Home > News > Esiti esame scritto di Teorie e metodi di progettazione e valutazione dei processi formativi dell'11 settembre 2023
Esiti esame scritto di Teorie e metodi di progettazione e valutazione dei processi formativi dell'11 settembre 2023
Di seguito sono riportati gli esiti dell'esame scritto dell'insegnamento di Teorie e metodi di progettazione e valutazione dei processi formativi svoltosi l'11 settembre 2023:
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rJ3pP/Q0lHpUrtQZNN2063xsDOaMwUx1zB8okNyS7GYcgZwJXKfZvnPu9Tvhf8nQKdgh1CrcItIg9Eq8RKj90Sz5PIkcw4flEqUfqMTIRsgJy7vL2CqaLWCTklIWU2FSpVjOpPtW31TY01zWWtee1pnVHdQb23hFyhxaDOsNSowDjH5LJpmlmaeapFmmWaVar1RZsLtkl28adi7aMcwh2DnQKdA/GhLlGuCW6p7tke+Z5FXuXetT71vo/8nvq3BXQG9gQNBU+GrIQehpNFsEYKn5aL0oo2jrE94xLrczY4LuJcRHxogn+ie9Kp8ybJ2hcULx5L4UllTCNLR6bvXFq5PJsxcWU8czJrPnstZzcXeY0sj/46xw2B/GMFsjeVC7VvGd+2LXIvDi1JuJN5t6i0rux5eS9hFixW7lSja6hr2etE7ss+UK83fGjdgG/0aQp5FNOc2JL6OPPJ9ae3n5U/v9/6rO1t+0THRif2JUuX+CutbpvXfm/iejLflvQ+ePe8r5swD/o+9A30DvYMdQ93fmz/9Oxzy0jj6IOxqvGyL8UT+ZM5U+nTiV+jZ4JnPecc5s0X9BaVl44vC/zD+o1qBbOyv7q6Nv19aP3VRstm1dbNHxnb53aCdvF7pvtqBxI/OQ4pfsX/97eRX4KWAeDuE8KEkADA4BMAJfIA8EoSzg9C7WmCA8BCHkDfaADUVQOgGpqj8wMiFJ5EhJqTHnAAISAN1IARsAe+IIZQVd4EtaAdDINlQs3IAIlDepArFAtdhxqhAWgDpoVlYTs4Di6F38E7CD6EJeIC4jFinVCx+SArkMsocVQE6gkaiTZA56KnMRKYeMwAVhB7DvuZSIYoh2iT2Jq4hYSdJIlkgdSEtBnHg8sig8nCyRbJ8eQjFNYUg5SWlENU1lQfqe2oR2mcaeZog2j36FLpmeirGdQZPjOGMpEzVTLrMs+yJLFysXawubMTsz/gOMWJ4Wzk8uRm4n7Hk8SrwLvCV8xvIYAWaBYMEOIVGhfOF7ETZRadIMztIHElCXKJOcmXx6uk8qQvysTIBsl5yeMVHBRPnbBXclJ2U/FRDVILUw/XCNMM0QrWDtEJ143RSzqZoV9oUGvYbjRsvGKKNeM0V7Swsgy2yrCusemz3TjFZK/hEOh40+kdHuGi6Brp1uwBPA28CrzXfHX9iv1/BjoEPQvhDk0N24jAR/ZGKUTfOUMaG3x26JxifEkiLin6/NIFx4sDqQZpXZe0Lr++Yp25kp1zVTP3MK/1xvkC40KWW8tFbSXX74aVWdyTq+Supq9lvC9cb9AQ1VTbvPRE6Jl/64P2vU7drhvdqz36vbX9XB8qh6w+sY1sj49Otn+tnru5mP1PxmrWev5WxU7r/ti/+8fv+FMARsAFRIE80AYWwBWEgiSQC8rBE9APZsEBRAuJQjqQC3QWyoeaoU/QDswCq8LucDrcAE8gcAglRCDiDmIMyYC0Rl5HjqG4UX6oJkLszdDF6A2MDuYmZhNrgq0mwhEFEQ0SnyAuJaEmiSdZI8WT9uPUCLsUH1k+ORV5OgWW4gIlEeUlKmqqAmp+6noaNZo+WjztOt0FQs3ZyGDKsMKYwSTJ9JH5HKF+HGJNZBNnG2NP5ZDjmOPM4zLghrlbeMJ5JXnX+Or5IwmnGSzYJZQubCpCLzIuWiYWckxFnFx8UqJR8vJxbykdaQEZHCGv+So3KP9aoV3x6YkWpRblpyrtqq/VBggn2jfNA22cDouusJ78SR19awMvwzNG2cZVJl2mM+ZoCwFLQ6sw63ybdtuFUxT2cg54x0tOLc6LLqyuZm4p7h2ewEvVO8HnlR+lv2NAbRAcbBvyIIws3D+i97RkVF4MfMY/diRO71xjAmdiStJKsuWFxyncqZfT9i/5X564YpX5Lls/53Wu0bWP133ykQVlhSa3fhbVlrjeZSodLM+qMKuirR6tLb0fUW/cINXE18z7WOyp8nPzNr+Oi533unq7t3q4ey36Ut53DVIO+30aG3Ub353M/6oxu7ZwZ9lhhXltfKPsR/iu3gHnUfyJASVgAtzgGFAEusAaeIBIcBHkgxrQAT6CbxAaYoPkIDMoAEqD7kGvoAWYBBaDzeEouBjugbcJa98akYpoRWwjpZDByPvIdZQcKg7VhaZCO6Gr0QcYE8wdzB7WAltLiL8/UR+xDHEhCRFJOMlXUgvSTpwsroKMgyyPEP8MCnKKTEo6ykIqAaoGak3qARoPmm3aVDp2ugZ6Q/p5hmRGPkL2EsBMx9zGEsDKyvqW7Sy7GPsXjiucmpw7XPe5/XgEeeZ5K/mC+GUFIIG3gjeEPIWlRGCRPtHbhOjriLOJb0sMSjYevy4VJ+0lYyGrJXdCXk5BQVHthIHSKWU/lXOq19Tq1Hs0FrWItUV1zHQj9PJONukPGKwa4YxFTAxNg83yzNstvlmxWRvbJNo2263Y8zk4OF51eovHumi6Jrq98MB6Gnld857yFfeL9x8MFA5KCp4MVQ0rjsBEBp7+HK0b0xwrcrbkHEt8XiJd0tVkmguZKbjUC4SMJfby7pXozP3s+KvY3Kw89ut1+RoFo4UxtzmL+ktS7uqUkZR/qCis8qtRqqO8v1Df0VDUlNjs+djkqdJzsTaeDtZOpi7mbvY3fG8l3qn0m35wH4wdzvvUODI8tj/BN2XxNXn2yfzWktQ/YSvN36ENw62b26t7OgdFv+If6nFc8t/jAyJVBwA1fni4zgcAJguAg8zDw73iw8ODEkKxMQpAq9/v7+3/njUUABSM/aKuht3/8d37vwDoJ3g0ky5eQQAAAZ1pVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuNC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6ZXhpZj0iaHR0cDovL25zLmFkb2JlLmNvbS9leGlmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+NTMxPC9leGlmOlBpeGVsWERpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjE3MzwvZXhpZjpQaXhlbFlEaW1lbnNpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgpS7v0KAABAAElEQVR4AexdC1wVxff/IqCgIvhOf+YjM+0h+KjE7GeCllq/BLXy91cxKxWzUrTygflCkzBL0TS1fKIW5i98pFC+MI3Et5ioKAqamMpTEEHQ/c/M3t27u/de7t7LBS648/ncuzOzZ845c87O7OzMmTkOHAmJiYl46qmnoIWqKQFNv/atV00/mn7sWwIad5oEDCWg7LeqGYJoOZoENAloEtAkoElAk4AmAfUScKKji6efflp9CQ1Sk4AmAU0CmgQ0CWgSeOglcJLjRBk40GUOBwcHcNzLYqYWqVoScHDYpenXjlWq6ceOlUNY0/Rj3/rRuKsYCdB2IR1MaMscFaMHjaomAU0CmgQ0CWgSqDIS0AYTVUaVWkU0CWgS0CSgSUCTQMVIQBtMVIzcNaqaBDQJaBLQJGADCdwtuI9c8tNCxUrAqTzJcwUPENQlDrEoZmQdPWtjT0Rn1IUDS1/YfANPvJkAT09nJCQUYW3CcxjW3kM1i7eT8/Fb6h284dvQZBmBh30JBXhlwxOYP7i5SVhLb5Qlbkt5KRf4Yg6TO8chGkUG5OrXr44nvD0w6L1H4dPajd23F/mc2vwPgmafRyY4ONR3xqT5T+H/OtU1qAPN+Nb/BMZsTceKY50xslM9ozB2m1lF9UOfo21rr2Lh0hTEJtyDE+kvZoxvhXHDm8NN15fYrU7smDEq1yld/jTangW2nbzdEbu8gyo5m2rvavppgV5J16Jb9/DJoONYtC+Xgbn+pzbevnIff2h9e0liK7N75TqYQBGHy6TxJ0A3ikzIQuKie+hWtwar4KEtN9iVDiRoyC16wK5q/vYvv4oeo8/h+bDmJQ4mKA+nEgpxmrxIXP++qwa1ehhd/SjuJ9LvqS9XSSG5uw+QSGQp6lNWjyLs23cHy0OvYXtKV/ynRW2UqexltE0nTq25hg7vJEoAijC481FkksHCB4rBwp/kmaIDCRoqozarqn6+eD4ewafzRB0Wk/5i2jtJWHgqG38v8IKLeEeLWCQB0n+Zbs88Jifk6D4FVWA20teq7qdVoD/5w3VxIEHBH9wuxmmtb1chubIBKd/BhLMDGdHKw/6/bqPbvxuCjmJjNvAdtxxCXSr5x5sMsLm7c4kFHNwcEbL1GfydV4TmndxLhLX4ppH6WYyjMhWQ1LfTqAb4fFAz8tbltwrFb0jDzPW3WG0Wb72O/4xtgzKVvRq5kS/1b8hLh4aafm7Y/nEbrOx+ChvJ4HZiSBKGbenCvrhupxVi1awkjF/xjxqs9gtTBfXjmHxXHEj0mtIEXw9rgR2fJ2MKedYyFt7EsemF4seJ/SrGTjkr4XkROa5VTdWsBIU31t7V9tMivRIi5w7nsLs1fFzx995u8CAT3nE7b2p9ewkyK8tb5TuYMFKTLbHpCCaDidsX8lmnbgQEdDpr5YJLiNxxQ5ya9vapj/FBrdHWzRk7513CwtgsVnTL0isIOH4bn4U9hahJ53EZD9Cpa138viAVG8n015yfn0LT0/m4kFWIO4/WwIvt+OFNYswtfD7vIjbuy2PLLF3feATjP3wMbetWF1lKic/G8m8uY2dCDluG8R/VEB8Ht8GLLWqJMMqIOd6V8JU1/RgZmPWRLC/16dMISev3Mp2KU8/kZZ588rZM9pnn7uAbotvNK27AwdMJdHmk66Am+CSwJb/8Rcos/OAvHCMv/L6D/oWc7bfw7cI0Bhsw+wkE9WsKtQ9xztk7+F73XRUypQ18u9THIxuexMYhfyF/ay4u5haho1t1rOxzAhNO81OnlVUfSr6rin5qnNDr5fMpT6A90VfbmW3ZYILW+cTlO9pgQql8K9LK58UYCjVtV9reb2+7ZdhPhz+Dti5OsKhvJX3Ct5+exZgN/Ex24b67GBFwHO9Nfhzp0v7l8doIJ3BH0wvwFlkGy9l8E/NCr7K+44UhTTF7Yhs00C2LWdtP/77mb8xYkIwMMjtWjQxqxn/WBm/7NjImriqfp7Yftrkg/PzcsXVrDk4QO4n0ae1wLY4fDBgjNK3RnwiTTTQX4dS+fEQcy0bGFm+cX3+TLVvQsnTKc33CLXw08z7iVtzCdrqksoKftWC4q1dD1IyrLP+VVjUwkgxk9s+7jB6TLoqk6TJLQsJVLJ9+FclFvnjMyRGJhM+niT2HNGwh+Onvm0Od8AF5MRkL5nivKlOyD3KK2Gu6SGcIlRSbKQ4Oc8myDw102l0q+xHtPNDjyT9F3YHInayFkOWRi8z25cjcZ1iZvTo9ridXMRDYT/3O4K9lBVgT+JiYXVJEOmfV+TF+ANiyvX6uLJ90UtKwdU8HfN/zNP8MSW9UwnhV0U/HNxqzM1Oo0Z2ziyPTRMJu/Yxmx1amB/aVUG0VxvKl4zk4EE/65Hv6peYismzxr4512AcWd6tIVduVtvc+6zPEti720/PJUukvlvWttB+hHxTSsHV9Jl58txC/S/r2ER3qYc/Cf1j7XU9oi4H176m45OKAX8mMKQ3m+ml+IV7EwCIRgWcwbIWED/JOGr7vFGJXt8Hq4S3lwA9BqsJ2c3Tzb4yXUI29/P+6Rdbdd/LKDgh5FIM99a/YfLI2Kgwkvoxuj/y7voicwhtN0q/JswXFeP27dhjr6crURafb9/zeCW3IjIX+NQHMXv0EZgU1xRvd6ov59Iu5iExpfzQpmZWlU9/HUl5A3Gq9n5KlO/8Bl3YP/33ztPg4bD7UGUejOzD+aeaH3sdxqdjQmlgN7yLSSh75edIVOJNDTGq67mW/Dn1PijX6yK8JH5dMo1LZn92VLnYuG489y14SO2bxAwO3xDu8TCVlKJLF5Bm4nOCNweBfJGtHJ+NErjqLhhuX80We3F34R19qOnqSfNXS8FZUe9zmeqFf9wbisyIWrKSRqqQfqgJXMpCgX0J/783Ec8RWigbafr109lcsQ/uzWgLHV6Sju/dRdO9+XPz17HkCvyTxM0OWtl3a3o31049nPbC4b6XLJz8fe17sA2glt/7eEf3b1RHbK5sNVfQda8lH399nu+J1Xd+xn9joZZEPHWv66Yz4HHEgMTq8FW5m9kDkrFZM3mveuYDDZOb7YQsVNpho/GRt+LTnBwC7fr6OmG2ZTPY9e9RHzQR+twfNqNm+NnvJ3Ex5Ef9pWQuxP/+DXYf0sxhFxEjz8S4e8NJ9kdDpOd9/14eHk75qz4U0w2fDW2D6gqfxBJlSk4b867wxJs2LJFNunciSRdfh/8Lun57BoYQumPzKI8i8eld86VGr/oFd6qFzn4aI3NNRRBVNlj6UQQ3vyjJVKU0793gyOGPGl0Yq1vhR/aCRGkH2DDiKi40dceCsN/YS+wU6IyQNrxDj2g/7PAI6m7D06LPirbgLemM8MdNI5HamdOhgBECX9a/WtUinRE6FVcxUmC5ROe9UVv0I0r4ck45Hex4Tkoha6onaYkqLlFYCdFed9Efxudfk26SlbZeWNdZPc5L+15K+9fFOddDTry5FywaRr/y7AR6TLEmzG5I/2ncMI7PH/2pXGx/PasHuONZxYgNSa/rpS2TJWwhdu9RFfuY9tH+R54fmH0lS1ycJOKrCVf5mLccaObg7odt/yBbO03cwd7R+iaEzsWE4qOBjU/B5DAq9osjlk9Kpa5rDFeqn5YQCz5KXg6lw4ah+ENCysf7l1vMN3dc0KXjhaoFY/Kk2+u5K/qoTQWQRS3iXFaxkiZfJgG3D6NbY9+0VDJpxWeT+0RY1xbgyUr+rB0J7uGNKLK+DveuzQH9E4niWGNcdIMsc0unFl57VbxMuyNEPOJV4TaXbdHY3uCV9fto8ote/AWAlz6hq+rmw7Sae8DslauUHso38laamnzURUIuoksBA8rW9eezjJmEtbbtKREI/nVmKvlXAeZ/s4igiMwzSvkK4J1zddEtiNO3RmLeDo+WEYGk/Xb2G/mP1bTIzrQz6N4byTtVN6yVSznWkk0Dtu+tHcpQ8/VJ6nExT5uvW2GneZdJpCAMJugRyiHy1niFLDKaCg0TJAkyn9nWEqMH10af0g4M0MroUwh5iWLNx23WcSytAHd3DR+9lSWAcyDRaScFS3kvCZe/36pBdNA0bVsdb0x/HyiGNGbt0Gar9+ATTW8mcHDB513NsyejbsFbo56nvDo6GXsfuVPno/vhfeuM7N0LL0lAkWf89lsIveUiXPjzcKmxsbWlVLIavSvqhU8zSgcS+a93wXwvOo7FYeA9hAWP9qEwMFrZdWVmSEPBb27cq8ZUmbU0/LZ3jnPfTU9gT7YVo8tvy09Ps+p8npIvspeGu8pStuMEEWZ5o5Cl/yb/ZtxFcyEOqf2UA6Sn6syACgx5DFzJzcSxKYlCpkHVKaj5SyQAgTzIgKSzhvAq3pvoX2JRZ53GdGHZdI1NYvd45iyF+f2Hc5quQvrgGjfsL57PugW4fnNxdbxfwgmTGQmDJUt6FcpX9+s6ip8R1Sbpdb3k8bw+jrBc1fHVw3o1niX2Fz9iW2HqqOy5t9RLBUjP0gzua+b9xl/FLMjHnJNuIV0zjt3jS/A4qje7qtKop8rVs1RVk5RZj3YIUioIdfPQYsbN5GEJl1g+XWYx3vPVLG/WDGsHxXD62bfsHWzen4SJpm1oovQSyz+Xh+OnbOESMMGW/49mkf+aY0bolbVfJkdBPO0g+CizpW5X4SpO2pp+u34Jfoqd0XcnHpi/ZvdaW2AD6v3kG88iuwAuZD5/NRLl/iokDBWIZ7NC0OsbCGYt0Jyi++AI5YVCxTt38Gf0Ir8eLcXiRrGXTU++EkENeLNTqpjCHN4CkX7Qtye/XKy/IBiUCPD04SeSBZNZsXZN9Sb9HthlRo6OmK/aKoDQyPaA5apLZkqigR9F/4VW2hbBdvf0ymPc3tGVbCrlccqyr5I5a3iVFKldUIUuBeYd6TgiP9sT2vidYFjVQ7Ut2xbQiw3mpfNqRZQ4htHPdBx+fWuygKyGvrydZltDPRLLs1x8/JNxm14ZTHkEXlUZ3lK/RxAh3O9HjsYU3UI/8hDBq2uPiNjEhj16l/ErzK0W8CurnAtnCzXZo6RRAB6vdyU8I8//siI+9GwhJ7WqJBCTPy27SNjpL2ocUTfztl6Cq7d6V97UUh0E/ffNFVX2rlL4Ql76uWTch4V+AUdN+VfXTZAAlxdWqV33x3fUR+aj8SCBIrvSwvg2t9TPekltVOlruMxONyWCABmGSuveUpqKAvcnXPTV6E4YPFKaxbz1x9wbdTkQHEsFhLcWdFHuOZbHyfSa1FPHQSCo53VKKR7xJliYEHtyIAQ4N765pjwjdDhEBjh7Ru5mswwqnc/ovaIcd4W3QXse/AEd3FywVjuRW4FbLu4Cr0l0l9RWmLYU6tOrTAD+O0ut29qa/QbZ7yGTf+N91cZLMRAjW1bQR0tCBLHftvehtYICp3OlDDy1KJHYVloyIXyV6VOp6wrLHEf5GM4F12dXoMySDsOOERN5VRT+pF/U7coxJvmEtS54GYxge4jzJ81KSFGo6V4OqtivBJ/S1Bv00MW5X1bcaYah2bd5qrca/avB9gBF6yr5eioYaYNKgqp9W4iYz6Atv/xuhQ+WuGzoOrYvjN/+NJor3hJRuVY07cCQ4OBDLde5lu67jXTIlnUdmIdzqOrOlEGPMFpH72QTOhWwdkhrcGIM1lldEymbTmQ7yoDQkdIwGMtjJzCqip1ew5Q81JntqeDdKy0aZ1O+8veuX7rQovM/Bkci+nkT2dEljqGssO7PiOzK4G0HWxjPJIWYOZGtn3VLYONwl9PIIPadS4rGFijT9GEpR04+hTOw1x1TbNcWvyX7air7VFA1r8q3tp4X620NfYk29rS1D+62TnP5snkozjHclLw5X4TPRRO2dyYuhoYsw52ECqIRsZ0KjoRkadKBRT7LOVwI68ZYa3kXghzRSp56JwZtEHoLti1L+91ILMHPhRbJ4aXqi7S456GZ0aDt22h5F6Uro6Vc9JUS0qFEJaPoxKhYtk0hAzbMhFZTJftqKvlWKt7Rxa/tpS+tfWj7ttXylGUzYqwA1vspeAtd0xrQFZE3UWLhLnKqFLrxu7JYs7/9CnoDmBUomEpskNP3YRIwaEk0ClVoC2mCiUquv6jNPlzO2E4OvIjIFWtPEsoZ75zrIyeiB4pJ36qLOQ7JbozyfCk0/5SltjZYmAfuVgMOZM2e4p59+2n451DjTJKBJQJOAJgFNApoE7E4CUpsJ0QCz8cx/qWL0nxl/q4LTgOxHAtTAVtOv/ehDyYmmH6VE7CvNG6gbX2KzL041bjQJlJ8ElO3CtMWaEZ60gYQRoVShLE2/9q1MTT/2rR+NO00CD7MEVA8mtI6saj8mmn7tW7+afuxbPxp3mgQedgmoGkxoHVnVfkw0/dq3fjX92Ld+NO4qQAL3C1FYyJ96XAHUNZJGJFDiYCL//B10+TkddG2kU/9RiDycokBxHwnblsDPy6WUMHq0Nw8sgLPTYJyS+3giACpoZR3FlIBhGD1hPCZMmMB+4wMDMWbOFuKrQxfUwAiw9FpwAZO9asF7QiSkx7dKQUzDZCJ60Wfo4eDI5NOrfxCiTuiP/pXhqKCE/b6ochC9fBp8vGow2bl08MPcHw6JOribvBOBAYGingV90yvN33lJ79OlgkRrE7KVVT985e/g941zRR129B2KiH3kPBAtlEICOVgV8Byqe3nB0bEHdl6RupwqBdpKVfQ+IgY8iiavLRf7A6vYJ337OK+a8HSohok/JLK+Xpq+fXoDu1etmic2nb9tFQmLCyl5shhBBRagJ2AS8hwx0JP9ag2sw/IdHV/nQkImcOQYaZZeeTydFmEhacNHNoER8GUkRDI6lOaRXCFXPa3sY98yfmh9pL+6PZdw2Tp0amD0lIu5qCneDJcUh/4+jZmCKeDIcdKsbG3fETIZfh+vl6EcV9mkjOmX6tt+Qx63bkhjJjsXr8Hc7LDZHDlym6W9p+4gEue47GMrWVqqZ2l86XFB4/ZbS4GzqqgfWrfYsFeZjmh7nh0WLPYhM2IuCVWvFFeqH3sJ91K2yJ77vvNi7YW1cuEjLvxdbnRIGPcSqnHOTu9xG36az70/m+8TLGbg9kmxX3lr0WGOU6RzEvR9zFLJe89iOpYUUPBgSdHyhlW2C9ZKlJ1Zo+Am3GDSeddw/og7U8CzmH9xB+sMGvRfwrH3/O0ztoGh6Iuzud3LPhEbCe18TkoHE2poETQnV7/HcEQl51CkXHGx8KNE+KAGRoD9e8/XIk9ivYWbuqspmHspO1jZhv2/Fwcy+RejmAyFF6ICVZkllfq174EEx+Wf3cRk1yRwHf+sUckUXeVm9nDnpANNvX7p8EKv/y7jf+Z0jy3Lt/e/qqmfq9wkVGd9SBKvHu7Brf3sJVC359dim7B33VD+lJ1mRfL8h26ARnmiP/pCFfroiuSrfGjncUt71GX1FupPr06O/2edDO6eZO8wioMNJhRp6QdLxGn6TimHoOChHChaTYLKTRqMLnMkDZzOfCH4L3kPT+k8dLu27o2QoGbI2haDZLJmkHPhd5vAEIaQc2o1eo2eDw//cRjnV5dmyYIaWsQfHc79GQ2X6hPRoQVxbc6W0xzJVCD9CejUwOhgs/7EkJ6fCAWNX0uAcaj1LywLCcbiaa+D+L5kwbXFE2hJ3NReTExBRU7C2+/UuV7M1KHapwG9Ifrec2qG1/r3YQDCwdu8bnkdc9d3I+CdVSADYER82R96x/J6nJUlViX0k5uBRNIIq1Wriya69ufQ4DF4W+SWrbJorJz4LL6A1ZN+kxErKl6JTbGK7fpkqjwscBiGjQ7Dwb9iMSvgZbZU2LHnSLLMmobMc7sQ5N+LTeHzebqlV2vLMY7IktZauqTlxeM1sqSVeW4/QgIHwJMsG3gROF9ff0xbEY0cSY1KhqmF9/ddx8+j9McYNA5Yh38KI8T3lAQVitPPYFnw+4wnSq+jry9Z8l6NJHHNWwptGK/uTrxYk1CtGvGS2pK8U3QhNf4Xspw+gNWBLoEMIHKOuyLxKVqQwuQ/OjAYK9YuxhCvDgSHJ0K3X7CSJ/OyFXir0CsdWRAGxCUOms5PWM/yViqmioWv+sjkfJvBMHqpsdyKjX+yr8mk1SPY16d0ZkINPxz3DxdKvlxpXVx8vNiVxofPi+T0iwpqYChH2dxSvwaMj4PJh7kRcOIMZybUwFBcZI6kuIDLTDvPfRv0CuPrvbVn+Bvl9K/UbzmRtTEZ8qXrWVM2M6EnoF9S+vrgDX12JYlVTf3kcStJG3JwaM9NW7OfS7uVym0JG8Oef++pu9hSVSVRD+PZHni9secLsV/77sBe1h7os2PQN0mmyul9cz/ysuTi0h/IpvnNlaH3xXIcWZbULekqy723lhxrRAKdlRKWypUw9HlQC5N/ln83ufuP5Eb6ebC6rTQ6a8DPjClp0XSj/uv4mUvlLIAyXXyd2xQ+j1u8Zqc4k3bmp4km5bk0Xtf3mJB/6N54NltnEU8qZMuEVwF/tB7SIFvmEG5cjp7BBLZAsbZ/chm/jEDXj2wFI9AUrieXDTIYTKihxWXGsSlUWkEyw8GFkTVauq5G040DVvLT5WpgCCNndLYgM2KuklQiW1dTNlg1MEKdDod1kz2AZ3TTvsL9sr4yGdi1jYQ5CdDO6nkmw66zDV9E+Rf5ZRG6pCRdHTOH1V7uV1X9PEjh9ULrJ/2dLOfnv7R6prxXfNDbEdHl538IQ9Ilj6jUe3oWJS/Fmh3Gcn+kXuOOrP5U1AFdGolNvsbFLftAzFtK+3ory6UfWiriGbNoF3cr8zoXGfIGy2PLkln6PpUOQH48Tl+6edwOAkMHmz39Q7nL5JkQ+tSSYGi53eFzuB2kvg9Sd3FzCD1j1lHCByjV3VcxiVxBQToXOaU344kui5yk66CS+hpb5tALlI89SNslDohovf4Xf5Y7Gv2d+J6heqH1kOKl9ZuzZgMXMv4L7uSRCFFOanlSI1sln+WVVrYLcTAhZSBJN/r6QvGVJx1M2ApGSpfGjQ0m1NC6mxbHfREUyH2+Jk7/1VN0mZvZvhZTIB29qoGhdg1USN5To3jWinjbEPqiEtbh1cBI63Uz4SAXszeGWzDqZYa7doeZHB2mlFdQKr286NqGTjYXEdSFyc3Ddy53xciLaNcU3kiWdYi2IVquWKqkfsjXGZ3Ro3UbPm89d+jQXm6hbmauvv8CyWxhuYraKmL2oB/pi6zv7FhWD+ErnfInM8SUvCS/PqiblyV5ghHzjH1/s/JSnMzA0MpyR8IHMT1TPiLiL3Cpyalc4p4lYh5tl+m/6+3PKFzPoeO4Rcs3cAfP3RR1ogZGBFYVKeZupSZz584d56I3rOBG+LgxnkS7K0l91Qwm0g8tEOsknbW/IbGtY4bfErxddbrSs2sZT2pkq8ddvjFluzDq6Ktx27YEDmjo7sKuyr8m7jVhKxglbmNpNbRcmnTFpAVd5cWdWuL9hdMws+dkFBYVwTxMNn74bCTD8WRzB+z79VfkZhxjtiGO27Zi3fZW6PXvTtj3sTmY7mjloRdtw/bd0Jtg7e3TC01rdsOghTMRd2ki3npMc4ItV5gilZuEWf2ex8zYHJAXEE5sDsKjov2LDpasI0eGHmW2Mq8/X1+BQEuWqQRK0E9GYhy+RzHINDe+H+bF2OjSpTvauL6I10LHY8+lQO35t0A5Cdt+xGk2wQNET+sBh2nywruDI5A49iUD2wGXmvp+yE1XpLk7b4nkULcp2hMbrtO8gZkMoSXlnGuIlk0I6NJGhocm6Jb6+l3fRGiPWZhC2jINe9aHkx+Lgny4IXaOvyoY9bZQOdgUPAKDQjfzRBT/zoq0mmTm1esMjMw24Mk2giUc4AjpttFiGarOrRtK0pbzpEa2EgIVGjVqgMnpti6fP39Dxlz2jTRizPg6WjVyha1gZARMJNTQKrh+EhtXrCCGMArTRslTowYm5xJ/msTqQH/49ukDvyFTGVf372/HqH49sSnpNszD5KDg+lEsmj0P+2X8OOIZr2cYvrT0fBO11bKZBLJOYWSdp9lAondwJJKjjAwkCGBOwgH20uo33w/NNNGVnwTM6Ody/H7Gy6OtpVpxRJtO3Vl+Ro72/KtX1t/4YXREieBGDTFZCfnLjWYVkkEeH3QdvS4lvwgw+lxT5Yr0p/hg/uY92BsTg5iYbdj601Zy3YNXnyAvXmJAPXl3Ko6S/GVhU9HPUz8sOPR5f+yh52WogdGzU2Ls8rZQcSDx9uxVOHzuGhKjQ0ssY+6me+NHRJCsTInsnPXGmSKALtKxvf75t4YnVbJVEq2gtNHBhHsbL5ApMaxcvwMZAmMFp7Bixm9wqtYS7uSD2lYwAvqSrmpo3bkSiyHkgKqPV/whQZWJjV99ydJ0NsU8TEMM//UvpKamIjUtDWlpt3DtbBQZvTugVodJOJF2Ex90bq4Cpj4KyWBi3PRJmLJOyk8ODu3+hfHTskFNCZ9aVC6BG5j1Ujc2SPhk7RHEfP6WuCNGDgekHIljWT1e1DzfKmVTdmnz+mnVxZuRv3ImScbGheMJLF3DWTLKl0FoCaUEMo5vRxjusew350Xi+OnjiD90DPHHjuHYgXUgtmHs3qIvt8l2RijxlFW6QYt2ImrXxm3h07s32nJn4P/WZwgLW4WL5MW7f94gODh5oNvru+A7bg62nirApa3TxXKpGfmqYMQCZiIZKSkMgthfIDDoHTzX1h1Ho6LMlCr5tlvDRgyA404jYNxXSMouQC7p5yd3n8jyiS0GXmgjnx2lM+JCsIYnNbIV8Ff4la6yECYMFluEdejnAhdwew9s58Z6ujK4idv0B87YCkZK3JjNBL1vllZRkrhGS0ai3IEDMdxMv3qM52bk3AG21K4GRsoMjd/lbSaUBpgyMGMwxF5jLJwZfcoPlaHAD9nOJNpfyPCUUcKYfsuIlE3QXto6icmN8t1rVBA3auhQbqju5+8/WbannB6MJK6B2oR6+SOpkvq5myQ+/wOD6fOvt5nQzpmw5BnT71Sihon7iTGjPBSLh+PR5yiK7LSTGgCKhy1J1vFN5qmBocSVcJK+jvIg/bnWmM6MRW8obCZ8fHxEOMFwUQ2MvO6mU9KdL9W9enA9PKuL9JgcFbtXjB1aZYi9gIvS2W9J6yjEP9yo26VH5CPYp4iyJsis4kmFbA35LJ8cWm9pMGqAyQNkcBFTBooKoAWppa5ghGhbGD1LdPspfTlIt4aqpXU79Q9usp/8UJPh86Jk1r5qYPTckBgZKFBDMjoAMLlTwATM3bQjBvy8PVu6VVVGqcwSSqWXGSEbIRYMfYVGKr3Kn40CtiWNWWebVI6NmCpDNFVVP0W3TpIBdCdZH/LK+KXcJXknUoaStQ3qCtWP5MVt6iNEavE/aPkR2cte3DYpwSMaD0rz6PZKZZqKT5onHBUgzRO2ZZKDBUOHdpbpunPATO7krSKdEoq5U1u/EV+yQpvuRD4OYtkhgxRMDYwOndlLHtm9we8oobToACKYnKQr7PBjO/V0/Ta9z7awKtNGaWRzO8M/Fnd1CLiXkB0jYpDKR3ZyphU8UaRmZStSLtcIrbs0ONCE0i85ARJDQVY68sgBUC5uDVBbv8wl3qcRW8HIkJpIqKGVS3imPmCcXDzgUVtvgCRFqQZGCl+aeG5WNjFxImuQzqb5KQ1+c2VL0q+5str9spdAVdePvq25kfZoohMpezFbTaGq68dqwRgpaF7X95GblUv652I4OdWGh4cxI381MEaIG8kqzMtGbgEHt7p1UUNpvG0EXnUWcTSWRepxn5gDuDUguFUXJDYrVvJkXrYWMGEDUGW7MDuYsAFNDUUFS0Cp9ApmRyOvkICmH4VA7Cyp6cfOFKKxYxcSULYLowaYdsGpxoQmAU0CmgQ0CWgS0CRQKSSgDSYqhZo0JjUJaBLQJKBJQJOA/UrAKTExkXFHpyy0UHUloOnXvnWr6UfTj31LQONOk4ChBITxA70j2kwQt9SGkEZyKoNHQyNsP9RZyrWth1oYdlh5qh+t/dmhYnQsae3HfnWjcVZxElC2C4uWObSBRMUpTqOsSUBrf9ozoElAk4C9SkD1YELryOxVhRpfD4MEtPb3MGhZq6MmgcorAVWDCa0jq7wKflg4LyzMQ15eIe6T80WqWtDaX1XTqFafCpcAOSeikB5GpAWbSaDEwUT++Tvo8nM66NpIp/6jEHk4RUH4PhK2LYGfl0spYfRobx5YAGenwTiVp8/jY2po5SB6+TT4eNVg/Lh08MPcHw4xr3UUx93knQgMCMSECRMMfjR/5yXBSZgaWhL+Ci5gslcteE+ItIKWBM9DHb2DiMAu5CCbfthJnf4owt1zPzGdrv9L6qGP6Gkz//y5uLjBzc2FlHfAwAnhOJVu6KhIgbJSJCvDQMJ0m72D3zfOFdtjR9+hiNh3sVLI3WZMEq+2tG/w8qqO54atkvvOIP3GOK+aqFbNE6tkz7XNqGuIjErgPiIGPIomry0X+2ujYOYydfrzdKiGiT+QjQyK9O3TG0DvUf1uOi/tt8whLsV9BQ+lwGR5UXoCJinFEQMw2a/WwDosnx5fHBIyQTw+dKXkeNCkDR/ZBIbyQENGQiSjY8zXgnlaedy6IY0ZPy5eg7nZ5OhU4Xx076k7mG+O7GMr2X1aX2M/5oue8GGeFmNX91fMRU3xZvjq9lwiHt2tlpYUU1nFaV3tP+RxS/0a6OT4NZeuYDgngded9Kx7evS6oMeA8VO4sJBgjngjZHn0iO0jBn4MFEjtJEnroGx/NF0ZQkltlvpNoXWj7Xl2WLDYh8yI0fv3qQx1LFX7ua3300DxSH0bcZJ70ue6MsiksvIYF/4uNzokjB2r7ez0Hrfhp/nc+7P594PFdZLoz5hvD6HPonovN/0qebK4UuoLKNuF6JtD2pk1Cm7CDYYjRx2wnNGdo59/cQfrDESHV+S8cJvAUN6Ls7ndyz4RXwxy/wvkvgpa+Wc3sfJNAiU+NIqucjN7uMscQRUXF3PCj5IWXkhdiDMwVlUVtGg5Ify952uRb1E2upsCHXqlwYCWDq6sL0qllzU96/DncSt1gwnKLzsrX4JIaJj6RpnBzW1fm6ODhjjx/H9aoJiLDXuL6eS9tTrHOxI89hil9ZW2v0oxkDDXZrmr3CRUZ31IEv/4cw9u7Wed+EPl6Evip4HqWeZHRnJP/1zb4xNaVXgiHyw95L6bBJ0I7zmLairRHxtMKNLSD8oIwYeJRQSsAFbwYAUG1UWo7KTB6DJH0sDp2EhOHfdf8h6e0h067tq6N0KCmiFrWwySyRJEzoXfbQJDGELOqdXoNXo+PPzHYZxfXZolC2po0QLUVfinAb1RWyjt1Ayv9e/DUoLDY0dHRwg/7vpuBLyzCmTQhIgv+7Pz1dXSYkiz/sSQnp8I1AyuAh16NUbLoICWIUpg1fAAbDGy3CECFPyDv07fhWv79niigdT/iiO6v/sBBsMTTQWli4UqR6QyLG2Ya7PIzUAi6UOqVauLJjqfCA4NHoM3pLqqHPqwFZdOns4ovv8DRn+xk0iGBMPVPJFUavwvmBIwgCyPeLFp8gGjwxB3JVe8j+K/ET5+NIYFBOGXE8exPng4m1L36uCDMV9uQYYe0iBWnH4Gy4LfJ8tPXgx/R19fjJmzGknC0jKZKg8LHIZhhObBv2IxK+BltsTYsedIRJ1IQ+a5XQjy78Xo8Xk3eRrWlmOlyZLYWrok5sXjNbIklnluP0ICB8CTLBtQufj6+mPaimjZ0lHJMLXw/r7r+HmU/hgE4jwN/xRGiO85qbDMykkKbCRe3b0ey6Vu0Nu1rCNCmNVtQQqT/+jAYKxYuxhDvDqwZyB0+wVYx5N52YrMlSZCRxakvPhlRNP5CetZnuhdjmaSIHxZRxI3t7aCoXjzU2O5FRv/ZDMDSatHGHgNVUOL4jEM5OvIs6ZsZkIPo3ft+/XBG2K2elrZbFqezqIcTD7MPIsqZyZEpKRmP45qymQqpaW/X7Yxql/7D/zMROOAldzR6FAmK7cOc8XlDsOZCeIxtF9DBlfbdwS3NuYQdyktk3c1b/+VlXGobH+ym3aaMNdmOY7Xp4NDe27amv1c2q1UbkvYGKYv76m7KpWeStV+JF+KFA8ZUDAZRJwmrsKLzohLsdKZiTM/TWQwFF75Wxqv66sk09lKGJp+ddFhE08OP2NkrEyj/ut0s7PypRljsNI86pEzTuHSW3rfVFwsR56Vdbr+UQkrzFDSWS3ysWggDwpPnyca1MDkn+Xfbe7+I7mRfh4Mn+hZVSYxFXKS6NbYzARXfJ3bFD6PW7xmp7j8XRrdhu6NZ7N9ShnRtKg7JU8qZCurtgUJSlcaZDMTwhfRjWsXCBxwu0hhxFbIspGRkw9bwVCMrs1fwsj/82YzA/mFktE3T04VLR2o5EIN+gYiLCEfz88ci47idAUPcjd5G/67Ig0N+3+Pkd0aieXU1IsCJ26chjFb0/HZjqXo9lht3GDtXkQji5iiJQPSEkwC99IK8Eyf8SD2L8g9GYyJ350yIZkaCFizC2M9XZG393u83ccbjzWtB2fy1fL+1HDEXSongycT3FmTLbQ/a8qWdxlzbRaohXfCl5Le5jRmD38JTRu2gP+kpYzNZbN6EV+LD1/o4OOHJxP4PvWDYcuQcd8Zbgox0BnM/775JcslHyr4X/xZHI3+DsR1Nssb/+IcpNBpDTLrJpSlX74R8Rdw7ewvIHZiDO7PrQdlX+wsk/zdPb0fYbjHkl/FJKKgIB2RU3qzdOa2aJyjfbwEd80OY/FH6jUcWf0pg6F/xNYAscnXELfsA5b34MF+nEzOtLpcRvw6DCN9MQ1jFu3CrczriAx5g6XXvDsNR7OBs79txmnSx9K6/nic9LZcHnYQGDJYRa0zR5lM1MC4tvPH7vA52Bi+BMsX/YQ5hN7AZ/SzBowo+VMlJwHY1NXxEbw59lN8+HZfuBMYa3RL6zdnzQaEjP8Cfd2SzOtOwYsa2SqKWJ0UBxPSjqwoj9/VUFhkeuuMrWDUcK6GlhxPDtaP70ke0MPw8J1LGoth5/XHyq9ZkVmT/fXLIiRHDa27yVvw9JDF8J4ahZm9mwHFxMUtKetAhkPGZtZN0ZLzrKUECRQROQYsjmId6OrAAET/w8HV2chx73W9EH4qFymnD2I16SCG+HRgL69lc4PQrbU7lh68JqC0+6u0/dk9s2oYzD2FUS0HM8jh89bj0KG9WBj0Ckv3fGNhidPwatBXRpjOIz/DqtXvMtZvn5iAaYuiUdOzuqwqmVf+Yi9NmrniSAQGPN8OnfuMwKY98xlcYdFiRCfkyMr0+WIuhj7/OJq2ew0fz+Jl7FinhtEBm2v7IaSNFONWajJea1mAff/7GbsOxTF8HPJQpFh6mfPNdLzQvCme/e8QcaASvGsWXnqsKbz7+bOlZVZY0fFZUu5y/H6xPl27tER+1j207+bD8u7f344jSRlo/GgrlqYDl/92aoxeAVOR3Lg/Dpzdg91Rk9GSjKHUwNBBbs+xU/Fqc2c4NO+FqR/1Yi96kQFdxFI5KcsbS1ujW++QxZj69mBM+3oSvJ4dapHuKA9qZGuMV2vyjC5gNm7bluFq6G7M1zzQxL0mbAWjhmk1tEQ8uUmY1e95zIzNQX3/BTixOQiPKj+DyHatyNCjcKk+Ea8/X18sSiPmaXH4YcJIVubJ5g7Y9+uvZHn4GLMfcdy2Feu2t0Kvf3dHKw+daEugJSOsJeQSqNsVq7d+hsf8QjBszLc4MKuB/P79O7h+LQOujZujxTPdMJz+SCexMu8f7F01G6+OW4opYzdhyPHxRjsLOTItZWsJZCTG4XsUg0xT4/thXgx9ly7d0cb1RbwWOh57LgXircdcbU3WrvHlpTvh2Y9mYtI7EewL89uJ4wz4zbx6neXRL9In29DvWT44QjrTJp8xru2if5N7NG7KCtyXggtI2DUHm4JHYFDoZlmukNBj4nNcaupfEcJMSHN3fprXoW5TMpioRgY/hh+dlpRzrqGfNg7o0kZgRbzSyZL6Xd9EaI9ZmEL6dRr2rA8nPxZlH3Wxc/xVwehMAPmCJf5bJqcSUeluWqPbzq0bSlBbzpMa2UoIlCoqzkxIsXC60en58zek2ci+kUaMF19Hq0ausBWMjICJhBparGjWKYys8zQbSPQOjkRylJGBBAHMSTjAOrp+8/1A5hVkwTwtF+Rc4td7Vgf6w7dPH/gNmcpw0FH0qH49sSlJ/+VQEi0ZYS1hIIFW/Say5Y70qA/wpOcg2f2cUxFo2qIFpv9yWZZfo/Yj6Dv2a5CdIchPOIIU3dKcDEhLlLkEhC+iR1tLW5gj2nTqzmjTpdKHLXDM4rIZPj200GTV3Rs/It7LypRMEzgbTsWLgBZELm8LFQcSb89ehcPnriExOrQEDPKBCwUsJINEPkj40+XoLwKMPsdUuSIyIyKE+Zv3YG9MDGJitmHrT1vJdQ9efYIMqogx/eTdqThK8peFTQXZAi4UwaHP+2MPNdZWAyOWKjliuZxKxkfvWqPbju317ccanlTJ1jzrqiCMDibc23ixKa2V63fopyMLTmHFjN/gVK0l3MkHha1g1HCphhaI1cKsl7qxQcIna48g5vO3TH6Rphzhp/V6vPi0AXnztGpj+K9/ITU1FalpaUhLu0XWKqPYdF+tDpNwIu0mPuisn+0oiZYBcS1DIYFa4nKH4gZq1m/Csr4dNBX7rwiHjfFQd5P3YMvWLDKF/Bxa6vscJQotXYYSaNXFm2G/ciZJRuXC8QSWruGs/AaWgVXpRP0u78p2FEgr69aQt9+itiYB475CUnYBcq8fxeTuExkY2VqKF9ro+xdpWTXxjJQUBkZtDwKD3sFzbd1xNCpKTdEyg2nQop2I27VxW/j07o223Bn4v/UZwsJW4SIZVO2fNwgOTh7o9vou+I6bg62nCnBp63SxXGpGvioYsYCZSFnIyRrdFkrWnazhSY1szYhC/W1qjUmgpUaZLL5rCn8Q03OBC7i9B7ZzxNCNwUkPXbEVjJT4yWWDDHZz0PvmaF3aOonxR+vSa1QQN2roUG6o7ufvP1k8L4Pioofp0F0YR3JpyjCYo2VQ4i5/5oax3RzmaBngKoMMY/otAzKlRMlb/9ODv5RqIZ2GqFu91XsBt0P3jNL69R81mZu3aBE3ZVR/EXb6tqRS8lQ+xSuHfkzLwmibvZvEjQW/c2Fg8CrSh+zliM0E081Ddc6EZNcFs/gXxJgZJ+7koPqXPtdRQV3EZ5jek/4+3Kg7O4VY7QuH8knxnlzGH+RmrB1R0jf2fCHiq+7Vg+vhWV1M090V++muDMmOAJEvNXlqYCgTSriiy+KzIq0rjbvWmM79Q/n+XX+eD8338fER+abnIV0mZ5mogaHk1QRVclLqVpk2IFTAWapbUf4El1U8qZCtAZsqM6gepIGllJk8QAYXMWWgqDAKQyxt+a1DIgZbwYgI2fZT+qI/qXyjcCXTEhoR5VP5k+MjWwrJNiTZ4TF68rpYybQMwMlgYgScOLJnWfEiVEPLAJvNM4zr1+ZkSomQH0yQ3TUKGVK0dOvY80yv8u3Kedz+NZ+zg5CkOq/h1Y9bEpNYSn7Kr3jl0I9pedAt4/I2xsMW3TrJzfTrJGuPr4xfyl3SHYRnGqN93SmVfsigivYNFIewzVGoXZJkC6j0ZGGObCTcGf6xbCskfdHLnmldn6PEK/SDxtsRpZzHRU55Q9QJxRtMTgsmu0VY3oyYq7KXvbhtUjIAENugNI8eyqRMU3LSvOPZNEeeJxzmRA4LDB3aWeSL1qtzwEzupHggXTF3aus34gCK3qe/TuRDMTaZ0GZBDYwO1OxFjZz4fl/UgQmdyEmp0e1JdiAkxSt/LqzgiRI3K1s5h2pTlD9pcKAJpV9yAiSGgqx05BH7Ghe3BqhtYsrYVjAi0RIiamiVUNyiW+VJyyLGLAQuSb8WorJT8PvIzcpF4f1i4pujBjw8BFMxO2VXwVZV108u6UOoTyUn4j/Fw1QnopCJPSUrTD/EGVUWea7vk30Zbg3qsq3ztpJLYV42cgvILrS6BK/SQN1WRKzAY/5Zkbb12qStG9skoAZGHXNlJqdS6NZanszLVp1MBChluzA7mBAKatfKKwGl0itvTaom55p+7Fuvmn7sWz8adxUjAWW7MGqAWTGsaVQ1CWgS0CSgSUCTgCaByigBbTBRGbWm8axJQJOAJgFNApoE7EgCTomJiYwdOmWhhaorAU2/9q1bTT+afuxbAhp3mgQMJSCMH+gd0WaCuD02hDSSU+WO/TVSx6qWRV9Umn7tV6uafuxXN5Qzqh9ip27fTGrcaRIoZwko24VFyxzaQKKctVXO5DT9lrPALSSn6cdCgWngmgQ0CZSbBFQPJrSOrNx0UiGENP1WiNhVE9X0o1pUGqAmAU0CFSABVYMJrSOrAM2UI0lNv+UobCtIafqxQmhakaotAXJOQyE9vEQLdiOBEgcT+efvoMvP6WzNsFP/UYg8nKJg/D4Sti2Bn5dLKWH0aG8eWABnp8E4pff9orupglbWUUwJGIbRE8ZjwoQJ7Dc+MBBj5mzRu5JRA6NnByi4gMleteA9IZI4uDERbAVjAn1ZZtvviyoH0cunwcerBnu2XDr4Ye4Ph0zqwPRzU5bSK3vclV0/N49HYZRvR6bDGh18MG3FHujd4JW9/KoehRysCngO1b28iNPFHthJHVw9dOE+IgY8iiavLTfZH6gSCem3x3nVhKdDNUz8gWxEUKRvn97A7lWr5olN5026YVVFSjWQggfV5ewBkJ6ASfjgiIGe7FdrYB2WT4/JDQmZIB7tKj3eM2nDRzaBoTzQkJEQyehQmkq/GWpoZR/7lvFD6yP90XPqdQe5cmpgeG7ofzEXpfP/IMWhv29LGDlWW6aM6Zfq234DOT57SGOmQxevwdxsctyv4IfAe+oOohV5KOm5kUPaZ6qq6ufvPbw/BeJOm5sQEsIN9nRhOvWeuss+FWGCK6ofewn3UrbI+ra+82LthbVy4SMu/F1udEgYO/7b2ek9bsNP87n3Zxv2CaqYUfrSUKRzElaKspb6yFCF21ogBQ/WoimPcsp2wVqJsjNrFNyEnQ1OHaic0Z2jn39xB3vRi86syHnfg+HIlRqG1ro4m9u97BNRcQbn/KuhRdBQHwG0LlHsrPZirrhY+OlFqwZGgBY6Q4pTrLdwU3e1FYwCrU2TSv3a90CC4/LPbmJ6bBIo8XVSdJWb2cNd7qDN3HNjUymWHbKqqZ+rzHkTbcv7Bf8KOqdDNE/oV8pOqrbDTPVjL+EP4qSQ8iP86Au1MsmydHLM45b2qCvWXZAB9bNklQwkfkOYszRFOvuYfjARIfgQKV0FzJdW8GC+QMVBKNuF0WWOpIHTsZGcCO+/5D08pfPH4dq6N0KCmiFrWwySyRJEzoXfbQJDGELOqdXoNXo+PPzHYZxfXZolC2pogUx4nfszGi7VJ6JDizog7JPgSKYC6U9ApwZGB5v1J4b0/EQoaPxqKxjj2Mss136nzvVVbg8HfBrQG7WFLKdmeK1/H5YSnFebe26EopXtWhX0c/fcfixCET6OWoruDZx4FTi1xJzUw9gV+zmam/DzU9l0Va78Fl/A6km/yUgWFa/Epti/ZXl0uj4scBiGjQ7Dwb9iMSvgZbbM1LHnSESdSEPmuV0I8u/FpvD5vJt8eWvLsdJ38PvauWRZ0ovH6zsUEfsuyvjKJM9ESOAAeJJlAy8C5+vrT5a9omXLXiXD1ML7+67L3LcT54r4pzBCfE9JCRann8Gy4PcZT5ReR19fsuS9GkkGS+jSUvp4dfd6LEHdtbdrSd4pupAa/wtZTh/A6kCXQAYQOcddyRVuk+WSFCb/0YHBWLF2MYZ4dQCFC91+AdbxZF62euIVGKPjGkJeXOKg6fyE9SxP9A5HM0kQvuojk/NtBkPx5qfGcis2/sk8kiatHmHggVANPxxxVBtKvlxpXVx8vNiVxofPi+TSKREW1MBQwGxuqV8DxsfB5MPM65/hzIStYHjOyvJfqd+ypFV2uK9ykzxrymYmzD03ZceLbTFXRf38rXN1PX/b71xEyPvE1bUncRs9RO750rZiLDNsVD/2EKQuqL8jLt1pe6C8GfRNkqlyet/cj3oOjaOux60tx7z6NjVKR/CU+uDWfnGpXMmPsOylBib/LP9ucvcfyY3082A0Rc+mMiWR/gJ69+pSmo36r+O9XytnAZTp4uvcpvB53OI1O8Vl8jMST69SnDS+NP4Gz4EJOYbujbecJxWylVW7HBO0ztIgm5kQvohuXLtA4IDbRcXsKv7pLBAzcvJhKxiK27X5Sxj5f97MK15+oWSEpyOshhayLiEmli/r4t4DYWHBIG51sWbiIDw9bBVvgKkGhtBM3DgNY7am47MdS9Htsdq4wdqjjhndxVYwcqxlmxL0W7ZUygL7HUQEDkRYQj6enzkWHXXTFeaem7LgpCxxViX9XL+QxET1Sb/uCJj+LTw8H8O+fRvwQZ+nMGhxXFmKsYrivoNfVy1gdSNLy3j9RR/0G9KDpdOjPsBuqSEmmboT/ObW7DAWf6Rew5HVn4pyIUsjiE2+hrhlH7C8Bw/242RyJmBluYz4dRi2Io3hGrNoF25lXkdkyBssvebdaTiaDZz9bTNOk36UfuX/eJz0qFwedhAYYk+DWmeOIoXMJKuBcW3nj93hc7AxfAmWL/oJcwi9gc/oZw2ESt49vR9huMeSX8UkoqAgHZFTerN05rZonDNpTS9gIFfHR/Dm2E/x4dt94U6S3PXd+O+bXzIAslSH/8WfxdHo79h7hmaOf3EOq4dUjrR+c9ZsQMj4L9DXLclintTIljFkD390ZEH4kA4wuCTd6OuLg7qRlu7uyWW8TQI1RrEVjIwwSZxcNshgZkINrbtpcdwXQYHc52vi9AZ6ZI12Zvta4uhVDUz+xSgG7z01imetiLcNadj/e340S3JtBaOse1mllfotKzplgzebiwjqwnTi4TuXu6K0vtQRNfbclA0/tsdaFfUj9BV1fCdxJ7OKmNCKbsUxOyv2JZxlezmWFUZ70M