Sources 101
Readings
Going Back to Basics
The Writer & Writing
The Work
100

Name three types of sources.

What are primary, secondary and tertiary sources.

100

What was the argument for the first reading we had as a class? 

Note: it's NOT the title!

What is technology and knowledge.

100

How long should one paragraph be?

What is 5-8 sentences. 

100

What was the world's first eraser?

What is bread.

100

What is the definition of rhetoric?

What is "the art of persuasion".

200

What should sources NEVER EVER do?

What is speak for the author.

200

Who are the authors of each textbook for this class?

What is Kurt Schick and Laura Schubert for So What? and Andrea Lunsford, John J. Ruszkiewicz and Keith Walters for Everything's an Argument

200

Give one false and one true notion of writing.

What are:

5 paragraph essay/3 points/tell every single thing (False)
Longer than 5 paragraphs/thesis/focus that's specific (True)

200

What are four brainstorming ideas mentioned specifically in one of the PowerPoints?

What are right braining, break & build, mind mapping and going outside.

200

What are three aspects of scholarly work?

What are academic, peer-reviewed and are articles/journals.

300

What is the difference between summarizing and paraphrasing? Also, what is the same about them both?

What is:


Main idea that's shorter than the original (Summarizing)
Rewriting phrase in own words (Paraphrasing)
SAME AS THEY BOTH NEED IN-TEXT CITATIONS!

300

What example does Everything's an Argument give for introducing sources in your paper?

What is an introductory phrase, such as "According to..."

300

What are the four rhetorical appeals? Define one one of them, too. 

What are ethos, pathos, logos and kairos.

Ethos-credibility
Pathos-emotion
Logos-logic
Kairos-time

300

What is the difference between persuasion and argument?

What is persuasion relies on appeals and argument relies on facts.

300

What are three synonyms for explaining and reasoning each?

What are:

Clarify/Desribe/Elaborate/Specify (Explaining)
Rationale/Interpretation/Deduction/Motive or Cause (Reasoning)

400

Name at least four things to consider to find out if a source credible.

What is the time, author, relevance, purpose, 

400

What was the illustration that the authors in So What? gave regarding a thesis AND why did they use that illustration?

What is a guidepost as a thesis should guide the audience. 

400

What did Gelb say were the four stages of writing's history?

What is picture drawing, word-based writing systems, sound-based syllabic writing systems and the Greek alphabet

400

Finish the equation:

_____ + _____ = Captivating the Audience

What are tone and voice.

400

You wrote six-word memoirs in class a long time ago that focused on conciseness and word choice, which is under a basic trait of writing. What is it?

What is style. 

500

What is the name and type of source of the image below (make sure you write why it's that type of source): 


