJYsWppDy00bs9/mMqI+hdztdVlZUUvj7+e+K9N+OL3qkOWBzOjDFi92ZJbLpJqnTA+Ae9Dg4TRl6nTRtpkvl0tOG/d89ap1TvtatUY8m5hq5RcJ+Jk90d525GcsLk/Oz3LhmV2+YpWwvE6dOl30nXyPZeaQ88YNQY/7ipkzHhIrC4XFBNveTpkyjSZOmCq8gDmE2U71b9q0GdS7dx8XmHz7W98TK1XARxdfpotw8pRpooGPbmwW5yrlYz7Tpz1AUDAcXf/hH79I73sfHBu7ujLjOyUzf/egGLRV8vejhXqdMGESYX+LpqYxrsx4o+fy+uULGwcaMh35HG+UtbX19OBDxX0YjtF7MSFWmlTX1NHYsePFvDjkwdueXL6wMhZKxzRhIWGrWJcuzt4T6FiwmuaHP/whlZdXirLMmjWHHnxwFuHBR5lk+qivkSNH0/s/4Hzn5vOf/weRDgAPfJiXnEecT5oiwME9994nAALoIB70Z858gP7zP38sOjlszvX5z39ePO+chmnJ9OVzvh8UTpk8gyoq64RVDudB6eLEB5UHYOjenn2F7PB/AA9OizAOT84r6Eya4tKePn0m/fjHN7iDBk/LYTXNT37yf6m6ulboF3X8wO9mE54DuSzeOudrpJHPOQ9C/qHOGpvGUO/7+tP9E5wycTll2eW4WOftcoMG9Dtw0DCqqq6lyVNmZMkUi0eBcYZlvq93f9GXsY7wTOjkyzL37TeAamtG0NRpTtueOEn9uAheXN/TZzxIv77lNur6HudFFvsU3X//xEzf3c6f08fRAberie39i9DppCkC+NbVNYi2y/RlfpyP7xUbMs0JE6eK9tUwopEGDBzqTOXs2ZPrYFfMYFAoD5tsli5d6j7Uv/nNb7KycZqsSMUXWBve0qLHxwTlx6fHb7nlFrEHBXdaCM8993y64Yafiv0mFIuUl9ybJ04KH5O2tmi+C3mJBtz01t8zz2wQUzlIzvc4DCChJBo7JWIqB9OUJvhxoWfOnNnetruK71rAgTXsZkhczmnTpgnrCsy3WK3z4osvMvm8IVblDBk6nHgnUCQGTXwz5W/+5m9cYIyP96k+li1bIawyqukWogdZMX2FkPVXKI+K+xUVFa4+v/e974nVNI4Da65p3FuuQteFyofnGMuF3zzxVqGkyu9jAIJFz/SBJdKYvjp5/IRg7dWhzvLA8rpx42adLLJoQzYsJ2drie59S2TmrFc/mfmenF71+Y4dzztTOfAxQaU7R+5DpZox6C1ZssRVetCqHFVKcOiwXE4I59ddu1qVi7Z161ax5A+DCQMSNC74GPTq1YsmTJwsLCnMWJWMTC8oxMfa0JHxqhxTfFEeOL/Cx4QPU7wx/x60KofLoiMEqOAOpaamJjKLU6dO0TXXXCOsLFOnThW0SktLQ9EJcgSVfUv++Z//OWslTijCIRIlvSoHsutpW9x3ZCuhvLxcWEFR19jkTuchfP/YAZCIWlrbyHEENeT82g5wUQS8UcN0b/ow7vDbLiDalP+qHLQL/7YRVzdwjObxA87ShbYJiMcvVw6Wef36jfFIF5Ebq3KEj0k2MHEoKX3A0ZqlhwocglblKOWbRymqlwtDmTDh81bSPDBhC3F8nA8f4sKxdt3TwvToUUeekqq5BU92ABMGoNCzyjIIeq67eKbMiJdX5ZiqX5SAV+WwY3emVBnLjRxX9LmnfU+fPt0FJhi8oh4bNmygrl27io/vwSEWq3VgOcGuroX0B4sJ5sPlFSryLq/o7HQNopj7BzgxfTAYO3g4s/qqkJ5UlLGsrMytZ9Q5Dl18vXSTGqQhIywmpoEJupakZIbuAUxMWUzQb+HFBGMIntfb7/hNYF/t0+WqaNqiHTMY87Y9bud+8SqYZy0X5gFLBeEwNIKASZi8KtL4AZNiFA0LCQAJLwFmQIL9KbDaiAEJlxkPNB5s04fdYM2cxuMCk3vuuUd0Sg8//LAoNIAt2hWsjHx42ypf8yAtAxN8QZjbpYpv4nAZvGFHsJh4y6Tz2rGYOH5EDEx08pNpJzVIowxJABPwTUpmPFs8SMt1oOsc38RhawlebLHBmunDtMyyfBaYxNj5FcrDMk8vIMFXgrEvC/Yz8DssMPHTip44tpj4bbCmh6NDNQ4wgY8CHChhvoW1BB3Ek08+KToqfBcn34G0vPMrQlzDWtK9e3cXmKj4Jk5QGSwwCdKM+vikBmlIYoGJ+voERTyvmH7GN3EYmPzqV7/yfZFFWp0H6JsEY7IsFpgUAUyeffZZ8VVgP0ACCwl2e8zXaCwwkZug3vPOCEwY1Nx3332ucrDs+Ytf/CIB9BZy2IalBB/xY4sJfFxka0nUfVHcQoQ4scAkhJIUJbHARJEiQ5AxOUgvWLBATOPimf30pz9N69evp3FjJ2aVkscXDrNuKrowKbO3yBaYSMDEW8nea7aQeHdzDJqy8eZn5VtgwprQH3Y2YIIPvGFn2Pe+973iQ2+yhsaMGSMARiFnWp7KwYffsNkaLC/o5PAGhtVBOg8LTHRqN5u2BSbZ+tB5ZWqQxipC9i3BM4sdhLGaD24H8hE0tshp4p6bktmvnBaYSMBEVpBc8V5Agg4eP6yywdw/Ps7Fh5yP47yhBSZejei77kzABG0HS8wBSjD13EfpqwAAIABJREFUgnlm+GHxb+zYsXT22WfTFVdc4X4J2E9zACZDh5XTX/7yF2pubnatJdioScUXhP14cpwFJqwJ/aEFJvp1zBxMDdLwKYPTO8YXTOfi5aK1tZWwx5jpw5TMfnJZYBIATKAsKAfze/IXX4FiAUjw4T2vU6usYFQqfn6HBSZ+WtET15mACTQwYMAAF0igc0J74x9fY+fYJ554IlBhACbDS8tF+8S+JciPvLNmzRJ5gtplIMEINywwiaCsmEktMImpwAjZTQzSXmsJr+Z79dVXcywmKLrO55jpWx+T226L0EzUJPVblQPKvMoG37fgwQCdO6ZssBFcIUBSqHQWmBTSkLr7nQmYwMJx+eWXCz+S22+/nXr06OH+sEoH1z/4wQ8E0LjjjjtcJXk7KHzED7ty9u3b1wU1WIkD3xJvWpeIohMLTBQpMgQZC0xCKElREt3ABPRhLeGXEFhLsG8J4oOAiSLRAsnoljmQcbtRwP2IX9qXC8Op9Re/+EXOKhsAkrvvvls4teZTJioyzGGBSRgtqUnTmYDJ/PnzRceE72EEHbCGwGKHJYT4HLr3QBs8fPgo9es/UGzOxh2dbt8SLocFJqwJ/aEFJvp1zBx0D9KwlmAlDj+v8i6vXmASdpzhshcb6pY5X7lSPZXDXxfGvP5NN91EQU6tWGWj8rDARKU289PqTMDk+9//vrDQLVuWf4My7JkDS96ECRN8hcfW89//7n+4ndyVV15J6Pj40NmxWWDCWtYfdmRg4tfG/OKiaikpmXUP0ngpYev8JZdckrXL665du3yncqLqLmp63TLnK0+qgUlZWQX9x3/8hzCdM1JF42Cn1nxTNvmUWuieBSaFNKTufmcBJi+99BKdc8459IUvfIFOnHC+AwIt+HXm2NMEDnJf/epXCVvXe489e/bQxz7yMReYzJs3LyuJH82sBDEuLDCJobyIWZMapFHMfPuYRG1fUdInJTPKqMvfAi8NeHlgYFJVVZXVErwWk6ybGi90ylyo2O9qYBLU4CE03jr9nFqxD4m8yqaQAou5b4FJMVorLk9nASYDBw4UQKKurq6goJAJK3MApr1OsNicadiwYe73W/BNHF6JU5CwggQWmChQYkgSSQ3SKF4+YBKy+EUlS0pmnYP0woUL3ZcIWEv4Y588fllg4n7Er6g2EzmTyS3pUcns1MpTNoxQ4UPiXWXDjYLDyMLlyWCBSR7lKL7VWYAJ3pLg8NrW1uZrJfG2Q3zgC1+ufvzxx0V6WE4ee+wxuu6664Q1pWsXrObpSrNnzxYa9eZXrGaXnAUmriq0nyQ1SEMwP2DCbYzDfAoIk8Yvf1Iyo7yqLCYsO0K8SMDyiZcMjEeybwnLb4HJuwiYoNK5AcBCgk5c3qkVjQDX2FL+hRde4DZgJLTAxIiaBZPOAkyCNMJtOOg+4hctWkTf+MY3XFNwl3ZQ8p3vfEdMC3lpeK/z0Y56zwKTqBorPn1SgzRK7AdMCknC7c4bFson309KZpRZFTCBPKwDeSUOPtTJK3FkmS0weRcBE1QsLCR+q2ywrXfPnj0J5nM2m8mNRW4UOs4tMNGhVX+anR2Y+EmFTg1yoVPjty32kUL4kY98jABKWlp2+2XXGmeBiVb1ZhFPapBGIcICEx6Aswoe4yIpmVUCE9YJlu9fffXV7guF17eE1WSBybsEmHinbLjTvuCCC7KmbMaNu5927tzJ9e8bciPyvVlkpAUmRSquiGydBZiEbWeQBzvCXnvtte68NLfvj3/844TODavMysqrxcf8oDI/2n5xRag3J4sFJjkq0RaR1CANgcICE6T1tjXvdRQFJSUzyqzaYiJ/E8e7EkfWG8Yo75b0UXRWbFrVMkcpx7vK+RXCYKfW97///VmddtAqm6AN1uRGEUWZYdNaYBJWU/HTdRZgUkhSzEUDkHz961/PatsAJejUysrKCKtxcBw9+hoNGVzqfsSvEG2V9y0wUanN/LSSGqRRqnzAhIEH/J5+//vf09KlS3N+a9eupd27o1v0kpJZ9SCNfkn+gnC+719Zi0kntZhs375drLJhQMJOrQAkWGUTtOw3HzDJ3yXEu2uBSTz9Rcnd2YEJOnd47fsBkk9+8pOEbavl6Ujohj/ih9D0YYGJOY0nNUhDwnzAhDWA1WCXXXZZDpBmC99FF11E119/PcGR23swuPHGJyWzSmACWvxNHOgCu7zme1YtMOkEwERusEFTNrx1fKGN0Sww8T72+q6ffno9zZk7Xx+DAModGZjIbVkuPuJhIcGKG6yy4Y6cQ7aQeAEJ07DAhDWhPwQw5HqZPn26foYSh6QGaRTBC0zQZr3tGfvx4FtN3bp1o1/+8pdi92x8VgG7aGN3Y/7q9VlnnSXAtze/JKp7mpTMKFucqRxZNraWoN3gJbqiosKVz+/EApNOAExQcZs3b/Z1agUgwdd+CwESrnwLTFgT+kMLTMLpGIAEb1N+PiR4s8JyQr+t6GXqFpjI2tB7boFJsH7h3IlvP+Fr2YcPH85J+PrrrwtLNwZoWAS9mwXKgzln7qzAhMuPEBseMpjFS8bBgwdzQJ2c3vqYdHBgAguJ39bxWGWDfUjCAhKudAtMWBP6w7QBkxkzZridD38lNJ+WsfsjAMnXvvY1kQ9vUjwliWWE8CHxAyR+nbcFJvk0rfaeBSbB+sRUzmc+8xkBTLCtOrdVDpHzxRdfJHwtG+kAVAodnR2Y5PsmjqwXWQ/WYpIgMLn11ltFXfhVDj6uh/1G2IeE0aafU6tffrmS5XMLTGRt6D1PGzCBWZ/bqZ+pltspzLpwapWnbGRAgl1c9+7dKyoHeeRfUI1ZYBKkGfXxFpjk6pTbtgxMWltbcxMSUUtLiwAm+BTD8ePHRRrO75ehswMT+NNwv+C3EsdPZgtMEgQmt912W06d8Cob79bx+LIqpmyCnFpzCAVEWGASoBgN0WkGJl6LCTreQqtskCfIh6RQ9VhgUkhD6u5bYJLRJYNmjpGBCdqk31FaWiosg4MGDXItKn7pOK4zAxO8hFxzzTWuJTRo3xKWlUMLTDoIMMGUDSwkvHU8I0z4kGCVTdQpG65gb2iBiVcj+q7TBkyCpnLkreO5XXNYyKk1bO1YYBJWU/HTWWASrEMGJpiqwXLYiRMn0qRJk0RYX19PP/jBDwgvmdgEE1/EDnN0ZmACyyhbQ8P4lrA+LDBJGJhgYygAkvPOO8+dZ0enDR8SfEdE9dbxFphw09cfphmY1NbW0unTp8UqGyyPZCDCIZxaMWUT1UISZPK2wER/e2YOFpiwJnI3UgMw+exnP5vT3rndI+zduzcdPXo0Q6TAWWcFJmwtYdn9vokTJDr8czBWmT7Qv8RZiRSnvO4Ga3fd3ZPa2py57DgEC+U9IyVYtmyJ22g/+tGPCgDCFYcQPiRYXgYHKR1Hc9N4QqWbPlatfoImTzK7tBAyoqPAjqC7DQNQ8F6/fmOiy4X37z+YVc1Bg3pWoogXMs2ZM2e6bft73/seffOb33Sv0bbx5oR9SGDOhVe+yuPIocM0eEip70oIlXz8aGEfk6VLl4cyy/vlLzYOqz5cmU/LvUzugFksD7988B/iPgt1jkNuB355VMXhOS4rrzT69WguO/ov9GPOcZqjs0IMxgAmsJjAeXvs2LHuD1/RhsUEVnE4vmITtnwH69SRuToRmesbRtLGjZvzFTPrHpcZkfIur5deeikdOXIkK22+C4xRGKuSOKLKrKqMO3Y8T+UVVVRyd49e9NJLL9GJE2+KD38dP35SOCOdOHZchHBMivOT6Rw7dkLwwCoEfqhFKD4+VkKYsrnpF7+kLVu20DtvvS2+CxKHt19eyDlqVKOYFmJZ/dKpijt27Jirv8VLl9D4cZPca1U88tEB/8OHj1JpWRW99MeXBW+5TvLlVXFvzZq1LjCRH1hVDTmIDjrHxqYxtHPnrhx9Y58FuV7iyAldsj5PHn+TJkyYRF1K8IXf3N9H//pjNKBff/G8nX7nFL118s2cssUpS8vuVho4aBghBB3IGYde+Lwn6dGFi+nRRxbRseMnXX2Ez198HwNZ+w8aKnYTPXYiUxc6eHM9ow8ZOnSwW8cTJkwg7ku4XXEYuxx/yfQfzOPFF1+m0rIKAUBj0y/Qv3vbEPqvxUuWZbUrVy/tYwYsIZf/zWfo7LPPJj/nV7woPfjgg3TuuefSRz7ykfbxx2mrTEuWC3F//ONL7TIfzeItp9Nxjnqsqa2ndevWFeTrLTtWG2GXV3ztG/1BaWk5vXkC4ys/I3/JpvmXY+KZ5bYD14VRI5uz07j15cnrxhf/LLH+hMx1tbRu3ZMBvOPzYF6yzk4ce4vWb9hE5RU1VHJnj540dEiZQCmlFdXizRphaUWlG+dcIy76D0wy+SqpqrKObr7l19SlSze3wvC133/65y/THXfcQXUjRlJ1TZ3Ig7f8TN7iz8sqq1x65VXV1PO+fjRkaBnhXAX9QjQgR0V5DfUfMETwRnrEqZIvH3/wGF5eQT3u6U1DhpeKN60M/0rt8g8YOJQeeHBWBj9kv9Rm4hWfofOrrKqhoaUVVFYpt0G1dQ7a4ldeTdV1I+hHP/xvt10zOAHgvvbar1PvnvdRXf0oqq6uVVr/qGO05WHDK6jHvX1oeCmeXX0ye9sbt+1+A4dQRXmt+6yZaN9Dh5XTPff2oSHDy8Uzhrauki8sE/ixzKCNgerfvvM9Kmn/mvOP/vMGqqkdIcC/k76a0OfI+Th/1NCRxeGPc9QrnuMePe8TA3VUelHTgyfzxZjQq3d/Qj2jHHwPNHGOsLwM7bCMPvzhjwqLSZ++/cXzgfTyD8/B333uC0KH/+9nPxfPKtNw6Dl6Fzwqa2jI0OFC5uGl5e18M3USVaZI6cuq6N6efWnQ4OFUXuU8t5zflb+syu1jOK66poFu/vXt1LWrA0r+6oMXUf/+A9tpOGWHZcCR1dEd+pHh5VWunjBG3durn2hLzFN1yOXlEHWEl9h7evYVLzmq+