+DtF3il33f2bGsqsJXOuVPZogp+cL++qBuXpbkCUbMM/b9zcpLcTIDQyvLHQkfxNon5SMi/gKXmpzKJe5ZIuYtjU/n0n/njXEpDP31HDqOW7R8A3fw3E1RbWpgRGBVkWLuVmoyd+7ccS56wwpuhI8bo01tdpiBv6S+xmwmlCTSDy0Q6ySdtb+hMzSm9Vp6nJj6S/B21elKj8syntTIVo+7fGO0vtKgW8wk2ZLQuG1blmrobsxXPNDEvSZsBSMhazKqhpZLk66YtKCrHAdZo31/4TTM7DkZhUVFMA+TjR8+G8lwPNncAft+/RW5GceYbYjjtq1Yt70Vev27E/Z9bAuY7mjlYVT88jo8zKncJMzq9zxmxuagvv8CnNgchEdF+5eHWTB2UvcS9FOk24z95ohh8NI9504NumLisjewcXQkTl7OQNeO9e2kIvbPRsK2H9mXPeU0eloPOEyT87w7OAKJY18ysB1wqanvY4TZiubu/NSeQ92maE9mb0/zBmYyhJaUc64hWjYhoEsbGR6aoJMA9bu+idAeszCFtGUa9qwPJz8WBflwQ+wcf1Uw6k1tcrApeAQGhW7miSj+nRVpNcnMq9cZGJ1teLINnavggyOk20bls/mdWzcUwMjVcp7UyFZCoEKj+idNwgan27p8/vwNQDKFlH0jjRgzvo5WjVzB8bOYKC2MhKzJqBp+Cq6fxM/bD6NlnwC80NxVj0vy1KiBybnEz3+tDvTHaj0W3L+/HaP6bccX8amobhOYdEx6XutMJSKWR7NOYWS9Z/E9itE7OBKRn7/FphrlQFqqwiRgRj+tOrxEWItEs3rKKWj9i6fCeK90hP/GD6MjSuSaN8SciZm9myng5C83erOQtCk+lHRGhQCjAy2hGfYXIQAAQABJREFUnDBwpJDzN+9Bp9pFZIHhHgpzOdRwq41WT5AXr1N9TN6dipd3/46jp+Kxc8N8bEvg+9pDn/fHnlH38GrzZipgJB26njWD2OVtoeJA4u3Zq/DBm8SY+/I6PNV3igGs2gz3xo+IoFmZRHa1dbw4K59xEQwd2+v1YQ1PqmSrJ1ehMZnNhMCJexsvkCkxrFy/AxlCZsEprJjxG5yqtYQ7eVfbCkZAX9JVDa07V2IxhBxQ9fGKPySoMrHxK36Ni86mmIdpiOG//oXU1FSkpqUhLe0Wrp2NIqN3B9TqMAkn0m7ig87NbQSjDSQkilJEb2DWS93YQOKTtUcQow0kFPKp6KR5/dRr3Ya1m0Vf/qTvQ5CJfdFb2Lp5h1ba869WixnHt4tr7W/Oi8Tx08cRf+gY4o8dw7ED68Q1+0VfbiPfvuUfGrRoJxJ1bdwWPr17oy13Bv5vfUZs11bhInnx7p83CA5OHuj2+i74jpuDracKcGnrdLFcaka+KhixgJlIRkoKg6A2GoFB7+C5tu44GhVlplTJt90aNmIAHHcaAeO+QlJ2AXKvH8Xk7hNZPtmiihfayJ9rOiMuBGt4UiNbAX+FX+maB2FCuvTB4rt0hzU9F7iA23tgOzfW05XBTdx2SYS1FYyIkERMrX2bpVWUxHZd0LqQkSh34EAMN9OvHuO52fifeTsKNTBSZmj8Lm8zYWAxLYWzFYwUpw3jxvRrQ/Q2R3Vp6ySmN8p3r1FB3KihQ7mhup+//2Sje8pNPTc2Z64MEFZN/ZAD33S2Lp0DZnIxpD0uGPUc02vTwB9F+6MyEKfNUVasfgq4H0fxOyWorcl+A1uTYvE+5TOK7LSTrtmLhy1J1vFN5qmBodJVwunOD6H0lT/XGtPJPjuOu6GwmfDx8RFh6VlFl4ktlBoYtcqV7nyp7tWD7CbS7+xgclTsXmE2E5JdGCxtQKxAfKaV9aTpDzee4UsQ+Qj2KaKsqQx0O5worGqeVMjWgM1yyqD1kAaWUmbyABlcxJSBosIpDLHUVXQCtoLRs0S3n1IDmZO5+jy1/NxO/YOb7Cc/1GT4vChxWw/FowZGRpkMFEbAiSP7mTkDlgRAW8EI+Gx8Na5fGxOxITrBeI/yrfwZfzb4bcum7tmQtTJBVXX1k81tCRsu0+Er41dy100Y0ZaJcG2AtEL1I3lx0z5Id4agrFbph5aKMh60/IjsZS9um5TgEY0HpXn0UCZlmlKR5lHjQmWecJgTOVgwdGhnkQ8qMzqIPCkcWEY+505t/UZ8yQrtuhP5OIhlhwxSxGpgGAcq/vK4yClviPzQAUQwOUmX7PBjeTNirpK68X075YVtYVWmjVLJ5naGfywaw9KyFPeSmEQ9tExm+oMJyA4Wy3miWM3KVk+6PGO07tLgQBNKv+QESAwFWenII9t2XNwaoLYJ6xdbwYhES4iooZVLeKY+YJxcPOBR26hZCNTAlMBGpbpVkn4rVUWqKLNVXT/FednILigusT3as2qrun5sKXt9v+pG+l5jL4z7pO/NJf0zeR6casPDw5iRvxoYdVwXkmcvt4CDW926qGFL423iaCyL1OM+MQdwa0Bwq2OHQVnLk3nZWsCEDUCV7cLsYMIGNDUUFSwBpdIrmB2NvEICmn4UArGzpKYfO1OIxo5dSEDZLowaYNoFpxoTmgQ0CWgS0CSgSUCTQKWQgDaYqBRq0pjUJKBJQJOAJgFNAvYrAafEROLHnQQ6ZaGFqisBTb/2rVtNP5p+7FsCGneaBAwlIIwf6B3RZoK4pTaENJJTef0HGKnMQ5JFX1Safu1X2VQ/xA7afhl8yDnT9POQPwBa9Y1KQNkuLFrm0AYSRmVaZTI1/VYZVWoV0SSgSUCTQLlKQPVgQnvRlKteyp2Ypt9yF7lGUJOAJgFNAlVGAqoGE9qLpsro22hFNP0aFYuWaUMJFBbmIS+vkPi4sSFSDZUmAWslQM6JKKSHEWnBZhIocTCRf/4OuvyczowzO/UfhcjDKQrC95GwbQn8vFxKCaNHe/PAAjg7DcapPH0eH1ND6w72LJ+GHg6OjJ9eAUHYcSJNgSgH0QTGx6sGg3Hp4Ie5Pxxinu30gJmIXvSZHk//IESduKm/zWK2glGgLedkZRhImH4m7uD3jXNFXXb0HYqIfRfLWYIPC7k7iAjsQg4a6oedV/T+BoTa3z33E2tP6/+SelAkbXYz3z+4uLjBzc2FlHfAwAnhOJVu6EhKwFWlrsUXMNmrFry8quO5YavkvjMKLmCcV03iq8QTq2Ryq1ISsMPK3EfEgEfR5LXlin7fQlZ1+vN0qIaJP5CNDIr07dMbQO9R/W46L20XFtKxBFzBgyVFSw1LT8AkSDhioCf71RpYh+XTI4pDQiaIx4euPK4/HjRpw0c2gaE80JCREMnoUJrM3zyfzf7N08rj1unOsKflg0OCxaNTl8bf0GEiMEMaM55dvAZzs8nxqsIZ6t5Td/D+O8iBtcJZ+LV9R8jq/n28UHdbwUgqWIZRY/ql+q4MoaRnIjbsVfH5mx0WLD6jM2L0/mMqQx2pfuw/5HFL/Rowedft+TUntASB75yEleye1BcBPRqf1o3+AsZP4cJIm+znWYOliVMk7oiBnwkBm31dS6Ufib8Hikfq24iT3JPKzb5qX7W4iQt/lxsdEsbeDc5O73EbfprPvT9b6PstrKtEf8Z8ewhtguq93PSr5MnCKlkCrmwXom8O6WCiUXATbjAcOeqA5YzuMPj8iztYZy06vCLnhdsEhnJfnM3tXvaJ2PEY+FhQQSv/4iZWvnaHmcxpDEX74FYcGyzQhyaJ+APIP8vDNAmU+NkousrN7OHO/IHQAcy9lB0MT8P+34s+PfIvRrG6CwMOW8FQHssjUKVL9VspBhLmngnuKjcJ1dkzSnVLw4Nb+1knQV92Oi8C/A07/1c2SvtkN49bqRtMUH6ZLwMJo0LHqe80M7i57WtzdNAQJ/pnoAWKudiwt1gbe2+tzjGSBI89RkulH4mfBoqHykP0OyS5p5ebPUqgqvBEBsQ95L6bBJ0I7zmLairRHxtMKNLZx/gBNqURIfgwsYiAFcAKHqzAoLqIsl0YXeZIGjgdG8mp4/5L3sNTukPHXVv3RkhQM2Rti0EyWYLIufC7TWAIQ8g5tRq9Rs+Hh/84jPOrS7NkQQ2tzAtnWJmQbz5ES90Z7A4NumJyWG/cf3AR17Np/wXmFvnTAOLbnqXIn1MzvNa/D0tR7/QOtf6FZSHBWDztdbjrYFxbPIGWqIaLiSm4a0MYHfpyv1SGpQ1zzwRyM5BIntFq1eqiiajvx+AN475Yyl3IVZzgquEB2GJkuUOsdsE/+Ov0Xbi2b48nGkh14oju736AwfBEU9rgHqLg5OmM4vs/YPQXO8mTS4LhapEojdT4XzAlYABZHvFi0+QDRoch7kqueB/FfyN8/GgMI0u5v5w4jvXBw9mUulcHH4z5covE7bu+iBArTj+DZcHvk+VBL4a/o68vxsxZjSRhaZlMlYcFDsMwQvPgX7GYFfAyW8Lq2HMkWe5NQ+a5XQjy78Xo8Xm6JWBryzHGyJLlWrpk6cXjNbJkmXluP0ICB8CTLBtQufj6+mPaimjZ0lHJMLXw/r7r+HmU/hgE4jwN/xRGiO85QUb0alZOUmAj8eru9VgucQSGdi3riBBmdVuQwuQ/OjAYK9YuxhCvDuwZCN1+wUqezMtWZK40EToMIeXFL1eazk9Yz/JE73I0kwRh2jKSuLm1FQzFm58ay63Y+CfziJe0eoSB11A1tM7ollyWCp7tKGISDuumwk2P/MkXrmdNcWaCL8X/FxcXcJlp57lvg15h8jD2JWUrGCldW8eV+rU1/rLAZ+6ZoB746Jeyg0N7btqa/VzarVTioXIM05P31F26Jauy4Mz2OKl+7D/w8m4csJI7Gh3K5OzWYa643GE4M1HArevXkMHR5cK1MYe4S2mZlUovgk5KpR/JlyLFQwYUTCYRp4mr8KIz4jKrtH8689NEBkPhlT9xyVYyna2EoelXFx0W2Fdc+Rk9Y2Ua9dd5JTWDW1mWes2MU7j0VsIYS4vlSFsWlqiVcMIMGJ11bE+ORVLep2na3mlQA5N/ln+3ufuP5Eb6eTB8omdVmaRUyEmiW2MzE1zxdW5T+Dxu8Zqd4kxpaXQbujeezcYak4GoOyVPKmQrq7YFCcqHNMiWOYQbl6NnMCEvEG0E+DuCa2j64NsKRqApXE8uG2QwmFBDKz9hFeO5y/if9W56iUvZseAbr7SxCrToC2ndqOdZua6zDV9Ah8O6sXuC8s4YcZ1sKxg9T7aPUf4rxdKGiaobeyYo6IMUftlK0I9wPWlETyZQ20U25dv+Az+YqNtzCWlfZKCgsz16d8VJxrrhYIJkZ57kxnq6ytoQHfyNDl7I/SG6nbb/mpdKP5LOvYOPn/hCrNOR2J0UJLGlYopf6J8epO0SYehy7//iz5LB23ei/Rdder5Mn28JXvpSjoi/wF07+4s4ODG11Cd8mFGaXxG32QUF6cQtdm+mI7YEQ5e1JbhrdhjL/ZF6jTuy+lNRj3TZODb5Ghe37AMxbyl9V1hZTupCfcyiXdytzOtcZAjvPpzZzxHbGuFjkdb1x+PUBi6P20Fg6PPU0z+UyUQNDC23O3wOtyP1HvcgdRc3h9AztiRqqZyMDiYUj7Y1uqX1m7NmAxcy/gvu5JEIUd5qdEd5UiNbBZuqk8p2IS5zSKe+i/LoZD5QWGR664ytYBghM39qaLm2fxkz29dC/IIBeITsvlixgkwPuXpikcm5xBysH98Tw1YchofvXERO6UWcycpDy75hiNkbgwWjXmY3ujw7C3/LQWArGAVamyel+rU58opAmHsKo1oOZpSHz1uPQ4f2YmHQKyzd842FJU7zVgS7VYlmEXG4HLA4Ci+Rpb/VgQGI/oeDq7OR4/jreiH8VC5STh/E6vA5GOLTgYyaTmPZ3CB0a+2OpQevVSWxmK1L55GfYdXqdxnc7RMTMG1RNGp6VpeVy7zyF06zCQlgxZEIDHi+HTr3GYFNe+YzuMKixYhOyJGV6fPFXAx9/nE0bfcaPp7FtwHHOjUM+jNayLX9EKKDYtxKTcZrLQuw738/Y9ehOIaPQx6KFEsvc76ZjheaN8Wz/x0CYqzO4IJ3zcJLjzWFdz9/tmzMMhVLVpaUuxy/n6Ggf127tER+1j207+bD8u7f344jSRlo/Ggrln7wYD/+26kxegVMRXLj/jhwdg92R01mS9tqYIBa6Dl2Kl5t7gyH5r0