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IDwiwil6DXTEEGjm0cdHx5kYez21hYa+4Pu+eNH3SGAfn3jOZ5xTvFjv4uGG68ugFbBt0dMXxrSnWAl4Nw8E3G/8GVPBHKjkGtEUYMAAWZLFPyW3AI6I64ms1FxLvq42M4AnPU5HxITPDeSZA1gp5RRevyp8v1AjDtD2ft7LsDbq/kLyPe0mlwsWbRS0kLFdw/CWw1jbvQlVDJvTZKW/ba1sdkdHhx1O+wpsLS81N2+ey/90k2NQb61mN+BRfrdNjAgaLxOkdfZlogumS3A0XCrcV8IZmicfiHxDY940TP3hovkDW/+YIP/hj8AQ/MHCQwS+LZJQKj2suBL/uUveqHRi0IrUeD1RTkKRL4opZUZ4d0gNmpKBGeAnd5t3El2ff1ZgPzjR59lE6rnz5+wgyw+6tmQKppnfdoDgE911Ug5AWC06IDK8Cht4m3HuRpnroWUgkYuk1aDCC8Fk0a+PLR2vyyHXmMqFNCFauh6jkYbrmRpBFrlsufPPIbmTScactLaTIOpV+pPdomNtf8XF+XxppvGAw6f0lxzlcK18ZaX5Ze+wPMMUwfTusmUFBmVq4fjCkTGkRLwpWmNi26dDZjC7/1ieHUzL2VnvDb1U84O0A+aHlnWtIiFuLtvvdWtrq51/81/99/HP/7KrTvkp0em55mBOemePV9nIHDYPXn0pHvOzribm+vkX+1WVla77373uxy/xf0KC4DHAwN5NFxenuY8zboCg8+FfMqLspgcCVQOc7XQE+lvI9pcv3j08MXyjc5v9jzm++V8fBnvL6LxZWVeXtuQ8m2SwKDB/zb11sDrIIFBAoMEXncJCGIxIdFFZbm2PGPR7FF3tH+ABxw19bq43OgOAPU7aO7P8IxzcnpAGReLCto5U15NfeG+AvRXmk0dAk0PEF9AdY+nr2T75m4EllWNNF89cBBSeTQYVddtEHDRDxqkVzz3Fy070RVauT4bkVVvP7ggvyZPurO8dEZDeQHCZ2dnOHy1q3+/YJGvIF5QzoCJbEozYiOHNXz9QCllz+eQPqSTWQC9HWucqZn5APzDkx36+bh7/PQpg7f97tHDRxMAfy2Dgvn5hYB7+V1cXLwC8r8+T0OJQQKDBK5LYNDgX5fIcD9IYJDAIIHXWgJXtZNXWRUlfgEpjrJoTm0IuKzLF95PJI0uR1Svo0LRogGPOOUB5yi+6Lewo/fY3tzsdvd2WCS7A6jHJEdAjzlOvMtEXUv5XtvvAltNQM4wy1HzPT8zB0S9CkTV3I9MPqh7BlMPwfPVXLBD+WiboWWoPLns21+gvbTBFV9NGTdQa3hDBhIByzVr0OTnueiOqVTeoud3W3SbeCooBbrwmGD53ub9Sq1UOz1jTBB5iYc7226oWQH5p/2A+aWlFbznzHbLaMdXV5a75ZUlTJ0OWax8iMeh8j4U//eUPzl2ABYyfJULzTFNo0qbroxrUNLPjsCxUs4gI1p0terco7H/4Hu/3S0sLXd3H3ynO6Z//82f/N/dDguiP/v8MX1+2D19/jyzOHo9csOsJQD9e+9/p/ud73+/+6f/9H/ofvu3f7u7dfsObjjnoC831jNikjtlURJSkZ/ZE3hoMm18Ws5QOb2apOF99adXk6GvcjLqtbget+PL2bnehleVvZ73y6kPOb6NEhg0+N/GXht4HiQwSGCQwG9aAj2wVwOv1v0UcxIBnOBdTf321iYa+s1o6/ewpY8HnCM2n8Kl4xnmG5ZphhkBsyCS4HzbBW2B/mVzo9m3NaDFetuR+FdBmb7gN3LqBwQg0Gr6ZL3t2rPwqd1PXk8kQaOBLHAqublPEYE/KbkZ5RgJZka7fcnMyosa+9LWLyzMs9vsHC4rF7p5vNu4GdXpqa4zj8vOnamQaeVJ2emZAr1tIBJzHuJHLHv9hQBfNFpeA6ZbujQhuhfvRvTpzGJ3RN8+fvSQBdJ73SNMc47o843N7bjytM+Pnc2BP/ldXFrMBmVra7e4XiZulgFba3erZDgPEhgk8ItIYNDg/yJSG8oMEhgkMEjgq0ig4byvkvdleZoms3mreVk+439BbNS0tY20IK6FBgRH4NsEUJ1ebtQKP3vyKDb0jz5ngSzmN5tsPKX5zRGLZbX9FtDrp92zdvWWbdTjoaWPk/nSdqNh7s1YsDiJkx7drAfwm7cg7giPTqlGJr7x2fhubZg0p7FZ1u0BUm1ZR+eyj5dc33G9Nnt0f6lP9sZDFROSj5ghqmmeY7tOTVX/eFAQ15N9mUiCuoofy2LrDl8XCPuCfr84c3Fxh8mN8dPdAgDeDavWsHvXtGV5ZS0a/Dk2oEp9pKnJn52dC3B+9vwpOmvoQ+sMwK9cT45OagYk7ONFZ34+dRwwMHPh68zsIu3BtIe26kdfdb/9oLgcUOgnP55slHkvjYtuNtr8g+NTnoGj7v/9Dz/u9pk92NgC2EMDCkpGTuAfEM/MzCy8LsD3H/7dv9u99533u//xn/2z7nd+53eYhVgqGfC8GGbJr4BrnQHPiLQUWN9/yud6V8rX1wmR/9cp8I3lvT7D0Agrr6vh67bpaumrd7+59l7lY7j71Upg0OD/auU7UB8kMEhgkMBrJIEGE77sFd/yAa0Ae4aT45No6NXACtbddMrFs0+ffc5Cyv3u2VO0tSyS3cW+/gRXiqenx5Tq6UiD43Jkf171C/nME2Dt9QXAJlFVTjCs3nk0tkl0AUt5MgR8i/L60IB9ocBxfEv/0jOstcHM1ZpayRfJ7iX1SChJjdIY8EstlHoTnVA3ArSqpnxasD3v4toO05X52KgvY94yA7BfwwzHhakzc9i8k9+1DvbTFPJzI6up6dNuF9v3nb39bp7882x+5QDBNQ0ODC7INxZZ9a8DiyBlTrLcgHOiw1z/ZbrdaSaLmNfNs4i4YMH0Jc/G6soCsfjL3zHRdAYr5NR/v4M+S12cc8/l54+fYNZz1v30pz/Npl+/+6MfxVTnqibfWjyGMEhgkMBXlcCgwf+qkhryDRIYJDBI4OtKIOCOQg2btPtX0Wka+5fm6bV7jVaj/dL844TmP715dhmnTF5JGEAa8wsWZwLePNZZMCmQ/+TjT2Pb/ejxp7iyPME8Qy2tC2rRuFIU/a7wrT9ouggxaBDPLLi+jFa4ry621FwHB1PWegKFuQbm8gGIYouuqY78NA17E2hAqGhTGgBiq2oeWWKnL0M5kqXh17rxmwKT4gubRDeNvaUN7b7akWLGJs248Fx3kOwp0qhqe9032i50lf/EQiLxno1FVS4QZ0vabhpN/BreZuYwZVnDFeU859VlPc5Md7MAfjXjOzvbzKScdZu7+0WHtDPklP7Ca81zbN9Xscd3QHD71irAebY7PwGMA7gjayo/O2PTMD8Cbrg6n5qFFvfQ0YQqsygySX0+N86yVFkSqS/tYIqldtmt9uwzS7C+udX9f//xx3GnubVz0DF/E/q68rxkxOagZW5ugWM+13/zD/5O9+7773X/6//yP3f37t3rVtZWqZu88GGIXHL1gq9e5C1FWb4qjLK3jKOIV5X6VaRV215MWabGjDVWX5z35bFjCi/PM6TcTAkMGvyb2a9DqwYJDBIYJPAKCUzChf5aUMehdt7jxB1jsZ8+RGOvnf0GgFFf9ZucTzDPEey7YPaMa0E7JcEj0gJSeM41t4JDg1F1xWUf1+7bbQB3y3WtTAPjAuiW3yw9RhoB655mTGMm8iX6+r2RE9X1RUdxV+G/qUJgwvgLvEpcT9f8jY/WRtkdB2VsRGPE/JDTRh5grzmKGvopwP30wly3BDDX5Ebb+lnMY6zXhbb7O3v0yTkAfj07yx6hAQd5o9Ff6Adb5/SNG16dMxg7Dn8LMcVx2TBEGENMZTaFexiwiwTocnUW9XwBe/k0To79ytkI2pBrL1tan27z5mjD0uJ8d+/OrW6XNu0dYhYEL2cMLKr9jBfU6s8wMMTM65Qy62x25vP30ccfsTB4v/vhD0uTXxVU/VaVkEq5akz00d++U2tI4/xb36DWkOH8Gkhg0OC/Bp0wsDBIYJDAt00CQTkvYLrXrr8g5cujXqXNG5dunl0aqAxeJPnF0OA6zXbfA4uA72rLBYDQRbK7+zu4Pdzt1p89x77+KbvLPgHMH3a7O5uY5Gh2gwkIlWlCIiTUNET76LPzE+7VQBdoVRICNu21Awdh1Hu+Au6EjlhkV8NUE5trshHkOwcUEh2TlUqrDOGY9NAPaFS7rAaf+vsuqLok39pcVU1+h1r4nay4+Dbf1ZkO+GYgU8E2tUA7+pt2TopysU1pGzFqufnostIgf8pqDq364uJyt7iwFHeRcRm5xKJZF8vOYppDg6a0ZSH/MUD5GFOpv/rrn7Lu4aB7+OkjXOTPdbfuvcUgYL5bu70m09TSxYPRpuZS2MSfYjrzvQ/eQ5O/Em3+HDMErouI+ZV8hiVNfS66QzT88jXLoCOmNcQphxkGIM6gOJiLr3vaFrem1Kav+hJB0TplJkYwv7fvAtut7s9+8hfd5s4+wJ3nh+fmksP+0h5fd5nZBZeFw2r1//gf/3H3HWzy//n/9M+7u3fxqy9vEG/eiNI44+wLK1W+nj2+akh7JzJ/nbITxX75y1pnUHRe1gji/ZH/ojymrcrKi1+S1i/f4IHCr1ECgwb/1yjsoapBAoMEbpIEvs4b9zqi+Cpy+Dr0r9Nr9bVzS/ceoAqQV0t/eFA7ye5i6rGHTb129W46pe9yF8ru4x1lj2s1+GcnmIFo680hZ5dqmjlPCbD5uIA298b11Qb8CwqTTkJyeCaYp2XsIxqADlAWdZKezZYg7K0hwD2FG7VKGGnO+4wpTrkGPZOrpRWpfMt3OE/eiQQv+/yJlQBgmK9EpxRlBJ7WHZ6TRmTPX/JOjC/MtwR4F9AKbLWHX8CjzHxMVVh4irZ+DsB+xiBFW/qSOQMd5H/B/c7OTtZC7GCSo5ectVu3o/3XVaYtPWIAAPHwonvKne19+niPgcEhg4W5bnfloPvOu/e75eVFFrhi3y9oh7Z8XjCIkPO5DEhoHSZXkRmRyvw8A4Fqu2Mo81ab+2vuNYuyzDT9NgfoX1tdTuL3fuv9bvbRU567DWYcOjwuURegdSo0a1AwhYmQ3pV+8pP/1D1lUPmnf/Lvunfeeaf7oz/6wyzuHYkU+glhoN1cP4dzIs1kuH5fsb/578bfl3Ei/181b6PV2uz99euvS6vRHM7fJgkMAP/b1FsDr4MEBgm8JhL4ui/IyRfsV23Cq+tomvsXU5usj+t2q30/YE1Qd4ppze7WekD9Zw8/w+vK025jg51HAYMesX0mr5snadIxA2ibAbSdaY4j8D0r5Oq15AvgC5VLhW6c2dS01rVgXQOR0mQbO+nhxnZoyy9obGYcY0zTZFF1Z0Fpjy5HeSVAqAFAXfvdgH8xQ3pLku+ehrwnNMTa5xnlzX3fDq6r/ga5CuBLOcVllYKNZC0qFXcLqKcK0KOpvnVLTzjz3TI+7F03kNkCyiqffRYoHzNbcgxIdxbjmMXLDrLWn+JPHmB/iLcahNnde+tBmDgBKDs4OiY+7aXP1JbvojV34KY5lZ5rBP23bq3gZhMTGjT+0YrrNhNg7qBP0E1SNPVn6V+5qZkXFeaRB19T5Lf+mPrQ3L7JXNUzYQ/bngVmIWbRzJ99573wtr29212yDuPsGJRP4fSq6y4QlptkOUPws5/+tHvKwtt//+//fffBBx90f/AH/xk0gCqpnGIGC476yoRQMqUPLXOL7+9f/aNphX+N58bfq6qE91G20cWrCvRpfZtbkdz2ccnREr4CqSHLt1ICA8D/VnbbwPQggUEC3w4JtBdqOxfX7a5esfU9jrv64h3Hf1mLBb/mmQDOAjHA3y4gT5eWO5sCxBNcWW6iCT7CV/l6aYR3dgH1+7hQBNizMdSMA4FpNKuWF4hBN9p7aTeGRHwJxPVX7b7dCvTEYfIVbAU9czfNfkMuWTxrIYgnb665DYgjrtU1qrzV0CiYt+enhAAd74GnAE2JtoEIV6N7wesYKPaVcmoLO2P+Maqq2mJxiznuGWFMIkOfNLXXJswBbgXQZYKi+8oyRfEsoF/Ert72uSj2hL5x4ao285pJHQCCDwD05y5KNh5tugMFDYPctVbwrMy2d7cwq2FHWTTfeig67XesNW1jY6Pb3KRfMeXRdeV0t93tLx3FjMeBwCy8xVYeTb6LZS9OAfm2XZlxtn1pU2RPHIDe+EowDW6UgWUiay56gdQ9Wn8XXhO3xgLfd965HxOgZ882umfPN3kelJntqiGhtvh5RqDlgObHLNBdZ42Bg8/bt2+z8PYupKytr5Qruc2RvjetBeMN187wnNDzWTd+T5Ydx/7qr75OvV8nL5y3wYzF7B9F8TVJ/OrbP9Twq5TAAPB/ldIdaA8SGCRwoyVwDdeM2toAT4FO36wFNASXdVXvWsFUBaFwSykNeCPW6mhZW4lxHXmDVx0AGOOb3felvswBiHvYz7ur6cc//1l3gDb34UM84LB4dmd7m/wCNTdN0n7eWt0d1m/40XsNIMzLmF9IWzY9GATIW4Fkz0YSRgxXG+VFnoxWyxxw77ky8216D7wSpx647t2lNgt4TYcnNcx9LX1O4sJQkkcUwz0ZbY5YTjlbLrX2Mor8AlrNZX2eDZqr1Hmmb0vlLWxrLrFTYUQzKocqa3ZnBZSj/uXVPN/CjMbz8vIyZfQj77qDkonyyEJYN38aHSxsxjPOEbbwPSNUDH/wHS6h76Jc+3WX/jthQLC3r+tSNpFyYS1AXfv3XVxk7uxinsNCaX3fuyjXnWJv451G70ereOZZWmSzqQUW9EKzfNvbbkO1wcGDsnCQ5CJgnxMPBxu2VZ/0ttyyCfUA5VKZOWjRHGmNHXbfeXCBKRJaegYx2/jHd4LgNGsL7GNowHOESjnXevz4x3+Gqc7j7vPPP6M9p4D8WxkYUX0f+ovRfXumWrp94xFp51w5bENu++R2wy111yCiT3/FKc8E6S/L39Il8dI8/TPXOChuKaBwJ8oVX4kKj1fTKr61qdXb/yyk0rez76O+zio1fN9kCQwA/yb37tC2QQKDBH4tEujfxyPgMH6hj17ZIz7qZT7+bjlKjznK1r+UC3QYGyAd8Kl5QwPjlaLGWQ27wO0Y7zd72mqfAuC3tgB3x93zDT3fnHRb68/Q4J/Gtl6bbs0ndFkYDTlgS82vQMG6dHUpE21TI2+LB+sUMjsQadwbNxlavO0EVkE3AwlKWcEUri8FICUFCI8EaDkpV01VelyvAC2yTcE+TzT0kujr7M8BPFQSu/6+riqrD/gG9YqHvmQ/wNGbTbWlDdDUMlc7GkiiHBVk8SlgW418HbPYtrMwFgJzmMAYp419NO5pJn2EVlswnn0F6IMj+uuEPjnB9OYMsO5xDLg/Pq6NqeT1+BRTHdZMuMDWgZZnfd/v7+J+EhqH3kuLcmenDBrQ5h+gtT/Eg44mPd6fcz3NM/AYDfoBdd7BRGiZnWTnAfhuOjUzi+96kLYzCNVftBHZlj962s+fUis5I3vu5SVDp16e45kW5UVIGWmeZnBx9+7t7v3330nSOrvbekwxiJSWO9ta3xxmS/X7uYSvWTwFbWRn3pAjY+sruanDlHGsd+O0iu8fiZ6uyS1/z2fKVJ/2l6NTtXec9mX3rWC1oe5amZbWzs1EbMR+Y0eBTIRJWpPXZrmWddTGUZ22ld9B/VosYduv0jd2CDdPAgPAv3l9OrRokMAggV+TBBpOuP6S/bLqX/R6bS/gBj0ajVZH3sncuPjRt7r5fImbrvnNOaY3B5hj7GJu8wit5z6ecD7/7NMsmN3e2YrWVW2xL3hwPaATe3CAnSDjAg2xgF/N7DSgFKSV6sOn2lrUuFhnj8FDYy7nCY7lZxRXMwPqeYGCHKRQpzTB92VBEDWjN1UqiWQwTzu8SGqfxXtBjukVjBBs2rZxaEAo8a1Mf7bycGrVoU5CYwHa0wDLhCnBbojnNmzCs1p4d5fVJ71+3D0WAPTuzLq4VJtRqbl29kJwbz+5AFZAvA/QFsRngTPg+4CFzmrc1ZbnQ97jY0D8kQMu++Si22KvgRP6VxoC+WM2EnOQcIgpi7vTngrsuT9ioKCXHrJkwHCCiY8aePvPGRv74THekXZYQP0Ak5eVldO4s1xQs48ZzZSzNQwkLAPZyNnnwXbX0WaIagjmoJKYJrqUU1Cx7adT/Fj3ORr4RepYwe0n4mU2Axl99GkWcGcXMyJnHRAB7pdIs+9O4X0W8yFNjVZWV6oOC49qs6bJAJN9GHNUEaOnJeWJszG/xjAC232d7dm8zoWt+8ZCI2ZnGtp4vFXa0it1+L6BEhgA/g3s1KFJgwQGCfx6JKDyeDI03NDOgrsKvlXRJgPCYsusKQOZovEUdHi0Qv2Lt5meiLcNBendfAg7bYCcu5Ru4YJwa3uLHUO3Ym5zgMeb8oSD5xtApLvJ6upwmjJWOTffu7bsNa9wBFdquQV1Bd4uKXc+AlKlAQ9rgP7SAzaEUHw1vnsrFSILaKcZAvgpFs4ihtq/q4D+eTTiwM1m2tGTqs2MaGkzeQGcyIqAsTTx3KR6+ZJf6Eo7bUiN5DWD+ZIxl157l5g+2iqrhFd9oD5tw5EwEfZPLfpVbi6SncETje4jl5bYoAlNvcB+ljh91Wvm4nEO72IqTaLUrh8xgyKvJ2jkBefb9JvPgddyoNnOETbxh+