XnpgS/aFUL0YYMGDqM+/Qc5FhOYqTCHt7ulTYQtu/bQ7pa91IpfqxNXbMh0QBvnu1ta6YXnnqevf/1auvTSS8Q+JNu27aCD+w/R3r37RRlgtmvdtZvaWvfE5s9ygTfkwnV93SgxxVCsTFHz4Wuv+D7E3PnzqHH0WCEj4iBjVFrFpH/lpZ2EDnzTBq5np15FGWLWb6HyLHrscZo9Z55i2FGYHPYNGN3YTM8+u83VMcvrDQvJkO++067bxBd90V6nTJ3udEZdSuiSS52t47FREj5r3rZnn9umOV8+2lHugff2HX+ggQOG0rbtz7l8otAoJq2QY/dumvXQPJr14DxqbWtx+g7N7YrLun3H8wTwu337c6KeUR6uX04TJ+R+o611n/u8on/q27evazEZOXI07Zbvi74uXr/JZRb9567dTp+xa4+oV/TXGLRefnmn27Y5veoQ+mSaOEf/hX4M/Rn0LO6jHxN9uzNmoL/BlvSwmDz11DNOn97e/wp5WtuE+8CNN94odIivvYs+H21GyOrQEWkF3TbatGmLKzPXL9Pi8ukIwauispoWL17qyNo+LrJeEIrytNcRl+GVV16lf/zHL7ptZOiQQUJmka9dJqaRpcf25wb6wDQ4xipXN9IzhTyCrxTHvIsJuQwYI3HOMhdDK0oeV38Cf+yllStXU1lZBZXAxwSAAC+yZ8iZM0TovNj6zyEWHhZyUwj6Z065Nzas3yLeMtyI9hPVL9SOXJAtc2Dezs/EmEmh7oz5g+LqNb+nSZOnt+s6u0zqOGZTAv+Tb70p3mQwMGI6xdGFurrN5ph99cz6zWIqx53GkSsiO6nSK0zlNDWPpQMH/JcrqmIm1y/O4eyKN6EhQzJOrYgT8p+BH4LzDGTqQU1J8MT+6chR0Xkj5CdYDfVgKlydy5auoqXLl4lGzf1IcC51dzBtgEGa5+65PKo4MD1vnwgfIbaIPfDAA1nPNPJwPhXlkOmh3eA5rqioMuZvwfwRov9CP4bDKyNfo73Df+Scc84RmwNm8jutktN9+9vfFjqcOnWq65/jpOVxyOGBXHv27BPPFSyhfDAdvtYRQt+w7mza/Gx7HbMMmTKCL8vIZVi0aJHYkh8+ZZ/4xMfp0CH4lvBTmdv3evODDsaoYB+TXBrMO0rIfBFy6ZAfzq8bN22NQqrotOCNAyF8TACKhI8JEJn2g7m3g5+NGzdSff0IOnXGo2A3neISSXQ7zKocqUyKpc0ih/k8mMrwVmP6SGpVDiwmACb79uoFJl59oiNbsWKVQP7ee3yNNOJQXP+OI2hZ3g+DcRlUh8L5dfEyd4BRTT+IHq9Ecrc+V6zTIL6y86v7rRzNvLnd4I0UzzP8P7QfHpm838rJ4t+eFlvS41s5Z7/37CxHbNHszxD95S9/IaxYw7d0sHlm9iIHz3iAAevMGWG1KS0zJLMkFHhHXaGCvueqq65ygGuXEvE5CQz74vDo02WFeM89LBduHG1wVY54cXL0XddQTxs2bHKLZ+TkDJG7KgfOr2joqACPXpSVxY82nFyARHEPhxvK59yBKyuJQwjAZNfOVxVTLUxOfF140pQsWQvnip8CzkzwA0A9y4cm9cosKClgwhaTffsOZJVH5wW34cWLlhMGavngexzK91Sd460MK1SCNrVSxcePTof4ujA6Vqn/8Cunqrig5cK6nym0HzzH8OXAC4fpY9KkKYR+zO/g8QNWDf6I309+8hO65ZZbxHYQCH/+85/T3/7t34pBG9aEhoYGP1I5cZheSEJm6JuBCcuXUzhPxPz5811rGu9bgiSgFZYG0gKYBFtMPEwVXsoyKyRbkBR0A7cOsxYTqVgQfMOGDaLCcc6HfM5xqkKZdlPTGFHpqmiHpSOAycRpYZMrS+daTAQwyX0jUcbIh1DywGSfT6n0RjmD9BK9THyoO9aDYVlvqT7JtET5AxP9bY1lRig/41qElIgGARMpiaLTXB0CmMBBsaMBExYYwKR79+4u+MCUF28whnPsV/XlL3+ZMICHPTCtAWdirGgxfTjAZEMotlnWkhK2loTKmtN+xQZrTWNyMutu56DPYCyHuYYIBwE47TzLYmJkKscjEMxEEF63kj1sxWWHmcrxK5yGuGxgooFBHpLJAxNzFhNWg/8gzXf1hc4gnWKLiT7V5lA2B0xyWAuLCaZyEgEmE6f5Wkzkfhw+JvgSPJbY+v3wSRF8miHKATCWhMxRB+mFCxe6ICzsN3GC9GB3fjXhY+LRvgUmHoVovLTARKNyfUhbYOKjFE1RSYExC0w0VWgA2c4ATAC28E0cdoqOssurn9gWmFhg4tculMd1jKkc5WLlJWgtJnnVo/RmUoM0hEgbGLPAJLvpyhaT7DuZK07DYeZO4bPOAExgLeFpK9m3JEi6QnqwwMQCk6C2ozTeAhOl6sxLLAnnVy5Q2gZpyJ02mS0w4daeP+TB1xvmz5V7t6MDE/Q3V199tTuNE/YLwrmSZmIsMLHAJNMaNJ5ZYKJRuR7SFph4FKL50gITzQqWyCc1SKMIeZcLS2X0njIw4XjvNccHhUnJjHKGcQTFZ1Z4l1d8C0vFd7AsMLHAJOh5UBpvgYlSdeYlZoFJXvUov2mBiXKVBhJMapBGgaIAk6jgI1BgsdlYx3V+RV+Db+LwyqOampp8ooS+Z4GJBSahG0uchBaYxNFetLwWmETTV9zUFpjE1WD4/J0FmISXqHDKpGQOYzGRrSWf+MQnlC3Xt8DEApPCT4aCFBaYKFBiSBIWmIRUlKJkFpgoUmQIMkkN0ihaFIuJLIqf9cQvTs4jnyclcyFggn1LnC8IO18Th++R3+Enq1+cnNcCEwtM5Pag7dwCE22qzSFsgUmOSrRGWGCiVb1ZxJMapFGIYoFJlgBFXCQlM/ZkqW8Y6W7P7gUT8i6vqnxLWD0WmFhgwm1Ba2iBiVb1ZhG3wCRLHdovLDDRrmKXQVKDNAqQNmAiW0y8oAR9DFbiyPuWeNO4lVbEiQUmFpgU0WyiZ7HAJLrOis1hgUmxmisunwUmxemtmFwWmBSjteLyAGgEWUxU7vLqVzoLTCww8WsXyuMsMFGu0kCCFpgEqkbLDQtMtKjVl6gFJr5q0RLpZzFBHPqXr371q661RN63RJXVxAITC0y0NGovUQtMvBrRd22BiT7d+lG2wMRPK3riLDDRo1c/qgxM1q/fKG4z6HjkkUdcUBJml1c/2oXiLDCxwKRQG1Fy3wITJWoMRcQCk1BqUpbIAhNlqixIyAKTgipSloCBCb7txgf6Fr9v4jBo4XRxQwtMLDCJ24ZC5bfAJJSalCSywESJGkMTscAktKpiJ7TAJLYKQxNgYLJx42Y3D6wlqnd5dYlLJxaYWGAiNQd9pxaY6NOtl7IFJl6N6L22wESvfmXqFpjI2tB7zsAEFhOcY98SXomDnV6rq6u1FcACEwtMtDUumbAFJrI2SDzo2THqrtIMTFR8pyNqTSxdulx8yC9qvrjp8UXlIUPLCKHJw37Ez6S2iXbv3kNl5dV0/Phxo4xlYALGCxYscK0l2OVVZ7tLPTBpa9trtLLBDAgUH0dCxZs+mhrHESrd9JEUMDlx4oR4qPGmZfp4+un1NGfufNNshdd8U/NY2rfvgHHeGKTxM32gkxw8pFRrZxkkU9pkloHJjBkzgtSiJN7bR6bZYnLs2DElOg1LBLqvrx9BmMo5depU1heES0tLw5IpKt2uXbsIY5Xpg8GYPH1lqgzbtm2jispqKrm7Ry+BRk0xZj4WmLAm9IZoZHjLwNtGmoGJt3PXqfXFi5cSfqaPJIAJ6xVTOUnKfPjwYaPqloHJtGnTXN6sDzdCwwkDE7xwmD6S3mDNtMyoT7xAb9/+HC1btizLWqLbMpl6iwnMZKYPC0zMadwCE3O6BqekrQe6O0w/bcoymxicuQwAY3Yqh7WhP0wamCQxlTNixCh66qln6Jvf/Ka7RFjet0TWusq2bxqYcNkZjCVuMTE1lcOCoyIBTLCjnhwnV7Cuc/Brbhpvp3J0KdhDN+mpnP37D3pKpP8yKUdQWA0GDR6eyFQOrCWQ2/SRhJUIMlZUVLiD1PTp042KnZS/BYRMIzDBlHDfvv3p7LPPFnWOfUv279/vW+cqxzPTwIQFggywEmGMNn1s377dfypHpWK9Qsm0k7aY7Ny501s87ddJ+ZiwxaSlZbd2Gb0MkgYmSfiYJAVMkhqkUedJyQzrEPxqTFuJ5KkcP2Ai93XeZyLuNZ7jJBxBUe6JE6YS+jHTB09fJeFjMnp0E1166WUuEK2srDQiPsaoJH1MkgAmW7duzQATUxYTuTZhJrLOr7JG9J2z82sSU3bPPLMhcedXnYOEX60lNUgnDUyS9DGB7LoPuR0FARM5ja7y8CBteloD8iRlMUnSStSz13101lnvda0lhw4d0VW1Ll20o6SdX5MAJlnOr0mYu7ds2UoNI0YZn8pBzY9pvp/a2syvUFnzxDqaMlmvB7/bsttP0MCxdBZvWElYD9C4585bIOrZ22l7r71lj3PNy4WPHPlTHDKh8nrlWL58Ja1YsSpUXpWJXn/9dWE9QGj6gLxemb160VGmN954IxGZa2tr3Tfohx56SIhmQl4wwnNcXlFD77zzjg6V5qU5dcpMQj9m6mCdJinzFV/8Jyop6UrYt6SxsdGU6GKMSsJiAgExNm/e/KwRWbmOweyFF16gyqoaKunZszc99tgiwpstzO74yeccpzR8ZgPNnPkADRo81OWplH67HH408c2DYcPL6JGFj9HTksx+aZXGPbOBJk6aIpSOMiilXUDeNWvWUp++/UU9G5X56fU0ddoMmjV7rpEGLjN58803hQ/TgocfE6ZnmJ/xW7X6iaxrjlcVrlq1RgBfgF+cq6Ibhs7CRx+n+/oNFG1bt5xyecALfltemU3Ij+cYMkN2uUw6z1evWUu/vvUWKulSIn54thCnk6dMe978h6n/gCHCyVqO13Eu1yHquaK8hu6fMKn9OTIhs8MDMg8YOFRMGa5chTg9vCEjgNdTT6+nFStXU58+/dyVOB/84IfowYdmO/W8epXW+gZvbLMwvLRSKx+5n+Bz8IavGkCojjaVj+bMGQ8JZ/aShx95lFDpeKudPWeeUAYUovIH2jI9XGOweuDBWVnxchpV516ZIOvvHnhIyOotlyqeXjrgA76Q+aFZc4SuvWl0XYM3fg9C13PmufVsSnbI/fzzf5Axg/JzGXEzcUxfVdfUicFy8uSpNGnSFDE/PnnSdBFirhxmaVU/pjd5ygyqqKwVP5yrol+IDmQEOLi3Zx8R4prLVChvnPuTJ04TVkCWGRZB8DXBG+WGzPfce58IwZtlUcmfaXE4berv6IYbfireoktKSujmm28WL1poY8wfIdqafB3rvL29ol4bm8ZQr9796P7xk9XRD3gWIDPLDd4DBw2jqupaUeex5Angl0NzwlRimXvf158m3D9FrV6lcmAgRj9ZV9dA119/PX3kIx+hbt26OZaxrl3opptupt/97kFXHzlllWhFvcd6dnU9ZRqNbmym/gOG0uQp02jixMlZzxWni8rHm57puPQnOm2qb79BVFc7UtQzt2O5jHzupVfM9YSJU2nCxMmE/hIroABAS7gj9+vc+Z4N3z0aMF3P5rfPc3aUxVRO85hxdOCAft8Db+vA0ln4mZiW/ciRI2Ja48iRBGReslLaVO60VyWKrnPpQmYsF0ao75D5OudYLtoFFpOSEpo5c6Y0JS2n1VMi+ASWlVfSyeN++5jo4u/QBUhYtXqdJK8eGb1UIXN5oMze1LnX3n7Pe40cr712VAyMl1/ePQNISmAV60bf+ta36OjRo7mElcT411lLS4sA3P4s/PP4pw0bm6GJFbP+y4UzacJSzZ8uQ+/MmVP03I7/dZxf82fSd9evYejjJlE2PVpIrJM4zdHzu1h+WVYAE7xZyn413k2G5fRx6gZ0mTZoApQAnJg9ThOc8jA9asIRlGUSKXJwAAAgAElEQVTj5iRkXpy9XJh1wmnjhLKOZTqQefCQYVplZjm4vSDMdn6dKorE97l83muOLzZkeq2trcJn7MSJN3NIBekpJ2HICFn2M3RaWGhWrVkdMnf8ZBmZ29pl9gNjxfOBfAcPHqaamhrq3v3ydr+hriIE8LzyyivpxhtvpE2btrhMWCduhIITpskhSHpX5eAenjfxk/ocBexdEtA3fs5y4Q1uPJ+IMvBDz5ExQ4emQ3TbtmeTBSYxZYmVnRt7LCJFZk6Sd5FF7lTZWL/s/JoBJkDm3h9E88YVc80qQl4SO6BioHaOYuhFyQMup0VnAkDibDZ2oP2NNgqdYtM6UkJefTI7Mjp15fDjf+zdApmzd36FLDiKlUnO50cndx8TbneZMso0VJ07UvFyYf+ls8zLr9x8L0ro8GS5MF0FHwHniEInTlqill17qLSsqv1bOaDFR/F09+/fKwDJpz71qXZA4ljAYAW76qqraPbsuXTy5EkaMbrZYz04nUEIsdsY5HBkcNpQRjasysFUpXOwnLLcmbxMI37oWJxhMfFflSOXg8/jhhmZsMOu2JKeozIPlhPjveZ0UUOZjnzu0nEhIENBT+gmLPKE6SO7hPR8y1Iki6KzSeUpmkbEjFkssy4iEuLkoJHvx+kMhHKduhaTvZlpDX4bkdPpKBYG6KSWzia1wVo2MHG0yvrWoWOm6ViJzG8qV1ZW5g5mfvuYcPlUhXKb5eXCx46fVEU+kA7z5RA+BBlgEphN+Q3IjJVIcZdIQw4A+Lq6Orr00ktdPyGAEay8ASCZNWsWwXmeD3wrBwsWTB4oJywmjaPHmmTr8kpqgzV3ubBbEowvnp7Eey2n7bTnKgbjOMInyF+wFiZAx1yXYFHiaDBU3lyLSahsShL5DdJKCOchwh1uUh/xS0JmqAODDGT2t5jkUVjMW9lTOfLOr3h71HswMIk7SEctJfqLbItJVArR03MfxVYiyMzjEqaWohxoIyNGjKDLLstsluYAEmfKBsu+sQTbpd8+HtbWNbjWA77HFqQo/KOmNbPzK1s7UDpHn5ARMsPHJCNv1NIXlx4WE7FcuLjsNldRGuCnrKjMajKZbmhqSh2dih8wYdk5jE41XI6kB2mTPiaskTTJjPYTDExYI/pCBibHThzXxySAsmlgwsVgmYv5iB8ACXxIZECCPUkASr7yla/QvHnz6K233mJWWSHqGtYD0xYTFCLVG6xl1YK9sBp4l2jAD5iYEi1NgzTrNG0ydwRgYtpigrruLFM5ABT4TAE2wpMBCVtIMGUzZ86crCkbbstyyMDE399CTqn+3IzFJLfcScrsO5WTW0QbYzXQOTVggYnZerPAxJy+2XqQNmAS9vtABw4coOrqagpyavX6kHDNYUD2HkkO0haYeGvDXlsNdHINWGBitgItMDGn7zQCkzDfyoGFBFM2foAEy36jABKuTQtMWBNmQmsxMaNnyyUhDVhgYlbxFpiY03cagYns/MqaZgsHfKrq6+sDAQmmbIJ8SJgWh0xTvk5qhYq1mHAt2NBq4F2iAQtMzFakBSbm9J1GYOJnMWGnVraQsEMrQji1zp8/X3zAVK4ZAA8v+JDv8zmnQWiBCWtFf2gtJvp1bDkkqAELTMwq3wITc/pOGzABOIDFpLKqToAKbA0Pp1YGJOzQyqts5s6dG9pCUqjWLDAppCG19y0wUatPS62DacACE7MVYoGJOX2nDZhAs9hID19UxsZ23bt3dze3Y1ASdpVN1FqywCSqxuKlt8Aknv5s7g6uAQtMzFaQBSbm9J02YIJVNqWl5XThRR/xBSRwasXW8ToOC0x0aDWYpgUmwbqxd94FGrDAxGwlWmBiTt+dHZhgsA9zYJUNto53p2zav+YMK4nf1vFhaEZNY4FJVI3FS2+BSTz92dwdXAMWmJitIAtMzOm7swOTQpoK3Dq+SzfxtV9YSPB8ewGO97oQnzD3LTAJoyV1aSwwUadLS6kDasACE7OVYoGJOX2/24AJA4ojR44E7tT6D/9wBd3861vpjTfeMAJIuDYtMGFNmAktMDGjZ8slIQ1YYGJW8RaYmNN3ZwQmDD44lLXFX/v1bh2PZb+YsnnkkUfo5Zd3UlV1LZ04kfnqr0yDz/3o871iQgtMitFa8XksMCledzZnJ9CABSZmK8kCE3P67ozAxE87+/fvF1vHMyCR9yHhnVrZqRX7mJRX1FDYbfhVARQLTPxqTl+cBSb6dGspdwANWGBithIsMDGn784KTBgswKnV+y0bBiWwkMyePTtnlQ3LXMzXhePUjAUmcbQXPa8FJtF1ZnN0Ig1YYGK2siwwMadvHqTDWg9UlizO14V563i2kPAeJLzKBoDkzTffzPEhQflZ5mPHjqkUpyAtC0wKqkhpAgtMlKrTEutoGrDAxGyNWGBiTt88SHcWYAKnVq+FhEHJNddcQwsWLKB33nknrwJZ5hMnLDDJqygFN5MEYxaYKKjAzkYCDQ4/04cpnjIfC0zM1vK7FZjIbUrWaHl5ubvZ1/Tp0+VbRHRay3PGZeFBWgUwYZoeAQIvo1hMsOwXW8f7WUjwLRvv1vH5yuL3Eb/AQiq8gTKZ/FaOrIMkP+JX3zCSNmzYpFCT4Uht376dKiqrqUROLitFjrfn6jSQtI6T5q9Ok/kp4Q2sqXks7du3Lyeheh2czuKR7CA9jA4dOpBVHhMXkHnxkhUeVtl68dxUconpgcFDSgnhmTOnlNAMJpKRp7y8Mi8wCaYR/47ZQdqRmZ+ZYGDCujlNjg9Jpe/W8QAk2IfE72u/zMNPQyrBmB/9oDiUyQwwyejPKctpShKYmJEZkp4m+VUZwKS8oiobmARVjo23GuhsGkDH5wCTzCAtd3zyuWrZkgUmziCtWqZC9EzI7FdnMjApVMZi77ORkfkj9FpM+F6xPKLk8/vSbpT8UdPKssnARI4HTXZqvfTSS6mkpKsL3NiHBIDEz3nVS8evfH4yh8nnRytKHHg4g/SGKNmUpHWAyfhAWrrkz8hszmLCsmzdujXbYoIbfFMOOV5HCI3roBtEk2sY9/kISqs6nmX1hqr5+NFjWZn36dOOqdkvbTFxTNeb18vX7743rthr5sX5MZXT2DSG9u074LZrTqMrBG8cixcvFT++1sXPS5cHaQwQJnmDF2QGOJEeLW/xlF+DL8uMEO3a1MHABKtJpk2b5rLVKT/XqVmLiSMaW6MmTZpCK1etyWpf0H3Q137lZb9cfldZIU+QDzKXllW0Lxc2V8/gbc56kFEI+CZlMUEpIPP69RszBdJ1lhmKRZuCj4lrMSm2wegq67uRLuuYQ9MyJsUXcibBO5+PCcqjukwyvaVLl4tB2lQdM295kDbFm/lAZp7K4fLwPVWhH13IPGjwcAFQVPGR6YCnly+uGZjAGjBjxgw5i/ZzZ0+PqtB7ehRbIJZdlh8WkzVPrBMk4UPS0NBA3btfTs5y34yVhAGJd8pGpuUtl3xPPkc6P4uJN7+Oa5TDC0y8ZYvDNx+tXbt2UVPjuDjki8qLMtXWNRjzMZGwCW3btoMqq2oyUzkojPcHqbxxxVx76cjaKoZelDzMi/PwNYccrysEH9CWD+bF9/haRyjz5XMujw5+Mk3mxyHz5WuEcvpizpkWW4H4Gj4mzWPG0f79BznKWOhYD5YY4wdG0B1WP8DfAgMGx5kqBE/l+NWxrjKAF2RlmXXy9tKuqKgQUxUYkGfM+J0rojede0PhSWtrK5WVV+bs9aGQRQ4plmvmjIdoztz51NTUlOPUCl1ce+219PDDD9OpU2r9fRiY+E0F5RRWcQQcQTdu3KyYamFyACbNzWMLJ9SQomHEqERk3r79OWcqBx04//CWKf8QL1+rPAeSxq5+KmkG0ZLlwzkaN/jrlM9bFvDCGn3IzHw59KbVcQ2+b73l1PXbb58SelfBn2kg5J9cfsgMfctxus7lsmDFwujGZtq5c5d4s8S1iR+2zH700cfFD+cmeIIHdIwBa+CgIbR7925jfB3eycsM2aEDWd/ea/lesedMc+jQoa4PxcSJE8VW6dhjw6H7l6xyFMuL8zHP48dPCrp//ONLYlrj8OGjSvhkyu08I3wNvsdOOG0LzyymRW+55Ta66KIPt8vuWEi6detGX/rSlwirk44ePSqm1DJljvbcMW+WHSFoQWaAsUOHjgiZ/dLJeVSdg091TR2tW/cksf5V0c5HBzL/4Q9/oFGjGpXUcT5ekFGur2yZo9VfPj757nEZMH0kpnJgskEHjrdLOAvyD/PzfK4iBD38mA8QGSpcBe18NLxygD++uTBi5GjtvFEu5g++QN4mZPbqA/WLJVijRjcZkVnmzzKzHuR7Os8ha+++A2jY8EqxlXVZeTWZ+GHb7H79B4sfzk3wLC2rEjIOL62kHvf2oWHDK4zKDBn79R8ifpCZfyZkh6x333MfQXZZ3/J53HJAvzKNmtp6+s53v08lXUqEk+eP/vMGqqkd0c4/uxxyPhXnkGvosFLq0bOXACdxaXplY3rgU1lVR3X1owS/G274KX384x+nLiWQ2fl17foe+sQllxHkRz0grax3pu0Xx3wKh84zNGx4GfXoeZ8SmQvzzPQVkOGenn1p4KBhVFFZm9UOotCJmhY6GzK0jHr17if6blmHUWkVSi/ThryyzIXyxr0v+FU4+gYggfUT/WfJvT370rNbdgiTNxCx/IMZXL4u5nzv3v05NEB36ZKVohH73S+GT/48+9wyHDhwiGprHNOcCvny883oE7zmzV9IjaOd6YWw+eKmA99XX22hwUPKaMvm7b71HJdHvvzzFzyqXWauRzmEzEOGltOG9VvErpFYbmjiB5PzrIfmiR/OTfBkHjCDogPFPC3HmQgh5+xZ812Z4agIvibkh8z9BwwlhLKsOnmDdp8+/ahLl24CmDQ0jDQiK8u3ccOz4nnGh+04rtiQ60rOv2fPPjp48LAw5f/2t3fRBRdc6IIRAUq6Oh/Xwyqbtra9ok/RqW+UDTLjeX7ppVdiyyzLWugc+gEgWfT4Mq11LOuP6+SZZzZQfd0oo/JCHyzz4kXLjfCWZV+5crUAnyV39+hFaIh+B88r+t0rJk6mt2nTFmFBkOOKoVlMHjgUtbS0FJM1Vp7Va9YSnMdMH5jGASpGJ2L6gMyTJzkbUKGuddW3ly7LDOBr8kA5li1bIX7eMukuB8zoeMtCaPKQZZb5mpCfZYZ/jcmjqqrKHawfeOABk6xFf43nGdOkOo7XX39d+JB85jOfcWV0nFtL6NJLL6P6+hGBW8frKA9oYozSKXO+csP5dfPmZ/Ml0XIP05NJOL9CGMiMMdrkgf7iuedecJxfAUyAWHQefh0UdpWD8H73dJYFtFHZWIpl+lixcrUAJqZlxvwdHmqgYdMHlhYmAcYgM8yMScjMjqCmdY0VKgAmCE0fvFzYNF/Z+VU3b/m5lVfl5O78qqckzB9vtHieMWdfzMF0vHkB7iorK+lTn/qUC0h42gZbxy9c+BiNHz+Bfv/k096s2q65rJAZz7MsM9/TxrydMMYp79JZlbz9aCFu586dRoAJ85dDP5l16xn03X1MetzTWzsw8RMIXs5JABMon4EJV4Rf+XTErVr9BE2cMFUH6bw04diEubwkBumkgAk6sCBgoqvemS6ACZbPmjzAW146y2UxVQYBxhZ7d37Vzx0y886vzE2l7EzLG/oBE28aLk+ckGkyDVzjRdI7SPP9oJDpcCinAyAJ2odE3joeiwunTJ4h9jGR8/O5H22+FycEXfRdMhjTxctbTvDBOIXxyhRPLoO8jwl4M38OOV2cUKYLOnwN31PTK5HA292SHhYTUwOWrFAgUDhGynFxFBwmL/NiYBImj8o0GKR5WkMl3UK02GKCtw7TB2RGZ8YH1wGu5XO+ryrMB0xU8Qiik5TFBNaDpCwmaZPZD5gEtQfV8X7Wg0I8/J41bMQHQNK9e/ccC8nVV18tvmXjnS7CixWeac8OCIXYx75fjMyxmbYTwDjltZioop2PDoBJc1Pwzq/58sa5h7aSnMVku7mpHD8ldYSpHL+H1a+squLwQCdlMQmyHqiSLYhOklYiyOydpjRR50kN0mwxMb3zK+o+SZnZYmKibpkH72OCqQ55KofvBz0PceKZdjEWE5lv9tbxmVU2kAWABE6tXkCC/OCPFyv0Y6YPvDxHtRKpKCNk1rnZGNcp61cus2wx8bsv55XzRTkHDS8dXLOVKAotFWndnV+TmsoBMLEWExVVWZgGLCbv9qkc7wOWVh8THqQLtwq1KQQw6SBTOWol86eWpMWEB2m08SgHAElNTQ0537LJBiRXXXWVACRwGs93yN/KyZdO9T3IjD5M9jFRzcOPHvoVjFNJfGnXlI+JV25sVglgYkpmGRgBmIidX004v3oFx3VHsJj4lUtnHN40knAExcOclPMrLCZJTF/xVI53+oofAg511HdHsB7okCsfTXkbfp269ZaBrUQIdR8sF8IkgUlUiwmm+LB1/GWXXZYzZSNvHc/y5dNjPmASJn8+2vnuMRhLApiYHKRlHSS5JX1SMgOYYM8tsVzYa+6WlaPr3AITXZrNpcuDNB5u00eSYCyp6as0ApO0yZwkMPH6WwQBAoC16upqX0ACp9Z58+aJHZm5Twiiw/cR5gMmcjrV52kEJt6pHNU6DaKHdmCBiWkvqgSXC6dxkE6jzGkbpNHBpU3mJIEJD9JBUzkAJPX19YGAZO7cueKTHKg3GYzI50GDlgUmQZpRH2+BieZ9TPyqzFpM/LSiJ85aTPToNYhq2gZp6CFtMpsEJl7AwMDEO61x4MAB4UPiN2UDH5LZs2f7OrUGtWO/eAtM/LSiJ84CEwtM9LQsD9U0Wg/SKHPaBmk087TJbBKYZHcjp6m1Za/40Bk7qvIqG7+N0dipFatsvACH6QbF8305tMBE1obecwtMLDDR28LaqadxkE6jzGkbpNG80yazSWDCwIHDtv/P3neA2VFc6Y5EXC82mGCC1zhhs49d4/C8z+s1Nrbxrr1EGxvjdVwcWFgblJFmNFGaoDCSUE4zGgQGYYMMIiggaTSSsa0ASIgkkrJQmCHYBgSWRud9f/U9fev27b63Q1W1UFd/30x1V1edU+fUqar/ngq9YweNGj2OEI4fP973pNZ//dd/Ldj2y3k5RJ3J92E7QAtMwmoqeToLTCwwSW5FIShkcZDOosxZG6Rh+lmT2SQw8XYtmzY9R9/4z0uKtv3iezY4Ov53v/sdHThwwJtNybMFJkrUGIqIBSYWmIQylKSJsjhIZ1HmrA3SaBdZkzkNYMJHx59zzjlU0afwHBL56Pik/VSp/BaYlNKO2ncWmFhgotaiAqhlcZDOosxZG6Rh7lmT2SQw4YPR/I6OxxqS3/72t76LWuNM1QR0XW60BSauKrTfWGBigYl2IwODLA7SWZQ5a4M0bDtrMusGJgAVvMvGu6i1b9+j6ZyP/R+6/fbbiRfAGunA7DkmptQs+FhgYoGJEYPL4iCdRZmzNkij8WRNZp3ABOeQBB0df+GFF9KkSVOoqXkM4ehwv0uHp4T5WI8Ja0J/aIGJBSb6rcx6TIzomJmkeXZL1gZp6DxrMscBJgwYEPI92ytCPjre6yHBx/VwdPy8efPESa1793aLT0x4zzGRaem6t8BEl2aL6VpgYoFJsVVoiMmi9yCLMmdtkEZTyZrMUYGJHxDhOACSMWPGuCe1YncNwAj+sKgVu2zkr/0GHbAWBHhUdmUWmKjUZmlaFphYYFLaQhS9zeIgnUWZszZIo3lkTeaowMSvC2EPid9JrQAkWNT69ttvu94VBjIMTLxH0vN7P16q4iwwUaXJ8nQsMLHApLyVKEiRxUE6izJnbZBG08iazEmACRa14uN6flM2YY6OZ2Bip3IUdMplSADspfVBOwtMLDApY55qXmdxkM6izFkbpNE6siZzHGBSDpDceeedoXbZ4OvCjU2jyQITNf1yKSoWmJTSjvp3GzZsoKbmUVRxY79BtN0CE/Ua9qGYxUE6izJnbZCGqWdN5ijAhL/26+ch4aPjo2z7hcfEAhOfDlZDlAUmGpRagmQqwESeA03768JbtmwpoR49r7I4SC/v7CLMS3sv2Ra875I+g7bfrhzmyWFSPkH50xqksWahpnYEYSA0faUlM2Q1JbNsNwAmvEh17ty5vupG2VpaWnynbPjoeKwh4Uumz3F+YX4qZ7/fa61xs2d1iPOYtDLxIc4yv/nmmz5v9UWhTkxO5cg2kMWpnPXr1zsek379Bxd5TGTlqKpyL00AkzFjx7kLu1TxCUNn8qTphEo3fWURmMgysw1wqFP/fsAE/EzwxiC9cNESneL50jY5SHsLkBYw2dvNwKTHLZKJOg7ymIA3Hx0ftKj17rvvLljUygXncnPI8d6QB+k0pnJkYFKunN5yJ3lOS+ZeMgNMoEvWJ4emgQnzRQgwtnrNuiRVFitvKh4TuaRr1z4ihGdlyO9036cFTIK8B7rlDRqkdfMF/TRlhrsbHZrpK21ggiPMTV+HEzAxIXtTU5O7pffXv/61YAm9Y9vvOR/5qOtN4W2/vKhV9pDELSem3kc2jrJrTOIqMEI+U8DEr0imgQmXIV1gsjGdNSYMRFavXkut4ya4KJGVYiIEMMnyVA7XgQldyx4TmZ/OMoA2wNiIkS0FwIR5ciiXR+V9WoO04zGpz9RUDk9fIZQv1XXspTdy5EgXmLS2ttLNN98spmzE9E7f/DkkDEjkNSQyLfke5fc+yzLxPXsP3nzzLY4yFmJadumyTmP8mBHLzF6iMHrivElC8PFO5ejgDZpeuiaBicwb916Zk+gwSl53KgeLX/fsMT8n/dhjGwQwiVJoVWmnTplJO3aY/yW9ctXD1DHnNlVihKaDT6DDe7B7t/lf0pB5TvutocuqKiFkxrHdacj80EPLCH+mr9dee02st0Bo+lq6dDnhz/TFMr/66qtGWcMzwt6QE044wb3HV3//7rjj6etf/zo98MADbpn8Bh73ZcQb2DTa84ED/kfSRyQXKTnaMtq06YtlPnjwoGnWYpzCeGX6whiFsSqNC06DNGR+6qln8h6T3/zmLndVPf/aUx0uXLi4gEdb2xyqrqkriFPN00uPy1Bf10h33HEn8bM3na7nadNnUnPTGFdmU/zvu+8BGlZZQ3fe+dvUZYZuTcgNmYcOq6Y7593t6tsU78mTp9KkyVML+OqyKZnu/Pn30JCbqgihHG/iHjLjzwQvmcfdkswm7Ao8lixZSj/96c+poqKvC0j6VFTQscceK6Zx/vuanxHsb8WKlSItyrt48UO+ugG9sOXmdGjHaM/gIevCxD36L/RjJnjJPFjmBQvuN8oba8UwTmG8Qnm4Drz3clnj3su0QQNjFMYqmZ43jfxOxT3Th8yzczKroBuWRkfHXKqta3C2CzvAZBEtWoS/JUb+UNE1tfVGeEEmVjjuDwdgEtRR6dA/OrDKqloBTJj+4sUAivrrG51YS/NYt57leuCyqAplnUJmAcY8wEQVr1J08sBEv37lcmQdmMi60HkPYHLNNT9zgQmmb7DLpr29Q4CRlStWuYCEyxHW7sunWyTasTlgUmjDaMtpApNCMFZYNta1ynDh4kUFwEQl7XK0AEwa6ptE3yn3beXyqXifFjC55ZZbBS4Q55h4p3Lk+SZdbiS4icaNv1kX+ZJ005rK6Vr5h8xN5XSt/H1qUzlpTV9lcSrnSJfZ2ydu2rSJPve5z9FXv/pVuuuuuwq+ZVOy81Hwkqc10pjKwVQ02rTpC2OUM311wDRrO5VjUONPPvl0firHHrBmRvNBC0F1c09zV04WZeZfLLrr1Us/i9uFdcvsBSSyztMapL0LQeUy6b6338rRreE8fZOLX/NcnQXYaS1+TX27cNoHrKHSTV9ZHKSzKLMFJuZalm5gUkqS9ra5Yjt8qTQ63llgokOr/jQBTNMapC0wsUfS+1ul4tgsDtJZlNkCE8UNpwS5NIFJ1rwHqIasyWyBSYnGp+GV9ZhYj4kGsyomaYFJsU50xaQ5SGcRjB0uZ3rosic/uhaY+GlFT5z1mFiPiR7L8lDN4iCdRZmzOEhnUWYM0p0rVha08lJrUgoSJniwUzkJlBcxq/WYRFRYwuTWY2I9JglNKFx2C0zC6UlFKusxUaHF8DTYe2ACjMilssBE1obeewtM9OrXS90CEwtMvDah5dkCEy1q9SVqgYmvWrRFMjDRxiCAsAUmAYrREG2BiQalliBpgYkFJiXMQ90rC0zU6bIcJQtMymko+vtS3hALTKLrM26OtMCYBSZxayxePgtMLDCJZzkRc1lgElFhCZJbYJJAeTGyWmASQ2kxs1hgElNxMbKlCcYsMLHAJIbJRs9igUl0ncXNYYFJXM3Fy2eBSTy9xcllgUkcrcXLY4FJ6/iiTz3HU2W0XJMnTSd7wFo0ncVNbYFJXM1Fz2eBSXSdJclhgUkS7UXLa4FJNH0lSW2BiQUmSewndF57JH1oVSlJmMWts1mU2QITJc0lFBELTEKpSUkiC0wsMFFiSOWIWGBSTkNq32dxkM6izBaYqG03pahZYFJKO2rfWWBigYlaiwqgZoFJgGI0RWdxkM6izBaYaGpAPmQtMPFRiqYoC0wsMNFkWoVkLTAp1IfupywO0lmU2QIT3S0pT98Ck7wudN9ZYGKBiW4bE/QtMDGiZpdJFgfpLMpsgYlr8tpvLDDRrmKXgQUmFpi4xqDzxgITndotpp3FQTqLMltgUmz7umIsMNGl2WK6FphYYFJsFRpiLDDRoNQSJLM4SGdRZgtMSjQCxa8sMFGs0BLkLDCxwKSEeah7ZYGJOl2GoZTFQTqLMltgEqY1qEljgYkaPYahYoGJBSZh7CRxGgtMEqswEoEsDtJZlNkCk0jNIlFiC0wSqS9SZgtMLDCJZDBxE1tgEldz8fJlcZDOoswWmMRrH3FyWWASR2vx8lhgYoFJPMuJmMsCk4gKS5g8i4N0FmLT6vEAACAASURBVGW2wCRhQ4mQ3QKTCMpKmNQCEwtMEppQuOwWmITTk6pUWRyksyizBSaqWkx5OhaYlNeRqhQWmFhgosqWStKxwKSkepS/zOIgnUWZLTBR3nQCCVpgEqga5S8sMEkJmEyaOC2Vrwsv7+widGamr9dff51GNo4iNG4YncnL7+vCJsrgyDyatm/fWSSubv4YpBcvfqiIr+4I/rpwd3e3blZF9NOWGbLnr978rYK7IHtpa5tDsG/vxek59L5P+rxt2zbRnvGDw/SVNTCGOhzbOp7WrFlnWtVijJoyeYZ2vl47ZZlXr16rnbfDIN9eN2zYSE3No6jixn6DxIBlqAQum9Vr1tHY1puND5QowORJ01MBJkuXdVF7e0dOB/nKcJWi6eaNN/bTyMbmVOp56bJOmt02x1dmb4NIKr5MD512Y1MLoRN3rmJ9y+mT8pbzm/QeyDI4wKSeCgdpuWT67tMCJnu791FtzQhCSBLmlm61Cd3eNpeWLl+W68OK7UsXY8d70ExpARO0adNXmh6TMWPHEcYrnZfcjpnP5s2bxVhl9rdkr7Bnk2BMbqvr16/PA5OdO18iInMNC4p/5JHHqHXcBON8IeekSVNo69atxnl3rlhJ6MxMX2+99RY1No0mp55Ncu8l/TL72+3+/W+LX5U7d8Jj4qTxa/w6tLF48eKcx8S/bDp4Qsaefd1UWzeSHI+JWd6QedGiRUI0U3qGzJC1pnaEkJ3r2dGvfvnntHVQZxc8Jvp55W2ml3bs2CXaM2zc9AUvEdq0aZnRd+GHBvoy01fr+HG0bh2AiVzP8r2OEvWKMQrefb2XvxwYm4tl1lsS6HfjxidFPQuPCdwne/d2i19ae/fudUO+xy+wuH8yjT37crT3vExA3c0trbRnT562nFa+j8sb+fbu3S3Kjg4M93v3vEzjx02ixx57jPbtfSW2XFHLBP3eu+BBmjJ1pjGeXMYtW7ZRfUMTrV//eIHMqnTMfLyhI/P9NGXqLCEz+OGXrcN3jzI9MD0OUY4tm3e4MqPO9+0Dvx7XHpznvO15yx73GTLPv/s+mn/3AmFrcemEzcc63bO7h55+9jkaXl1PTz/zrBHeXEbo15H5vqJ+hNPoCKHrpzY9K2RG6PQlebty7EFNHXtp4XnqtFl074L7ha6dfqZH2JmTNl+OpLIzb+6/0I7RntGuk9IOk1/wFePCHtGWIbOpvhOyw74gc8OIFmMys15gU81NY+ih5Z3CttF/ue9y4xk/xwm5bpHXsSEnhG0/+uijYqxy+i/uNznck+tH8+WJwx95eFzm/ODd1DxGjNG453hdYV7ublrZ9Qfh3a+44cZBVDW8jurqR4hfWzW1I8UvEPzywi8RhCr+mFZNbb3gVVk5nPoNHFTAA2l08GfejhwNNGDgUKqsqnVlViFfKRrgD/3eNHS44F2X0zFkLZVP1Tvw7z9gEA2vrqX6eujY+VNBn3XrT7OBhgwbTgMHDHXl5PS1dY1uXJJyOPQaXZlYp4jvP2CIY9sN9bn39QS+TllV6Z7pOW0F9Tx4SKX44zaVRL5weRuptr6OhlfV0Q39B4mwtq5ByBouf3xdOPpvoCE3DRN/kNlpw2r6D4e+Q4vv8zI1UPXwevpVv4FC5vp6rmfUhRr7Yl7Mm0PED+g/hIbcVEV1DbAr6NDRuZNGEf8a7pdz9tVQL2y6X/+Bwo65fLpCyMJ9cl19k5AZ/Vhe5vi2E7rM9XVCZvRhKE9dvaNbuS5C04o4noHHjQMGEsYryAwdgJejF6dOkvBmOo4sjVRd0yD0jXaEMWrAwJtcXXMazpOEb2Hewj4M9PsNHCJkdmw6X8cyb6c8+XeFNKPFMy6oqqqmYZU1zhqTDeufLPql46CY5KhfprO326EHFIZFY2Y8Jo6XBmhPoO+93TSudaJAoybQoIMygW67acF9C4XHhL03un61FyLbPeJXhvCYPPaEg/pzXjHd/B2ZHyjwEuU9JsmRPuvWkaPwF4TsJeJfHNB7oW5UlSFPB7+w7r7rXvFnzr5g29301NOSx8TALx3WJXh7ZZZ/CXI61SH4wjtUNTzvJXL6GHgu8nWS5L5QDu6/9oopJHg/2WPCPArTJy+DQy/PF54x0x4Tlg2hK7Mh+4L8aFOyzN3d7AFNrl9ZNr974TFpGet4D/a8LHl81fFmm+EQ5YBtw2OCsYr7L3h8uYzyuMpx8ULYlmNfnH/37r1ibMYYjXJwvK4QYwL6Zuh65crfOx4TLH41v/ZAXmOie96qmH5+jUnxO50xmJudk9oakzG0c/suneL50ta/xsSXLe3fv58am8aI+Xj/FPpisSMnjV05r/S8LH7N9fT0FCwE1SdpnnJaMkNW/FKD7GINAK+kQ8j3+WIqvUNbdtZbKCVblhivMUljvQXWyK3oWmV800KaMmO9xaPrNpStF9UJtm7dTiZ25fiV25H5Mb9XauM8bRRrTNxdOah00xe2X2Hlr7mFcnkJ09qVg+3Cs2fxrpx8eXTfZfUcEyz4ReOWLxP2ZnJXjiwbftHAvYrQ9HVYyezp7HTpImtbZ6HHdGUebXwnEvoLDNIF24U12Rf3TRzyrhzoneN02bJMF7xM7sqReT/++BP5xa9+Zz3IiXXcZxGY+J3poUO3XppZBSZ8dotXH7qfD6tBWrewOfpZlDndQXqU8UEaVZ01mdMcpGVgYqgZCzZpyrxhw4a8x8QCEzPVboGJGT2DS5pgLIuDdBZlztogjXaVNZnTHKQtMPE5HVP3EGI9Jro1nKef5iCdRTCWxUE6izJnbZC2wCTfp5q4s8DEAhMTdiZ2IqEzM31ZYGJW41kcpLMoswUm5tpVmie/prXewgITC0yMtLAseg+yKHMWB+ksymyBiZFuUzCxwMScrtOcvrJrTDZvNlfTOU5ZHKSzKHMWB+ksymyBibku1AITc7q2wCRj24WzOEhnUeYsDtJZlNkCE3ODpQUm5nRtgYkFJkasza4xMaJml0kWB+ksymyBiWvy2m8sMNGuYpeBBSYWmLjGoPPGAhOd2i2mncVB2pTM6DTlK+6hcl46Ms2w9xaYhNVU8nQWmCTXYVgKFphYYBLWVhKls8AkkfoiZzY1SHsLFneQ9tKJ85y2zPjOSNIrKlixwCSpxsPnt8AkvK6SprTAxAKTpDYUKr8FJqHUpCxR2oN0Fo6kZxAhgzGOC1OR27Zto2nTptF//dd/0aRJk2Id+W2BSRhNq0ljgYkaPYahYoGJBSZh7CRxGgtMEqswEgELTCKpq2TicmBDBiYgVCr91q1baebMmXTJJZfQe9/7XqqoqBB/xx9/PG3atKlkOfxeWmDipxU9cRaY6NGrH1ULTCww8bML5XEWmChXaUmCFpiUVI/Sl5jC8ftwIQOUF154gWbPnk2XXXaZACN9+/alPn36CEDC4bnnnis+ux61YBaYRNVY/PQWmMTXXdScFphYYBLVZmKlt8AkltpiZ7LAJLbqImdkj8mrr77q5n3++eepra1NgJFTTz3V9YwwEGFPCYcTJ0508+KGQU1BpM+DBSY+StEUZYGJJsX6kLXAxAITH7NQH2WBiXqdlqJogUkp7ah995e//IUaRjTTI488QnPnzhXTNKeddpoLRgA+GJC8733vox/+8If0ox/9yI372Mc+Rq+88kqsQllgEkttsTJZYBJLbbEyWWBigUksw4mayQKTqBpLlt4Ck2T6C5sbC1inTJlCn/zUZ+nEE08sACPsDQFI+c53viNAy0svvSRIf/3rX3fTYuFr3MsCk7iai57PApPoOoubwwITC0zi2k6kfBaYRFJX4sQWmCRWYSABgJEZM2aIaZqTTjrJBRgMRBDCM4LdNvPmzaPdu3cX0Lr33nsJ60yQDt4STAHx1A2HBRlKPFhgUkI5il9ZYKJYoSXIWWBigUkJ81D3ygITdboMQ8kCkzBayqcpBwi2bNlCs2bNEmDk5JNPLgAjYpqmTwWdddZZdNVVVwkwsmvXrjzx3B14/O1vf6MvfelLbv6pU6cWpYsSYYFJFG0lS2uBSTL9RcltgYkFJlHsJXZaC0xiqy5WRgtMYqmtIBPvprn00kvplFNOccGE7BkBGMHW36u/93168sknC/L7PSxYsMD1lpxzzjnCW+KXLmycBSZhNZU8nQUmyXUYloIFJhaYhLWVROksMEmkvsiZLTApVhk6O/zh4tCbavPmzdTe3l6wm4YXrjIgOfPMM8WakTvuuIN27txJr732mlj8Wm4BK7wlX/ziF91FrxMmTAgsB5crqJz83gIT1oT+0AIT/TpmDrD7sa3jac2adRxlLNywYQM1NY+iihv7DaLt23caY8yMIDSEL9f4Ob3KcPKk6YRO0PSVxS/tZlFmC0wKW1apNo5Dzzo6OgrACIMQDk8//XQBRm677TYBRmTqvF243JH0WFvCIOfjH/947J04Mm8LTGRt6L23wESvfmXqFphYYCLbg7Z76zHRplpfwhaY+KrFjcQC1unTp4tpGHkBK4AD/2EB6w9+8AOxZoR307gEpBsGJt3d3VJs4S28JRdccIGYDgL9yZMnFyaI+WSBSUzFxchmgUkMpcXMYoGJBSYxTSdaNgtMoukraeosARP2hpSTmY+Dx5oR+Th49oogPOOMM+jqq6+m22+/nUqBEbl+GJggDLruv/9+d21JknNLvPQtMPFqRN+zBSb6dOulbIGJBSZem9DybIGJFrUGEi03SAdmTPgizCCdkEVgdj+ZX3zxRfcEVu9uGgYkvJuG14wEMvB5gQ7UT2YGS8jy9ttv04UXXuguni11bomcz4ddUZQFJkUq0RZhgYk21RYRPqyACTdKDotKqzjCrjFRrNAS5LzAxFQdo0jLO7sIHbipi2XzymyKP/j4DdIm+PsN0kF8WU9B76PGd3Z20UMPLSN4RnAcPDwj8nHwDEQwlYIFrNjaC8/Ijh07orIqSF8gs7O2tuA9duKAJ/jHWVsi60m+BxPYNew76PKmD0oXNR6DdGPTaIKNm74YjOmSLUgelvn1118PSqIlHnKqWAjK+uIwTGGx7X3mjHY3Kefl0H2h6Eamq0LmOMUqWPy6Z0+wGzQO8TB5HntsA7WOK78yPgytqGmmTplZtIguKo046btW/p465twWJ2uiPAcPHhQd2e7dewUd2QATEQ6RGTLPab+1IKUJ/gcOHBAyp2HbGKDxZ/rCDhV80A6hiitsPeGckerqWvrMZz4rpmMYhHCIr/d+9KMfpWuuuYYAFFSVDzLmZf6Lr8jsLQE4wSJblRfsGvZt+kI7BjA5cKDXNGvRltOV+YBxmTFOYbzSeXFb4/Dll18WO9R+8IMf+X5gktPpKBNoQ+b16x/XQb4kzSeeeMrZldOv/2D6zW/ucn/lLVy4WNxzyL/+koRMC+HixQ8J+m1tc6i6ps7lm4R+qbzMT05TX9dI8+b9Rjtv8AR/ln/6jFnU3DTGCF9Z3vvue4CGVdYUyOynFzmPqvtp02cKmVkHquiWo8My3znvbuP6njR5Kk2eMs0437vn30ODh1QSQuibdc6hV2ccL6flNPzOeV4k7Hjp0uW0cuXvqatrFT248CGaMWMWXX755XTyyfkP5TEYOfbY4+mkk06m88//FP3ghz+mOXNuoWXLOmnFipUCtC1ZslSJfiDrkJuG0113/07Q43IDGE6YMNFdW4KzUJK0eabL+kGItjxt+mxXz4hDu9LRtmT+d975W9GeYeNyeUzcOzLPNM6XZb7//geN8l64aAkNr66l2W1zCurZq2u5fuR7bzr5GXYCO0Wb+P3v/yDuf/3rO+gXv/gFfeADH3AXa19xxbfEOzkv7sPy8eYLegY9QXPxQ2JshsxBaVXHc5uZO/c2qqmtd7YLA5jgBQrFCcBYvldREJkeAxPVyg1TTgCTO+6404jSZZkxSLc0jxV85fgwZU6SBh3Y0GHVAoB66zgJ3TB5HZlbjega5WG9pglMJk6aQgAnXJYwelKRxhmkqwQwYV0ElUGOx738LOcFmAAQQQc6c+ZsuvLK79A///P5dNKJJ9HRRx/trt2oqHCOeXeOg7+a2ts7RJ2vWvUwrVyxigBqwKNUe/eWIYxOWOb5v7u3wMYwgJ1zzsfd8lVWVtLSpWrAEOsHbRnAxFvOOHJ4afg9c9vlQToNYOLInB4wMS0zgAl+QGOQDqpXv3jEBcWjLQCMoF1hHPqf/7leeBtPP/1MOuaYY9ydaQzyv/WtbxfQ8qPrZy9x4x5cuNiVOS6NOPkgV0fHXKqta3CAiSl3t+x+4qkcr19HTuN9p+IZ9E1O5cjyrFz1cNG0hgqZytHgqZyXXtojksplKpc36XvvVI4u3l66LDNPX/nJ4c3jlyZOHAZx/Jm8IEt+WsN/KkeWF/feZ7m8/A7bcLEwFd+ewa+44447LjfYO0AEnecHPvBB+vznP08N9U3kdxx8L/ks/pCZee6Ztyfa9xHfusH0FUJcnHf58uWEKSRM4eCUV3ltAqfxJRghsr1tbqpTObBx01ca01eoL56+SkNmrLfAeOVnNxzHYZj6ePPNN2nZsmX0q1/9is477zx617ve5a6D4vVQDEqwnf7JJ58WZKPwCFOOUmlY5lJpVL+DfJC1sanFASZYWCRfJhSQ5uLXKZNnEHYMmL5w2Bg6M9OX30JQE3UMOdM6YA0D0cjGZvLatgndL17ouFlN8JJ5dO/dJ35tYEFo2MvPDnAcPBawXnbZZXTyyf4fynv/WWe4C1jxobxlS7sIC2B9rxwu8ePlTR8mjZwHstbWjRS7czjeuxPn5ptv5ldKQ3h9Yd+mr61bt9PIxlGpLH5F/5WX2cQaF4cH2nEaMsMeVSwEBcDH+iqss/rIRz7ievIYgCB897vfTV/72tcK3uPL2Kav3t5eJTLHKff69eupuWW0A0x27Cj+6FUcolHyMDCJkkdVWj75NWonmJR/WoO0HzBJKkvY/N5dOTp1zrQRQmYsEEwDmLAbM6yOVKXjHSrlTkH14wegjuPgsZvmtNNOkzrOvGcE54ygo4QHRd5NA32nJTNkhceEwRjKIp/yKn8Th+3DT/44cbxDJU7eJHlg086unP1JyMTKm5bMOJ08TWCyevXaUPqSbaynp8cFIx/+8IelNlUh7uEd+fu//3v66le/SgDPmzZtoueee85tfyeccAK1tIwOxVd1IhVgLGqZ8MUK7MpxPSZZPZJeNqKoSoyTPovAZFnn8qLtwrr1DvqOx2RUKsBk4eJFhLlp09fe7n0Fg3Q5/thNw54Rv629+BWHNSMAI7/+9a99p2mYB4AJ1kDg0l2/zBOhV2b+Jg7/EsU3cXRdPEibkFfmgZNz4Q184410gMnyFZ26VBpI15HZvJcI05AYpFevXh1YNvkFvtkEz8hPf/pTOvvsswvACE/TYOrmoosuonHjxgkwItftDTfc4OYBYJk9O79dWOaj6l7mzTQRJ2S238phlZgJ2WNihlueSyaByfIVRcAkrxF9d2l6iUx5D9CByB2LmNaoyXsP/LS7fft2sW32W9/6VuAJrPCYAIzccsstoU9gNSWzVyb2ErHHRPaW+J3yKuvLSyvqMwOTqPmSpk9rWgPlPhJkjmoDY8e1lgQmDEauvfbaIjDCABmeka985Ss0duxYeuaZZwjTJd7r2WefJf5EA8L58+fTjOlt3mTan6GfNDwmEKzgHJOseky017CHgQUmHoVofMwCMPGqLwiYlDsOHr/k8KG8733ve2KaBmtGol5pApPqmgZx1gPOrvnCF77g/uIsdcprVPn80h8Jg7SfXKXisiIzgxdeb+H1mGDNCEDwf//3f7tghD0iDEbe8573iGmaiRMn0tNPl1/A+stf/tK13f/93/8VZ21hPaTpywITeyS9EZtLc5DOIhhLMkhzhwjD4HsO/YxFfodDmUaOaBFfzgUYmTVrVm4B68luh8edJkIcB//d737XnaZhWhz68QuKSyJzEM0w8Y7HpJ7+8pe/0OLFi6lPn6OErDjlFfrQeWVlkJZ1+E6TOYotc1oOWe6bJ04Wh43Ja0Y+9KEPFbUpABOAkS9/+ctizchTTz0lSHjpMV05hLfkxBNPFLtz4F3B886dOwnefdMXyms9JljxYviyUznmFG6BiX5dc8f3yCOP0Le/fRX9+7//u7uATgYi6DhLHQfPdOKUOC1ggl+u9Q1NYjspdjSwvKq+IFxKF++0QbqULGHfHSkyw9Zle5fvoQt+BvC97vpf0sUXXyq2nbN9ySFP02ABK4ORIH0yXX7Pz/CQMM0f//jH4vXmzZtp0sRpnNRYiDJZYGKBiXaDsx4T7SouYBB3kOZOqoCY1En6xWM3zZw5cwq+TQMAwm5lhJimwbdpsIAVu2mC+IB+qXde/vJzXJllGnHusSsH2wtnzZrhHvgmry2JK0+Yshwpg3QYWTlNFmSGp+2+++6jn/3sZwTPSN+j8jvTGDzwbprx48eLBaysn6CwlB1iNw5/cRt0sc4CF4CJ31ROKVpB/KPEg74FJhaYRLGZWGktMImlttiZdA/S2E0DMILj4HHUOneWcogFrAAjt912W6gFrGE7u6B0umUOqox9+3qovmGkOPqe5de9toTLkoVBmmXl8EiVGWCEd9PwcfBsTxV9nO29DEb8dtOwfqKGaE+8tgQ/In7yk5+4JKzHZPtOVxmmbvgck6COTmc57FSOTu0W0rZTOYX6iPOENoLtkjNmzBCeEV6573acFU7HCZDyf//vv4gtwHv2OKf8xuEXJ09awOTll1+l//r+D+noo/Grtq/4gjCfAusnh8r+5kgdpP30xnFHkswAI9j5ggWsRWAk16Zw6NnHzv04VVVVi3UffrtpoJu4dgVvCdaWoC3j3JKNGzeyqoXHxK4xcdVh5sYCEzN6BhfrMTGna3CKM0j7dWzyAlZ29XrBCK8Z+c1vfkMbNz5JIxqa6a9//atZgWPKrKKQ8Jic87FzXa/RlClTVJANReNIGqRDCXwEbBfGmhHspvE7ZwRtC14LLGDF1l543rBmZMzYcfT440+EVVGkdNddd51ruygTX+gP4DGxwIQ1Yii0wMSQoi0wMafoHCcZmPgBjlIFwpoRPvTs5JP9d9MwGLn99tvFyn2mh1+A8imoHG8ilGXWxc9Pl/fccw/1rXDW1OCUV3wvyNRlgYkpTZM4KNE57TY66MY6JD4O3u8EVgASeEYARrC1V17ACpvTsd4CdHknDvN//PHHCzwvFpjYqRwjLSyL0xpZlBmDNL6UGfZiMILj4INOYJWPg8chabi8A7Wzdbb0AWthyxQ1nQlg4i0TTnm98MILqU/O7a7rmzhevvxsgQlrQn+YP4b/jVDM5K29H/zgB12vBHsc4RnhNSOwGz5nxEtcFzABnxtvvNEtl+wt4TJgLZn1mLA2DIXWY2JI0dZjYk7ROU5hBmlewIoP5ckLWNFhcucZ9jh4FjBrwATeEtaV/E0c6MML2lhHKkMLTNRps1R94R2AyYiRLYQv8wZdfAIrdtPwcfBye2IwguPgW1tbi3bT+JUBcTo8JvgmDq8twRH18JZ4L+sxsR4Tr01oec6i9+BIltmvI4PhyMAEaTgdPB3YTfPNb35TbA/kTpNDDLJ8HPzcuXOLdtMwHQ7ZSPkZwMT7pV1OozuUZdbNC/Tlb+JgKgcueNOXBSZqNM72y9S8z4gP+qIyFjpja+8vfvGLQDCCRaX47gzACI6DP3jwILMqG6IsKoEJFs+CJu/EQZv385agYBaYWGBS1kBVJDiSB+kg/RxJMvt1mH5y4wTSzs4u8QpgBLtp4BnxW8AKUOJ3HDx4heXHZfD70i6/0x2aBiYYjBjQnX7GWWXPZ9EhvwUm6rTKtu4NwQFxO3bsopZRY+jgwUOEaRp4y+TdNGwL7EHDAlZ4RgBYsfOF6XKJvc8c7w2RTiUwAX0+twRlxnSSn7cE6SwwscDEa49ano+kQTqsgo50mf06uHnz5tH1118vjnv3AyPoPN///veL91jA+tJLL7nq9KPnvixzw1M5OA0VdJLQKsOq6LVJYMJrS6BHdO6XX/5NevXVP4symZTZApMiM0gUUarunnjiKfrRj/+bcCpquQWsYU5gRUFL8WNBkEYlMAE9+ZRXeHqCLqw9s2tMgrSjKd6uMdGkWB+ydruwj1JiRgV1Zi+88ILYTVPq0DN5Nw1OYPW7guj7pfXGHelTOawb2VuC7/1UVlUTtg2bviwwUa9xrmNQBsBGXV9zzTU5MFJ8AitP0wCMPPnkk8oLhPKoBCbwlvA5RPCWoMyyzLIA1mNiPSayPWi7P9K9B36KO5Jk9nYgWMCKrb3ybhqvSxnTNN/5znfIu7XXT1dJ49hjgtD0ZcpjIntL4DEZPny4OJLeAhMzNa4bjMknsBbtpsmdwIrFopimmTBhglgzAsm9bTNIG2HTcX6kVwlM5LUlmIoqdVlgYoFJKftQ9g6D9OxZHcrohSVkPSaOpqJ2Sn76xaFnfBx80DkjJ510Mn396/8Z+jh4Pz5x4rIATHAeRd++zi/n8847T5wFgY/4MRhTUcdhda97kA4qB3aojGwcJQ5ODEqjK16HzPJumqATWN/1rhPo/5x3Po0aNUqAEVP1rBKYyOeWwFvC38QJqisLTCwwCbINpfFHkvcgrGJMyix3VnHBmEyDZcRx8NOnT6dLLrnEdcPyIjte54Ctvd///vfprrvuottvn+cufmUaJsIjHZi8/fbb9KUvfcndIjxz5kxxyq33UDm/OtShfx2DdKlyslyHMzDhMspyII7/OB5gBMfB49swMhiRPY449AyeEbQ9LCZvbhnL2Y2FKLfsMfGTr1Rh5PTy2pKgnTgyLQtMLDCR7UHbvclBWhYi7iAt04h7b1JmuRMIK7Och+8R8nHwmKbBAla5w2RQgkPPrr76arrjjjto165droqWLFkqtgy7EYZujnRgwt4S1AW+IIyj97FDA8AE6xH44nrkZ12haWDCcpgEJtClrM8kMsM+sZsGa0b478ExyAAAIABJREFUnBFuSxzKJ7Di0DPmv2vXbvccE7k8rBNdIXjJwCQOH9CQzy2BjEE7cWT6FphYYCLbg7Z7k4O0LETYQVrOo+o+TZlxIBM6cb/L27nhmRewAoxgmgYDoBeQYLElvtqLNSPyAlaZHtZbRDn51a98ceKOZGCCtSWytwSfm8cFQOL1mMTRXZw8SQbpOPw4j0lgwjw5DCsztwfvcfDe9oRnBiP4Nk3QCayQ2TmSPtzJr1zepCHkSAJMkB9/5U559SunBSYWmPjZhfK4NAdpzEkHDdLKBZUImpSZO0OwZzC2vYxtMxjBOSM43MzbceKXHB8H7wUjLKbMF/cAJgsXLubXxsIjFZhAp/jw2lFHHSWmcT7+8Y8Tf0E4TZnDDtKqDYCBSalTUFXzZHphZObj4DFdUbSANff5AL/j4FHP/Ad+uOcLMuOHBtq1yQtlSAJMUFasLeFjA7CLyPtNnCB5LDAp03kHKS5JvN0unER70fLyIH2kAxNZK6Vk5t003uPg2Z2MEGtG2DMiT9PIPILuS+1QkTvboPxx4zFIV9c0uAtB49KJk6+UzHHoyXm83hL8subLC0xk/cr3nF5lGGaQVsmPaTEwMTVIy3qUZZbj5QWsQWCEd9OMGzdODNYsT5gQMns9JjL/MDTipAGPpMCEd+LgRw+mscJeFpikAEzWrn2EWsdNKEDFYSssaTocWoNKN30t7+yi9ra5ptmK70vAY1LOe6CjYJAZnZnpC502OjLeRooTWDs6OuiKK64IXDPCx8HfeuutBYee+ZW9VKeoc5D2KwvHeQdpjjcR6pQZ3hL2ZGFtCbwlrP80ZZYHaRM6Zh6mgQnzRYj+6+E//ElEMRi59tprXc8I1xODfICRL3/5yyWPg+e6lPl474OOpPemU/2cFJjAW4JzS6CXv/u7vyu7E0cuvwUmFpjI9qDtPi1gsn//fjFI41hn01daMr/11ls0rLKGGhubxbdp+FAj7jA5xAmsP/rRj8RuGnkBZRI9YX1JGmtM4ELHt3IQmr50ARN81+SCCy4QUzjo3LFDQx7IcO5FWjKnBUzwA6OpeQyhXZu+Zs5op+qaOrruuuvEbhovEEG7wkcpv/71r9O0adMIp5fKl1x3cny5e/Rd+KGRhszjxt9M+CEd52JvCfQCnUW50gImKCNkXrfu0SjFVZIWW6ibmkdRxY39BtOGDRvFL0t0zPgFouuP6e/d201Ll3WKxoXFUbr4+dEF73GtE+nRRx8l3Pul0REHXvcueJCmTJ3p8mR96OAn08Svjbr6Rlr/2BOGZd5L9y64v0Bm3fUN+vhrbGwkfC+DAYgcYr4Xv+JwQBMaAgY37PBACL0lqRfU89133Sv+zNlXj6jXp595lqqG1xFCc7z3CV5xZQ7SNdvJnXfe6Z5b8uEPf1RMAXAeyMgyP7PpOdGHOXbf47YxuR0kvecyMZ2pU2YK+5Z1zWlQRi4np48TgoZME7zWr3+ccHbL1i07tcgZVE6Az7PP/hD16eOs9ZHbFDwjn/jEJ6i6upq6urpEudCm4FWR9SDfB/Hxxqcp8549+8Q2ZYxXKMfebnl8LLQzricu/5o1a3LHC/QlnMOyfPmKUPXl1Hm3GKMwVsn2FUd/XJ6wIcu8TMisd3yWdYb7lV1/oJGNzVTxqxsHic6svmGkWN1eW9cg5qmx0l3lH+a+q+vqBdquqx9BwyqHU/8BQ5TyCC5vveADpI8BesDAm6iyqpZQjuA8at+B19Bh1YI3fuHV1NZTdZ1aHn6ygBd033+AU8+yzNCHX564caKOaxoETfAFr5uGDqcBA4eKX7WgC5mRrqbWsbe4vPL58nSYJ+ifceb7qaKiL/XJnRYJMPLpz3yWvnPV1TRo8DBqbGoRHU7DiGa3bHmaTr045QxXR5wWMg+5aTgNHlIpbM1LU9cz2u3w6lrCDw2Ejo2FK3vSMkFmyIu6lvmyTsLQ96bFwIu2+tFzPk4VqMM+R9Ell11KIxtHi7YDmuAFWfuhD6uup7o6x65g19XK7Mtfh+Ddf+BQGjJsuKF+BH3YSKprqBf9db+Bg1w9hNFv0jQjR7TQ5//N8VwBkPSpqKDjjz+e/vEfz6NLL72c/veX/aihvolaRrWKRapo53FtwVtW2BcAtyMz03X6dG9a1c+wy379B9PQKtRzY24ccfo4P15ID7kxdf75f8ufuYO+B95b7vfK9f2QGWMUxirc+/FSGcftj8N+/YeIMRq8uR7xjt8r5S3GwXqh36qqahpaVQOPySCBwIFWurt1oKM9Ll2BBLv3CdQJNNY0ajTt2bOnAEXqKQN+Bedlax17Mz366Dr3l0hYJJkkHfTL3gNRlh5z3hr2mMAz5iDUQp0nkUvO60Xz4HXPffcTflnu68GvDT1882UA/R5xBsk//dMnBDDBL7lZs2bRiy9uoZ7u1+iVV16j7u6Xxa84Rxf5X0DOL5W8neTp5tP4x7FcTnj33b/LeUzi0CrHy/89ZHkm5zFB6F9O/7xJ04L3/Pn3EOSOS4t1j7YBenjGCbs45RXTBeeeey698MJm2rePde14aiBr5fB6Ifse4QHNv49bFr98onzSr2U85z0mTnn98qmN2yN+PcPLh0ES7Vot/RL2sfcV+slPrnE9kAMGDKCnnnpG1NMrr70