TTe5HHuaAdoO7zYbv3DlhkS78I8qW1h3ZeDb6mNzFvse+gdsFsjAMFDz3V0KvVbhsKj86ibO8eQe+0+/OffRINvvb7K4DqH3xvqVuYm+5WWPQb2TIggAxlkAEf+8b1AvIe0yXaqlQnxElf1PPuc2Lb6rnB/Au3nAYX8i6xNmHu/r306ypedrY2dgPmL5dusfh3noHAfMoe84yvrq5h1rMYGcuLR0y+Qq2exqrHdup21AS5rZ4lJjlHgLo9E326+QTfDgLN0wZjocL95Dk3L/iapN2AfItr5/H/gasEbI+h+O6fTyMcXdEeWWg0jJZ+o9UXLRmb2IdRE/s2ujDecg4IWz8qoyHcfAkMAP/m9/HQwkECgwR+4xLwherRXstf4wXbg2Bf0LGpB7Rro3yAhn4bLzjr7Fa6mQWVmF5gX+9xgkZXMDfLyz0vdZXyoAV08JHEubgHVgJIRARjVEB03de5JXlnvJpbzn5PlCkvNH2eSk09V756wJQ4gX/qLX4aTXkdgQ+zmJm8xsryyECGsoolnHhtvmshaY1X08inDX+ITZYIC+PcodoIBmFpPgKAB+C7YFYwv4Dfeu3Z9duuq0sP5QH+7S7RyttX7jDrzMre3mEAc1yNEq//+tJqF1iTxok295jN7KPN38VuvkA67QXoCfAP0NyfUvZM2lRyFBMdtfy6uKwQIOhASD6UCW1wdqZ6hZu0cxqbfcAsx9Y29vkMLO7dYUCB4v7w0L1mZ9n5lrZC0sGKfEqnkGbVYzv9GOq74v2u/mv9VKl5AuHLLrfTZhkEzCzMdLewy7/AEN/9F2z7OYuPL6cZLAXgQ4P655DxNLKNn/xxNa+4spFp6CvyvD5Jk/KbvJbDb08rXh95DpxclcAA8K/KY7gbJDBIYJDAl0qgFoWqYevV630J8aAhoKgur3zXAkszeAB6Rm/xRCTvOArwg2ZxcwM7erSsz549wZ/5frfJ2QWZm5sbgLIDNMOAI7TB2mhrZsMFmtgCW2pbA8R7jfkZxFNTtMfyWRr1htSaBjSMBHGUFtF7waulNcrw3MBcTxFAmAJpuwBQaDlFvQLPdkwOCkKtiMJstbonYVJCNNgIE0mkvqLDICNq+1roicFPwNCMdj+E1ieTswOhzldMZqjLNQtqqdMSQGzoUnYWTbNgcgZ7cGcNVlfweAPAXFxc7c1xykwJXS8gGtlCw51iS7uOhh2zkiM8EWkKVXbyF8yiyCd28bBne05YBGt/HaJ91z4+gzLt5elTNf7awDtAKO0/pleA4KMjBguWdWWqABvebC2rKGxyyY92uRmV6xumcX2pMn0a3/Lav6vtd3Mq5ZA+pvDmFi40Z4+ymZZadUH+3bWl7ke/c49BDIMWZieywVaeFeqkvXaTZkl9d1GHQwGfDfgiLbRzhj/4lHfDOdc+L9Zfdv0zWeS7gOvOOWg4y/H0ALMlZy3SMmiR1/Ys6bOfXXHbIvDqZfnxymerr5frRFFedgzyejXIQYnLszMl1abx71i6Hq6fmAxV32RMXaftXCoLn6NXhes0HES14NXorh+Y173t5ICniey5t+z1OvvJrxpQVck0uLVHHq7QkcgQbqQEBoB/I7t1aNQggUEC3zYJ8N4lCE4A6dycX2hPDQDc3w2gX3/+NJtPrT/6POYf65vrAChAPfkFFwEYlBc06AXH0OMc6NWVdQQupDKBzChHANUIYFTx5K3LBjXCZKIKYo7vx1cmV2pdJfu1r0avosf1QiWEJmLgVVAilgwwcRQgwO9nE1JTsleZBl6uDBZIMlW4Z7rjHSEnlBMrSIrcAPbZXRWvNwH2S8to5/GAg9mKu7Vqd6/oBK6XvbcaF8e6YPaYQdgxoP2AQdgp/RJgDyg/C/9uG1DtEPyfcrgwVl/323FRihcdBmoVypxCrzdHh+xXANh30W1s7elrOdanvQ2yDbarWmd7OIhwAOKAS3Mlza3sZcF38joI4MLBheB0hxkF27DCgtcOG/yDQ3bVvWBmAo36GAlaq8DQo9XnueJHMUkv0D1+ssxWki7Oig9ddM4y6Fg5dhEysmVdwQyDCckrY0l77YyJMySvCub3GfF5rusw2XssomTdvorEbzTN5sria87mb1RGQ+VfXwIDwP/6MhtKDBIYJPCmSyDoUS2wr+Zx0IzDEE0m5wvVtry1RzDsylvcshyCEoDWPj7NTwA5Dx8+zOZEn3/+MNr5bXaZFci7G2lMdM7YrZRigni94HDFreCmwBER2Oh7r6lGwSxzpVDPSS2CNAZAKAvy0LKY08ic4b0QHReoeCeCO5satMxPiOqQ6xGyo1bBZSrvJSAwJ2R9AfGlU6ZMb3PsegFSRyAym2whG/3AszSYpFqwKi+hRD9cWC/FSoOviUrPl50gOxw2R624oNf2qEWexd5c8xj90S+zMFZb+qWV1ZznWGQbbT+A3lAmNaeYteid6Ix1Ds6c4PkGjb0zJ3WUy0sXvp6qiac++/UgGn5s7zG9OSPvPvb0bl4VjT1nF86eAdzluzT3dU75GpLAC4Aeni8vBbq0K/1uO2iYMekj4nP2aeCSPBrbZPBCWfc/iBa+p9ns4ndxWXmApvuUAcrWJhtTXWx3d+7c7n74/R8AkCnPJ7MdtCX1UEc9H8b3dfUynnHvBK/DFWxGC+7Ao/rAi8w20W5zadq1urqAln6+O55e6PYZyDxf34gczjPTscgsylLWCsiH5f3ptfYqd2W64xoUPEbts7GX9JcYkM0xWLv/9n36ufo1ZWTEmiFlsI9l2DJNTm1Wov0Gqi6zVeHr6e2+KF79bmVabKM1uu8v3MPAMNVG5vyWES6Vcshj/7tJpnMGgsrAheD0hc+JIYvjPeeunnsvfSSkLvtpdp6RPtNwutESGAD+je7eoXGDBAYJvG4SiHkIL+54rQFYXAgQMaPYBcgfHR1gV78RgL+9xWZUaHj3d3cDQE7JJyCaFsjzps6Uu+9+G9hrhwsmcN+D3LS9ByamtYW7eeP7ZWQ7pMSfoKQvkuLjLzN+WQg3ZOrPqSLQrKocFTfdo8CJGmcZKbg4yvTKi4KNo5r6vA5ZqkmhjaDCCXzE9AawNA2YFQxpvrGATf0CAH8eV5Zqiud7Db5edIKDkLU8naqtZ5ClKYluRnVFKrg/jZ19gUy1+jHNAShrXuMhRtNe3viUhcbBQS2+VdsvsDyi7wXKHpqMaGMvaBPwy/0YFNKSNMamNhjXN1tmW1v7TGm5AyLaOcMoS5t2qiCkU/pc1Gd/8/EZPDsD6MNrZoZGA0ZS80ykcM9PXfe1j08tesSnER5G9JE9LZ9l/hy3pDl6zJljVkY86+BRzzse/l6uP5AZJPB7OMJEzV2XtzFX29x4jntYFpcz87GEtx597iuTebzz3EMOM8zEuIbi9Q+9zJTP6FkY94EzTUrSjcqaOdrr36aBw9+EBAaA/5uQ+lDnIIFBAt9uCUQFqFlMD1pGrSnA2gCYZh0JauREM2hqD3tPKdvbm3i+wQMOmsetfpHsyQm22JhMCCaBi8FG6OgggU1w0Jmgr4CfL/9a3Kqm2IEC9778OUQAgQGadFDvDODVEI0r92U3XKDSnGO76tLoW5/s1jkXqttDc6yV7OPNNhEum5YdftN6eemzjkC5PCYUsHdDrYSIr8CMOWyDgGa2940uGJQvDzWYknH+IsF4Pme93bd51dBq3qEmemFxEc0ubiwXlwDz8wHzau1dQCuj1uW4SGB9zEBLEBmtO32xh1vJAHzAZNVVmlPlqK/58jl/1B1gR1/AHdv7aOUF7MqdGRq850hjG9/1gnjNeLIglvQAWhqlpxqfqakpzFIA8VPwZn9Wv2muorwqf8601/RZ8kdeXKfd3EwTp+wuZhhAoM1n3oA2YZrD4ER+msj1GqSGeG5urVsCDN9avYWnm+UAZftaflqfR9LEUTxxkE8dWNqMgn0sL0rU51KPSPaXwRSvpVezRgxWfcyp/zYedVaWprpdTM8OGGw8WX/SnZ0cdrsMeNcA7EgSkkV5A3O1Z08ed3/55z/p/uIv/rzbYMfb5xyCfX8HiwzYNK26c+d+t3rrVvdf/fEfd3fv3ev+4O/9YQbG9kmCzwg0eULCk3Lxvh19rsqqYCeCeSZDk9FkfLtuae3c4qd7wbhuQun0gs35jBmXM2brbNdzFtI7QNSL0n3ascSM0zvvvl8uWRmgKusWRnWM2O3T2o9wIm8rM5xvpgQGgH8z+3Vo1SCBQQKvgQS0jxeI+6LWhEb3lnto5D120NAL8gPwOe9hZqCZhAtqXRSpe7u8mtuLWvQpCGhHEgsMNwA1arLZyCfYSn5OV/FIKydAHJXKRbs1PlCtp5XT1axf++5FNKqVLcXavRaqtyDgEkgKY/p0Tx4vCAHIxAvss3FStPJuOKWvehZsqq0H/AnsXfQs+BfY2T9qrwXTx5jZqHUvMxo1xS6AdQMq3I460AK0RtsOUgy4B9jr5tJ8eqbRnaQzLgXgi/4xGv+yv9cTTtnk205NjBoIdtyozAsAlnlNXZdMqs3Od5R8Iga+zONHm3tlZbyPjTKrwCBAgMozdEGkhjdzLrol8+wcB4OlNUxhVjg0WdKspclfwFjPl8TqiZJLryvGGqTYeJR/rpOFOsk0hcyKhnx77ZFRQmYWqtUMOphtcIGvAxkkg2zsExYxn2OWxr0DBmdQdvmtPHv6pHvyhOPRIxacb3WbmPa4a68DNF1tupZCb1LuM/D48SPosMEbg2tnbGZfF01+CYVnrgbil85YMArLhnUMMjXZ22RzuvVnzwD4R9wjB/IssTbE2adlPBEt375Dv9ei6Ajb7hjCIAEkMAD84TEYJDBIYJDA15aAoIzXKZrHBDX0E+HyUn/l593uNvbNuK1046lDzmodtwD2muMI5j0kJDia7r3AzHL2CACSpgs6rWsS4AOaHDiINQVH2gFrc1zASQ2rZWpDJgGfQIls0BB8cQYQSPMCH/UmRNMauGabBIpjcClINXNokrtgXaKsvA8QTaAt1iFojWa4z98nU1P4SOXkl0eTpqOZ5rqplY21TtocemDBKU1N8Fp0KVCFx9bGaGMhK7iV71trawH3t2/f4jyH5p5NlZQPJiCa3nity0o16Hq8cXGsIFDgKFg3fm9vL/Q1jZbHDLo0pwFkuQHTLtr4I0xsshstsh7ZzjMoOI7tuB5v6hk4OSEdGi6itb+UvfzHhaVysv3w6WDDuhKIJ5OZc75kwbV96K6yBfgrW7tva1DV2KccdKaVnRUCbC9xrbpITVOYJs3eXsFcZbp7+/5bGfS8/c79gPp33n03G5+t4sJSLjQ5crDjygvl6sCpBiz2SdUvvdSZ599I69d8RFObMouxTec+65ofKVDWU7jmwKY6sMkzzPVht4OO/rJ7/727DJJWuo3N5+Fvfwf3r3ur5D0CoB93P/+rn3b/9t/8m+5P/uRPsLnfxYSNcvSZR+26O52ZFHlx0zdl/bOf/VV3+84dBgqn3bvvv9/9wX/+RzHZcebEoYl5XhacdbEN/r4MrY9aP1y/b3SMb3nauaX57EIIuehClUEIAw/N8fbg1/8NH3740wxcnj97itvUHeJoIwNGZ5Wc7dB16AcffLe7fftu91//k/+2uwXI/63vfS8Ds3QebapngX7kB2Lz7L/WP42P4XyzJTAA/Jvdv0PrBgkMEvgVSqC93PVPrgZY22xNBI55cQsMtjY0GwDYP3sc7a4vb4G+pjhq87V7rveuILtANRfFcTsLzIKoBFAGQGG7rAi+jXBQUEfdjxLrwiwTOKa97qF+JeMk6ZZS1M02SaSlXik+cdNqmIiyLtoSPAWp8JvkcQ2hypcAuDU77jYFvWl4geJsGEZUXFuSV429msyV5eWAtwB7be3V5JOu5v0MoHwKDV2LCuyjKeVa044sgO0XxB5g260ZTfzQ0w/mFfAeC/Dpt0Ps6HWDqVa+5dPmPrb6gFiBsRpjAaQ7zAqM2+Zd5eKzbwPyEMPLX4FA+3ZSxiW7mpUoLbnyGW0oxQ0lewFbr/f2aB3qwdXGzyxgfw6oF6gvLWLrjkzeunc7vvzv3mYzKTTe82zmJTCXXljoqXryPpjUa46q03ppFx+f+UoBTHJ1fjnL4JGUHsgrO4nQTOggE34v4ZTG1w6+xKuhJ88lC9XN5yZYzrbEb35+JMysMCD79OEnmKw8y+/ojIGL9fr7gHUAfv2G6Iqwo/yVu7v4zjBo+/lHH2V25Ye//3sM/HCByiyO/ePeAK5paa4kKZ3BnIA6v2l4XmPgqPwa0DfPVw0B9GSWljR93hyQHO3tIIsTBjO13mZvZzMb1X3+6UMWdG8E3Lu43g3CHAjkWXMn69Np1h1sRY6ffPpxdwc6gnx3Ua6dgCdspr7A5Befry9kGSJuhAQGgH8junFoxCCBQQK/Tgk0QKYrRF/ee7xgBY1q6tXyPn6MK0vOz558Dug7QXt7gKYQjbpMakYBmAEGobUt0BOQJ6AHjAiKBEOCqoAXTwSBU75zIZgrzX6QDKktv2cBpqHAYgNk5qz4nLwUSXkyov646y+SxJcEOYr+qEgrmvJFoy7JTRAC1id30gparzSJpWrpGhXiXpGRP001RkFR9WwUGFSLOQX4w9QCoLqGjfUCNvWaKwjQFgC08ZKDGY4yaru/HrpbLJp6zW7cUKq0pgXym8tIvd8IpPbZnEogdoCJhBrQGgAA4KEhD25M1TSq2vyfAer1rhM6NVkCwIVv+lOltQ2YZdOmAvfsKFut5h4ZMSthf0k394Js21yCtHA2fHJ2o83qjAYtDnoIPAlFg8GHz5hLP6aQjd6AbgNM7zKb8dZdbOzxJ3/nzgpgXtef8wBWMgY8o+gHRE7R9iNmIKx8Wr5I9hlSJo2d9FsPuJWN4RSTpjxrDKDk6EQ3nvYpMjQ4++K6B8GxsyeuR8isBTy6Y29mBvTAk9L1rH3wnXdZL4FdPr759YNvvbqG/T//9b/OTNgZGm/ZcN3A5QWtpq4sOiWji5+VKfM1oX2M+88d3M3+q//9f+t+92/8fveD3/8hcrjT3XtwH635XreDi9Dbt2/nsA98bj7//PPM5GwCvn0WfvSjH8HPYnf37t08Z+b7qsGBpPLVpMjZos8+c0aP80c/y5qcjz76EPB/FO29JjqXDDiWlvEutFLmZMvsBZDBD3wdsrmZg5KnTx51F0+6bgvt/p07d/n/Mt3de+ut7oe/+3s8L2OAr6lfC1n3QL/U4HjiN9YyDOcbJYEB4N+o7hwaM0hgkMCvTgIAD16wvvzVvAvc93CXqJnNDjb0au3Xnz6Nlm6HHWadcj86wNSDF/YFNsSCOjWA4lzNVxr4Dr+ipyCodpGbPm6iRSOQDGjyvd3TacCoctbdqFRP6mX37fVvtnadigMeix/jhQNF6ipBYbxh8jvM9QCosVzpSqEF+ISo8Q0rlX07eSpzMgpcBOztUEuvqY029QL61WUBa4HHLCqVGCDmHA27wOwo9vRoS3tNvXbyhx4A/RPApuBLs5sLNKPazwtaBVuak+y3ezZhcl3EkQM6aAboMyBTo8otZQG5HGcwrtGHwV7IhlQC91wLuvqGwWNrojjYw0FW8HbAs23QzKKK2KSWP2doWoODRoUXQK8s0c7PA5oX0EwvIBMHO+4Ye4fjtkAZTf4yu6A565FdjikLvM6zqAlY9U49P5l1kH4LxWTqxbl+6q3n2M2+ardeVhvADoOv+Xq+laV9Mq/7WOR3wRbK5w6EkDfDHX4P9CXnDGx8GAhwlv6/BPDP07/udHvKjMk2WnuPPTTbJ9ink8Dj3wYj8Il4FzB10jTomMGJA6ZzBg8OsGAHoA84PthB873effrRz7stBoaC911+uy5yf/Dg7e7tBw/oS8rA38NPP+t2MZ3ZIM3nyGHZKoMlXao6uJxGvl8IfWc6yxMTPP5P+HztsOZGBYBrAfaZwRPoK7Mn3DsbtLG+Tn4Xa++nL2aQ1RSrj6cwobvkOZ/G3j4zDMzCzM9j+tQ/c/J6yv+YA7rjEZr8E2i//9573fLKWjfHgvIK7cnxrl23c59lON1ICQwA/0Z269CoN1MCpU37Rdo+8Rrvi9fL9qvS+jqvi+t1XS1r6vUcX5ULSpbCMGBwVKqRs6KJynwXG8AfV8Mofy/PHkzJl1P9mmnsbq8DFJ50n3z0MdPouzEZMP6MF/pY4wkhKhGELbY6QILRxLU2BhBQvVkbF9cuRrd9Olg3zeixhFUQilcBsphHDXhByIJsDU4GbJO/aYJblZ4bixl4mAdwocFF01Rq4y6XDnK80vdIyrSCPYWYkyhU0GnaWgxaBQBPfhzoFL/aw1tsJocYJa8AAEAASURBVAMVNL9oOZOj1N4ZEE2j+Z5h06UltKdqUJcxwVkOqHdTKnaZBWwJ/p0xEYjtA5g8O/gqcMXsCoDNBZYOuryu2Y8yzVDzvre3G0CmdlVTHeXj4tej43mAohrqWjh7wKAhAF+NLO2RzQxA7OVpNMn+bASqCog+cKZBwOmtG14Z7IOIB0CaPoTXAGOknUW/zl7g9YaSSVe8U5EXV2h2Exlf6PQOZefI7467c8jp1upSd+/u7e4OGnu1vstogAX5C6S1UOscatBpT+qTX5lbj625mKIdMOb6jNQd7mWaZBkWAHPij7bomeeie/7kaWQ+zwBCkxoHFdJwcawLmhdnVmNmomwPDvdiN7+4vNotUdecAzWAvn6D2nMq7ZPZ024e2R3hRWedwfOPAeefPXzYbT/+lD484tmQHw6+ZhlACO7v3NZD0gKzBPAIn27iZZ2zPFfOzqzjserRxz/r/o9/+S8zo+C+FRtbT9jV93H3o+//sPvhD37YHe9hsrVz0H3+mRp8do5m7wMXTX8HG/cHb7/dPfgX/yKacr302JHt9xFelCX/A3YA7BuY563j/ebJ08cxK3Jdx6OnnwfEn5zyrDLzs7OJaRgDmH32SPCfF3MP0PNXxyLtE2aZ9qZZ+IxHIw5NhFYB7kuz9Bb8nC2s5Dne2d3u9g53uv/rX/+r7s7de927rK148N773Vt42cl6D/dQCHPSDcvVl4puCDdaAgPAv9HdOzTuzZRAvar7tx8ieNF93owTaUoqr2wvfoOh8XqdhcbvtXgBh0HElNDO/e0LTgGwxF8v2uKlIMA7E8Shidtjkds+bhIFiAe88HVzebDPpjq7esDZjn320REb7AAifGkHoOZlDVtBIVWZ9b0IWF9nsVqgZpUQRF45RuCnMT6h5k4ZZRD0eFVW3jUAV241i96V76qUJ4UPdLNA1gx9fPI2GQO6Krr/jprZto0zW1+VKRJ1p8bWfMQJjMgj0JY7Iaal9U/vEU8uaOkXl/ToAnj16LX0mnkIGg2WVzuqCcn2NiCd/trGZEFvNfaXQP+QxbCaR2hmoxccQb8242rfNXXQc04Wz5KnDRLKxAM7bICYQL+ZYsW3vfWmrYJ324I8OAT2AXu9PEbjwl4srf+qjyCCHMSo02hlSx7trLTqOZqCR59LB27KC+V87MyXMV2ZBdivoKVdQCN/7xazGGjttVtfQmZL2JdrhmNcHgt4iOmXlHuZu7mSHzf/kpfqM/rDESLB+QbrVvM9euRsVOLkMZcB+Hqr0WTJwZ17cbk+wWsHYA5UztCko2uGFotV0a6vsaHY/PwSGnqMaLiP/JA/GTAtQg7QnmbgZR99/ulHVhU+ttC4+/ubYQA0D6CvGTVEz++NRyCzEsrj7bffCoDfyMZkJ93TrefhSZeml/D5yccfwRtDCkyJDo9ZF3Oygx38OqY/qwyaaIMbxVGn7mPnNa3iGRGwu1j653/911k8/3t/+2+nfgf42tZrE7/tjIDesRhIxDsW503KbTnDx3qBvQOeURZfO/DxGTxgZsh+qH8TaOaVOhVnDwCeAVrGgKAGSva/G78ta5rGb2AaNb7tnz0oEy/XI+wzUP3xj/+s+4D/WbffeoBZmLK0JdVfXAzhDZLAAPDfoM4emvqmSKBHFKN/6l/lvr0AWt4Xy6qlfrXcL6ZxPbaBh4YffakZBBcj7dioLX3pvtAkKDdlnL/P94JTAZzJhL4+EQLB3SQFQ6dohLNAFjv6J4+fsFAW8wDAo14tTtCuecwKTnjpaoaQj9pX+Q6I6vlBWAJ7IYN1B8yNGzvJSF33QhZojwPUcyvgGsfWJQnWbwaNt5MvX+FlnJtbwFxSrtC2SH1MTJ5r6dIosnzTXrtD7bSRarC9t4VXArck8wVtZGKqJiviSYGtiecAs4DIXi6CqXnA/BoLBjUxWVtlASiAZg4TBQdLMcGRFvk1eRBU7uB5REC5vv484H19A3ejgMNj7Od9TJSXQF/zG810jjGtcgCg5lTAqSmOC2IFsvFh72CAQYHmD4cn6FJDgy/P4VvICnDiOdHkSmA/AvfG2zD+YkstAx59uZy4VQYS9NkRBCtSxZkBoAC7L3OO7bhtFcCaPjPrhlwz2NSvRj5vs1PrErb0D+7eyaBHN5cSd8G3Mpaus0p6jwlN6JoWmdMaknmG5R8Z+fwzBaH22GfJNmLJnrytGZar/gr78KZsqYOylj8/K4DqGoU5gPrc3CK09Fqky1DN29S2O9OwCFh1BgbtMunSl09/H3PMhMBINOHuyKzpiQOz9XUXouq56LBbmUFTD8C3XzVlucg6CExaaLDekt57793SdgPa4z/+Ug9J+OlhIyy9JD3Dft0ZKNcFTM0ysJhmcIe23wH7EgOPReS8vIz3JUdU0HSWZ0Mt+9RW9+HPf4bGfL/73b/1N8Ozz53/Ez75+cfdpx9/3D367GEWyrpBnYNMlQMZJNEmJgzSj5r3KQvl5HOVQQQXMwjCeETBoBfZ2y/HPrvOWLD7Ms+Kgzd3IZ5hIOLz6+ZsMRVDapr5/OQn/6k7Ypbq7/69fwD/DPD6wXA6mTxDeHMkMAD8N6evh5beeAn4up4Mr7q/mlZ3V+MmKY2uA0zqJZW4/j5I4Xqm0X27eAn9PlogNZljEqz70jO0uGj8vOclmCD6MVwDpsCEEG2gyywta50vmYbfAyicscANrxS8/A94IQsk9tC6aZLjjrKacLgoU7vaCzRwuiCcUzspMvGAE78FdRW8I5CvsiR1VHlszStHZeuzt6hqTbhPVPkVr9i0pWXknFwpz1dPR27MfUUcRDQN/uTMQlGQChlaAfNWzeOaFFgirzI7uqsClX+Ur3gKKIycClTq5k+wrlZeExa9pWhW5AZL+qdfxs+3wFezE3nSrCYAsgf2atrjm57+EkTFxaVn+w8POAL4eMKhPwRRAaIAUL2lBNxzPgUUqr0/AehnIS5Av9VzdgzQQiLn8OhApsTSD+S4dyMqZcFlRF594A1XLpymgO2y39ozq2DMn4PCZQNvegF6NbrKSYqOG3SVuoY2XjmsADbVxq/dWgWUznZ3sR/XROQWGns94mhbr7lT5kJ6OccGXX44BIcOFIoHoT+gUrRJCT20ZACqkKh+OvzQZsvCk6DbZ0Oy4Y62lalV3bvmYA5QPA0dZ0QQIzwiI7xC6RlKAJ8FtbbdiinvWS9S+q23WimdooHOwM1b7s/4zcvXCeZIAuxzBtTy6kJgCzmIXsUefpFZjCO9GrGuYp/fsr9herabXZjuPvitD7jH7IWmam6zBYDXvemZCyZggokA5DdPXmY8GDD4+9DN6r27LL49+BD79nKnWmZb8AStzx9+yjO32/3pv/u3Ad6ffPRz7g9Y9Pqk28I0R01+mcohC3hR9r11W+t82lprFtTI+3wsxoQKWfN/yBmEOfqznh0Bfw2eXEviQmGfAd2ctsX4S5hn2TcnmSWZop3b3bPnT7qfMxC5rcnOB9+DBwYqEb6yLfl7NYSbLYEB4N/s/h1a90ZJYPQfvG/117m/nveXFZxQ4Hp4dR2+pHwJvShX0kwWHSX059H91ej+bnxqxUYxAitwAoQPeGmqIXv8+cO44XuCdu8IkLiOD2pNdNQY+jL15S+I8oUtH24VL1/S8CWcUGgFlNTaYaMKZJkeNizUD1iMM8f1cD3OIvKbY0JCIy2/hK8XSmWUofDolV7YbkRBunXURXJSSeXvK2zM9WWtZ7KqXPd1tayloeYu8QXUtF1HZGlEZj0wkVgByAeo4tFEn/WrKyvgQeyxubYW7buPerMafc6ryXVApllEwBzAP5tRQdvBlZpMNbUO2AR0ZfNt/1lx+XdX9AJ7Ab5uLo/U7OOZRFt045VHulM59JuElglOaeztez3MmE8e0/8RokiVNLTgxOYZEeQnkLeZPTmwUQ6zMUUhJ5W5wPeCulvQbAaMzAwG5jYA2Hfw9uIahPsP7gGe57plrn0OdX1pXQJDGbpQ4z/iS8CoXT+6ao7aUKvAPixQtgD+EQPWAHyfcaDxDGhYGg6oYsYDYr+ggM+Ghw+3oF/tse0VxM8xQJuaOetO8D4kwj9foI0sqL08B1gycNO7jR59tM+XV/vKwXK5gKyZlIuL4uPsmLZQk95f8vvE3t6BwwV9T0Hk24P8APzl7q37b2GehSkMaQLvQ8zlzsgzgz//9z94PzScbdF068MPP6Q87jYPjiLqWZD3Ehp/BwnzzibwcDhr9B4LVT/SpSaA3gGDh/M33n/22afd+sZz6jnMgtmf/fTDLJjdxRY+i695puyfJfZf8FmZs80OVqDg7sI+B2fsjaAMNaPSDEhAb9vOj+kBB4b2TeRLOQYj9uMRcuCqe3DG/gUXeIhChvaGvyH7YZ9BkB6dVFSsP1voPvrwZ93b7x1yvM+zYs52cDmEN0ICA8B/I7p5aOQggV9SAgENEzSu308kffGyIcMvpkzGCDryCvLrWlCLORmcmjdYxlAvMC7UPhrychynG5XNjXhJbrP5lAtiHz99FK3840efobk9xq52K8DwQk2i5fV8w3kmZi8CNvmDfg9urCkvbrIW6CeCPIpG7WLPCXdjYUlP8DseqJD8khAeSDNvtfMFgjE9UpNICOc+dtXyazssD8ioUDTU7jYZmZ7Frn0Oi+QI3zWoSZJMcGiHXNpFYx3oQNsy/Sea6FybahE0lAAePd0IVrUfXsUGWxAf0wQATetfFzOeI/+jrVoYuwdg2xXQc6ilF2jFOwkg6oRBmdp4fdQLdo5IFzRpkiHQVztsO48ok4WxRy60LK298WSJtvkc8F8AjMEbJhtyPRdbCvo3i1sL1tr2FmoewrvqGzXBiKACgzyv1ZpaRCBv0PWhuQTzZjgH5AXoA/BWWAy7yGJTBzgrHLdvLXHgIhLNvesNNFcKENQeHJrR+rtyQRBOf2jqlGC/hicANnQ9fO4PD/EohMyioUYDbF/ccTbAWYDb34cGC2UfP4ssXcvQwH1mImDScWs96wW6Bdw+I8Taom6VBZ+6qpliEahScnjm4EYzHTNe0BdH53iISf/Ki/tFMKiCt3PNVajAQZkAO7vxUufSdHmBmZ0BWFOHWmu1+lPUfY63mE209ieAbHeD1uXld95/v3uEVxqfkX295ewudb+39jdo60J83h+gZT/AzOb58/XuJz/+T8jF5wI3mxkwMWMEv5p97eLyVnt8B4cOROPPnx/t2hptRPh7u1vRkusKVzmd8LxmIEXD3W+AkVN+T3Kt+VMWEDN48Hd6lnYC8OkPH4IlTK0E+e5FoJLg6NBnkQEPspGm9P0t+3tT/s4sPmeWwNnEtx+8xe8K0zUfJo4F+nqe3+L8XWZ3+Hf55z/5MTLY6X77Bz9C638bGWSrM3LaQ+P/GtwM4YZKYAD4N7Rjh2YNEngzJBCUQVN9abVQLzyBj4BC8KK28VT7a7S7AvlDNfR4t1AT/ASAr02sceZF2acCHo2eNHkdUjagSvKQDpAVtHiMUHzxYb7kIN5831wQSBY/V8imvnEtufWrxRdD4wwmRDwFQgVfyT4aAJCVuBHnySs9cgFWPGXwYClHKknymos+b/gko1HR1HOhKY6b8CwDXtVAr+BlRVOTmLpY1D4CwGhDrJmNZjcOurSv32JAtoOJVNOkqunW9EFtqmW0vzetAfxsSkXHxKxDQI8JTmYC6GOvs2BWMxMOWw+kTNtgA35oI/cuvrQBp9MCMdoyEoi5IqKke512mkcB1F8fV8+RN8mDttiP7hYNgns167q1XMbPu95Sbt1aA9jrBWcZ0LeCj3fcMQLcBPfpSvrGSrTPtp+KVH8dqkU7lz0Xtl0wq8wyGOA+i3bRqmsDfwtzH8M+9unh9HI36WU37i+hQHoedquMqyBLeFNDnfjlJ0ZtdeRAHRkEmgs+BfEC+GzY5NoJ+pYRD2lq8/E85YC95w8i1EibAbcFsOEKFlDIx9QFJTcuSRmsYZJydEgkgnHX4mXMmbRHV8bZewKTHQcF8yy6XeOjzf79+/cDnBeZcWD+gE3P2DeA8oJ7/1fUjB1edBg4ZFYuHQ9Fzi7KNdQOxex9sYurTuJdJG3wJ+RTkI/dgGwSY1k72w508S71OAAlI7Ma1f96ObpgJuT8BM28gwrifb511XTOLEiZJDrT4/Ou///qZwcPueS2eaaa1gsSNavJ39u5nUHQOV6nhvDmSWAA+G9enw8tHiTwRQnU++KL8V8pxsKTBHhzCQpeEkx9cWg0xjkC0gEIBW59R1Za0/hqa1thzIMvUIHiDi+4HXaO3ek9Wmhbr1mHXnFM16ZV0HGCCz4B5mIAPR4pgE9VS6PpS7kAvfXnQwZbaL7iWpBV73R5VrNpECxOhqJbKVfixwlEC1Fsa6PvBbX2pNTsGWL+0edJhNz0/NGgUAkrlZjvdt809sU7NSY/WZKhBjRFTprmAqRw2HYwRe4ziUL+kzPMHahXsxX7xZ00lzAbUGuvDb3aYrX2AvvMtPQ8qo3d398OON8DyAvSXeSoPbxmOGord+MFBS0plbkQVqCqJxvNaaJlhjW1+GrkjwWx9H12C+WsqY624ieAKocz5rEFunmR1yl4LRkCSgVgaVYJGUrkpRcxM7GIZjUG4auyUCZeeTTsVk+GqcSSX9CaAaZjBOLm0HAr9+UlFsiirb+zthoN7L17d9HcL8UjTjaDUksPFY1vlKezQ7Hptt6ARtqCKUaowodd5iGgth5BoM+zcnEwo1baGasLZzjgaWN9KwVW6aM1Blpv3X8nfKysvEUZQOHRZ5FxqvOhQ1YX+pMPaC9ZLQF2pwT6DJLMl5kimDjzNwUwP0H28uqCXipFg38kZwBpLfbxKU88hivEke4MGVp6f3c2RNDvzsVzRPv7meeB0+0+WbpzwPTM5VJ3yPqEY/hZ0Cc9h7SO8Y1/956a8MssiN/i2fmjP/r7EdmyM0Y8fz/8vd+LL/tPWAzrgnn3rTii3CnPi+V8flxDcMj/h238yx87KLGZtPMEvgz68fdJWlhkMEEbL2iLYrCfIjO7wSOn/v+GSF0ayMcZqDP6xL5dRgOvFl5vQrSeQYimX9KhRaRfzNcsj8+RrkD9nZ6whuCS34oyt5wDRC4Z7NDHtMEZB/v5mDULKjMefvwJzzdmXZgewWb46B9n74ZwgyUwAPwb3LlD0wYJ3HwJ1JtUs4caDPDC9eWG3by7y25tbnSb+KLeeP4MMKmpxw7T2wcxDQggyhtPbSOmFGrDEJj+yjVNGL0EqUKAGODum5w/azVvnc3fS9o3rX8clh/RMG+fZzLOUnUvtQpma9pgY4KxKqkqrAx9zLhc8lLSQYgAJKgjufqKc91z3TPRSqdtjaKRNmjEaJBWMQLdNsgq0AsoMjsfwaugRa83i/pgx1/9guYR0UILqAGqoCfr0quL/eSsiQtbtwFjal23WNCsKc4uphRuhrTHDIuA6wLAo2ecgHyBK2UDngE0pwBIgdYxQD4AX7MPwN/xEcDfeAnkz0EIAJXjkiOATKAP360Pqo+KR68D1iMXQNdEUMIN0BsdkfElHeVC0bQznc69gwCBmPJZRTaCujvsLOti4nfevge4Z1BEnAMg+dF0xcFM+IV6658C7+1ZtGJ72nvrk4+6iIyVE2CyPM8ch56DQ8074lUIM5EsMsbmfVYf/jzbiuoo2nZ2WY5soAlPPAFpU7WbNpIPqaXdppRnHnIBPBl9YEte61YC8gX4DKJn5VUxUriAvoMYfnuzHDDvT8tKbKOXDgSsTxMw6zuHD4yM0OQXiHXxszLVDMjyDmDm0eIr7L11TLwAwnpNWiR+BRq6Fb2Nd6YD9keIb3lMa+wwZeGMgmdNj9yIan5/Cdkw6+CzJVMwRA1wldYmLgMvkjL7YELPv9n5S3CWT3M9ZwhCwbUWPJOuL9DV5xwzKK5NgGUbzNnaKOPzmdZjlkT6KYd96lGzIVwXOzVrQTxjh7AQmSPMS0ZF56wv2dnBRSf9MWKqWBu+3wAJDAD/DejkoYmDBH61EvDt5PGLhQZeCkZIY0wrgOIK+Xp1+jIOqDsGrAMotKvXs8omLuuOmV7f3MR1HbbEuqo7xe7ew/xkRhN4CpDiusdsbXGjrv6sqrTb1CPakRtAgIA/fPoCTrSvYRP9bnFGVH7NKqQVDyRk8SwdF5S2F3Uy81X02h3n1nzyG0by8Z6/TPeb0PPvZd7ePV9jApWS755Wf0r2lGqV0w6BaUxUOAs0i080wcoa/gVeNjregwBMiywiFLCu9NpRtaSaMbhxUaOTOmDazafsHwdXAngHW57dSVRThL2d8n6iaY6mEdlZFvkLcrNDLBrdALGAMIE+BwMAAdgedNVWixAVAabtOZMVPmrHW2UigOUvQWgqQPRTEZ5tvxQAX54Il7TT0HImV+TElc9TOwCGoU20YE35LeEKUhv3t+7dCwi7j3Y5m1GhuR+5OwSgap6htv6S5/KMNitrNdf2h2022M48KKTJmt0mL355nedMGiYSZ5rPtQDf38HW5jZ5ahDswEoiM2iEdwG7f/qn/w/8TnfPnz6r2RM2TXLdwNrqLdYFuGsrAzfS44mlKusu+N05EBZsCnDVTHs+xztMnhXMpqzE37S9MoeWfg6UPodc3NTM2SBBvtYtS5gn+RwJaS0TDTW067m3NM+eVKK9t33EMKOgJGaRUSaUzAO9JQbp8qmv+1MOPd4csnnZrTt3a9YEgH8Gzz/43e93z9Deu6vt7j4emVgjEJM7aOqDXht4F7U6qJRbmB0pAKbn4YV+P2FgpDjsKzLluXUAld+J/Zi+tP/gC5Mg5X0bEyz/B7z39nv5HS+v1pqKZsLkOg0HVLpCdaBnWxbw8uPaDGemDgHqJ/zvsn/17OUA6Xsf/G2eW/zls6jc2QQ3RXOGagE+j4/3u5/8x//IjNpq94CZGhdDz9OnQ3gzJDAA/Dejn4dWDhL4lktA5ALQ4QWotjALKAEU+wf6PBcobgQ8PnvymJc1W7+zkO4QTZxgnzctoANgH3AhVAOYBcj5cubOt7RBUGGM72tf2LzEA+4DPHyl+mJPRr96Gn3ZijFLQmm3vTRiDFYqWdByPbSYnsBEcsW0dBIEmK2inlKl+j1ZflxmXOMXqKUmSEp2dLTqE1c5CriSZ1ZACvjIglk93wBYY1fvAkuBGmmx+6Z/NLtRS+wOsfsAkJ3sIQDozMCrbUqFa0vAin2rC8MMLOgvzVL0CiLA95CmACo0AV7HmuyQTw84DkJAYeH0EnBjP6of1nvLtPb0hAB8z73MEjkhr5JMfbdo+9/Q4/5QNSZHIgvA+ohMAwI95pGB2uJVFmXOM9h58BYLHDFTenD/bslJ/+rIaBZwLyG9ujioibZYAC/Ah7a8t341LoDXQVYfckU+PyTnodU8w5GG/An6fbb9fajJjk0598V7PcsOjJ4+eRbaLt6kcvpQHrAJ13vLbP12+OlkwOHviE4AYEOPsi6IdsBwikmOAP+CjcFCI3zahn4hseAeGnPIMwAfPj0L+BcAsw54agYNUGtbOVzMzR/9Xj1W82tibWgg71na6XXaY0Z5p90eBp+fLXbBtQtPGXCoLXcTLJ/bu3fvZlCygMb/AC33Jb7mBdR6xvIsgPc501zM58h/CrPz9pfDENNTg7WknjYYFtxnBiL82H6K8OWAycHeKrNaPhPzM+4PIPT3ebcud8CWf4cLHCQ66NGPvWsIvN87cOZJ2TCwQD7OeB1js6+5l3mz/oB6/SX49DuAdc2Dm4PtYaqoN7Bp6A3hzZHA0NtvTl8PLb3xEvAtb+CFlPCqe99QHr4OfQulwC/+lRdeX/xLaTW+Kr8vuvBSb826ThJEe1oXvAAFEs9wXXnAJjMff/JxXNM9f8wCWTS52tOb7u6zY4CIhrCBeRFB2ltgype/L82m0bW6AuXEwZ4vacGPJhK+FHUdyDsUsAGo4YinD8FUz5/g0RAQlotqo8BI0ZgsaBPEWY8+0ANbSDTdr5EczNsIm5ZQ9EeXLU/KQwnZ+dIXXKddtNsauE0w3lAa4QJ5ViGwSl0wanlBoTyaT2CiJro8uGBaApAXRNwBHKmFdEMgwVAWY8qH4AL57wOm9jSHypoHgD1aebX37iS7C8g/CeB0/YOa3wZWrBvtLaYSBqWXNoFWDgHzbtwTUxPKukGVtuUlIwdotgEzB4COQsQZYwnTNkkLugblW2ZZlCxhJ776zN5o+QpchX57JpFLzFCQTfJpJw49xar3G3fevcVCzzt3bnX3OARdq6v9gmJmOpR/W4haQM66BM+1hiCy58Z8szPzMS0qzzjVSnPba8p6HHiWXYJCYoCfOZCXZkkF7m0H4NDnl+fNzaDqGdEkBNt2Bh3W5+DLZq6g5RWIruBXPQMQTdbUhGMuJdh2uKHtd7Tj9JOAvrz4QJc+Vo7z+r/PcyWA1yypf4YYzOiSUq19AXTdZtYgx5/mtIxbH78RTZgMNtW+28O2/BLez1xMnd8Z2mm04YLaWkdBOxULJlpq6wXhLlrWRv6v/+qvWdC91r3z3ndZTHy7e/D226R33dvvPECWZ90agy9XA8zMHncrPN/mdZDkwNH1H3pv2kfDT/d3733nO3n+1caHP2XNgFMXuz5iyt3fi78/Z2UWV+fZp2AVrf2t7jbPgn72XWOh7A9x06mXnkMHXpRz/uKS9ugP338rCnGWxcb2xx1mgO5ybGK+tr6+0a1jcujvRO89BwfMjOjmk+fv7ffuw8sJO+6yroVBkQMR++3wCE9UrEfSTPEubXeNDMLuD1syhJsqgQHg39SeHdo1SOBbJwHfbB6+3HuQAogQCLoo9hyQ78LZfRa/7aCZU1O/i2mOni/Utgmc4moPEmoHeZe9IJBYVYzSWr52rgzXMo1yX7u4kq1RAAhNjhwoIujxKNpetKMRaGfzGJKZc4tv5xafTF/4alTHbbiavyDvmGqQnVQgn7IwWcC+7OnVIGpHLzjVD/sCAEWbesGVG1JZKh5aADqnbCilJv0QQOYi2RwAPzX3mhcI8vcBYJrXCFDU2MckBRDixkNqm9XY21K/M2AAqOgN58Qy5Nd3vXbSAhcBjLw6yJAPoFWdAX8J3kZsILGvEK5KyoIc/BmvXtSzAM5+dMA3C3jVu80yGmGPW2t4wQHIrXEI8Jewq59FOy3YC5/yAD1NW0Ia0GgbBbGJsi6PMGJcaXR9kk23UA1GvCYQabTf4OYE5RJwL+KUFrHaf2s6dc5urco4g430X2mGY95ExmnyzNMeF27mGaB8eEPu8uJHE5JLfoeo7kkEGjvw4ePvTeYF74iIhbEF7MGn0bYjBtJc52J6DUIdRKjRbz8VslTjvYCc3NdMhjrtRBhJoL3yS3n7PrLlvmZ8HCjUQIkoBv6HeVZdXK8M7jAA1ZtQFn/TR26wNr8AWEaDr4bdzcROAN62W1MeFQaZLVSu/J9xPwAmNxLKBMc+8dnDrIbGCshjfsVvxIHfcr+2whku6es1x6bYHiB9tcPSyCUxDFaTgTz2WzPl0kVnZmIwJdplcXDNZLoUnN8DfJ3z+3TAZlA2FUpm3jpD4HqXNfKGfp9jON1sCQwA/2b379C6N1IC/dt+1PZX3fsS8PA1MHozjEp+Mxcvq79eQKM6ABFOP6uJ3xMYogHewGzADaeerePtAuC4r4kHi9+ODnWzh/aKbeoNs5YVvKQtnr3y5cuLGUCoeUKBQVoJ6BAymDWtJ49X5w1p5F6PFvXvUU1fXuG8OaeihaRs/ZVZBWV1V9eCL/w20Aj4JO90Dzq5hI8CJTCX+nPmWv4MlYd7ASqhgTqBm+FClyKEABwvuE2M/HlBOb2QVKi29Tcjl34OoKSrLFuYBQBlsym0jnrAEaDqDUdgr7tBwb7gTM2jvLgrqNeb+qxHc7iD2Y2mIFt47lArrMa+NpTqTXUAF/FRn/6gHbafJnGKlxwB2tGhtAHyAEiB/InmNzCY5pDPvGql52IuARC1pwGrCqvtrhqEiWTBcaTzLDgAiIyUCRUGDSuXSldeJTjOMkTIxlGWlQhnZyw0qVnCpCMecG7fxZXlKqB+hcXEeMDhkCddfwri7Ie4QqSas17GUz2QV+sLyWhuU5k39h2f2LWTT1tqNcLFZbVb+Qi0UzhA0EvlBS2/EI51ZkaFs/mNdrGzwHsHjbQD4WWAp+soHjDjoGw0XzHoRlJztin3f6CgA+ppeNeNZXaP9TdEf3voa0qxOcgR0E8HXBbAt+1uwOXzLLDnJwP2F0AzKORIJ0I/novIm30UyDuD/Py9lLhsi22DJryq4Z7jIbDrTllk4Xgi7kaRRxbo8j9DEHuKRxxltnr3Tp5XN5/SlOiv/vzHzEDdqkEGfTQ7zxoD+u63f+e72Lg/7p5ePu9m0Jif03aBvV6H9MDl5lj7aNuV5e4edvzzrKvAI41t02uPNvJry+UVyZmbFXYWXsYjkmDfo3z9s9D5kN8G8nPxtLSy6Na2I6CYkS3yv4a2XJzxf8s+pl+X2BthmcHi+++/3X33u9/r3nrrLsdtZMJidH5j+6yfoLO7jz/7hOdvpfstNrTy2Xr48HMG1NQDn5qn3WYtxdHBbvfzD/8KG/w5Zi/eoVOovP2DsfOHcCMlMAD8G9mtQ6MGCXwbJMCrWFDCy1lQco4GWJteAdEuNtlOj6up397eiKvLmHnwUtVNnV5YDLxDeUEKfHhhCSTGkCi0AyYEdYm3PvIV2rP4tSA0MAi1pNtTE1X2wfgk5r5oCdPNUaVMqLs6JyO06pxv0UmC53YY0eInMyfjta+Wr52v55+keb1olSnO1a5GgGnrPIv5NCFQQy/A11e4Wkg19QWSNRERYNFP9Fm08fTFPgtnNQ3Y3VVTfxQPOIJ7wXw2rgJ0OBBQU9x80ws8ba4aZ8VbvukF5dAmUbeYsbenrN5TGO6U2BGkwLD4gXf4d0Gh0r+cRntbzUujm8z73jTHNWGMb2lZbuxJZaPZiKEAmJshKQfMlPBVr3zW8FMvuL+FWYc23XrAUZuvDT7Du9CwjQ6i8knVfPEnGE9cqiyegrWoWPm6cDKDH3OZzOHZIy4ZOZc5Gfe9fXrqsS4PiAiMQ4x7weS8/YoWWUm5g61gu9mvq1Q2lAxgSiAPj1OAzAD+gGjvnQnxEOAXsNczjv0R23Vbzb3Y0efKRwvMTHCwQRIdkgXisGYr60fRV25UH0zOwZe/6yyGJpt9PiUh0yMMBhmcQ4G8gtsTTLcsLf9WremSA/QjFnm7t4EzgY440NXDp2ZKDhaRB31rnQ5qZJZxC3LSrh2NPvLKQAP+bVMC15nZos8z6FO+eoyCnuU0wcszRP9koIYtleZN2cWXimIa5wPKwF/5uX+ALTlXYRG/nPJUh2Zx0tXT0gkmRHqpai5n/X05mPapi5ygU/smVG9ahfKofT4O8/vyfghvhgQGgP9m9PPQyjdIAnn50V5fqC8PplV68vd5m42vL7/J4PvUcJ2k8WNKlWf8/vBlS2iF+pezoCEvGQqfoCl7/vxxXPc9ZhfKDbzg6NrygAWyHoIhj5hGUFMWyopSfM9buSYDfMpMgyte8kaXeUNfNxHyGOADD7ZNnK/bRmV0VU7c900vbSkFCYLD0LBx0PNlakzFUsBCxDXgNd1r2aUtf9bdgvJWzpHbRJlqlHX1gXYn2CBDfz82S+jp9rTDn+wh3vAh0qpa6sVuvcjH4MI9gfttvHMI/tx4SpeNmizIc2TUt8/NwTQJ2Oesxn8dP+oCBj3g6GVEDzm6utzDFEcTHddD6JPeNAcCzmYIRLRrPtcUB37bTrLHlLN/T040AwlrkWPJlb5g0KHZg7bWo5kP+KsgrFG+Ambi0lwFUJez2oObDsgyWMw6vC9b/Iozd228RJ/Y9+RbW7kFCJ5lgSzmNmin33n7XQY982w+xS6hyE05uShUUJ/fD4Q1oThxx1ifSfpXnkwTaqVtPd+CdJmhVVTms0S9RskkIc8MBfyYS+41xfAiHo0kJg1OzQOU5azL6NFvRlrkcVfeBTTEK5rekAcdOZkxqWIPAvk8Zx+DzOjAtyB+Bs25v7NFZF6wU3m57kQzOA5AqANrwa529D4rUyBiPw0Aa1PvMzhHmoOVU7TOU6wtUOOddQHwkjUzPh+uoCaPWw5QYX4r/l5O/C0bNb2Q+hZmaZ+DSzzDxGSP9AU8NwmsY/bFwt8NPAb5nC2vMejCFdICG1nxALKJFwuIL9jYirLMk3RnmiuhrV+cY7DGmoOT2/P87ykb93v3H3Tvv3s/wN2B6+YmM1Q8y0vLLCKHf9dIOBD+7t/6mxkkKSPXZ5whx9PjPXaPfUoj6Ah6TRlkwEPn2rxlnp14xmHXLp/nc+pXaA6QEmirTzTMopVn9iwzaLSfAcgD1g3cf/fd7hGOBBwE7+B56hSvRR9+9Elmad5+9508q289eMDiW0xy4F2Ttz3+jzLdlvULrl8KI+1hq1qH7xsqgQHg39COHZo1SODXKwFfSi8KxleaLvs0v3BqW+B3jMnNCe72Np67cBbPNxvPY2PvhlT6bT5Dmx/QInQIIhcqCYvGdQlMDNFXEQ1O8HXb1znxFiMq+CpfKZLM5hyHym8WgZChpee2j6My/+oreft7MmeCoE8ySwX4T4F2f5W2sVeSW7Z27gt7smSjJTtXByeVZvvlX5r6e/cc8wvLZh0qWke0gALVZcwLND8pbWRpwtUKnwPk1IjGpl67ecDrLme9imxhkuP9Dosv1cofAPDVvB8yWItZDXHls96ZljLPEZB4fSqQF+DLG/zH5p4LoVza1tCHfHNo+uRgSlQSCNkab/mU4CKhSptTcERLUyK3+VImlHEwZMWU9TkSgAlm59HAS38RIKx21d1d1aDev8PCYrSnt265wBg5YaIjT6WhLvAmgI3GXVDP821rvG/PqYDbkFkmzi3N3UoTn0FX9Vci+i/7thbaEkFWuaYwX7Q87eAK2ok3zeADaHXJl2LUq6TIlYGH8gf0Uu4cQMwNJusCfrl25oEFnwJ8pOdshE9E1rOoqc/DDX36RfMTMamA3p5RjnkWiUwXUZ33Av9pNNLotfOc2afVGAr3QXbDn3KiXFxTyjPPIad+7UDYh22071GNQ7e3tZeM8Q4iHXiewb+Af4HnzcGhQ5oLBqZnaO8PWL9zTvtxXJlnVq86DuDsY9ubgTd8O8vxwF1vYWlhYTkzVGf6laeeA2amXBOytbGRNi25xS5yvKBuZeoahfw/cuCGPLIGInJRbg4QOPOMKbwpR0o+5wx4lKdNU6aedUPrTFo2ioMfnzt7qBQTZEA28ieYn5lhcTv/Q322sj6GwRAbGiSdXHT9KW1ggAPvpwzA9cE/eNTpH8AbfBoA/g3u3KFpb6YEtOms4KvTwMsg4fp9xfoi5nWQcF1z30e/+oS2KpDNFzqfURBRGdTE8QLc2VqPbesnn36cBV+PHj4E4LtobAswif2sgD6c+ErWtKCKRxvKi1VqF8223DcboWKtor8SERDrC98XZtpGnC/uvGh5sQq4BD2CToOzAxWK3wCVPsaTmkZf4NL15VkzAJYRhDaO+7J1smKLJnhZwKbu057wyT3nRmFcb/HV7qNtNmvAEfxQRxUHdEFcjWALjbamL2ZSwwxyiXZe++c1TEq0tXcX02nu57ApllP77wTt6GEAAACGwZiA/YCFedpuq6HfVVOPJtM9BwT0e9xnEABw9HyE3a9ybiC/gfumydcv+TGLGUvuJT/5yzOjqQJ8+OxWm7Rz1u7fJ0GIUiHi7fvCa2Gp+f2MBlcSMoV8oWn/Igv9wNuPsSfvn01lsYh29O6924Cphe4B2s8lgNU9NqFSg78MoI/ryybjkAJMaiLGs2ifBNzzLNVsRc042Q8VBI111eICuKHz/7P3Zj26Jdd55s78cp5PnrkGUgMlirIasiVKtmEbBuxbAwZ80YDv7IsGGv3bGmigf0I30JNaRqNFqkWTRdLFqjPlyTwn5y/nfp53RWTmqTosiUTBkrK+yNzf3jt2DCtWxN7xxooVK6acWYCu6JoTPv6eSct1BYI+gbz+UU+hnGW1xoERZbGMzhTx3HLJANVukiH14VvNHS+H6lGAXmfEkFpfXmDKkjy0TS931Zf3HcgCUAYoU0i9R6Q1B49ccKuU3rz8d0Os2J4nvFll1ORT88PDdRq6M9pC6pH404BJB5iWw/cylJHWBcC/sSD+tj955TfBIrlTru/GWJOcpOnOx5pAXUAlCghcvAcNu/BVFa8DJNYHWLxx/cYxQF67+64fcYA4HgPsKfuLzz9nNkPddky7IvnfwD7+BfldsBGXi1ctqio2q7wfv/U7v4c+/erw/BWb5DG4/fSz55ml+vlf/CDqZz//5GdY61kYPnz6MAOeBeLOAqyJnvs59JME0rbhBST+tvVSrUFij9qN7+X5DGWhDbnZlc+1/uN7OsdZc5ruKaEN/2XocHM31RR54wlLXOrcBcEXDJpdrP7yxVak/g8fomPPLMv5OaZniWN7UkXphLUL7hPyBvv/y+sPOMoakPU1cXeTAxOAfzfrdVKqCQf+ljhgJ45CAYBirKUUOqBTJPVaWlFCb+e9s70F0GPBLLvKKnET2CcOICEoAmAhjhdWFHihtw9estfPRYBPHos6dKINUUG79wqoBEjw13iGqcfBQlwW+vGiu0qrfvWrK5Ou9M2iAFfODdwb0iD+5Mxl8tQPJ5bsaSYp/ZJohQvA1a8lIDB7n6twt2i6DlR+AUUAHsGg0j7Bsvq76uSqfiMomMe0pecAMYCFEmIBwDmAbAyod5GsVkNOOa4B/h6bhQmeWNis5PKI+hQ4aLpSYC+Ad9CUe6pHIFLgXuBf1w7AuATUiT/7oKQAsiWPHj08qQGm4NHBU+fmdUFzcc2dIPoKEz8ZjSsJeS5y39PRtKlgawYLOLFookQeU4qxi84CSdcbrDMAUsd+CRUcAZfSfCWqSmLjKKf8sq2Zm4MI24L3mTVJBftT4LQipSVTti/QlxZqiApPwqSTBHJWgm36ugB9Hslv88r7YJ55CC2oYpiOPoJtmX1NGwMbTVsOAHdVcBTuVkihtlC55sVmMrjiGSNrAb9a6UqibXf5oz4cJCuBdrF58ubHUqXeuO4CgqjMwThTITUeNJUcBxBSyo9g/ooX3faQIlFeVZEae5OHuTjANU4WUzvQok4ML08cMFzwTVBif0L7dRApj7SdH2k29W39qwVkuU4A8lekNwPgto0Z1hmsZVTV1liEu8FGWHLnLWDfTdncnEpn3s5S6Fxb4qzVJe1enf39fdeqMBPA4lrDdIBvG0sbwkPQ7jspwC81H3lCmtIBn1zcrlR/gQGlYZ1VmHaAIA8pa94zBkAnSOWrbNaINI3YqRn1J+hQVU6+rKxoMpg2YVPhyAySKlPwPh6pMQJO3J3nwATg3/kqnhTwm8OBAhJ+5MtVh9T6JbzqeVcZMIydXwBQi9TBkMCsP/ecRY2cA2ZuneOfbMg0vQkSNySFWrt59vmn2dDoGVIzt393wxWl4ZW2EvZ035E6SplpdQl0+iD8SjoKKBANeN87p0bvhR0gf9f4izCGFH7ZyQly7CTtXO249Vdf1nRlh7zpqhMEiIsqAs8NJz8EhdxQPP0EFTVoUHc6nT5pyIIc/pCHgNZz57Vl85HSRMGT8YqXiUA+BUQSW8DDn4AxpeY+oUjDNLVior9AXX4pETctj/lZwAYS6HtYEZlDQrm0oC12F+upggL4jpoGfFSiy3GMJQ73EdCMoAubtV6UBbKAhWMGYV4ft91nj0FJlksJvfwbK3El72OAlbbplf77XEms59QdmaYMlC8caoAJkyWp797enIVIPQrIqrQpa8AftW7Nd+fzKa3IWH8trJzKAkbCXbcveWUqglUOJfXOYKwC5jbhj8cqVk9WOBbgVcBUA5MBqMTVpKKAMyiLgpiPf5LTrzvvxebOimTjKp663gE2JW/pLFUj7lNX0Hkuc4pG5ND8EQrAJtGpV/ksUCN79eZNK2Xzgn/TnHNxKNeaDzWOtu59x6xfVUZUTZkC4E+jcjVn2yNttFF454hH+ra0WRYn2x4XoZ0QJV0mUQcygkvPtl/XHKhi4oLU8IS4picl2tn3bLOXH2XZCAqpZwGtumFnzByM3VBK4qHVujc/B4Om5+DRAeeFgxWSMx5BIsX24oq2Q8rwcUQ6AnoWcRuftrXL+o/XWHE6dsdqiD6h7Kfn7E+gTX/ek9EJeZLoAbOFmbW6mkFlh/UGIxaUM+hd/egjdOxXhs3Nh8OPf/zJ8P/+P39BOx6y58PS6jrlGGVNwBhQv/3mba03YTCs3forBBT31leHB2vfRvWN/SHY+ddFsar/yDe/PXOqdsG7OfKzbdkmA+yX16GBOMweOdDQIlMfWDpLlPUr5HnIAvZDpPd7nF3nYT2PWAswM2LhLXr/mvl8/vIVAw3WI7AfgDMmvkm2F9cRaOGJImSAltmCfEusu4m7yxyYAPy7XLuTsk048B4OdFB188jOT9fPdIXpuG/ON88MU4fSM3eKPT7a5di7Bob7gHs3idndexOJ/cEhEmAkTAIPQQjdTnILGjA1M0vWoiYO0k32dNQFliq4gbLZUCeBQFrLMPBFVHcEDP4RgE7/SimjYe1QvTc8f9Ms3BSYRHoNGFE6y22yNif5U7DKdLznmengBEI+J9cCZPH1ubQJbASyFc5zgCLh7ei7Mz0PXY8XMEWYgB4ehqKEIWP4EXpETziBj2BUqZ9gwLRjZxtpYFnBKb3d5Em5lfidnSvdo76Q1CsNPD4GFADE3XhKffqjmCUFRKCKoInASPEBLkr0nXURyJ+oUkHBlZQ6qDh2QSnnMfEFourTy5dAuFbAFCHlpfwBbFXwsiJyM6gJT4hrCS2r9ZrrFNn2UGWvEKZBKDKrxzXAsX35ZA6AZdmXmwUgAb368wL5FU1aNtvkgqo5LagokTalJEha0mtBcOE7Z8vnXQYtBk1J9QoFxs7B6caFB6RgeH4SpwX0XpAW5/MIVw3Tw/MMHlimctVGUTsnLQh0kEca6lXbdlzfIv00+QL3vG/ZKdZ3SGAH3AOKRipfMBl1GwE9z5XIy4HYsCcztEoI6VFtPUAUdKg6U9p+3rWiqlTBoFPLL8TTvrzljc14zucMHl2gK7iMpaQUq8pluhkg067lq4NCTdVORboOzRIODwXDpul6Dxcon1K2I0DrMWlPM9MyDZA2TH0CHKSQHuUiNHRRCq4vmb3werx/jpT8AtWcR5U+7K1BJJJ3vgsLzHQ5QNZSjd8xBx+PyGMOVbZT3h3fFXXiFxZQgaG80u8745oE1dlWFlezADtrFPKO0r7U8adMtbgWlS/4nnfB8iupp5zzDsApg9amrPKxtPJt9Zh5u580Tii/G2PtMaN2pCqSA2kCO+ixtnxvKSrp+b1xf4oqvzMJ8i8bAh4eDwcsRB7NYQp3tepw8nt3OTAB+He3bicl+4ZxwI+4LriirvL7xR876RtnJDvB5iPIwdE/lOtnwugChLiOFFwJMJ3a9uut4c3r57GqssPCsz1sNO8irVfSK2DRVrZ5CiLKBaWk0/FHHdruUgZ/7KlCGrRxpr+Lq4V37YZo4gqd8MccSh+dB/4nviChAL7hHEy4gC5ABfoFRyAbH6VMnpWm90zrib46+SQQqkwbFRWU6W/v7ViJnM46Z++IEwk9IWqQ4RN5eHMIoGO2MBneAF/5cwVAMvGAlXTeSuOQEgJsBBuC+mWsiXgorddKiZZcDC/oDggHKAjsVa9RH/stVjVUNYgtewETEvtuuz47xgIYs1BWKTC0WbYzjAs6PFMPONY5AAumrW5vCAzfKADAhR8LbkHjIo0V4EO/9ZRdXeVLnjY+mIt1zyGt3Rmm1iEYrq6pCepOqsC6Abu2KSXNmC+cqQ2mlKqqg/3w4WbUcO5v3kNVCesqgDfDOtj0bKLX7brRYD4h3rP0NB6kvRDGutO/glU5rNt3nOXHhU4CxrZ+IsAb4zb6kxTX3mcAQV7SlbzCB57BW1NzpYJ5y3+IAnTWDs5nqJ7059ped+dnF1ErbVe3Xun7NJZseBMAtqkdZjR8XwTStk8HAfKBMwUJTb46qceSQisJ1yfPDMkL1tcE+D1wUDWH+pPtXUs7zmAISh0Ou4OtZas2WQuva2ZNXpAsjhLlPdecp2nUAJViyjt4ovqN5T5Eeh+Aj2Rb3fYFBh4WpFhbfDKtbPqVMjmrQ1zo2WdheFTEHNQZx4ApL+81A+YFBn8eLrp1X4dD3peN+w8zmHZzNjeVErDPk5bqSM6UHDFYnuUb5zt0xdoN13I4O0nJ8HfzLNRvoDOSfOJmPwnuM8BpKjtzSP6tV9u9VoC0RLUPkN+HBssV3sFJ1yHsYz3HvFwX46An/CbQMSp0Dv4czPnnuibrSon9mQNw3ukxg5ED1I8W1zZJdeLuOgcmAP+u1/CkfN8YDjQ8kY/6+wpt5/2OKwQcsJFe1t6Azv4dR8dtx+NGRkqL9ugc7OjseJTsuuDyYHd7ODp4E+B3DJBU+isgGylONE3Bi52+1+ICf3xEl87J3lufOEFNBz6GME7iVcgAAAMWCBeo2EObRXpqruxWTY1cBDUB43b+NV0dqy8A1KQrkMJpGSWAgrjGpOvOb2gzgBfSbh6dyfoT2hjxAkQZRIDpX48bazyWoYqMeg3lC4nGIz5Aw3h29jpYlXzCD54bRkl9PwsOlDIG4ANCvFcanil5yqqVmhOklV1SX7vMUm/Ul4B9DzUczwL8LJwFLMiTE4CL9alFDlV3jOesS98lWGB2CuGCrVPCWk+n3AiWRIwpi+ollF2wFeezlIE7/GqQ0/0KVJd6lHV8I6lO3VxzUHYU8OWq0uVsDvLAAYMSea2lrLlwElC7DrDPGTv1nldW2HgIILUCuI/UOm2aNifjcdKetLntVnCu2kZS12tYW/u6psAouubhyeRsh/LKMqRNcr5KhfPcIhIm5fM5fNZZvuR76z0AHROeCJHQAs4II72q1pjRJWBN0HuJtSnfn2nAnK3OQ0n9NIr2c6MLdpQtibwLY2cA9HkOzwT1HdjjjT/3tGG8iQf4JI8Matr7I7h3p1vzVNJeHJMu32HLItCEpzOoBJGX4Ny3uhYS12JQAX9oNg7pE5A0Sw1HPmg73k/S+bk8A+jSjsMwwqT9Ae7PyPuUAy0UnmsoBpUevjdj8hcEm28Nsn2vHFqQh3RAcCT5tGn15l37s7CwNNx/sEkZUOdBfchvlKo4S6hx3X/0EMGF37QjALymJZWu0+7528BU6ikzQWe8L+rhnx0zMGAm6ABhxyXhVOmBITncFM39JKLDD20OyOWj6wEgHxOhtcnYQdYr9XUs7hdxWoNuVORqYEN7gD7fN9Uds8cE7cdvcp8ZPT3xy8VAAzrM0wFUH1TFSo+8Jk+B/s3MEB4Td2c5MAH4d7ZqJwX7pnPAPlRn5/Zl58NbhwCGjhPExHErdPw1aYnuJx3Dq2efRU/7+YtnTXq/A6jEOsdZbbZi3AJ76ROrExOomFt62Vv0mDZZ2gl5FrQJHAUBesSbH8FAlaEI0z+duHklh6SeK6BGy0BA4qHKAKE4VFU5oVM8RPKsJLDUW0iE6XGwIocDAtImrIg8G/twWQlLozwioAMXchYwRMWAu4AIH0FoAUaCS7t/BneBmydv0CUImxM2MeuZoI7nmXbn7AI/yzlS+ifwWETVBICwvq7ergv31PGt/DpwOsPiiNP6MVkpcKfOlObv7GwH0G9t7wSg7zFNr7rBAbwQPEVyqPSwgTDvfe60vgMCwd4xfoI72aArTQ2BoSCNWQVVD3QN0HopL8IPK9B/z/rnVx41vjT+yEld+NTCmGEWjrZ7YZv1rD1yd0FdX9Wc4DzWTJ5GB/nBA9YfAOy1I576hCyzjd45+bmgm5zzJz3WgE1fPzdFqvYYD5pBp6cVutGldQ7bAABAAElEQVSQ0L0QxNMZT16q1pG6t93zKEXmrJ/3WTwLP60Xm2sk9bZ5yhl6iFALZQWJhiGsGzj53DUM5pOF6fCBs2GmXWgJPcLqbNDEgGeEHfgZ9Ou1sS54VpJvGy/b9a2tQlB4RGQl/oZdBvFDZrUFecORNRLEDaDk3bGs1oFtQNLdmCzsoL05WFUlJeY1ubbNnGmmUhBO4N7ifVcizSYvXzkoy8DCxaKR/gOgpWOKQaw0CPd9hx1YnpG/wyPXSLgg3EGndeiAL4Nm6s2cjJ80TIeLmt1wzQgDIsJuPrg37B+iXrhLnpYAet0T4sH9+8Nr7OK7DuUQizzS5/tgHa4D8PN++G7hd3LIogYUgg4B1g59llise0V5rSMXbgvyI2yAHq3nZFAjLaR1esYMDDzROtUp/Dk4dB1LzVb4vXXgPR7X4vfMOEDHIep0qte5c28BfL+ZDgjZZZg0le5rgWiJTdlSZtLN4I3vhUV0cHORdwCyJ+5Oc2AC8O909U4K903igB2tjj4qzg7/HWdPp7tWMMZDtOZhWIDr2fgwndb29jYg8WgQyCu932XzKaW6+1i+sVNRwhRJO6CP5WqDAs+AGntZ8/Gwd8EJIHSx5ME5G9pwDk72QYtAUuns7PCEDwKZDooiscfPDl7XQdowA/AhffWDlZSeIdaz47YjPaJjPGZjGxemucuqdtvVX1V33Dx0pvvo0f0Aw6ePHyCJm6Nz3yANHiYvOk+7fgGsEka8pUkeh7+tbA40vBf0SFB5Q2vjAZ7l2yqHJBoNlkcApUQaiTz5LKwhfQPUrKJyI2h2UyUlk+oIBwByrYQzEnY6b9UPxkj6VJ05cPdfDqV8AhIHM553Kb/Ac4zuriDeBXupRwC89XiGn0BeoFGS1pLglo51DaOuVL+QBwDHKg9QTZAWgC94FHzKn+JtwvC81533aTOc5amBpd1z6pkrndfX9UN6sXiDtRsXEHosI5FfW1ke7t9bhzfz2Kh3MyoXKgqkqHsHZ1SAmy2RGCA4rQkw6sxSqzDy8VJwfW6YkGPttbCtDAHfhm01ekMfYTNYsMD5T8wkY0PWz5Nlib1576WHtPIMDijBN2/Cdwm+6UuhcS4vTqJuIfevqEN5V/VhMgBqMpiHBnB3wHlKpr47F86eCeodc13fw5uy5EN+0kE7kh8u7rQOl5kZSl5XvNuk7fuUds/LYPgcUmdjtYwAVk1N6hx4yiNVgnTnAaAMMNnnIoOB5Gf+Be/NNzVPe/OdNrUjJOS20WNUcBwoidj5BcTnDaTEtsmr4RCVsFPqmO22ANLEZQMrZxKcoVA67kJgzVsKcC+cDSBNZxg8207crOv5i18wUDgZPvz4I6zVMOuzsZn1DK45EaRra95ByyGL0LUGtsX7tPP6dWidnWegTbvbRFKv+s0qM0VXSOxPxvvDb37nd0jzW9k47QLwfqy0HeDPZBuDBEwFM+Np21YNx7ahOVH548Zwfm7OwnPKgdBhfok1ItYl7/AwqvdYS1eCe9delEUdZhCg0/pyQGUape8/HdqtY9Ny3cIpKjzOzlln1vfE3X0OTAD+3a/jSQknHHgPB+w67cTpHOhw7Eo9u2upu0Tu7e5EUvTq+XM6k/HwBpUOpWVnSIfjREcc6SjoWLy1QyZBUmqOC7118e3P7M3jfGroHqNfczasR0CSWdmJVWp451mQEj2aYPzS0QKBncIWQFEU6C5pvaD+zZtdTN/tD7ts0nRCB5lBBAnZAaq2oanE9bXV5CGIcjI7YNA8Sa9KIvyR+Hg0v5tnRL5VYGHCl0NWAPnlwXOjcCEIVs1Gfrq5TfTqAbHeu8DP5+Ex4aNbDK8FB4J8D/Xn3fnX3S13KWcH+PsAFKWbSuqVOjowEyQp4XfhqAMiVUms2+w+y1lwJRa1OsPP0AqxDRBWqSS+eFS0FVhMobMwgshhDeH4j2teNzfWcednPSRFHjf+cAU8CWBzvYH686rjWE8bmLW8z0BMHfu1qOAwAGuZZNAAY7NjLGn1PDzXjAcNhnwqp3puPeQIrdJSTwVfFbb7Gc44pC+fbGi34hrKJmK0LMzlItJS48BrA9s+basOeA03JUAL4LtJSx16RtQFpgnuZlQ9L25j8tDWGNOfNIx5p6BIWLOT4m8H1QI+z3VfZU65yBMqTAYHHxgh+B4o3Vdef4FektJsy562SR1UmatciWX0zESZr8lU+yyuGqK+LdZByuhzfC26DTnqJt7zUIAqL0/gxxn8zNod/B1gGB58X2cS8DqSfFKjiQbYO9bIwId0rV8l5OrTO8i3HA6Moo5FYs4a2A6OEF4sArw9L49Q7WIQ7Xsxy+FgxYGki7MdcI8B9qq1qMJmWRYW3RxuNKysqm+/MDx6cJ+6xlzmHm10aTkDcbmtCpQLX519ubR+vCcNZ27OGWRYdi35yOcxZ3l4xQCFiJTDMwUmzmgWW0Ej24N8oqwU2BlI20N9x6pepM36l78EC5iXF3Ps6Gw4195QvNS3eU3c3efABODf/TqelPAbwoH+zRaux/k1xxXAEYznLn7nAD2BvLvGCgx3374BBO8Mb5Hcx0a9Ott0aqp8RMqpBJEeZKQZDzpNAWp6O0CIANHORS87cTtTc9aPX/ub+Adp4EM35YPqdHke4BKfCmcnbUcWUMFzO+8MQkgvSfpbidMBVsQp+j+B5mh6FsBwNrxmpuGzz18Mz56/oBNnml3b7aQJlsAVcBCEqDf86tU2gJpPIWkuASCV1GvmbmVJPVZ09PmxDOmAIQyKiWoZ6HjDdB/iZEB6UPlThAVY4Ke0vGi3w0ZiCgBR+pwDkBDLHaoKUUmqSkTVAAmlJR632RKteAhelQpaNwdYwFFqr7lAzVt6aNHjgOM09rKVhqKOIIASEFA+BzcChIPs6AnACMAXhKYAoTHgTyCUMlsWVXAETlXOGmgh+YXXOuspTxobvLOsGSBxVXUH38KbzoUKpflH+V5gEukjwMmBjtJXgdYGO8q6i+wqgx03FbJ+tBFeag+tXkjD2aWogJlv2pftyjzgN2ApLVK96CqUZKcJ0XShy6NorudUo+LlhJFeYlOfltM249m00z7x0jtp8NNBfwWtxKNuY9kD6ImnNJmwV+p0UzfqYTfO0jLhM8ccANB9SxOHXGcAyr5zc5g7tC2qnuTZdIzbgas8Dp0Q4KxP1M54n0rFRn7JERw/bhpnGi6SdqAwnZfIwuQloU54GFq5TyHBnNTPHG1UhZxYqsl3wdkkBynypdRqQg98k14zm2b2R+AumHe2SHUdLeaYh5JywTVzD+HzyJkE+H1Jvck21cRUW3Fm6YLyMgxAin/Coe68Emx2rc0MDipGxJtjoLK+spaBIKJ06GJmCjVCvzzuVKyU+/jsGCHG9vCTv/qL4aPf/J3hg2/91jCLv/zRMpjn9XtrwzLqX1esBTg8mB12dzDzS5j7DC5V4/mHf/Qnpc7z4GGsUP38k58Mbw92h//1//gzpPsrwz3a7Zjv0DFWxI4Oqr3bzmFL+05waT1STwtLWtNhULKwwvoJVPOUusMX1XbgGgOZaQbgqMkxK3lyWgPz8Az+Wc82eb8Ngvj9g2MEFkMWk/vtPGD2jvkcyuSgB4s+DJSdIZy4u8+BSS3f/TqelPAbzwF7lFugBGnhqcCQBXqHLLp0B0enn19vvUTv9HVA4xmSfNVgZphyDyDgOufo1QAGuANK0HkKYuy0Kg+8mmv33BlWJ17QiYOv3U2w5tUCNZCWPDrtlaNFSX6VTAMseEYqzqNTOsIDJNcuJN16zYDFKW1Agh1oX+AWhNNyHDNVrz6r0m/VVATJl5eAbiSA2gy80DY7Hb4AUhvbAtzAQcosLDEtn0tXyigvvO/u9iV9sSDeRZ+Ce4H9Irri2r/WVr2dtcEtW1QXYK8Ax0GQC+sclB0AItTPlV4l8aoVqJd7iL167dY7oIktegCC5Q4YJT3BSXR39Y8ahIDLMgi0CGDeACRLl/JQBovRrwkR2nLfw+gZd1NIk+quNw1wWeqsSlZgxzAZBpGJZ3HKPIMbLZisAfDVq9/c3MDGuCB/OVLVRSStmnX0KNUE2jXAxkGmdPlXiZo6lIR+EuaycsUjBBaV1yC9PHlmQNLMyRg9eIW/AfbeG4j/vAL1fllPDqDiaQjSmgpIJqDvCgm7o24GPVG7gXbOve06iMzgDpA9Q1urwbPg23dOm/XWh4s1pcxsBNDSYl7ou8sBb8nKwWeAfeNLDTpliGkYwTieHXxpoYVIRKw32wBcEUBaTVMfG3hqq6n5+Sz63wwgHWyoAmLCSrh9F6zX1AuDQ/eXyO60AnzinXPv4mHboFlfovpVaznKdv40u+aGwLxiAnzaMmk7MFAP34W1tgFB7SyMsUwOyFVNmkOdbX4Gm/B8t4jZygQPaWQZBFEHZ6jQ7DJTucmAOXUGrT5XwOACVQeRrtPR9OcsVm4sk+3C74Ibod3f3GQgupLdcF3oPscA1G/oqxcvGcRBE9+NM2Y/nUGbhk75ano63zLrWkE9GaISxLcJ0D1Dnkrvp8njjHLKfwdB4RM87u912lk1J8IYztoxB8I6eILQKRfzOihiEXHyYJCVNRjOFJLnxN19DkwA/t2v40kJv2EcsFPQ2Zd4rbUUpfLbr19FlePVy5fp2Pb3dtHJZmMjOjg7aTsN7c4nLsA2Sg/pmPAB2FcXQpqEKxNsgkO7ldbpJ2b9FCAwRnXwhuq6/yxljX9sxpPfNOmZkioNkXD5lA7LTr9LJKUtYCPkIXlWymjHZlr07JBLXCTWl0eoE+0OP/jhX7GwdDf69/R0hEHqSFwlgAqilTAW4DEzy3M1bG29phPnkwiQWFldGj7+8Ek2oNkAXLr4MMDLuMSYgl8QnA5bYFFWMQAfDC4gDBvZLHjjTym0i2QX1pslF6b1F5FQzgMGapGvxglJCoDlTIpg5egIG9cONJhd0S62gxU77ajdAOyP9ncTTjDvItpsEGSnzqG0XtBzMkZSz73SfNPUuo7g5DR8lFeyDQmvMxcWINJT+JlrKcfxvMB81XPJYqXWpxbassIugIf3l5qcoTQ1YySEEUwBr4KAS2rt0kfD2DjVHV+HH+oxa8rSAc+TJ48B+XPDCgBfQDU/7+6g8lLgSPpIU2EN/BEM6kMuZpuspZM2FOk7z3lgc3YwZFjBrrRJT7foIim27Gr2tj/J46eVLZJpvAyn6wC/n6tNkh4RC9wTMInIFwihjbgLcNoxA8mkjb8tdxS+0K6pY8vg+xp1GRa0qJIzdYmpS9sdxJdddcIQqIpbvAdJhi6lwIZzLYoWU2YEidwLWH2vyrxsgpKJKeDCOOkEOOM1xQxR+If1HePOAjoN6nuqadl+L3tODmlfANdj2pcqSIuIjAWmy8trSXrMQs9zynDiWgL4kXfPd5A24dqYI2ejKInQW0m9bU3rPS6KnwE82zYvOsAHn7pId5t2L1g+dEDLrMch76kgfJE2NA/AVxixsoLuPbTMZr0KDYxvhO1QvmiOV4s5ck58ewFtr99sDZef/GTYeTvO5nBuECc4nlucGy4OXKtDexOkMwPozIV0LdM2nfH7yV/9KOs3Dnhf3SjuF599OmwD8N/ubA2/+fFHw/7HHzIYcAMxVahc8AwlbZZuDfUf9fzPETrY/s6oABcFn8AbzeI6mbLLLOpbD75nb9lXxNlW83FQXzOCloSDT5H1lD0dVC9CWOB3zO+IabuZl2Afsf2wyMzDxiZrjfgGTdzd5wC1PnETDkw4cCc4IGDAaSFC4KGZOUHHEfrXLvTae7sTgO95nx0dD9jIRZ17p6R1dhKxsOEN8b0PIOGk9PDGAQN47lHOgO9zf91z4hjVjJRABVQRp/45+VfOrJJnf9hAVJ76jA5bICEAEPQe0yG7YDSSLIFTCiOsop+TdkYgXpu959yJQugtDzXzSeerzXgDLJ8tyBgGBp1OvAUOFbH4VAUBOOjJcxCEIMmdZQXRSvcEsur2Kr3XAo5RkqMSTcC4+rkuiBU0BcjQmWfKnUGYQP8IoF/P0acHJNrROxBQamo5Ba2RjAryAd3q6QpQoxLBM3kYdScz7eDdMnlNDacg4VOKUACQZ6DTEHrDMeLEVVmrHXAd/vAg7cJBm9GMWxJUpdS2L3WTlYoKVt1JVnUogb4Af03TloAT1XF8Xju1krMDKustiXr2AtqSCyev8PIQKtW9wL2HLRCfMMTxrwaTVoJhKq5t0JSblkraVBLTz3C2O//DT+PpZxnxxI8I7Z4IquBAt6o4+lMhhIMXXNsSY6WJc9l7qdJYEw6A5ZUNzHZrKQPWveaQzSHCkwOAvDvWo1EMQ3wRrAE9GpuiLmacLzjz8C88ILgzAQHeeHAbZ9FiFYewlPj6LwHM49rxpSBexQdQOw7mWVhDsAvCCvIFs6burrSYyYFGiBSEMgjzOZ6Rqtuu3UhtzIDAxbcuTtVPlanMhNFWHERrh14A7kAkswfSwHtQharw8rN4UievBcoOlGf4FmadB2p5UqwKiyYzHRRmVg36qr3wXYUe/ZwpU+1on/dUdTkX8asmd0R62SCOd1Mb9JWOdQKXHTSRbkZzpH1J2WtQLd/kiYIIvmMsiD3MwUJdBTTo8aui4xG1HQeA4TlchB+pQ+u9HZbNetD5azlG8GmmHermT9zd58AE4N/9Ov5bLqGf91/P1efpdlw//H8z57f8K12T0N2E+XLa6bz5SNbHszpAw7fvJh/Nit0/pDdp3e7wWmdyHa8IM02dAFxnh6ELIMrV+3/eTfl2GOjEVOUVOqdbLowFpG69fB61jmfPsYTDFu6HSIMEHJEs2u3CJD/zK8yEm7PASGlsyqPUD9+e3yWqAP26yutd+VTIkiSaUp7YeVo2EnHjHPP6Ylm9l5fIPxPJvl5J4zkgyL/wH3rVH69FiNZFdUzTInpy6vUsP1U7ebHFOgIXmSIJGxPPrX06ODKwtAmCjaeuvR4K3XsHSRS2oj/AdB7rE9BN1rb62bfnYrVlGaleTd8jKSWiH09tCNFDkwcSUzrNVVRu1FNWR1cp2ioLQvVX4meV23mfII1UGneMlFNwoXqQpuv2sbChxSLVber+IHXl5jSC9yzQg74T6sJ0lMpbFmcl5PU5vNOknhLSrppTUFKQsZiy108Il2wABqBAz7BVfnJAaNqjBHOoay2/avEjccmbW0TjymC70wfifAI9AbSCWfymOWsu0EWyT7BY5Pk+EnsXNj9Y3wggE/ALTLWAYuq0giR1ga60eVvbyZOfnme1Cf2bTzul3UhWk25XO0KKHFUe0m4JxR/aYB1+rd2nXQlInXEgLzBiLrgW4ClJjoSe+ghMlTdSwDMl2lMcl7xr0jYyYY5pVEGSBvlLYqTxXKDBkTYhr7M4VABIhiraJCD88Gz601qIAaSVhzXWCqsPdaTKhfRmhgI/aTQEpUpdTjNAvQQo6m+9xzVgOD+r9RzfV9cxKDlncSpt6fBIfXrfa+p5akz9MECjfjRBmkEU1zNIomfIWEtE8uctVpo8g8dJjwWqp/NyhxSoV8AtBRnOR7TXBcoJ+HUw52C6GFHSbNMQeO+xQ7bt+LNnL2hqtH/Y6cLZFXTb1wDii7yP8/PM8qB/z2lYAOSvYCHG9+7ENSZY8OnfaCC7nKj3lW//CIV7B2vJB4HH7tsDZjOZ0WRH7gfYwL//8AG08t4iLFg5oD6RvO9+8nOA++nwlvdrjnw+/g34Dg+sG4bYww6b+wnytdJ1jkR+ehbzrZi0XWNWwMGI3yHr3sb8lu8zzQHLQXx8+XYsorPfVaqcWf3Bj36UmTvNdPqdtD4OWFezBz1nzM4545qZSGrHMmbQjJ7+TPZvcF8PdPtJ2hk9JfmP7t0fHj99Mjx4/GhYQe1tinqYuLvPgQnAv/t1PCnhXeRAOlTBSUl/XUh2McaEJbaX93dr0yl3lFVv+2DvDWAQwIsUP+ALftgpeHRJMw8CUgQEXvsrsOju9rXPeRjnKaFugvYo1+eveHQdpi5MjcMIX4z0Pr9Eqji9sxYgR2edBMAD/AZ+VXItzTpZRq9uStZBk0BWvWk785mZE4D4ODtmzmtejt7ZcJG6Cbg4lMzFZj3gaASQFWDMYvlGKWDfpEo6BD5K5J2GP3aBMwBfMK9EMJuHIQlUneNY05aAflV2VLNxliXSeeoQZQ7s0SP1E5zQybvxj+BeFSP1dE+R9Cm1j0Sf+75LcO2+C68CSCk2dR9QJfu85K944TkPc8/Pl1wB48ZFyhQOi8IBybpqWwAcuKXOr/gtFnBQHXDB7DLnDQCNOvZLy/BJIOU6B+Kami4qL9ZPSzMUikwr24Tpj6oejSndRmm0Jb5R2p942+fQLBquctR9H2waOmm057xW8Yp5Sfh85QjQjAFODnxKDp0YEh3/IDfqRv1nw0adSz55TVCpdLjcdy7OOBPPvI88q/YFHQH8xAAYtmFY3tfiUJXVawF+Ikt7s2CUUlhOnUmRatVUpV8P/CU34idPw8DjFMN21eMbSn4AjKcBroLGGhtDl0TjbK8ZdLa2dwEdNMm01wBrBuYZnKuOAyUOVlRH8v0prsgqBwmkBfJ1Riu24Xk3lOBHB528r8jPtm2+WprqA45ZZs4Yd5CcQJpagf/AYAAv9FFP0qKzztLG2r3lV9KvnrpCEE0Dq9IV4URiAMrdMZqBiuYl6x1zLQDjW8D36JKB6dUMcdwoTvv6rgchB8rlYGTEOoApj1QUzQO6w2/VoMh7ZhZVHVWbVtbDEwcCY2flkDo4Q3DANyAzMpTJWTmBPi2v8qAMvhJ59awf0rM8Hl5LB//cMpPIjNgag+l51vtkBoH0Ju7uc2AC8O9+Hf8dKWH/oPhp1Hnv1ydfIM5+mPr9+8Ly+L+Ss+O3w/dD3Dsws87HknPr066pMazOj/P73G1AlI97vvYV0ntd3/CnfPltMwx2vHE9c27LWgL61SyO3UU/8+WrV4DCg2EL285jNqQ6Yrq4AIsAg05NFQEuuqWY5GV6dqjQLvVyXFICfnJvvi1vrvKQUz0XcNCJ+pgfupJ0/nYxqULD4xKb3mcqaitKIKteb8rMMwKlQzYCNBmnWgbp+pAjfZGSVJySq8qk0kqLId4p+rTqm2+xzuAYVRdgJXq3HOzoKWhQXaWAuNkYCyCh6B43H8sk5myeSAmRCOqceldqfol0/fHjhzGHp66xx2gBUMoOuLUbqB1o6b2uuAkVwH6ezt3EdlWrAbAcsr+AQN4FvDFpCWhXeu/Ov9moB3Wg6NYKTAAYAvoLOnrVP0KD9cSzU3TP98fq07s4UWCvP2cKqTQ/zIJhI/SZnaGIOoOFSQVTNi+gSw7I3xGS3TjqsYAxdQkQzW6iPLCOo4JiIJnjSYaS/+UVOuWmBPASZZiqkuQl7NGva/2GHWU9bzCLoSrOOusaFnhmGEG9yfVa1Fxg0jKLHNUWHCyZV9oq6Ut3d975SDDmmSsO6TIBk8HTf26t84DUPAEkAeoEqgWeAK0MjCx3ikgc1SDkxxSDsTgRrXwGyMl76yeqNsRx3YpAX1BJYwmw9/X1vTNNd5GV10rRTX8WgmzT4tusgwgo5d4wLaxrXrjJc34TvxhT5Lhzr/fG17UazUxM3mno42GOVA/0KWkOP0jaCxcqS5fSd+8tr3rz+wgFil8XfDOQCqNOBsxNGV0gPEaC7KdOWl0kLg1Hew5KWS+i1J/k5tgl1vkdLYMKdudYSzGlXjxpOTiGe/BYdbpSqYuqDBJq68T3IOskoMr2vcgC12Paxy6S9BneiRFlX8QaztTUYmYTVOcS4M9xUDPk6aJWgD4FZ/m8JcvGWCljcvb9qNkC5+EshwOHIxapq/ImiLYsZU9+NDzYuD9srm/iP5X9NP7iBz9MuJ3XW6RMHrSdPaTuL7dekIXvAHr37oabjddcV8Aut7z3DshVR5Ofjx89jdre5ge/zbdjafjoww+hyVnA2eGTn/xk+CFriP7LLz4dPvnZTxkELzMoXqZuHIggyKFtWse1HgMeY0RA+qdW4AmDBWdAeYHhLaqG3C8trQ+/9Z3vDt//J/+YnXuZmUj9w1yax8TdbQ5MAP7drt9J6f6rcKB/Mb+OzN5NS9Dgx1wJfFQ57BSRHKmCcxC77rvD9g6Wb5DO7yK599kpkmE7WTtCXSSHfszt7+PTf+z6cPwIAsQUuccr4fjp9z3G7bNhGpb6pQEFJ5VaAbaKX6kmfnt6c11gJgCIxCMppwOmzxTjhR7Lhldc16UvwFbmElXpUcTo9PnISHTY0inA81aJagYV+r2nhEqPTT/gjxBJgjSU7AvujMUtC1YJw520CXpVkZkTgHjdGCOAcRHjkZvM8OyI6ftj9BdOACxa+3GxqJI5rYLQbwNoUMHh3vKcAS6VLmbzHcEl+StBHGMmT5oEM3XOECvXAYjy3H8KEf5Dc6xmWKim4sRVwpT1DdIiIcGoRzHZ52ZieXGcBbRxhDV+AAZpzi8CWmBCwAsgdhUJvcB+VfOW6NSr5qQEfwm1CnXwpSvpJvmWXwi6yS5Bki2BLCR5p6ySw0ODS1prwd4V2T4HWuZZq4MaoBTPDCR4lZeW+VKVGNJzoWvqtj2PjXry1KRlEqNOEs97/WlDth3rP22INK8A91fUse+bcQT+0pl6II85QRjntBce1Jmy6C/ZPKsjN/4wKLasjWc8NmlzDA8rdT1Cm+fk1Z+bXsII7I3svewMkzL4i0f0kPCHJ2dk4EDSdlED7/aGEIWSW/SKj4Ted/MUBK+pWd8F1VIE9CavCl2RimoML7P+qcD2DuX9YeBs2/YdcXDqHg22dwcZ8npa9RfyWEAV52oafXYGDwoLHGQ4WPYb6MyPm2tNORCBVyriQAF/1BFlzywEaZX1K+sIqmQD6cj16KzLY+hNWNJ1sziFNS6Gd93M2vq9gP2NNdTJUG3RfxgYkDP7ZhwBvhvNualWkvbj5YyFsxWqwjCwWVx1cDeFbX0WlQPyHzx5Eqn6xsNHGfysbag242zXTNSDvvO7vztsY7r45dYr8sKsp7OvqT4Z3C5pv5bLalZ44YyBR2Zl4d3SrHb6F0nv8fCEwcY91HQWGEy02El38nO3OTAB+He7fv8OlM4u8La7fe8XK1+tFuDdezu2X9vdTva9ibybtt3CteOL6VSv3YT6zd11CXS/p8fKpR9Y3bUUvnuEflNWMlidiR/nOirHkm4buxN8Q4mdUSw4MHW8s7ONFZzXsVW/i/lH7daPkfpqB10N1/SqJkwymolLHq2Igg4ptdPU0RcQrOfjmZLSoduBdypcDJfrFqeX1d5EnJCFfSZmqAYcEiPP8iBl7kHKp+fZn1eH2KdEBFwCc4GFcmUhlJ2wmssCMiGD5ucsh+BSumN9wk4WKZbT5KoKKMGKFN341GPUVuCBaSj9Mr8rwQDPrBfVWzjhLYgDtJCOsx1ay9Dm+gpbz89h2cN4SuNGdNgngKCjo9MA50hhT48iuds5dgGeurZIK6EwUmPoEZAIoJjFB1jVhlbmcXXlAgj1lLGeMV36+EcoG6un/3b/xpqOoCs68HJhhJURO3QHMUj8tKkv+NYUXzI1XzloHUayDvhxRgFfyyn/LKdn0+QiwKpMMpIO/BdY6YwvWDKM7cgzhkEoI1JUeGIZHj3GXCCzGk8eaZ0D2/UbLJhFnUFwZD0p0bQta/M9i1OLkqRPcnFKL3VKKWFa2qL0ObjlJWzxCMy/pFlv1ex4Fho5AzBNL3klKH6ebdi4qmukoPJJx8MMaMjTtiHwrfblDEYrq5J9aNCKipnLIzlTu8QCLimf0ntyTp1penaaDCEpphq1QKNtdtuEwE4akgBppG7kJc+rTuS0b5Ftu/K1fuV1H6BdmHDiFr/6mpnEJG3zoXFEr106ycTfpKs/JQxAtqwnlEX++DRn2OJAn7crdGoVx/AOKt0JVnOk3st3ddot+fGRAyPss5/xHqFzfz5FWybPi0ulyZSD9iEIHjPrdM6MD1CYwSzvKvx1IbnqMH1XV5KOCy6G1pm5GtjML93LAPkI9cNqo8wUMGPpeojxeBEVNnc2xooPB8J+PiEkZLHlhylyru8V34v2jvitkVfO1slf3yf9nB19zYzoq2fPh8179zJbt7jgTsmLw8PN++yNsTx8BFh287y/+tGP+Z7wTYEhDlJmAOh+Z+XNKQOgIwD/yMHv0urwwYcf8B1ZHp4++YCBLmsISKvUiSBYOuFTHKQ//da3hv/wH/9j1gJI189+9vMcMdcpvZSNKNU3wVsXoo9411zv47oWZ0kWsSb05OmHWKd6PPzx9/8U3fvHw/r9+0SEIx4T943gQGtV34iyTgo54cDXxIHWE30pNf3tWX7Z89sRepg6FyihA2JaVTCnJD4qHXRk6nruugkVoN6p4EM2TjlGFcfNqrTQIS4WYOS7bXKCJNxUFlxJTf8r2uzMDebdOw5PO3ifChiFLUEqBtYlesWKV/evp1/5m6gtCQMaVZr7tWc7Lp3gm5+AjiskbVMQZWccaMWjwjgtc4Pyd3rqVu4FAOxiYzXCQRo9ofxJmVl0GcBovvGrNGJCkHS0gGPHGascdJjuUinA18SenTEBor+qZNGYQrGoSBiJzl11XyWTYtIu7Q6t+gE15G3SEXZgNs84WtWYYQHf/LxT6gsAboc1s1wDhoig1RxN3Ak4o8JDtMgeqezUD6HDM85KSkMVXgVtpA/uEKc7adPJh5LYt4eJU8+k1jiVWsZc0ABVqP1ojtTdY1V/0ja9FoEePNgIr9xhVhDrc3WjBcHqrksh8Bl6pcUCeNVS77QZKM8rb0F7VZL+OJ8nrHG5MQ0Oi1MWbTgnDnXQypgIlZ0pBKgrIfb9Mn4OGod8CHjl+tIBJM+jbmMe3DtIK/UeqeYge4oGjNOfzGSqYThbKtc7iG1VgQk4h1cOmAIkbSutMB3g133VlQOAalPwn4xqsGWqxa+sBTCFpMOFxeDkAMWULyKN9wrHidQIS+ykW95+HVJ8nhnXwV534a3+BIBTPIQGjsyk0V5TTtsUEmpbqu3V4jsD5cyX23OZhhJ8WaP1J9XEVHkS6JufG9GptlaLnm0X5eQrUfO+9QFsJOwAVgdli+jCC9Cd+TJx6zEzd9SRZ1VgLsnXdDJgIrlqb5z1k7L23tRsDfRCl8VyfUBmdGwPeTdIj3fvgryzzwL0+i7WTCozCOQXIQPEO9CxDfkuLKJOsxRw/QGLWj/AKhRqau66zMLdpUVUbdbuRXLvGp2sQWhlD4Ht2sHuErNeH3388fAHf/DfRFjg+6qqnv1CTBRTFgUU1usGaoEC+w8++AhVniUG3I8xF7o2PEbtR6n9+sY6s2zmV22oZzk5330OTAD+3a/jSQl/TQ5U52iv864rCSAdfT6YdsT1vLovOrp0mMhQmx59eliDdFGi10mW3qH1bhcAOlVwtrBRP0Yv+7Nf/AIJ8cHwCr1OJcqZDlanl04sHX86f603AmDTIZE7nZWdU8F7gAZhe963SyHY8r66d69aAewCpcejASw7bV2AR7zrPh0ol4UzvEiwd356nHSyLY0EuM7EtOQyHbaONDpPnfa3k5/KnD8gAIngJX7y/hqYEl5QrRR6OyZAa3MuE3LafgQaRQWfDlx9VbmiRQqXqVZ5BXtK9q5myIuCjM7RlwWYrtNhziOd3ti4h+S0uKOUXP3YEWB8ls4STAA9gTLhQcAb+RaQUIe7lamxJpv2kNYM0ncXV95IyLmmASmh7bq1R9S/g7ft7TdRW3Cq/gTR/wusIynxPFBH2XpWugxgsYrCUvI3XdOK+UFo1MKJXHYNgk6KDauVnlQ0N5ZdnW5OSUhJu+l7L62zSA1V93qysTksA94fo17gAtmHjzYjwV9hoaxhp+F3pSFIt54YfKb9SGDeJpimv+3M+pAWKzGPQ6d1gje8bv62YR0JWw5pzyHGA1QlLdNsYTxlJgif67DOAECH71dmEUzTh/iRS96ZS6TBltn24TMH1Z5nW/bzVbDk46VSYiX16p7E4k7SvEBqXwMhQb6zG9ZF9nsgHweKFi5JNfrIhDzrnRZ8BtDbHih/VOwcWOpSwDrLSQdPFuGMQatA2fYh/YJQvw8BsolTs11RVyNO3qm0f+KTn65bprrkPUkU/OWrC/Yvodl1ENOu6WCtiqDdZ7Ymq/YQK0dZEIqqWaqad8QyOpsiiD9Ar901EieA8LRz3q+uS27LdACfdwGmzPEy294WV9nwjbPvlxWkxRrXAozP1/g2MrO1u09aiZ0BhNJzVX3mkfi7w6/5nNl+U7ZqN4x8Qld076Hf98G2ecU75GyfpmxtIx5Vd/ORkJ/QZsaoBo2mjoYd8nX9zJutLQQs42EVwJ5ZH/ipzr5mLn/7u98dvvO97w1/9MffH/7RH32fnXAB9VrUQlCQ8mt1ywbgNEVca2COSuOvEAFe8P35Z//snw9/+id/Mvz5n/95jr/8yx8Of/mDH1D+t6lnZ8nmWdPy+3/wBwD5e8M//dN/km/Xxx9/izzXhnuPHlNvDLQzJWI7qvq2juXGxN19DvRWdvdLOinhhANfGwe++Hn84n3PKN1lu6lrQYk9YW2/rjSKjpnO4ehoPx9tAb5Smt232wH6JamnE1daH9Bkx2Z+dtDV7ytd9CoSTPz6ZlUtRz7rFTDd8jVJpsMNnYr9ipe6uiTtHu76wo49wQlFzOZ/49cit0QyPvAa169NW2fS/dr71gV3EqBHIFIBA0gymCGG/ob3h4zN+ypqNdqIZrrfTtZUDCdYMjT/YiQ7bu1jn59z0/pUp/tlIrAi6YYAElUaqsTcgVYH3wsZWAjmfAY4IJvAIQciyUai5JsUCNoKfAaj8Mh0fC5NAeFE8qx/zTZUmYhG2QFUAMVF9HVnocONgARuDhwd7C0c7EGDwKPMCWbASdsQbEiF/HWgp6tfzu1eYqvuDKVLaE4ALa4tyzRAboTpPs0hLgBMFgERswxwHmHubwlgrwqOkvol1Q/gaeniQ3cGtCl90gtgIt3kwUnaenZeVgWWV+7j1egCIIaXVpH+BuAntMdDHpOX/G73aUdcWzfxFzT5sAH8GgCXhJ7IaROJYzqAUf0C2uHaVO6JC0OKbmqOC6XuengKLRAVqTptVMBsdqWWhHSVhpd2yLMbR4B3nG3VdtDbgu2BvGwvptcqMEDSrMnA8GexltPKKWMkDsIiFSat0EpYW4TvkB4ZTMnXkNP4RqwAbGlKJE4EkEr5mJmLlo700MoA1aXqUqo5Wm3C4ovtlPCM6UyI+CXlPvL7RnzHbTOZIUuioalIdnBZkug5PALwAa7yw3fbss5imcpB0hL7JJiJxZHHqqy4YFVJtvQqVa/F5uZluYoW6aFxQ1zxOr7XPPCdplRUv8y2zWadSAPgvkexZsXZHb9dGB8zw4SVb9Lne2k9K1RYQq1vA2s1a2vrmPNEBx7VNcF6VNAIG0Kl54vOZ9f+9TxWgngHlcj/1m//dvjozNk2s7nOJGiNSoD/ve/9PvmtDU8+VILPmhfA/jyDj7ksgCYt21DSr+zlle49VNSDye+d4cAE4N+ZqrwDBelfnq+hKNdT/H/jtOwByoUMfvIB9Idr+qj+jUyH0sPmHGmkz9OLENjeQtfT7J9SOhM6wjMWh+28fpmFU8+ff54dS5+/eAaw18TlW3AG29TbwfNP1xE6Rk3SFX1dOpuAUzq00kmtjiZSTyV7CiElumfbYF502KGqilQdfHXlzTN5Ee+Ws9y6AjOcg9ZNvR7YwZlb9SKNXrzKvz0KGuL6Ok5dVwcsHS0T0grJ3AssAjgJNGVvjbu8AGBgHUOd+egek56gfqxUG/vVJyxelT4BjRJQZXiCFXmmvW2l8SZ1grWOzAQ4O0AaM4DZdNTEUF1nn/0CLMkbOlIBxBLT3kpAF+k8j1ksOzV1kE6dagjINI2SJisZV5LnolkBD/4EkkVAmHDXJtKltEp07bAFKAE53Asa5gJo5oZ7D7CNjf7AxwIb/LWac4qO9+7Oq7SZZ+gJ7+zsQCeSftqO0n1BltUd9QcJlKHEvZaUh9dIKcNSAtN20wYENjBHfd7VFRfGLg/3760PDx9sckYFB5oWAfeh07aJoxZIlzO61QHbbeB0PRBtebUTAQVD0EScLjV20CnJU30XXPgvyZfTPW2gInFU78hA1sDN+Z5U/iEivj6+UJrNg7L7TvoVCARI++BPtZpLrh1YB0ELGvGPjDONkrgOqK07pd7wL0Cds3Vm/TrA6s71DYKxyodZNUCZdRzmE4ca5po0HQCFlorZVXRM211YM1iCt4LXc/XZlYLbpqn3MxCoZcoYiui2b527N8sxZ5ggLTM2YTC+3WUQSR6UOtmXKgv0UF+mMkv7soxKrqmigFwHO+qW225sRpSIhqs1G0w3AnIPkGCr3nLEYnEXyLopU6ni9DykjYEAdDuLodpWkoC/09DK65R2pyR+mRkxZwmWCce4NiBZmi1jFowC+N28TpUnpfevWYvkQHOdGaWYpIV3tjkXu85Cj3RrE982XrvPtm9BsQzOCOKLPtu/35AzjezLM9lG2tZh1Nug/9PP/gtlGYY3O7XxXKz85H1hVhF/v0fOpLpR2+a9zeHDDz8cHrEj8/0HDymkBa0BiPUhf3Wwu5xTkDjbWZz561S1SlscDd8FwH+XWQEFPxpTeMUaAfuKFQD+LAPwJ6gCOQuRyrVGe9uDhzr3utDbpJM8PybdckyYyc/d5MAE4N/Nep2U6m/MgS9/5r7sw8fwfZ71ubzJyZ4Ql7B0bkrd/Shr7eEIiwtKgjy73fj+/tuoARwAJlWXOGQnRUEnWC8SvPSqlVxyMU0BhB0Kp3Sefr7pLqsjIlQkprdosoOtyCSUePyQkFCzO9P0CIjBMx0Qj2tRGmc7nh7X50mwx6YDNi0BvCf+ujSw+BVPiCU8l93VoCIxK297G5LQdXpuS2cDgOitBUh26AHjlwBtiHUgpKR5Gb3XETbrzy8OKYP5OtXuQj8Ymszt8AENdnoAJwdaQDhADoMk641OcJbVowIK75UYasNaVR1VdlQTUBVI29Qu5D3VCs4J4EagCFJSsq7kX9UO46uekLK03MNz6AqQIm0BTAB+Bh5cc17COodgcWG5TG6at3Q4FS8PRprvBFzGugcduxYx7t9/kHUZmkvdZTt7JYzupFmqTFW38jXoyhOARRqiPkLaC+gCe63lmxWs3Cx7ALjqmGOhMRsKLQjIbG3wKoPKqkxr0PZgOXV1qvvya5Wapz6Hz9UU5TyxiQ+vDHWlRLqlk7QATfrXANZI3NP4E8RrnjmISXz47n2o4lk3L3oBKAwd5kEdCdoF8gHz8ECrNhVRuiqPzO6Qz4y08jCqOIYVQHGunYptdy6Otp0BtkGrpX6jV71flk0npYW3qL+UFX+y9WlMrHqtF4e0lvoKoN0AV2wKRTtVMp2ZPuLb5g0voMuZH4OagPFte+GOA12fcfg+5J0gpM/Awfl+EByHnx62L14V0+jPPeMhoxkcobLEYOOYb5k7PR/SzgX4jJUz+DoHqJrcFXQZxUGJAzLL6IBlhtWvM0rcQdZl+YZ2TbtzoyrNXDq4WXGAyfu6jDlVB76LLEat93COAQTvlUCZ8s8xQDATB7S+r7Ps6JRBF4PEMwftgGMHK1GVpL37TcpCdMsqcSmWRMI230O/X/LP9sUhDwXQMtjBN0UhLSI5A8H3UDO5SSdlps7gj5azLqF96+WL4T/933+W8CMs6Dx8zOZSj54krco4v9zX2WTfcY2+qtU0AsJWKNWI5ofFYRNTl36/FFo4S5R1PdAKgZVUrr2vTLyt1vxOTpObbwAHJgD/G1DJkyJ+FQfqI9hD9Lv+4c39Fz2vH15fVHQ6E7+pwQ1K+VCrOAK4u+HUa/Q2t5A8vUUq/AZ98ZhVs2MwbZJhojsd9jw63n6n/YCno+6E4VedD77JljMZ2UElUzxjD5xPOb4tlqCFj7s9VHN+7DP9z73p21F5KPWO1JHw1T8YECDROu6SPiZST6rO0p+gBe4FFN3VpaBCV4DDqyxM9EyAHl5aQpGdbApY9/VcYFXpC4QlcMrOnY4vVm0IqilGp8HdfTOSTlKLqgRgwHJZZq1caH9dUHh2ilQPgJgdOKkHrRlNTQOoCReVF+IovVcq5wYxSspKdYc6pW5Vjzlmx011cQVhR0jW3ORGcC3gP9M2dS8j5/S14ZNAykOJrSoG1Um7pf0GkvJ5pIcrDFYE+ssAfSX46u8aflkTewCkVfwt69OnS5HkHx7so5//cnjx4mV201QfWIAiUNHJzzQTKFLSKXgQkLoD6AamLAUsT9lhdpPFgOtuQOVCWRY0hr+oSRS6ESTAL+rnpn0leX5u6ry3p9SlDGjuxr/CXgP7IFlpBEQS3ihV/wXGyupOtYkC+ABY26x1CL8tY20ohZ952XacRcH/HL16wWk3eemAW1mq75z1qVlPB3vJN2dAWgYNhGkA3w4ysyrakCdoqLf9US8OugSGthkPrspPMgR8tAPDG8x3QdI86zy7B0Hum5/l8l21TK4FMZ6LU12PkUXXgmYieABpyZNrrewQ3yR6+Z3FMi3pNmwAPvTFyhC1eBG9fcOEFO6hk8HziA2bIDtmWkML135TbEXnxuHhEbMjzmIdMbBVci+gFkhPaw7SvGinpquKjr8jFvq7viPqJrQ31VgWOC8A7B1QrjKAXOAdE+Cvo/I1z3mZ2SNVwlwgGv34EbvIsrfHAfme8l65mFX6BPguUIcJ3DtQRxIPjyyWJjNDhzbxuV4gjfCCOin6KL91AM1yz++fvHeRsjMcHtPkk43iCJjmQFjreQ5LUbpzFvtKh+t7fC8ups6HVwD8z5hZc73OHIPn36dNPMCSjXnr+pe47vSpK2kqVxdQxO21Z3hb3wsX/y8maH+/s3GVPjaYW+46zZZZv2+k3Ao5ubyrHJgA/Ltas39nytU/Uv2T9hX3TVLRP3pfbxF6/pXqu3e3cmrk5bnXuefn2qP7GacCZPdCOoRDpPHuSLq3p44kUi7uldAfYgnnuG1wpITXhX5KtgRKdB0mxNS7kmbxSJv65ytslp3OBl/sQ+Ppx1o/O2DTSCr0Qrlu8/iCI51R8jyJ2SE3kFS+twIkeP30jNu536Z3bMGkRSpDqXl6z9E7kvSgyaN3ay3pFOImr9752Vl2p186ZBM1h1aATEVz7zS/IEob8wJvd2oUnKhOE+k/UE5ddoGYHaEDJiW+9tQzmrAEFBhvhL86xQ4AVlwMB+DW4kRUc7CIoeTP/NV5LbOClIU0DveYidlle3sXxAZQoxYiGIqKDp0+XbnFkSZrR8AZBpGP2ig1OFH6Vp9geWhaZYlDCf5sZg4EPvNI9gX42sJWkn6oRB1pnlY5Ah4p4waqAW6Ys4n5vQeoBrxmEx4HkZoTtNxutqQ0dG2VaX3KuA6wnwfEr2MJx0251iirajgLSlojyRWcUgYKkPq1YlInXpTrACNFw8ua0qUa+WmtsnnKB/lRbaFmaFpgeURBEo868WxY4wu6lM5GFcXrMNQ2TAjqRAZnk6oQ4SCBZw6uiHMhwOd+ygEcac07A8R756zPCEB4xSyMz61PXqRcK0EW7Llxko6mYrGpD8ATXr5vOoLE31LnLwMVKM5ApeImjGm0tKJ/wr1lT72ZRijzvXc2CGAJHfJ1mnattDjlpvE7S2D9Ofr3vYj0n3PeZQjz9TNdgWknTkAueLdsAu6kzdUpRuvDR8vqn8RAPyEjjT/ifYhdevgrny2x1msEz1nQ6myVTLHO4KWlGDFgkjYu4+SxQXysRaXlZSwwce0xz0zZAus8Nmh7D+5j/x2aHHQ93GBwSRtcpm06gF2eX7Zkw/4h1mOYORszXeAmVEsA3BMGZD6TvjP8zPiKGbsMOOCBi3LVfnE2R35Nj1wo60CsBiJ9r4JUe4pSg2C/yjYJy5zBDXVie7AsLjb3GUxKW3DjsrTPzIpZTmdVSIfnW6hc/qc/+z8zyFpFP/4hC179RjlAiEtCXJlweeTX+ijXzu10+9t4zWTqL+VucXrcHtZy68zKq5Zz/FqyuZ783F0OTAD+3a3bvyMl84uo65+U2/dee/RnhvvivX5fh7udx6+QXifHc2jj459ewY7PjpJOj11KXQS59VLd6L3h889/hoT3aHiL7XpVJsZMafvxrY6ZTkbprR/fSLvsfJW2KYWysyqAr/UT2VIfaULY44SGxi2LQ5jQYFhcZgP0biAknTj3JV2s6IbMcy7M1/T7Ef36+NsZ2H1WJyqp12Mvegmz6wt504dIC66d6qYRW37m1MvChTe4KludvVb/PXkZiaPnXwMFnhNvBksfhp09p6Om8z1DUi0YUQotmF9wKp903HUysA7gIvDR5nbZYdfSCR0jh0BKcD4CvFgnLlBT/33zgZLDkpRZJ6pHKBF30CZPBVXuIrzPfgQCD63f1E6oSvMctKVwOWfTLdJQmhsmUs/GL+AGM+nwBV4Csz1me6yrLB5EAvgAOgT8q+wIK8A7PFgGICG9nVPFZhYJ6FoW8mlfe52Nch4+ms/eCKqAfY4U1PP29lbUxNRtVhXn6dOHAVEPNu9FUr+2CuiQn6QbmgJQaZNIbAXJltfBT6okiBWa074sE/Wastk4W/FyUSDJZx66/Fq5XBldnvmst4HeVgOgCWwd5s88AFAxXQmfMqho+bqrrHXq4E3/K0CxiSuFJ3HOzPJwnqYcxVcGbzAilqdctCz4kzAOSs9RqjgOpnwDJBejLDknhPkmFI/blXH6Xx+ItBZAEwP4+pRM6vCtMmXKHoYma3wwN8lC1THScfW5LbuLrKfdhZk8fa56hlFcyxHXXsiy+pMgFJn2TDsSsPs9EfwK8sNv0vQ9kc8OaK0xy5kymjIXtlU3utozHXhzyAyV2ftdOPNdQ2cn9uvhuXbhu3qIEvLRrJaUpLDc9IyWgdwLwJkwpPVIvS23i5gXAcpLDC7vra8MTx5u5h32S3P/0Qbv8XwGrvlmYTnLQY+zZG4Up/DE9uFA9lJaII6iZOBh3s52nWD5R64usNPtCCafQqtUTTNYMc0lByJ4aGXK2owlLV9DYyWg70EuauCQwQJpw9MZBw3kV99ckmmVeMXaIJ2Lc206sww+ttGTf/HsWQQOD1CpcZ8IZ+mmnTWCX6ajMyddu32Hh/XE3x7qxie+lOFXcabSU+rnXyX+JOzfPw5MAP7fvzr7e0pxgYAb4m/f+3nrnzhD9Gf14byJ8+tcvZvGlz5st7P9UvI87AiAZ7FkA5hQ5WbMYsfnMVt4gtrNazqfUyzf7NJBnwIE99NxuIW4+TkdHbBjsejgYltb6RmdRpXVjgYQw12AP19/p4YDjgSGcYCE9AqNYE+dtuZlZ6eLnrkXrbABSt4TP17kbVKm1/nhWaAiiXa2CcB1wIrp9rTSqfkAD2jsnXrLmgct6K048dS/AYAO+nre/bmgxDKZv7zp9AhQevrTLGZ0uaBSyEtAqGX1uWDtQvvY/AtO9vePo96QKXvKGaDaaDMf8xZuqVut3rBgZ07JOGBEaar5RxpKOKWRF3TOmtN0l0sPdwsW1MdGPykhzMPJ6XK9643NfAEm1RhAIc+p9hE0WF9up

What is the Hall Braille-Writer and its primary because its the first braille writer

500

According to Burroway, "all writing is..." what?

What is "all writing is autobiographical as well as invented".

500

What should both the introduction AND conclusion do?

What is grab the audience's attention.

500

Rewrite the following statement into a proper thesis:

I like huskies.

What is: (depends on thesis having the subject and reasons)

500

Look at the board and complete the triangular illustration...



What is the rhetorical situation triangle with the writer, exigence/purpose and audience on the sides.

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