qpg/39eTtXe5vk5YR9sBeoi1btkkeGD11LZcX3gN81RjeDvaWOCF4O/xhC8gjy/z73/9ebIMGiHvXCX9Pq1aton3d8MhiPAz2pjEt0INXHx4TuTwOH5VjR16HLJ/jMRlNfh4TuXzeciV5Rh0jf9fKnMcEwGTnTufrprw7K+48oO8kE3Z85XZ9Md1DvURr1q2l1nETC7LgPZeh4IWCB5fuIaLJk6eKRq2AbHkS+R1v1LliJbXPuVWbjEGFeeutv/muMeH6CMoXNd6P3oquVdTWPrdgXYCg23vItYuofOT0XK8yb5wQev7554tOFOeO8NZS5JPTyXRU3i9ZvJwWL1qmkmQgLVmefS87a0y6X3bWmLBuAjMrfAF5Ibd8heHP5c+HDgU8f+1rX3MHQuzEyafJNyrIil903T2vuKw5Hfc77oukN3m2glJbewd1rVrpUnX5arAzmTbWW2CNCdZRmbzkk0uXLl1Khw4dLGBfrr5lGQoylnhgmjgzqLEJMr9pvP8EOFiDNSbcZXnsQJaL7/v37+8u2A76Jg6n5RBqYHlxj0Mep0ye4cbxOzl9CdVFfwX5ckwwNq/1WWPC76MTD87BNMEaX5HOrTEZRNu3AZj0enJ6nz2vQz8yHQ6RsZfWrXmEWlvHu4rIk0M6OW3+TbI7ptlLkyZOo82bX9DEp7CUeRvupWVLu6jd3aHC5SlMr+Pp9dffpBEjm8SunHxnokvPLIFDH6hbr8zFenz99dddYIIv+sIr573QGLhB+L3zxoV/7qVFixaJPz127FMSYWS91LMHg3QDde8FMCnWi09ORVHJZHZsksvrhDghFJ4SrGeAt4TBZb7OkK6XuvfuE25uhM7FdPAk36sQtZAe7BprDwr5FKZRwTVPw6Gd35VjbvEr9P4///M/LlCEjePi+nBCXbL3ijOYsPYAbdvkBbnGjmultavX0SHYU66tOWXodeV3bMCR/5lnnnHXt+HwuI0bN0o2IutIvgdFPDPNXjFGYQdpoX2x9E5afoofchnyIQBCa2urGKO5TPHpl8/pjJG9dIgO0Pr166mppZkqMD8btI2Uja486RIpwDX3x/QQrl6zTuwP57gSFJS/AgrdvHmrcrq+BB2ti1d82Jgrs/TON6+iSN46u23LdoeiIb5gBplntznbhRnxsz04jVyRkC6ZXvrrX98oCUxc/efyuOVyaTg3QfFyMqQBPTktFgma8pjIOoQrFnPYcIm6OpYLq/F+0cKlBTI7OolnaN5zS6ZMmRJYckfmEe62cJGQvXEIk15MAv027rn/JhLb4OHiZ3vKh/kBOyl7uX5BCzzErpzG0WYOG4PMOR3IwOTBBx8sEk1uA0UvY0awTvG9qsaRo8XRBzFJxcoG/mPHTCAsZHWvnD64bBziPe6vv/56F8AFfRNHzuPkc6g7/YlzjzEKYxVfrF9vyO9jhTlZ5P4CZRszdgL9afXaWCQjZWL+uUwCmDi7cmRgIrU6uQVG4hSU2KHNv9j5gLWg1OriZZkcqkChOGTLzAX+Thnw68rxHuTjTJQBwISPZ/c2CN38AUz0nt0i69LRs+Mx+ZT4xc0eE/1y58uha+tsuboCIMGiNAFMyiVW/L5QZqce4rLAuSX8BeFzzjnH9ZaAHvcfTBuyYiFhoczJ+DPtciHsGvZt+sp7TEycgprXpQxMFi5cKMTW366cwZ5ldjwm+TLp1j3kg8dkzWpsnWW+3jBfCnwTB7sB4e3jU17zb527Yp0xvcKUhduFOQ2HhWmTPzFdx2MDmVebACai4HneWAcpPCZYYxLkMUkubDAFVDRO1CuupOA8Kt6AX1oHrLHHRIUcYWlAXhxdneaR9O3tHWGLqyRdmKkcJYxyRGQbxn3hIK2SU2laWECWBybc2EvnSfqWZYfMfAw/x8Wh7fWW3HzzzSXJyGAsCd+STAJetrXNSQGY8LTGKOPTGjiHg7cIMzAJUI3yaAYmpk67ZQFgUxinwgzSSHvDDTe4OgryljBtOfTaLp4LgYmcWv29zB/3SU+7jVtC6RyTlIBJilM5WQImMBA05jSBiemTX00DE28jTAuYyIO0t0y6n1XJXOqUV7nzZHnSlDmtA9bSGqT9PCZcD7pDWeYDBw6Ig9Zw2Jr8F+bbQX42VKrsUQZpnPLKZyfBW4JBNsllEpjI5Ywis5xPxb0FJikcSZ+GxwTGYoFJ8eJXFY0oiIaqQTqIflB8moO0Cpkx4Hzxi190f3GW85ZAD2nKbIFJkCWqj2dg0tvbS1OnTiWc2Hz66ae7f/i2FT62iZ1cOORt3bp1SgoRZZCWvSVRvokTVFALTFI4kp7XmERFsEGVGCXeekyiaCtZ2jTAmPWY8A6VZHUXJbcKYHL//fe7WyzxBWGcGlrussCknIbUvT8cPCYAJjjVGVNK+MzEBz7wATr77LNFCGDCU03HHnusWISK02flSx5v5Hs5jXwfFpg8/fTTdOKJJwr7xZeTnZ04MqXo9xaYWGAS3Wpi5EhjkEYxrcfEekximGukLEmBCdaW4DMBPLDIXxAOKggGDQtMgrSjPv5wACao85aWFmEnM2bMIJxZhD/Yz2uvvUarV6+myspKFyRceeWViXbyhAUm+CYOfzfoF7/4hRLlW2BigYkSQypHxAKTchpS8956TN45HhN0/LgWLFjgduzYiYPvFoW5LDAJoyU1aQ43YNLW1lYkGNvT2rVrCXYEoDt+/PiidGEjwgCTTZs25b6JU0HwljzxxBNhyZdMZ4GJBSYlDUTVSwtMVGmyNB0LTN45wAQ16d2JE8ZbwhZggQlrQn+YJjDBzlEs4AdQYI/J7NmzC3Z1MihhTQDsHn300WKqJyzQ5bwchgEm8heEf/KTn3DWxKEFJhaYJDaiMAQsMAmjpeRpLDB5ZwET2VvysY99rODcknLWYIFJOQ2pe58mMMHiV5zFhKu5uVl4QgBMSl0AvJ/5zGeEJw7rl+Jc5YAJduJgrQs8M/guV9KdOHIZLTCxwES2B233FphoU20BYQtM3jnABOsD5J04pU559f4iRqVbYFJg+lof0gYmfh6TcgLzTpnRo0eXS+r7vhwwkU95/dnPfuZLI26kBSYWmMS1nUj5LDCJpK7YiY90YOI3QENZaQ7ScRe/ljrlNYwBpCmz3S4cpobUpOHtwrB9eSqnHHVsOYc3o1+/fuWS+r73Aybc/nDKK3bigH7QKa++RENGWmBigUlIU0mWzAKTZPoLm/tIAybcEZaTXz75NWyecjTDvo8DTLzeEj63JErZLTAJW0PJ0x3OHpMgm8GZJwAO+DKy9wrKI6dDmqBTUG+88UZBG/TlU17D0JV5BN1bYGKBSZBtKI23wESpOgOJHWnAJFBQzwsM0tU1DdTd3e15o/8xKjBB5y2f8opzS+IsULTARH/dMoe0gAlsJWjxK5ctKBwxYoQAD8OHDw9KUjLeD5ggDt4SXluCnTiPP/54STpxXlpgYoFJHLuJnMcCk8gqi5XhnQxM0OnxJd8jDgeO/elPf6JbbrmFOjo6aO7cueLchp6eHrE7AV/ara3LfV2YiRgKSwETrxwoEk55/dKXvuT+4mRvCRfXLw+/k0MLTGRt6L1PC5hAKr+pHL/twl4NXHHFFcLG0FbiXLBDP4+JvBMHa0tke5Xv4/DkPBaYWGDCtqA1tMBEq3pd4u9kYOIKId3Ak4BjtnEMN9zGfJAT7vF31lln0ZgxYwgA5XAEJpIo7u0999zjysE7ceJ06BaYuCrVfpM2MMGuHJz8ymtMZs2a5cos2w7fb9u2jU499VTCKbBxzxYBLS8w8Z5bosNbAsEsMLHAxDVwnTcWmOjUbp72kQRMnnrqKXfL4/HHH0/f+ta3BAiBh6GhoUF8GwQL8KqqqsQ223cCMME2zi984QsuyIpybkm+lp07C0y8GtH3nDYwaWxydtYwMCnnMfnxj38sbOySSy4RgCaOZvyACdar8A+EUjtxGCDF4Ys8FphYYBLXdiLls8AkkrpiJz5SgAkG3U9/+tOiE/zqV78qvr/h19lt2bJFTPPAY1JTO0LszomtvJgZS03leEned9991LdvXyEX1pa8+uqrbhI/+dyXPjcWmPgoRVNUmsBEXmPC55hgShOX12Z27dpFXFbslnnkkUcSaUT2mMjeEtCWPTHeciRiaoHJILGwKKkSo+a3H/GLqrH46e23ct6Z38rBgj38MgM4CbOgNc1BOiwwgbfkwgsvFHJBtokTJ8Y37JS3SNvtwomqLlJmGZiwx2TQoEG0fPly9w9A5ec//zn9wz/8g7AvLE6dN29eAZ+o4AHpZWDyq1/9yrVdeGR0Xpn2mPTrP7gImEStvDiVYxKYeOVJ8+vC7W1YhNUbR2Wx82QVmGAtxplnnkl79rzzgMmf//xn+uAHPyiO1F68eHFR3XttGgkATA6/qZxCW/ee8hrmC8JFwksRJsGYV+doy/CCmr54ISjatcnr2muvdQflhQsXmmQtFr9ijQnqAFOYALVBf8ccc4yY8sT3cpJe4Adg8thjGwhrVuSdOCpPefUr5+EATLw2L5ez1Ds5Xdh70INOm5pHUcWN/fw9JocOHQxLr2Q6MPOjtXbNY6LCVQvnXxjuHHuFYTvAZKt/Ug2xLOOy5SsJv7JMXuD95ptviu9MoGHh4vKYKEep6SuV5ZBphZnKkdOr1sPixQ8RPAhhLy4Lh8j38MMPi473vPPOK/g6qpxGpo94+RwT+Z2J+zAeE5xbIu/ESbK2hGVimRHKV5Ce5DTh7rnvKE4tPCadywteqONbQLbgYevW7aI9mwYmPD0CQGAKmLA+GYzB4wagjhNXvX/woNxxxx2EdVlxLuYl50Xc2Nab6fHHn6AhQ4a6YOiaa/BNnGDbkGmUu5f5yvflgYkK/s6YKPN1ZB5Pa9c+YmSskHljIXFJYFJOmUnfr1691iAwKSwte0xkhRSm0PNUapDWw9Ghyh4TuENNX0uXddLsWR1G2XqBye7du43yDzNIlysQFvZhAPje975XLqn7vrv7ZaqprQ817eNmUnSzcOHismAMO3HktSX4TH3SC1NcaZ3dEjSVo7tf4UH6jTf2J1VfpPxpABMuIE/lmAZj2AU0ceJkmjPnFjrjjPdRRUVfeve73y3We3HZdIXlgYkezpBZnr7Sw8Wfqusx8U7loFGpbFh+tBAHNNY6bkJR6fzSFyWKECHTE/eHiKZMnkFbXtxMlD8yIgLF+EkZmMhlik8tfE4GJlu3Ol4ilfyZFkK+l0sGmeHy9nsnp1NxzzwATD75yU+KgR1baeWpHE6jgl8QDQATeE3CXlwmDpEP3/YAMOnfv38BGTkNv0Ac/oK8B5xOR8jl8ZOZ34EvvCUXXHCB+4sT38SR33PZEMd/HFcqzMvcXUTPj34pWn7v5LJ46cnAhN9xeg79aMaJy9M/KKbeMa1hYpBmvigzA5M+fSpo0aJFccSInafQS+T8yg8ixmXmMCidHI+0nJ5DvMexQlOmzqQvfvFC6tPnKILs8imvMo0490F8QcsLTORyxeHll4dpcshpMDb7eUy4vBxy+qQh83eBSdBUTlJG5fJjjcmYseNcYyiXPtn7QpcXe0yS0YyWG4rHIG3ae4BSMjDBLy3TFzwmpqevZI/JGWecUQBMTMgP7wH+4l6wldbWVnHOhxeYlKIJ7wF25YRZKFuKTpx3Dz64qKTMOOX1qKPQsfehc845p2AnThx+nIdlxloT0xfaMtq06SvvMTG3xgQ2ycDE5FQO61b2mPAgxu/8wjBp/PJxHPI7NHppZMMI8eVgyH3CCe/Rcsor85VDLzCR3+m8h8cEYzPGaNNXSWCSrxQ1xfIzEqAxuIvkd8xXjlNTgkIqaQATlMCk94Alhi5NARO/emOZuTwmQtljonvxq5/MKqZybr31VuFdwLklYS9nIWi9u13Yr2xhaYVNxzzkdTUcxyHWBchrS+Ke8upXpvzi18IFzszbL0/cOJkm7v08JqAtp4vLqzif8+MKtBmYYO2YyUsGJg8++KBJ1kJmnGPy+ut5mYP0HBRfrsCcj0OR/hDRN795pevp++nP1X5BGDwK+EmF9AITpOM/KZmSWy9deEwATILKpoSpRIT5FACTnTtfMlYALgtP5XCBOF5XKPPBVA5Pa+ji50d3eWeXce8ByrF//36C63fHDvMeE8js7ETy04ieOEwbnH/++aIzATDhX9OyDejh7FDFIB1lKsevLGvWrBHrMT760Y8SduiEKTtOiIXHJM43Z/zKECWulMz8TRx4S7CY969//WsU0iXT8tktCE1fsGvYt+lrx45dYvGraWCCxabwGuBvyZLwi7tV6AcyjxjZRPv3v62CXFka3N5wBsqJ73G+IIwdOU8++bSbV+dKAPDHGIWxKo2Lp3JM89648UlqbhmNXTmDadLEaWJxT1vbHDFwosHh14CWv7Y51NExl8aOmUBDh1WLqQ0tfHzKD9dr+5xbqLKqjiZOmkLtHY68uvmDLxZPtYwaQ9XD6x1d+5RPRzna2zto5szZNHhIFU2ePJXwjHpGHWut55x8kLmmusHlq0NGmSbkmzFjFn3kIx8RHegpp5ziLl6T0+m6n9N+KzU3jRV/uI/KB+WHrUyZMo1OOeU0Ma89bFgV3XHHnW69eWkKu27voKlTZtKAgUNFZybq2ZCNOTKPoeamMSTLjDLgbAk+JA7A5Nvfvopuu+12oReU2ytL1GeWGaEOmX3bCNpPe4doyy2jxhXILJdfhXwyPdyDL9rx4CGVNHNGe2L9eekHPd/S8Wv6xjcuFm0K9Tho0BBCXFB6lfFC5knTXZmD6lm0g4Rj19y5t9G8eb8hLD6/7rrr6LTTTnPB2L/8y+folrm3aZcZcqAdYVyuqqwtGJtV6tWXFjBA2xwxNmOM7phzm5FxAmVBvzd+3CSqGl5HFTf0G0x3z18gphngdscffgXwvcoQ6w34b07HbVRdN0I8q+ThS6tzeYE8DSNa6Ld3zS+I882X04eqd9NntYsBi+np0jPT53DhoiU0rKquqJ75vc4QMjc1jzVTz7Dd5SvEWodzzvm4WEF/6mmn0/zf3evWNewP8nKoWnbwxyCJP9zHpd+18vd0w439hQwAKDNmzqaH//AnWtG1yqUJ+8HzylUPU+eKlXTvgvtp8NBqEcblGycf5Jw2dZYARLjnP5SppqaOjjrqGCHHxz52Li1eslRp/+KV2VSbgp4am8YQ7DuOzqLmkeVCf432jHYdlU7k9Ms6qbOzS/xdeeV3RD1iEejo0WMT2XfUckBm/KDUJTPaG9oXBkcsdH3ve09xZM15iOB5veuu+aKdyXURVY4o6TFGYayKkidOWm9fiGd4XgFK4tBLkgc/WnAWkzjHZPdu5wwAdl+ZcN888shjYleOSZ4sFwYNTGuY5o1BBEjY5AUZ8SVXzM++9FLhPLyJcqDBm5JZrs9PfepT4pcOduVgzYn8TrfcS5cuJ/yFvYLKhimcz372s0KOT3ziE+LsCExTyRfqFufTIPzLX/4iOhQV23BlHmHuIe9DDy0rSvqf//mf7i/OpKe8FhEnolf//JqQGaHOy6+O0HGjTZu+0I7RnrF2R/cly41TT+EtwVROZ2enbtaCPvNnmWHnfhen83sXJg5TgTjqHguzsUibp6zwAcBPfvpTdM+Ce10ySXm5hMrcYIzCWGXyYtkwlfPoo+tNshZ9NM6gyU3lDCLM35m+/Ba/mipDmotf4aYzfeUPWDO/xgToGW463Rc3KPDBYl8M5OhcvNuFdZcD9FUsfuVyPvfcc/S5z33O7Sg//OEP0ze+8Q26+OKL6aKLLhIdKc/5A8jglw6vqWEaJkLeLizXA76Jg4EMf0m+IFyq/KZ25chycXnQlmHfJi+UA4tfAUxMbBeWZZMXv5o6YI3584LfODJz3XHINBFiHQc+/QCPCIMRhMcddxxdffXV9Mc//lH8gH7ksUflbEbuvYtfjTDNLcZNa41JweJXVLpfpelUhMkj6b1ypAVM4ALEnLXORVNeWfEMjwEWv6KeTV/ouCEzLt02xvT9duXwO93yg0+Yw8b8yuEtIz/DAwJvA74x8973vld0oPzLFQP+ZZddJs48wPHuACYYrDmvHx8dcV4w5v0mDs4t0XHld+Xo3S7sp0/YNezb7x3i/OLj6IDpcIh2bOocE5SX+QKYsN2lBUzQtlVcACTDhg2j008/3ZWJAclVV11Ff/jDH1w2GKRxICgu1oX7UuMNAxMvT++z6iKAfhoHrIEvTn5tbGpxpnLS8JgAmKDCdSvZr9LSAiboxNLwmOBXBn5hpQVMtHpMgPIY6R1yOg50XvKuHK0nv3r4w97krbN+9pcvo66ZAAAgAElEQVQkDu5deFGe2/QsvfDCCwU7dniQ9h7PnoRf2bw53bPHhNOLb+JUVIhOH18Qdr+J05vLIOuNM8UIIStOfkVoui9BW8Z8vMkLMqIdZ9FjEldm2S7wJe6qqip63/twimsF9cn9Ycrmqm9/R3wKwlufONMDHn7TFwMTrXx92iH0hbHZyDkm6A9yXQLCIo+JVuF9iENocwesFRYAwAQGavqSvQcmeQOYjGwcdWQCEx9FysAkjQPWMEgnOWDNR6SCKLmjle8ZmKQ1lQO5cfE3cfjXtY61JayQNGVmjwmXRVco1zF4AJigPceZ1khSRnzEj+s0LY9JOZm9umJ5sQ6rtraW0B8IQJJbK8Mf/Fu1Kr9WSKaB+6JBmgdSJq4pNAJMfMoOmY0dsObRJYCJUY+JXNnQRZrABHvDX3zxRSO/sGS5AUzgPUCcHO9jG0qjgoCJiTLIMkMoEzxlYKL7gDW/itLpMWF+fnpMc5CWZca5JfxNHL9TXv3KznJFDSFzbU1uXU3OYxaVRtz0aMuwb++lUj4vbTzLp6D6vdcVl/YaE56+8uq31DMAydChQ11AAlCCP3hIeA1JkL5AF3+Y1uCpnKC0SeNZBg5BD8AEW4blS34vxye9l+ma/laOjE0KPCZpfNzN9AFrXHGogDSnchiYcHlMhEHAxARvPy+R3Ah0lEEGJu/0xa9R9JMmMIG3BLtyULdYC8O/rMeNGxdFhMhpTS1+9StYEDDxS6syLi2PyeGwxsTrMQnqSwBIgha1fve73y1YQ1KubtJYb4EyeT0mQbKWK3/U9+CTlsypAxN4TCC8KWXLlZM2MJHLYuI+bWCCDtzkJQOTNDwmGKR5WsOk3GkDk66uVbR8+XIXlHh34uho62nKnEVgwh6Hw3Uqh9eQ+O2yiQpI0HbTHKS9wMRUX5KmzBaYbN5sqp5dPjyt4UYYurHAxOz5LVkEJkuWLKUH7l9Ml156qTuHP2GCXm8Jmo8FJoY6EenrwgAnaQCTEU2jxA5DP4kBSCorK8UuGwZPCLGGBLtsHn74Yb9sZePSHKQtMNm+s2wFqU5gPSaqNRpMzwITC0yCrSPaG6/Xg59XrFhB+JbKu971LgFM4C1xd+JEYxEptQUmkdSVKHFaa0xgY5ia8Vvwy4CEd9kAjGAakRe1xgUkrCgLTFgTZkLrMbEeEyOWloaXyE7lqD3Tg8EHh36Gg2kc5zMAzuLCSZMm+SUriCtFryBhiQcLTEooR/ErncAEtlDKHrZtxYcLm+nttw+IdAAkQYta5SmbUjTDqAf501pvYT0m1mMSxkYTp0ljkEahrcfEekwSG2+OAHf0HDJdfKwPOx3wi/Xcc8814i0BbwtMuAb0hzqBCUov2xTu+fnQIaKXXnqJxoweT5s2bRLfX8LBaBV9nePxYXM4qRVTNjip1XsxHW98mGfktcAkjKbUpLEeE+sxUWNJZaikAcasx0Stx6RMFdPBgwfpK1+5SHz0DIMEvCVJBoNy/OT3FpjI2tB7rxuYlCo9vq120df+wz0YDXbGgATbfuWTWkvZXql3fvwtMPHTir44C0wsMNFnXRJlC0wkZWi+NTlIcwePj7lhwSvOLenTp8L9Jo5mUV3yJmV2meZu7K4cr0bUP/PR8c4um74CjACQwDv3ne86R8ezLarnbnfl6NBpKZoWmFhgUso+lL2zwESZKssSMjlIY7HrFVdcIRYZ8q9XhJMnTw4sp44BxKTMXsEsMPFqJNmzbB9+i1oZkHz729+OtctGph+2pMhjp3LCait5OgtMLDBJbkUhKFhgEkJJipKYGKS7urro8ssvL/g0PAaMd7/7RLr++l/SW2+9pUiacGRMyBxUEgtMijUTZ/CXqWD3TXV1ddG236OPPpY+/Zn/R/DQmbwsMDGpbc+3ctI4+dVuFzZX4Xbxq138GtXa5AEG90uXLqVLLrmkCJCccsop4hsks2a10YoVK6OySZzeApPEKgxNQOcaEwAS/tqv7IHDlM33v/99uuuu+dQyqpUOHDgQurwqElpgokKL4WlYj4n1mIS3lgQprcckgfIiZg0apGWQEZGkOMn1sssucwEJHzV/2mmn0aBBg8QXjkFz6dLlmTvt1npMgq0prM1hDYnf0fEAJNj2y7tsdu/e63uOSXAJ1LyxwESNHsNSscDEApOwtpIonQUmidQXKXMQMAki4h085GccLY81JEcffbS74BC/ZAFIbrrpJvEdD6aLfDjtVucXlZmXN4wqszd/kmcLTPLak20nH5u/877HGpKqqirio+MZ8DIg4V02nA/fBwr6iF+ei/o78LdrTNTrNYiiBSYWmATZhtJ4C0yUqrMkMb9Bmjv2oIze95jD50WtPFgwIIGHBIc+efOANkAJvjDs9y6It4p4P5lV0A1DwwKT0lryswV4SHB0PACud8oGHpI//elPvkQBTBqbRtObb77p+15XJGSwwESXdovpWmBigUmxVWiIscBEg1IDSCYZpLHLBotavR6SU089lQYOHEgvvvii4OodbPhZ9phwXEAxlUYnkTlpQSwwCa9B9pDIR8cDmODoeOyyWbVqlQC1XtvhZ9ljEp5r8pTgb4FJcj2GpWCBiQUmYW0lUToLTBKpL1LmOIM0FrVefPHFRYAEi1qHDBniApJyBcnihwstMClnFUTwkGDq74wzzvD1kPCUTTlK2KCBb+VYj0k5TSV/nyYYs8DEApPkFhyCggUmIZSkKElYYIKOZ9myZeJgtKOOOsodMDB1A0CCKZvnn3++qFT861V+wXEWmMha0XsP74HfB+30ciUqtSuH7YDLgF02WEPiB0iCjo7nvH5hWjJDLusx8asRPXEuMLnhxoGUte3CUybPLFi8p0fFxVTTGKRRChzRjo4Mjdvs1UtpyOw9kn7v3r1GxTY7SPe6su3b10M1tSPE92PcSM8NFrVil413ygYu9sGDB/sCEg8J30ezMueLEBaM5XOou0vDY4KBEu0Y6y1wDIDJ67rrrnNB7MKFC31ZA5D47bLBt2zkj+v5Zi4RmV1gMiNQK14wGJgw4gt8m2jM2HG0du0jEXMmT+4Ckxv7DZKASb6TI5LvkzP0UoDQQKK6lFvIr1CWyZOmGwcmkDONQRr16ACTZsIXOgvrtVAvhTpT85SGzJD3E5/4hOhE8Yttz549OTvTLy+0luYgXV3TUARMYHvyolZ50SEACaZs4HJPckFmLH41fQGY1NY1FslsohztbXNFmzbbh/XS1q3bcx6Tv5oQ0+Xh9ZgcOnTQfQf7wTkkXg8JAxLe9utmiHiTByaQmdsxhxGJRUiOum0dN4Fw7pbpCwvNJ02clmOrX1aWr7e3V4zN6QCTjdTY1EIV/foPpu3bt3OZtIfciFevXk2tPsCE36suCFAg0wYwefHFLe6zal4yPfBkvmKQbpsjvzZyzwes7di20+GnycZZTlko/EJv88jsl07OE/XeS8/xmPyzACbYjghggovTcRiVT9j0GKRVbp31lld+PiQVqru7W3hMenp6RCzS8dHx2IYJQMI7bbArQl5DwjQ5BAH5XmLjewt5Fz242PedikiUxa88sseE33NaflbDH/pwdMJ0YdfLOpe75DkeEfK9myDOjVzBufzCYzJylBmPCfj3OoWQgQnWJuHyOzoeNnbsscfTlVde6R4dn1QfkLmpqYXefDN/snBSmmGqAzy8UzkuX5+6CUPTmwb0XJq5l3jGgvMpkws9JrBBXN70uWyRA+bN9DgcO67VBWMcF5l4mAy9hbJLHpMBOY8JRiszfxAUCBRI1EHdZvhCT+AHYLJlC3YZmOLbKwwp7z0wxxcyv/HGX2lk42jxS8ukzOCVlxkl0S836hfynn/++UXApJi/jjJ5PSa6ZYYMzoVBumFEs/AerFy5suAcEnxgD3+nnPJeGjCgH73wwnOK2h5490peIt3yFtLft28P1daMoO7uvTl5nPIc0m5rRP5TOYXlK7a55O8dj0mzsHMd9P1pYo3J9S6wbWtro5EjRxYdHX/MMUfRt751Ba1a1aW0vRd6iZLr0F/GYrroTwBMVq9em2tlxWnC0oqabvPmF4THxBkjHbuOSiNOeozPeS+Rfnm5rR6iAwRg0tjcRBWYytm586Wc0vNB/tcBBvP4f6DozY84fMbamcrx8nTS++Xz0gn/7MBMgfwOEU2ZMs1dbxGeRrEcUfJCnuWdXQT3b5R8SdOC71tv/U3MSe/atVso+1BvMlm8ZZLrSjCQ/nWuWFkgs5zWSyfOM7PivHh+++0D9MlPflIAk7POOovYg9DrkVtHWWBjS5Ysdac1uFwqQpZVDuUfbS+//Cr99Kc/p6997Wvi66v5KZu+dOaZ76dhw6pcu5dpeO9RVlxhyuyk0yezX1mc0jn/IXNNbT319LwiIuCGDlPuaGnyWpbLg7YM++ZLfue9j8Yvr3vQdvNijCAitGOsMUG7dt8l6KNL0XA4Ov+vv/560abwJWlM0eTtq4JOOOE99KMf/UT063IevgcPXH5hKf6cHmMUXPyQmS/V/ZhfOcAL6y3WrXuU2boyIMIvT5I4pokQYGzqlJkuX/kdRybhhbx8yXQQB5kxRuOS36m+l/nTIaKNG5+k5paxDjDBXBIWwGJKBy4z/DnPO91njo8agg7nce63iWe4fpuaRwnl83uEqvi6NLfuyvPf9pKYS28dezNhKkmW102fk1/VM8sPXnfd/TuBgFlOLBRTxSeIDvg+++yzVFs3UnipRLqtu5TrGXxYVqcskG0b3T3/npzM24TunfqFnW3zpHfsLkiO4HiHD96D9tbt24S85/3zPwkPwemnn06PPbZB1LW3vgvLG48/02C5wOPOeXfTb+6cr8S+HLpom/l2JOti9+7dYqB66KGH6NJLi88hwYBx1VVX0/LlKwjHeu/ahfbg2B06PtBFKNNkXXrj/J9Rj3mZoX+nbkG7mK4/jXC699PB+g0bqbK6TnRo4Ltjh9PeHb0l5y/zlOXBPeb/0aadeLbnQntMIi/yevmjrtBfoz0/99wLRfWWlF+p/D/4wY9cj0mfPs5uLgCUf/u3C2jevHnCtmBjju797VWWSZatFF/UK2TGwm5HZsd+w+cPZ1/+ZdhGzS2j6cEHF0n9lyObKv6wH0dn3Ic68sFLg7GqUGeOTTvpg3XsL0uQHhx+Dp/tQk6MzRij5b5BLU+nLKxDJ9xGS5d1UsOIRqrArpy62pECJMDdj2N/sYODQ9yr+Rvt0m1qHkPDq+up38AhGvh4y8t8HZmAxgYNHiYaNhC4Gtm8PIufm5vG0LDhtTRocKWrB1O8R4xsov4DbqL6hpHilxbq2eHNYXF5VZUNMg8cNKxAzyptC7QaGltoxEjU7yhqbhpL9Q1NdPbZH6KKir508iknU2VVtfi1xXydELauXm78kh1WWSP+cK9KjzId0B0zdoL4ZfGDH/6Y/vEfzxMeEl4/gl+yJ550sjgwDWUZ23qz+AAa1znyy2WT75GG9STzLHWP/JXDamhoVQ01SX1IqTyq3qGuHdtuIrQxh+5oanBtPGkdcx0i5HuHJtpyZVWtkFmWJ6r+5LzF9w5ftlnoGu3Y6TubtNiXtwzgPaqllb7y1a+5XpJjjzmWLrjgS9Sv/0AaNXqssMd8Pm5bjr68+vA+5/P51xXL3H/QTYS+LJ+/sD7K0YnzHlOj/QcMEeMVxi15jPTaQxz6yMP9EIegC5kBPjFWASQ46dDP6RizCusJPKBrjNEoR1y5wuVz2ip4NjaNoZrqBjFOiqmcZ599nt54Y79YTJUP3xCH2WDhpMo/LEwEj1WrHqbRY1rFjhGV9EvRwuE84H3zzZPo6aeflmRWK6N/GfbTwkVLaMb0Nlevji708+7uflk06E2bnlNal/5yyvLkZS6fVs6X7B5rLeRdOZs3bxVyO/WfjHaxHNxumO5+uu++B8Sf3JaK83H68CHKf/DgQWE/DzzwAP3Hf/wHHXvc3wkAxm7197znPdS/f396/vkX6e2333ZtTeav3u70ySyX2+8ev6aHV9cKL43fe5VxXr3NmDFLtGmVPMLQQjvGAI3pqzDpk6fZLxadwrX/+c9/gS677Ap6+OE/iri33nqroAyyjri9IeR7LgvSeeP4nV/olVnm45deVRz4YJzCeFXcnr1tP3xbDlM+jFEYqxy+4KWXH5epUGa1MjGPoBBrT8WunMLtwjzjoz9EAcxtFy6UJ43twihB4ULQwjLpfEIHAPQKd5npy5TMYv1QTrj9+/e7wAS7cgBU5Pe6daBzuzCO7sZuB3mOH54SbPu99tpraeCgofTnP/9Zt4hF9HXKXMRMipB35UjRRm79F7+qZe1nt2jH+CWLdm36uu3WefTwH/y/Z6OzLJAZfVgaMmMhaBpbZ7FdGGOV6Qs2l5bM0q4c+RwTcyqwwMScrhmYYA7R9GUKmMhyAY3Lu3IOhwPWeIDhUC5vmHs+Ol4+qRVeEpzUiiO/cY4EAEldfTpnelhgEqYW1aRBO8YgDTs3fZkAY34ypSUz2it+QGcNmEBmjNGmLwtM7JH0RmwuDWACV6QMTPgcEyMChzxgLQigyPG4x9HxOKnVD5B4j45P03tggYkp6yKxGDItYMKHypmT1uGUNjBJY5BO02NigYm8Z8mQtWdtKge/rNCRZcVj8k4AJmzqXiCCeMTxSa3eo+NxMBqOjn/hhRcECc6PEMDE7+RX5qUztMBEp3YLaac1SKMUs2d1iCnpwhLpf0pLZrSrtAZpC0xSWHtgp3L0N2bmkHVggi21Jq8kgzROyr3iiivE5+B5QSvCU089VQASnLQpgxFZLusxkbWh/z5r0xrQaNY8JjgXB2d6YLzidqffshwOaQITyJw/VM6UxCQOWMMuJLErJ41FkRaYmKvsrAOTw3Eqh2ufOzs+Ov6YY45xt2QCkLCHBMdT+12cH+8sMPHTkL64LAITyIyzJkxf1mNiTuPoU9LyEtk1JnaNiRFLt2tMitUsg4muri7hIfFbQ+Js+30+8Jca0+HQApNiXeuMSQOYoK4xSOPcB5OLX9nGIDNOsDZ9WWBiTuOoawtM7BoT7RaHXTnoyNLwjJkCJtxxQpneNSbeqRw5rQ7le6dyvPzwjF02l1xyCeF4b3nKBrts5DUkUcpngUkUbSVPmwYwQanTGqTBO+2pHLRtkxfaalqDdJpTOWnJbD0m1mNipH2bAiayMF5gonIqxwsyZL58v2jRIvFRO36WQ6whufTSS0PtspHzhbm3wCSMltSlySIwyZrMFpioay9hKFlgYoFJGDtJnOZIAyZhFOIHTIJ22eBgNJxDgl9HSS8LTJJqMFr+rA3S0E7WZLbAJFqbSJraAhMFA0HUSkhjkEYZ7eLXPVGrKlF6AJPO3Dw8FrV+85vfLNpl47eoNYw3plTBLDAppR3177I2SEODWZPZAhP17aYURQtMLDApZR/K3qUBxnRN5YQFDpiuaWxspquvvprkc0hwdDy+dow1JEG7bJIo3gKTJNqLnjdrgzQ0lDWZLTCJ3i6S5LDAxAKTJPYTOu+RAEwYkHDIwnufEY9FrRdddBEdc8xxRYtahwwZQs8//zxnd0OZTtC9m7jEjQUmJZSj4VXWBmmoMGsyoz2mtRDULn61B6xp6LaKSaYxSKMUdipH3VSODBy4hhEHQCIvau3T5ygBTLDLxnt0POdTHVpgolqjpellbZCGNrImswUmpduA6rfWY2I9JqptypdeGmBM11SOn4D8LRt5ygbbf08//cwCQOIHaPzoJYmzwCSJ9qLnzdogDQ1lTWYLTKK3iyQ5LDCxwCSJ/YTOe6QAEy+wCNplc9ZZZ4nzSe66a35oHalKaIGJKk2Go5O1QRpayZrMFpiEawuqUllgYoGJKlsqSedwACbeA9ZKFjjgJQMT79HxWNAqHx2/a9cusSNnyZKlAZT0RVtgok+3fpSzNkhDB1mT2QITP8vXF2eBiQUm+qxLonw4ABMcsMbAAkXje28oFbvoNujoeHxcb8CAAe7XfpHRe/JrETFNERaYaFJsANmsDdJQQ9ZktsAkwPg1RVtgYoGJJtMqJHu4AJPCUhU+MUDhWH5GyEfH87ds2EMCQIJFrX7bfi0wYU3qD9MEY1kbpFGbWZPZAhP9bVjmYIGJBSayPWi7PxyAyd69e0PJJwMSLGrFLht8ywZghP/4Wzbytl/Ox0wWLlwceCQ9p9ERpjlIZxGMZW2Qhs1mTWYLTHT0VME0LTCxwCTYOhS+ORyASblv5cjAAmtIAEiOOeYYsXZE9pDgHBJ4SOT0rCo5LouDdBZlztogDVvPmswWmHAPZya0wMQCEyOW9k4AJlAETmu9/PLLXUDCX/zF0fEMSMIqLIuDdBZlztogDfvPmswWmITt9dSks8DEAhM1llSGyuEOTOAhCQIkvIaEvSEclhHZLn4tpyCF79OcvsraII1qy5rMFpgobKwhSFlgYoFJCDNJnuRwACa8XVgGFljUevHFFxMvamUPCRa1Dhs2LNHXfuE9WLz4oeTKi0ghzUHaekwiVlaC5Nu27aCRjaPEic4JyMTKaoFJLLXFymSPpDd1JP2hfP2sXfuI+AaBPFjk3+q9mzxpeqKBJ27p0hikUdY333yTRjY2Ezo009fyzi7xK0sX30PUK0jLduQ9+ZUXvyINpmzko+MZkKg8Oj6tQbq7u5tqakcQQtPX4SCzbAO65D8k9WFikO5crotVIN00gAnrVgYmHBdYUIUvtm7dngoYg4ytreNpzZp1CqUJRyorwERqUrRhw0Zqah5FFf36D6btpoCJVB8MTKQoY7eTJk4zDkxg4Ms6l2sdpIMU+MYb+2nEyJYCYCIbQ1A+FfEAY7NndQhSpnjKwOT9738/wZOAk1ovu+wy3zUkAwcOLDiHJKncaQ3SkLO6pkHIa3LQgL4gM3uJTNUz+LKXaO/ebt9FyUnrEvmDdCkP0iKdCmYlaLBet2zdLtozvoFl+vLKbIq/A8aajXuJUPemPuLntTMAE4xVpi62L/AzJbNXtvXr11Nzy2iquLHfINq5fVfuPX59Or9ACaWUS+qlEPrZQzOXDwh07LjWwEYfmnyohLky5OSZOnkGbd28JS9rKBrJE6XrMRlVCEzkn37JRQuksHRZpwPGcro/dOhgYNpYL2QbFfe9xMAEO2pOPPFE+spXvkLHHON8VI89JO973/toyKDBtGUL7EDthe3C+DN98SC9bx9/tDDXlg0UpEBmuU4082YvEWQX1yEZSCiUHzJ55CocpBXyCtJZjn8aHhMuUl5mA/IyUyLRdzWOND99BbAwpnUsrVmzJlcaSW6PPUjFjXYr08F97hnABGOVuKT4aMQjpM7x7e3tFWPz6rUss0RDdTlyPB0OvbT+8Q3U1NLsAJMdO18SAIHT9OY0w89SsSLfCjkOweHu/IEAKhsek/Hjbxb0ZKQop+NyRGYqZSii13uIMJWDAUnmK2VReivzWLaii9rb5rLdKeVTihimcpoaR9P2bS+JZNAJ10upfGHeMR0R5uoWMvNf54qVQmbQQhquD84Xhke5NGwnoInrzf1v0yc/+Wmx3ZeBSEVFXzqqbwWd+f6zqLKykrZu3+bWAxoiLrmu/J5FIs8/lkmkz9FYvGQp4Uh6Lz1PViWPrGeUgwfpnp4eJbTDEkEZ4C1hmbluuV7C0omTDrJi+krIfMixL9ZJHHrePFyH3Gbk92jLmKoExuf3uGeb4Lxynrj3oMX63LFjl5jW2P/GW3HJRcon6jOXg2XGI5cnErEYicEfXv3GptEEmdm+YpCKlWXc+ElivEJmllnWSSyiuUzCViUCwo5y/SfGKIxVXPfgyZfIp+DHJejg4nLwc+u4ia7M7nuUK9ePK+Pv0nPazROPP0kto8Y4wGTyxGk0p2Mutc+eI37dts++RQwmCIGQk/zBkGV67e0d1NExl8aMHk9DhlUKNz/oIx3COW1zxR/fJ+HNNFgO0G6fcwsNr6qnSZOnCpmT0i+XH3IJmTpuEwofXl1Pc9o6HHnbHH2Xo5HkPXjNnNFOg4dU0pQp0wj6F/Ta5oh6SUIbeYVOuY5ztiLqHHFtc4Vbrnp4veCLtMiD+hD5uCwJbEzQQf62OdTRfiu1tXfQzOltdPbZH8oDkz5H0UknvYf+3+c+Tw11I+i2X99Jcztude2ddcA2yM9hQrQZ2b7ndNwmQGBT81jCfRgaSdM4NtZBU6bOpIEDbqKp02Y5NpZAr2HLJOqy/VZqahwjBo6OObcV2ERYOnHTQdaBg4bS1Ckzczbm2Dfqhe0tLm05H9ss4tCG8FdT3UAto1oJMjt14Ni8SCP1aTKdqPds38wffNGOBw0eJtp1VHpR04u+KmdHc+bcQmjLGDhY5qj0oqaH/CjD5CnTaMiQoTRzFurVqWMOo9KMlL5tDt00tJLGjpkgxgvmKdq8ovYl6lga/1A+6BegZHhVnTNOtTn2DDtTzjtnq4IubHu2IzPG6Dnttwrb5r5RJW/IKejlxoqO9lto/ITJVFlVSxU39B9Ed/3uHoLLfWnnCsJ0A4cPLXfi8Bz3D/QEnWWdIlwO+ss6heJr60YKfkjDf8yTn+Py9eZbtnylkAH86xuaCF9/FWVJIJuXR9AzZAKvmbPaqLlpjKPrnL6D8qiKhx4XLlpCVcPr6O7597h6Bn3WSRJe3nriZ4SoZ8iMXzriOWdfuGebSMJb5JXs9qHlXULP+BX7zW9eSccddxxhygbbfh98YAn98Y9/pK6Vf3B1AA+Wa28rumLZuJs/125QzwAIGChN2BfrGeVYsOB+GjJsuAgRzzpPrOMSbQR8wWfa1FniDzIzbxP8IfNNQ4fTgvseoGWuLThtnfu0JPKL+nXbqkOX5WtqHkPTZ80WH210eK10+1HZNpPwBy+5DNAv+mt03ljXk4R2qLyQfZlTxygLFibOmDk7V8c5PZewj1A8SuRHHwW+8+ffQ5XVda7MXAdJ6ZfLD31jnMIPd9yzvYs6KVHucnT5PeQous/p+/dssAAAAAn5SURBVDe/vZsaRjS77QnpoA/mjf6L88YO3TaDcqx02tCyTuGFhAOB9SyX0ylHvtyxeUN/Of7cb/z61tuFvsUak927wx3ZzW6kaCHc5Ll5uZybE/kfeXQ9tY6bUOzulv1V0Rj5pmbXlHiZo41BY8cO8ztUurpWiV/R7hyCb4nVRx48eFCAA731nPPJeYq/AjK33+qJVfgo24t0j504N/YbQOvW5VfTi9ecBiHf54pTYCthiyjTya1vWPbQclq61Pxujdf+8mfRobz659fCll5ZOshbJLNHv8qYSYQga3XdCHrttZzMOnl6aMOuYd/eS9iRJ603TaznXP/50kt7aGTzaPrbwQOxyCTJBJm7Vv4+CYlYeV/avZcABA/0Kl6jFqI0GKcefXS9011wvSLk+xA04iTBGIWxSvvFckjjM8tcxJvTFr2IGeGh99TTm/KLX9PYlSMWv7aOLwYmMeULyuY32GRtu/Drr2O78CjatpUXOWtvU251AOHDZceXX33wO5Xh/v37RUe2c+fOPFlPI8i/UHuX5q4crLdwF4KqFasktcNBZtiWoSoWuoBd45ckLp12zTJxuHWbs8Yka7tysLMQ6+VMXqjXtHaoyNuFvfblfVapkzRltges2QPWVNpyIC103DIwCUyo+AU6bQHGUji75XAYpBWrsyy5LMosA5OyClKY4PDYlaNQoBCk0pI5zUFaBiYhVKQsSZoyW2BigYkyQy5FyAKTUtpR+y6/XTi3dVYt+ZLULDApqR6lL9MapCFE1sBYmoO0BSYpHLBmairHr0fI2lROmt4DC0z8LFBPnAUmevQaRDVrgzT0kDWZLTAJsn498dZjYj0meizLQ9UCE49CND5aYKJRuT6kszZIQwVZk9kCEx/D1xhlgYkFJhrNK0/aApO8LnTfWWCiW8OF9LM2SEP6rMlsgUmhzet+ssDEAhPdNiboW2BiRM2CiQUm5nQNTlkbpLMoswUmZtuUBSYWmBixOAtMjKhZMLHAxJyuwckCE3P6TmvBrwUm5uoYnCwwscDEiMVZYGJEzYKJBSbmdA1OFpiY07cFJuZ0nSYYs8DEAhMjlm6BiRE1CyYWmJjTNThZYGJO3xaYmNO1BSYGTn71q067XdhPK3riLDDRo1c/qhaY+GlFX5wFJvp066VsgYlXI/qeLTCxwESfdUmU7TkmkjIM3GbxsLEsymyBiYHGlGNhgYk5XVtgYoGJEWuzwMSIml0mWRyksyizBSauyWu/scBEu4pdBhaYWGDiGoPOGwtMdGq3mHYWB+ksymyBSbHt64qxwESXZovpWmBigUmxVWiIscBEg1JLkMziIJ1FmS0wKdEIFL+ywESxQkuQs8DEApMS5qHulQUm6nQZhlIWB+ksymyBSZjWoCaNBSZq9BiGigUmFpiEsZPEaSwwSazCSASyOEhnUWYLTCI1i0SJLTBJpL5ImS0wscAkksHETWyBSVzNxcuXxUE6izJbYBKvfcTJZYFJHK3Fy2OBiQUm8SwnYi4LTCIqLGHyLA7SWZTZApOEDSVCdgtMIigrYVILTCwwSWhC4bJbYBJOT6pSZXGQzqLMFpioajHl6VhgUl5HqlJYYGKBiSpbKknHApOS6lH+MouDdBZltsBEedMJJGiBSaBqlL+wwMQCE+VG5UfQAhM/reiLy+IgnUWZLTDR14a8lC0w8WpE37MFJhaY6LMuibIFJpIyDNxmcZDOoswWmBhoTDkWFpiY07UFJhaYGLE2C0yMqNllksVBOosyW2Dimrz2GwtMtKvYZWCBiQUmrjHovLHARKd2i2lncZDOoswWmBTbvq4YC0x0abaY7mEDTLZt31lQOhRM97V6zToaa4GJbjUL+v7ApNcI7+WdXTS77RbBy4RdsVCvv/kGjWwcRejQTF9pDdJ7u/dRXe1I2rt3r2mRKS2Z9+3bR7U1Iwih6YuBif7eslCyrVu3C9tGuzZ9scym+TIwef31142yTnOQ3rx5M02eND1QXl39aZoyb9iwkZqaR1HFjf0G0a5du/PC51rZoUMHiXoVNDmZhHS/bt2j1DpuQp6ve4cBU8egmaeJyt66davLUftNTu7OFSupvW1ujl0vkaQPnWV4e/9b1Ng0mnbs2EW6jNmps7yOWZ5CmSknc66OVcgv05Du9+/f78rMZWG7Yh1wmH8f965Q7sWLHyL8mbsc/j09PVRX10AITV+FMhfqQ01ZcjbjIdb9co8AY3mZmbd/ek/2EI9MD0nlexJtGfad/x3nadOSPYZgFJwEdCRaaMeNTS0EGzd3ObKj/4LMSsaGsIU/RKLvQh8Gmd12K+kkLKk46cZNGE8Yr/KXp57zLxTdObrGGOUHTBz5C20xEWNhXwdzJBy6xTIzB7xXyJvJ5sKNG5+k5uZmqujfbzCt3/Ck+MWxb18PoaHv635ZdG7d3S+LezzH/evu7ibQ6e55hfb1dFMPwn09tGz5SmppGU179u0V8XhXwMP7nKAMMl38qhw3fhI9uv4x2rvPkVV+r/re5bGvh+5bsJCmTJkmdKFCt2HKCj7bdmynEQ3N9Nj6J5y6eLlHhGHyR0kj6hj1hLrL1d+Cex+kyVNmiHoXMvd05+R37CIKfb+0GJDwB37gz/YGmRvqm2jD40/l61kql1tWRXbFZUN93z1/gfhz614xD+aFkOXF/TPPbqLh1fW0adMmIbPQi0beXA6Wef7v7iO0L45nG3CfE5bFrbNcPYLvM5ueEzIjhNcEvCC36HMS8gMt0R/mbFnIIdnQlKkzCfaNcoAf26HIJ+omfr8peHG/mZNDtJ/ul2n9ho3CtmHjnE5nyHwRemXWyZdpQ7+Pb3hKyLxjxw4hM+xetX0xPznE+DSqpVWMV1zP8vvE92xbuVDYeM7GMEZhrJLblNsGYBOcN4mdS3xFX9LzihiTZZkFHyldYpk95YVMwAXQ76pVD1Nzy1iqGHJTFdXW1otfHbW1teT8VedCfk4e1tXVOXwQ1oygqqpqGjqsSvzCA0/nvcNHvs+XKW4Z6nO06x2ZakZQ5bAaqh5eL8qRnH64cuGXbGVVNVVV1lFNTY1y/ZaSo65mBA25aRjVVju6r69FXYQrd5J0mFaAzNC3Hx119Vwt2U+uvoXMVVRdXau9ngvlqBe2XVk53NOmNOq73qnX4bUNdNPQ4TQc9VszQtKJRt7CjhyZq6qqcjLL9aGeN/QtdP7/e6+2HABBGHZpo1GpoicwXnimm4v4SEzw8QXh0VHouoBRyLmogqCLEjCIadtz/nns/dtuvsjxpu5U39S5r/P2Su85Yyme9aMgDKK+jfEyr3Li3O3pYR7dOmesfvqDj1DLzOOyqlddm5+kd3N3/tx5+jbrFOsVz0Ecj+ttLrbt22uKtUFxybmN6p3At37NeGlNOnLm/Dtcz/mYYveI+smYplkWm4h4NnCZu98AAAAASUVORK5CYII=[/img]
Solve the equation mentally.
[math]\frac{1}{7}\cdot x=1[/math]
[math]\frac{1}{11}\cdot x=1[/math]
[math]1\div\frac{1}{5}=x[/math]
Kapat

Bilgi: IM 7.1.6 Practice: Scaling and Area