w9aNe4nI2I6D7s1RO0rKm4tbo1jtkMaa+PRjTvp4Er2eHWqQ7yoca2Zri19J8cTAhLdi4bVuWbOhuzNc80MS9JmwFI6VrKq6GFtAMM/44jtChnZG9JRyBgWNxPmAO1i/7hKGtIV1Lz03CLJ8WCFgYj/r+C5Dw2xQ8qhxJkFIN23dDb5/eCFoejcigLsg7ORNxl/iBlsCrrWAEfNpVnQQyEuPwPYpBpkGx+tMh6NLFB+MW7MSOKd7I2DIeexR6UodVg1ItgbpdsXrrZ2xwMGzMt0guqiUvev8Orl+5guxCR7R4phuGkw58/d4TKMi9jp3hYxjslLGbZOvdcgRVL5WX7oRnh88EMRxmlft24jh8nyDvTzKvXmf3yBcpnmwjWG2BvMalWwvl22pru+jf5B6Nm7Ly96XgMlHmYFPwf9GwRWu0a9cJfYeMwvf79LYYekx8IZeaensXNx2e5u68xZlD3aZkMGH0FQJLyjnXEC3YENClDVq0boGnen4gcl1IYvW7vonQHnp57FkfjrGBQ/Biu0bo+tkWtsVTDYyI1GzEMjmZRUcArNFt59YNJagt50mNbCUEShU1+iRwutHp+fM3ZMizb6SBTDuhVSNX2ApGRsBEQg0tEJOmrMKGGB9xFMUFucgtKMDRdZPRKieR8ewpNMysUxhZ52nMjM1B7+BIJEcFyQYSBdePYtHsedh/RdrIHfGM1zOMu7T0fNgKxkR1tWwVEhBG3I+2biaBdkSbTt1ZOiMnX5KvRctCAq36TQRZ7kB61Ad40nOQjETOqQg0bdEC03+5LMuvUfsR9B37NYi9C/ITjiCFvikeksCxWdJm+PTQQpM1dm/8iHgvK1MyTeCsN+ATAayIXN4WikGhm1nJt2evwuFz15AYHVoCJvnAhQIWkkE8HyT86XL0FwFGn2OqXBGZERHC/M17sDcmBjEx27D1p63kugevPkEGEcRQfvLuVBwl+cvCpoJsMRaK4NDn/bGHGgOrgRFLlRyxXE4l46N3rdFtx/b6/s0anlTJ1jzrqiCMDibc23ixKa2V63fop4sLTmHFjN/gVK0l3F2JYGwEo4ZLNbSKrv+Geg3rwXdOHBzJSLd2DfKwZf2JLyb9CmfHJ9GA8AzcwKyXurEv2k/WHkHM528ZTHEVksHEuOmTMGXdHxLWcnBo9y8s3bJBTdgKRkJAi1oogVZdvFmJK2eSZCUvHE9g6RrOym8sGZiWsIkEaonLHUp0Nes3YVnfDpqqGJgDd5P3YMvWLDLF/xxa6t8JShRVNl2/y7uyHQXSiro1bMSSdDkoYNxXSMouQC7pkyZ3n8jyiV0DXmhTX1rEonhGSgqDJ7YHCAx6B8+1dcfRqCiLcNgauEGLdiJK18Zt4dO7N9pyZ+D/1mcIC1uFi2RQtX/eIDg4eaDb67vgO24Otp4qwKWt08VyqRn5qmDEAmYiZSEna3RbKFl3soYnNbI1Iwr1t6m1BYE2MLrYNcWb5T8XuIDbe2C7aEglPXTFVjBS4qaM7czT+oebCf5AnE+Wb+H2RK8VjZu+PsgfWnVp6yTRgKXXqCBu1NCh3FDdz99/Mn+mRtFl0WiTjNxZ3Wf61WPlyDYi3rjTVjDSipdh3Jh+y5CczVEbfSbuJol6GhhM9bSXIzYTTE+mjM9szpiNEFYO/egNMMlxLLJAOnWxXQmGhBxpKWTJSczvP2oyN2/RIm7KqP5i3vRtSTI89poolX4kOyOYkZ5QyUz+DByKm/6kcosK6iLKSLgvXD/cqDubgxg7CgfuSfEKRvLUUFapJ0r6xp4vRNzVvXpwPTyri2lq3Lif7sqQGFKKfKnJUwNDmVDCSfpToZ7C1bXGdO4fyvfvX4t80ns+Pj5iWjBKVQNDyasJquSk1K0ybUCogLNUt6L8CS6reFIhWwM2VWZQPUgDSykzeYAMLmLKQFFhFIZa2urOsNLhsBWMniW6/dTg0Cp22zytnORd3AiJ9Ti1hP1qW6KIXGhotC7Kn5Tm3bQj3GQ/+eEmb8+OFLfBUYS2ghGZK8OIcf2WIUEbozb1TBTdOsnN9Osk0+Ur45dyl+QPqY25sT26yqEffjBBD3MzfEnpd0XJt5PncfvXfC7uRBDaXA2vftwSspOgsoRS6YcMekfAiT2jwjZHod5Jki2g0pOFObK/YGf4x+KuDkqfvuhlMiM71YzhFfo443qilPPI7g1+p4SAN5icBEyMaRmPM2Kuyl724rZJyQBA1LE0jx7KpExTctI8Ydu+NE84zIkcTEjs3WRtuXPATO6keOBZMXdq6zfiAEp4ljqRj8BYcWeQGhjKlJqgRk4KHZjQiZyaGt2eFD+E5c+FFTxR4mZlK+dQbUrZLhxoQaVfcgIkhoKsdOSRTR0ubg3I0oGYLYvYCkaG1ETCPC1iO5GeRSwoHOHWoC6xO7c+5GZlEzxk7c/ZAx619YZIUoy2gpHitHW8JP3amlZF4Mslzyj12eNE/D94mHpIK4IxlTSrun6oPVNuVi7RUTHxzVEDHh6CKZ9KAVUwWIXphzijyiJys0VfphRhYV42sSvj4FaX9JFGjM+V8OWVNt+Wpc9SbfIsGdskoAZGXY3KTE6l0K21PJmXrTqZCFDKdmF2MCEU1K6VVwJKpVfemlRNzjX92LdeNf3Yt3407ipGAsp2YdQAs2JY06hqEtAkoElAk4AmAU0ClVEC2mCiMmpN41mTgCYBTQKaBDQJ2JEEnBITExk7dMpCC1VXApp+7Vu3mn40/di3BDTuNAkYSkAYP9A7os0E8d1gCGkkp8ody2ykjlUtS7m2VdXqV9nro+nHvjWo6ce+9aNxVzESULYLi5Y5tIFExShNo6pJQJOAJgFNApoE7FkCqgcT2kDCntWo8aZJQJOAJgFNApoEKk4CqgYT2kCi4hSkUdYkoElAk4AmAYUEyDkNhfRwGS3YjQRKHEzkn7+DLj+ng66NdOo/CpGHUxSM30fCtiXw83IpJYwe7c0DC+DsNBin9L5f9Dd1MdMwtuInE9GLPkMPB0dWr17EpXnUiZsKPu5gz/JpepiAIOw4kaaAUYNHUURL6iSQg2giXx+vGkwHLh38MPeHQ8w7oF5EanSgh9ZitpSAOv38vnGuqMOOvkMRse+iLZl4CHHlYFXAc6ju5UUcGPbATurg6qEL9xEx4FE0eW25oj+wUBAFFzDOqyY8Haph4g9kI4Iiffv0BnavWjVPbDpv0g2rhUTNgCt4MANtX7fpCZiEI44YYMp+tQbWYfn0mOmQkAni0a7S4z2TNnxkExjKAw0ZCZGMDqV5xPDMXrMwtuGngPtxVFNWr9q+I2R1/z4+nfFAj6Rdp4OhvAaHBIvH0S6N5/2AUN8E5vHo0JXxheq3cgUi3yGNmQ5cvAZzs8lxv4IfAu+pO7hiVhk1Oqgcta6a+uG42LBXxf5hdliw2IfMiLlUORSj49Ke9HMvZQuTKeWJ/vrOi61Usiwts3Hh73KjQ8JYf+vs9B634af53PuzhT7BQuxKXxqKdE7CSlHWUh8ZFlKxDFzBg2WFyxda2S5E3xzSwUSj4CbsbHDqQOWMzs9B/sUdrDNo0F/nQIac9z0YjlypYWj9i7O53cs+ERUn9ZMhisccjI34uZeyg/FBz7bP1hHPvxjF6i68yPIvbmIwtTvM5C7zbzbuwS3ecQ99wJNInho8Yt3KOKJUehmTKzX6/LO8fJsErtP7gSi6ys3s4c78ttCBphodlJqRckJQFfXDcVe5SajO+gfaHmh4cGs/ewlojth4eVjz/4dugEafGfqj/Y3QR1uDr3KVyeOW9pD7TKIyIJ5UrZOBxEcIc5amSGcf0w8mIgQfImUtMAUPZU2uNPiV/ZbRZY6kgdOxkZwI77/kPTylc27h2ro3QoKaIWtbDJLJEkTOhd9tAkMYQs6p1eg1ej48/MdhnF9dmmUQzMHYih+HWv/CspBgLJ72uuie3LXFE2iJariYmIK7hLPMC2cYfyHffIiWunPtHRp0xeSw3rj/4CKuZ3NQg8egklqGKIH2cMCnAb1RW8hxaobX+vdhKepcXI0OhKLa1fYSMKcf5GYgkfQh1arVRROxjTwGbxj3cWN7DqsgxuILWD3pN1nFiopXYlPs37I8Ol0fFjgMw0aH4eBfsZgV8DJbKuzYcyRZrk1D5rldCPLvxabw+TzdEq615Rj1O/h9LV3S8uLxGlnSyjy3HyGBA+BJlg28CJyvrz+mrYhGjoT7kmFq4f1912Xu24knZ/xTGCG+pySoUJx+BsuC32c8UXodfX0xZs5qJJWwhC4tX929HktSd+3tWtYRb6XG/4IpAQNYHegSyAAi57grueJ9FKQw+Y8ODMaKtYsxxKsDaQeeCN1+wUqezMtWT7wCY3RkQsiLSxw0nZ+wnuWJ3uFoJgnUeyOFjUzOtxkMxZufGsut2Pgn80iatHqEUa+h5mBsxTPlRwjFxQVcZtp57luda+v31vLuf8/olneWCl7wdAUO674alFNipvAIdMr6SnVW+QP50vWsKc5MWKoDe65/VdQPXQpc6deAOBFsz01bs59Lu5XKbQkbw/oP76m7dEtV9qwVPW/2oh+pC+rvDuxl7YHyJs4WCyxLpsrpfXM/6pE0jroet7acZNlXSUvwlEpnpcgA1Cgv9HmgQQ1M/ln+3eTuP5Ib6efB8ImeTYX6sys/M6bkh6Yb9V/He79WzgIo08XXuU3h87jFa3aKs9RnJJ5elbjFJW4TcgzdG89m65TlSuRJhWxl1S7HBOVbGmQzE8KujRvXLhA44HYR8ZgpDYV8IiMnH7aCoRhdm7+Ekf/nzTx85hdKRngS2uZgbMmPQPb4Vz1Rr2lbvL+Q/xqYMOQpdqtV+47sujZir94AqCAR6yftEorKrqbwyIC0RAkSuIOIwIEIS8jH8zPHoiOZrrBUByUg126VWgKG+gFq4Z3wpaS3OY3Zw19C04Yt4D9pKaO0bFYv4tNXC5ZJ4A5+XbWAFSFLy3j9RR/0G9KDpdOjPsBuqSEmmboT/LLW7DAWf6Rew5HVn4rkyNIIYpOvIW7ZByzvwYP9OJmcSbwjW1cuI34dhq3gjc/HLNqFW5nXERnyBsO95t1pOJoNnP1tM06TcQ39yv/x+A3yXORhB4Ehg03UOnMUKWRjhhoY13b+2B0+BxvDl2D5op8wh9Ab+Ix+1kCo5N3T+xGGeyz5VUwiCgrSETmlN0tnbovGOd27TIA3enV8BG+O/RQfvt2XzVJz13fjv29+yUDJUjz+F38WR6O/A3HfzvLGvziH1UMqR1q/OWs2IGT8F+jrlmQxT2pka5T3CsgUBxPCQILyUJRHJ/OBwiLTW29sBcMI2eCvLPhp2TcMMXtjsGDUy4zDLs/OAp1QdG3/Mma2r4X4BQPwCNnpsWIFmcpy9cT/t/ctYFVVaf8/FERMA01j9K+G9ThWM4KXCsx5UpDJpp4UtbJHxZrJxPomxabxAqMiWoRZppafOaklamEXEsfgCzHMkVTU0JISr2hJjnIbjA6Brv9aa599ZZ9zNnCAA631POfstdZ+1/u+6/fuy9rr9q6C+cxqR3zcUO1fAYsKbJ49ij6sDiIg4iX6QJBeRPW1wa8AqBaqorl9UHkU04MmcZ2eXLYZ+/fvxuux9/P0qEdeR0kLadtaxZLiL/HKFmk4ImLhBATSigweI+HL6rQuNde0akvfWIh7+/bCXY9PBp3EzGnishZjxK29EDYmCmy4igc2dqgJ9Sl39sAepeSw0CBUlf2CgcPDed61azuQV1iCwD79eJo1XB4fEojI6HicDhyHvd9mY1faPD5cbIWGNVJHzYzHg3194NU3EvHPRSrD0YoSNOI3cDJtsNTictFpPBRkw+cffYys/RJGBFdRY/6o1rKoEy89/w1vELET6/JSMP6e2zH0gWnYlr2c01bXrEbGMe2gDRCWuBrxT0zCgtfmIuSuKfXWyQq2dRRtoQzTAczAAQO4Oj38zXzFAz39O8FdNO6qd1Po02PgcLC27OjwSPTqNBwTX09A7pk5eOzW3li07wh8n52E+ZtXIuYTYGh0EjYPL8EUOvfD1zAu7JiPn7uq3zb5VBZi8Zh7kJBTgZuiVuCrD2PRR/mkrZ8N2iZALVwrJ/YpKcjF26gF7ebG21NDuKKhofehv98f8FDSbGSfiaH3kbj+rVrwWPr7yossY8FIeC3Ql9wVl4KCmSPqzB3o2El9xMu9FX39pZlIXl170cZEO8q37kdjfcr5+CozmxAd2l+vGE2xToCbhj2KpJGLMZ/eyyxk0+dm9mYeRVh8GnKWRlmisU/hkwo6/a/AtrhpmJj0oSmVoe1kSmPMLL1QzLNYb8Md/f2V0+2hXTaq780felsPhY7ODqy3Tlaw1Qho0ajSM6HVgthbbSdOXNJmo/zSRbq2+WH0u9kP7qLRCWhEwl362IoPYdWSZdhzXuqdkVRqj9+H/J5HL16posdrKKvugdkph1Brq0SlzYZDm+ahX0UBxyeYXmjW+DSiwm29aNlRPH3j73hDYnRcKk6naRsSrPKubdDWIWrR+rmwj/xF1ee23ho126P/kPt4mg2VimAVge/x3owUp8SmEzF5Cf3LjWVV00aeFJx9nss0dlIn5Wrol74cln+Yjd2ZmcjMTMf2D7bTYzYe/C198dIJ1PN2FeEQzV+bHI8xwWqzYP+L45DNhmms0MiCXBzPpicpDYknlmzAwe9+QEFGkotSzk/7B/5GISgr1WDnU3eYRSYcPFC9/huikyVsZWEtfDRtTPj3D+FdYus371S7I21HsW7RZ/BuFwR/+kHhLhp31d9d+lTTxsSshXMxf9M+jWoV2L/rXzwd1L0Taoo/Q7ce3RCxNBftaau8sy+9Mcq+xMtz/w8+7e9Ad4qPFT4aASKqQ+ASFo8Yzr9sX3g3D5kvPlanK9OKDXQsRcKNCLi2T7/QMC7v/PFCndyTR47xtK9PQ74Ndax+NYmSIzuUsfZHl6XiyNdHcGD/YRw4fBiH925SxuxXvZJOv32bP3S/5XZFqF/gAISPHo0B5DiiHvsHkpM34BR98e5ZNhFe3gEY/nAWImYtxfajNpzZvlApV1RSZYlGKeAiUnLuHKdgczRiYv+Muwf441BamotSzk936XEzJ2DzgKJnvYrCchsq6fti3n1zeD5doop7+9+kY1KtGU9piE5WsNUJbMkEm41J5WsnZfJ41vwwnn93zAqye+8OMjPYj6fnpKsbzriLRis8f+1E09UcVmjcok/NWTITPryutEXL654wthtP02VI0ixg8iNJgC/Pe+GtT0h2xrt8zw2G42v/tm9aZYmPtlZNFzezb9NJazznM9vncmyZ3pHTY8n0KVPIFPsvKmqefU25BRs0XpVm4dAm7fNzoXIfTYhj99FuQudMcLuKfSbqc1mpm9+xVRd7yoxla5XN8dh1lEZX2hHNqgRlZZmVPCs0TLyRTvOsYzpof36+C+nTkpBLX7ymyw8PD1fSbK8itl+PFRpj7R2ltStfOoSMJCODOyjyOI6G1St8nwnNKgyersPcRtJiQxU+2nqy+F+3Sqv9GD7yJnsK/gyD7JeVspZ1soBtHTWbKYPVWRt4ypgpEZSQlPkTlMozGjpT1/4ylVm4i0bmJy0/Nd20SiXhS1TNadyjz88X88i8sfrNUZ5Ykkrk/S+ZKhWns8g0ewOLYUPH0cir6QUaLek9Z4GPrkATJczt20TC3MA2f620BJnpbfxp7W7FBm5Qp8lZtFX71FzOJwljh+hseP/sNeSMfSO8JgfWTQJa1D6aF7f6MaOv2JX9axSMJ76Vp3vZK8smNXyUJf/aPLYpkzHNxGjz5KXw2jx5Mye6aWDSlKGKHgyzodEJJP9yjV3ZWnJ0+xvKS1a+r4fQj4Oc01Q2D1Zo7KQuD1dJ6vxHFH1YAyKO7qRLV17wvEWZF2jdjpNp8OZpvoTVmDaVUU4+Xfk33TJXxvvNTM2zX4vPEe1bowE6MR1cYmuqaJNnGu8LLybR6JecEinBVnYFV+n8nI5dutPufCVbF3EXjY5pIxLu0qeyrJyOzNOxQ58ABHRWJzKpqtFx+ytllKY9unTvype2qufUmGs+Km1TxJzZtynkNS9PazZoXp3qJ61t2weopM8Q5pPJu2MXeh85eIjUD7JmpW7r9nEnmK5tfY1eD5X0eqiFt3dnBASYTfK3QmNN6+qr5XROG0GXrvT5rEzetlbWKRV1NFZG6+Hq2W/Go6E6ucbWTFrT5RnvC5eNiaZTRXBuLgSMRm8uuUKONQSEfazh1FJUwj4thbyQ68kIGO8L0wmYnlwBoZtAQCAgEBAICAQEAp6FgGhMeJY9hDYCAYGAQEAgIBBodQh4FxQUcKVZl4UIbRcBYV/Ptq2wj7CPZyMgtBMI1EVAbj+wM8qcCeqCvC6lSY52222T0yLLAxEwjm15oIq/apWEfTzb/MI+nm0foV3LIGC8L+o1zCEaEi1jNCFVICAQEAgIBAQCnoyA5caEaEh4shmFbgIBgYBAQCAgEGg5BCw1JkRDouUMJCQLBAQCAgGBgAEBus9DNdu8RASPQcBpY6LqxE8I/fgK9TnvhSHjpiP14DmD4tdwLP1NjA3p2Egale1/9q6Aj/ckHFV9x6gn7THHNBb0KTuE+dFTMeP52Xj++ef5b3ZMDJ5d+onGXU0FMt5agPAQX16vjoPG4qX39nPvd0yFn09/ipjoGKW8zIcdWf6nZ7ROwiSlHetsr5Q4GBBwbgOJ+Cd8sfUlxU6DI6Yg5fNTBj4i2TQIOLdPQ+6RptGzrXGtwIbou9EhJIQ6FRyJT5mDrF9duIaU8X3Q86G3lGdygyCwncSskE4I9mqHOe/RhQiG9H+/3sLPtWsXjG0ntJ5BGyTNWiGDDtYKeQgV2wGTqkLoBEzd74YJN/J8tn1xYuLzyvah6zXbgxZuec4tNEwHFkqOpXI5TGZepZRn/HdGY0Wf8sP/y3Vmddb+uo56k5RzYVfJpsmB/FzHkElkCd2CVd5nPSx+J6FbyJPyw+t1ZbV8WHyNvO2sXXlnOhvr1xRpplPrCq5twOqTk/wgtwO7XpYkxynX6KJM1X9Ma6h3W7RPfe8RT7aTJ9nnl3Of6J49f1qW48nQuV233JV/ITMSk/m22D7eT5EtHywnzyyRnsv1Fmb0xWFIVxxTn/NaHxv1llOfAgYd6lO0uWmN94Xim0PbmLg5rid3XMUcsBy376NfdWonf1h3H/cm4e95ul/4JLQnjaZhCNSWk11rX1BuEq3/BQUgVzRW9KHM8jdKfh/S+H7wtaS2Vv5Jkqq+3cb16BmzSaony665QBJG+nMHZHIjRy3Hmhcq39DZH6v+S1zpzEs2/Z/R6E0vsXESrNngApmLDvz6K5RMQK5f3sMfMsKRVOPwd1Xamn3oba3cW07uEVfCPOC8J90/++wNaKYT+7EXqvyM9gComliFq2TNSL3PJIYB9dbZMAw0PjS4Yy9DWtsgTpF9kDRxDbW+UMydjTW1Atb5G+8L02GOwgkLsZXuOh715lO4076Vvt9to5EY2xtl6Zk4TYcgKk5+4RYaqhAqjm5E5IzlCIiahVlju7KsOsEVjRV9qGNwfPdlBjp2mINBt1Af9HzIrT3tLmQ/VeRAeOHv0aPRWc7y7o2Hxj3AU7LjZKmMVJYU70L0nzeANqyQ8so4xUeHK51l9uJYFwGXNqgsQQE1YLt2XdHTbjuv7rciDGY+VOryFzmNQ8ClfSh7K/dI47T4lZWuPYmNcz/TVbqmdj225Xyvy2Pd9ckxUzF1RjL+/U0OFkf/kQ/XDh71NNK+uojS77IQGxXJu/ClvP9I5RtajpemQ47vsiHHEImvyZBj6Xd7kBgzHsF02CCE0kVERGHBugyd23TnNDfgmc+L8fF0dRsD6vwMP1anKO8pLRC1V45jbdwzXCcmb3BEBB3O3ohCJ0Po2vId/LvxJHXkhduD6PvCHooO/IsOlY/ndWBDIOMpzrnnK+XTdLjkHMd/Rkwc1r27GpNDBtHnVDCSdpxEw3Ryja0qvAVjrB1CxStDHCxddWwzz1O8y7FMGuSv+lTq5tZdNIxvVVEOWbf1S/5FX7hxmqkLclc0VvQh1BluEu1hYPXtGB7Cjyz+5DK9R1Cmkz7Qr+DgTrqeCfW86iJYcT9uP+lKZ5VH08ZYHVt/MNrgKlk/tjv31rrgnT3k4uUi8knys9ymYfFZfDiqtdS5bdpHi77je0RL5alxT7GP1oX1P6lLd/ZMYropvcUygJqucnbe1Y95vcw1uOR2VYadV8oROiw5vZepHO6Nk+rFeg1pA9SUht2vLFihqfpWejf5Rz1Nnh4bwPkpnlE5F/lP6rk0q8fN4zZJvceGnog6vQK1xWTbymVk9Tuf2ofACTn+wRzTOjA5aw5ckoQ7wD9p9wHem1ovnSxgK9e4uY+sHtqgG+aQT5zNWMQBW3FA6z6VNibsrqHZ+JG7aGSZ8jF/7UTTxoR8nh3NaKzoQ0pzFRe0tBeEJNNxdtklbWD0enVYQyuMG/MejsewJXVfUlWnpGGRHuPedlBeYmams05MEyaMRm9CUU3Emj2s6trg+jkJe+PNmW8f9mgiZdzOtq3aRwbK6j0i03va0TPso84jYkPLP1KQtEMeaUW/qLBpXpKdBs0k+4p+IHkb/668BNnQSM7pH0ju2v9R8tawZ30Dy2ldoD+7KotcLi0mqYmS+28+/62MvoTt8+tYA+T9I+yle5XspDReXgPJqKgkcpbes1ZoWLldK5eSnbS+14uyyFIqT5rrplafxeSPS2a7V6l7cJvtCnVJPprXlw2L5LPhe019zYY59BxpY+diltIgYvX66MC35FDGP5V3CLMLq4eWL6vf0ne2kMTZL5P8vBQFb6s6WcHWqGdzpY33hTLMoV3+WXNVWo1QXeN46Y27aKhCbglW9LHZgD/FPo0X38nFlbTXMWfOi8ipOY2EgTfgUspT2PaNccZuBTbPHoWp6w4iIOIlpM6PpM7G9WHf+td4xuJ5UeqwiJ5EpBqFgAMbVB7F9KBJnPOTyzZj//7deD32fp4e9cjrKGmUTFHYOgIO7KNhIO4RDRgNjJLiL/HKFmk4ImLhBARSPoPHSNc/Y7kuNdeU89I3FuLevr1w1+OTQSeSc5q4rMUYcWsvhI2JAhuu4kEev7VzqU+5swf22EsBw0KDUFX2CwYOD+d5167tQF5hCQL79OPp69f34PEhgYiMjsfpwHHY+202dqXNQxBVzQoNcANGzYzHg3194NU3EvHPRcJfka5G/AZOph/KtbhcdBoPBdnw+UcfI2u/hBGh6/ZqGrAIpvT8N/iad/RQvPNSMP6e2zH0gWnYlr2cC66uWY2MYxWqEjQWlrga8U9MwoLX5iLkrin11skKtjqBLZgwHWAOHDCAq9TD38zXPNDTvxPcReOuulvRp2PPYZi7YphepHcQnnl9ARJGzUO19gqrLMTiMfcgIacCN0WtwFcfxqKPsSVBxzBTkw7xORgP33OTnq9INR4BJzYoKcjF26gF7UbF21NDuKzQ0PvQ3+8PeChpNrLPxOCxW/0ar4Pg4BgBJ/ZRCol7RIGiMZFj6e8rL7KMBSPhtUDPbVdcCgpmjqgzd6BjJ/UR38VepK+/NBvMq2sv2phoR/nW/WisTzkfX2V2GaJD++sVo6lq+rtp2KNIGrkY8+nzlIXszSvpj0cRFp+GnKVRlmjsU/ikgk7/K7AtbhomJn1oSmVoO5nSGDNLLxTzLNrbgDv6q02Y9tB+hNbqig29rYcmXX+drGCrEdCiUaVnQqsFsbfaTpy4pM1G+aWLdFLVw+h3sx/cRaMT0IiEFX1sxfnYum4dnSxj2AfCeGWVHcXTN/6ONyRGx6XidJpJQ4LqWnFsL3+hjVk+Fr0bobsoaoKACxvILfY+t2mRb4/+Q+7jzEoqqkyYiiy3IeDCPrIccY/ISDTm+D3em5HilIHpRExeQv9yY1nVtBEuBWef5zKNndRJuRrNDj3LP8zG7sxMZGamY/sH2+kxGw/+lr546ST2ebuKcIjmr02Ox5hgtVmw/8VxyGb7ZVihUdVxGjubnqQ0JJ5YsgEHv/sBBRlJTsu4Oukf+BuFpKxUg52POjlTIbBHBg9Un08N0ckStkahLZQ2bUz49w/hXWLrN+9Uu4ttR7Fu0WfwbhcEf/rB5y4ad9Xbij4/nc/BZLpB1d/W7dOILcXWV1/hadbjAlzC4hHDeSPhhXfzkPniY6bdaKzAuTyp22zkH37Hy4s/dyHg2gb9QsO4sPPHC3VCTx45xtO+PsYWoo5MJBqFgGv7yOzFPSIj0fBjyZEdSMYvnMGjy1Jx5OsjOLD/MA4cPozDezeBzvvi51a9kq5bGdFwifUr2f2W25UCfoEDED56NAaQ44h67B9ITt6AU/TFu2fZRHh5B2D4w1mImLUU24/acGb7QqVcUUmVJRqlgItIyblznIKtxIiJ/TPuHuCPQ2lpLko5P92lx82cgJCvET3rVRSW21BZfAjz7pvD8+lcDNzbX99Dre3tbohOVrB1rnUznmWTNai4OnM2suaH8fy7Y1aQ3Xt3kJnBfjw9J13dEMhdNFrhViYqOqJxqU9NIZkGb14P2lole/dmkoSx3Xi6N90fgs2dObN9Lk8zTCKnx5LpU6aQKfZfVNQ83XpmtmkSn2DkYIOt+tZLS+/OuJl93cnf3bws2eDnQjITPtxWE+I20Gt0N6FzJnha7DPhbovo+Vmyj71Ife4RvRTPSbXs/aOuhGGTF/fQyYz6UEve16ykSKMr7bQTAJXNljSTDR3mWaFhwo10NWeVe5Fhpf35+S7kk0UvffGaLj88PFxJyxMXrdDo6+44pV350iFkJBkZ3EGRx3E0rF7hEzA1qzDM93iwkbTYUIWPtp4s/tetxyWFKD7yRocK1vRMg3SygK1jFJr2DKuzNvCUMVMiKCEp8yfogGMzde17WNl5uItGVYktP2Uv6HwnL2jHNK71+W/RPjJvrH7jkyeXpSkzguUVK8YLhaX1etn4cig+M9iJrnLNHOssUzTd0dy+TSevsZyt2qDmcj5tDA7RXaP3z15Dzugv0saq0+Tl26p9CH1asCWDVu+RJge6gQJa1D6aFzfdU8Hw/JUqpJ3xP/GtPN3LXlk2qeGjLPnX5rFNmYxpxl6bJ+/sq82TN3OimwYmTRmquxeHRieQ/Ms1dtRrydHtbygvWYYp+w2hH2g5fANBRmaFxs7O5eEqXb0hrShhclgDIo7uZiyv3luUeYHW7bjyccmXsBrTpjLKyacr/6as6pB5v0lXjChBi49mx2i2EqXeOjGmLrFVJDdrhNVdG7xYwuiXnBIpwVZ2BVfp/JyOXbqjszrMpZxnEXfR6Jg2ImFFn0paL+YnxrtjAAI6q5OUGiHWY4s6s6/HKl0PxVRbdqG2dHCR1oNfc5O2dfs0N57ulifsYx1R1/fiNVSWVdJnby28vTsjIMBskr8VGms6VV8tR6WNoEvXrvA1TqC3xsKcijoaK6P1uEZXyHTpTnmbU5nmNlQn19iaimuyTON94bIx0WSaCMbNhoDR6M0mWAiyhICwjyWYWoxI2KfFoBeCPRgB431hOgHTg/UXqgkEBAICAYGAQEAg4GEIiMaEhxlEqCMQEAgIBAQCAoHWhoB3QUEB15l1WYjQdhEQ9vVs2wr7CPt4NgJCO4FAXQTk9gM7o8yZoC7I61Ka5Gi33TY5LbI8EAHj2JYHqvirVknYx7PNL+zj2fYR2rUMAsb7ol7DHKIh0TJGE1IFAgIBgYBAQCDgyQhYbkyIhoQnm1HoJhAQCAgEBAICgZZDwFJjQjQkWs5AQrJAQCAgEBAIGBCg+zxUs42CRPAYBJw2JqpO/ITQj6+AjY0MGTcdqQfPGRS/hmPpb2JsSMdG0qhs/7N3BXy8J+HoVTVPilmRVYqMVf/ASK/2XJ/IcbFI+0py26ty+wnZby1QaaJjsfOri+ppe+w/R9IwPWIw5+M7KBwL1mUb9r23JuuLrS8hPMSX8xkcMQUpn5+qI0tkmCFQgQxqJxm7joPG4qX39nMPhGbUjq8bM2qR504EHGP/E8T1706kGa8KbIi+Gx1CQqjTxZH4lDnI+tWFa0gZ3wc9H3rL4fPAEiS2k5gV0gnBXu0w5z26EMGQ/u/XW/i5du2Cse2E1jOoJe4NIzLo0DAmLVSK7YBJRRM6AVP3u2HCjTyfbSGdmPi8sn3oes32oIVbnnMLDdOBhZJjqVyOmb8L17LUPew7R0zT6fz2gSuSALqdKdvel9WXyYhLjFO2V11z4JKdhpDvs6V95KmrWfJ8YiKZFNyRlwmLz7LTWJFFCPNLIMtakhynYLgoU/VvoghtwgjToXUFaqfJgRy7jiGTyBK6Da68131Y/E7uQ0VbH2fXjZbOU+Otzz4qks6w95TrX9W2YTFPss8v5z7h9wXTif3+tCynYZVqpaVyV/6FzEhM5s9tH++nyJYPlpNnltR9JliqntEXhyFdcWy9grXWx4Yl3g0lMujQUDbNUc54Xyi+ObSNiZvjepJJaE+YA5bjdj8HVad28pdh93FvEu6Kgu4X7hYaVuvacrJr7QuK4fQ+MOh5C7J+ObeTl+8x7m3Fz0bVqTSus/wCqjq1jdN0HpRAzjKvXjRcv5zLX1TswizkeRe40xqmwx55X3m7sxWWx/CwIouQC2QuOnAMJb5M1h5+EzS3Iyqj0aWae+5/1beSnXrGbJKuNaZqzQWSMNJf71jN1XXjuVXUadba7MOVd4m951z/OrAbkPAk++yzf6AwndiPPbfkZ3QDqtbKilwla0bq/SoxDJjvlwZhoPGhwR17GdLlh9XGRIrsg6SpETPo0NTiGsPfeF+YDnMUTliIrXTX8ag3n8Kd9k3H/W4bjcTY3ihLz8RpOgRRcfILt9BQhVBxdCMiZyxHQNQszBrblWXpghVZXjf8P6xNjMPqBQ8rLsP9bvktgqh73lMF5/Az5Vh68jjnm/jGXxFk36fdq/swzEsejWvXT6G4nODn7/ZgFWrwt7Q1uK+73WeHdxCWFh1EVs6L6EvxsCILlSUooBi2a9cVPRVZtyIMbdsPiM5wjUgMhBf+Hj0anWUe3r3x0LgHeEp2Lu7qupGLiqP7EXCJvbj+3Q967UlsnPuZjm9N7Xpsy/lel8e665NjpmLqjGT8+5scLI7+ozTMOuppOux7EaXfZSE2KpJ34Q/mefah4IaW49LpkNa7bEg3ROJrMqRbSp+tiTHjEUyHDUIoXUREFB0+ztANHzunuQHPfF6Mj6er2xhQ52f4sTpFeU9pgai9chxr457hOjF5gyMi8OzSjSisM4SuLaXGO/h34wnmxvz2oBuVE0UH/oX50eN5HdgQyHiKc+75SuU8bOc4/jNi4rDu3dWYHDKIvgeCkbTjJBqmk2tsVeEtGGMtEypeGeJg6apjm3me4l2OZdLAPF8y2lTq5tZdNIxvVVEOWbf1S+4Rr3DjNIN3Tmv6MD5yqK21kdKLJ8j/2l1SP/Wu5Br2uH1YZo3s/c5e4KC9tc+6sr7PfpnXcXn6FyQl8RnqujaYhIdPJjqvcLIgenQki3mIWz+2O3WiNpAseGcPuXi5iHyS/CznzYZL7B0jGk5NF2U2a/2BfukGd9L1TLi6blpLnVujfVxj7znXf2OvA0+xj9aF9T/37ub3A9NN6S2WK6rpKmfnXf2YR81cg0tuV2XYeaWcZvjYWI5746R6sV5Z+oFgqos8fGyFpupb6d3kH/U0eXpsAOeneEaV68+PUs+YUR+Wvnmc3fuqsRfAmK4tJttWLiOr3/lU6e0+/sEc0zowvspQuQP8k3Yf4L3V9dLJAra6ajdjgtVDG3TDHPKJsxmLOGArlLkG0hnZNTR76bqLRpYpH/PXTqzTmLAiSy7PjgeTh+sMftz+5q46toHnh87+WHXlS93OzoQPz2f1ylv7F13ZqClRSvqxVfu0YnjckSx28vo5qbveePHkN2dLguphNDpXvFX9sbku9/B6DFti3hAzu25aSxVbu30cYe8p139jrwPPsI86j4gNP/9IK6Ud8kgr+kWtpual2GnQTLKv6AeSt/HvynOMDY3knP6B5K79HyVvDXvWN7Cc1gX6s6uyyOXSYpKaKLn/ZkPDeWWEyB9yrAHy/hE2P+0q2Ulp2MfWqKgkPuxshYaV27VyKdlJ63u9KIsspfLK1ZorMfljl9nuVeoe3Ga7Qt1/j+b1ZcMi+Wz4XlNfs2EOhZk9cv1iltIgYvX66MC35FDGP5V5d8wufPhcw5fVb+k7W0ji7JdJfl6KgrdVnaxga9SzudLG+0IZ5tAu/6y5ygYFgOoax0tv3EXDBbn4syJLyyLoT8nI3J2JFdP/yLND71oM1hHoN/CPSBh4Aw6sGI/f0JUe69bRLii/YD6sIZf3od3rLNwYMRf5ZTVIS0lDzeVc0Pkh+DA2Dl+Wy5TS0ZEsVB7F9KBJnOjJZZuxf/9uvB57P0+PeuR1lOjZiJRDBCqwefYoTF13EAERLyF1fiS1hAgej4C4/t1qIlL8JV7ZIg1HRCycgEDKffAY6fnCBK1LzTWVt/SNhbi3by/c9fhk0EnMnCYuazFG3NoLYWOiwIYTeZDHDu1c6lPu7IE99lLAsNAgVJX9goHDw3netWs7kFdYgsA+/Xj6+vU9eHxIICKj48Qv6EcAAAg/SURBVHE6cBz2fpuNXWnz+LCzFRrgBoyaGY8H+9Indd9IxD8XqQxrK0rQiN/AyfRDuRaXi07joSAbPv/oY2TtlzAiuIqaBiyCKT3/Db7mHT0U77wUjL/ndgx9YBq2ZS/noqtrViPjWIVWDYQlrkb8E5Ow4LW5CLlrSr11soKtTmALJkwH8AMHDOAq9fA38zUP9PTvBHfRWKm7FVlaPj0GDsdomjE6PBK9Og3HxNcTkHtmDh67tTcW7TsC32cnYf7mlYj5BBganYTNw0swhc7Z8KXzGWrohcbCo9OmIiRAgsebzquYs/YRbJ2RivyzJRg2+CZOw/4cyRpFGyBvoxa0mw9vTw3h9KGh96G/3x/wUNJsZJ+Jofr4KXxExASBykIsHnMPEnIqcFPUCnz1YSz6iJaECVCel1VSIK5/d1rlWPr7yossY8FIeC3Qc98Vl4KCmSPqzB3o2El9xHexF+nrL81E8uraizYm2lG+dT8a61POx1eZ2YTo0P56xWiqmv5uGvYokkYuxnx6L7OQTZ+/2Zt5FGHxachZGmWJxj6FTyro9L8C2+KmYWLSh6ZUhraTKY0xs/RCMc+ivQ24o7+/cro9tMtGa5V8Fhl6Ww9Nuv46WcFWI6BFo0rPhFYLYm+1nThxSZuN8ksX6drmh9HvZj+4i0YnwEHCiixb8SGsWrIMe85LvSoSq/b4fcjvefTilSp6vIay6h6YnXIItbZKVNpsOLRpHvpVFPB6BdMLpN+gEZy+dzd1wo3ES71hrMiSW5R9bustFef/7dF/yH08VlLB9BHBIQJlR/H0jb/jDYnRcak4nSYaEg6x8sAT4vp3p1G+x3szUpwyNJ2IyUvoX24sq5p+5EjB2ee5TGMndVJO/gBjlMs/zMbuzExkZqZj+wfb6TEbD/6WvnjpBOp5u4pwiOavTY7HmGC1WbD/xXHIZvtlWKFR1XEaO5uepDQknliyAQe/+wEFGUlOy7g66R/4G4WkrFSDnY/xXaGQYfBA9fnfEJ0sYauKa9GYaWPCv38I7xJbv3mn2h1vO4p1iz6Dd7sg+NMPanfRWKm9FVnVtDExa+FczN+0T8OyAvt3/Yung7p3Qk3xZ+jWoxsiluaiPW1Nd/alF3TZl3h57v/Bp/0d6E7r1e22/rzrb9UrH6h1Ryk+z/iEzsgdgUH9boIVWf1Cw7jc88cLNfoAJ48c42lfn4a0jXWs2nDiEhaPGM57dl54Nw+ZLz5m2pXZhgFo9VUT17/7TFhyZAeS8Qtn+OiyVBz5+ggO7D+MA4cP4/DeTRhBexdYWPVKum5lBM9shr/ut9yuSPELHIDw0aMxgBxH1GP/QHLyBpyiL949yybCyzsAwx/OQsSspdh+1IYz2xcq5YpKqizRKAVcRErOneMU7JkdE/tn3D3AH4fS0lyUcn66S4+bOQEhXyN61qsoLLehkr535t03h+fTuRi4t7/aa80yqzXjKQ3RyQq2XLgn/LHJGlSPOnM2suaH8fy7Y1aQ3Xt3kJnBfjw9J13dcMldNFrhjiZzuZRl3wuC1YW2RLnOCWO7cZ3p8iH7hMsfSQJ8ed4Lb31CsjPe5XtlsDKv/VvetKqWpMWGcpqh0Qkkc28mWTH9bp7uFfO+xMeKrJ8LlYmdE+KYPrsJnTPB+Yh9JrQWrxs/s30ux4nZJXJ6LJk+ZQqZYv9FRc0zXVPu6Lqpy93zcszuP8/T0rFGpth70PXvWHNrZ1rWPuoGeWzy4h46mVEfasn79o34mJ5pdKWddmKhstmSZlKgwzwrNEy4kU7zPGQ6aH9+vgv5ZNFLX0gbAcrnwsPDFTp54qIVGn3dHae0K186hIykq/I6KPI4jobVK3wCpmYVBk/XYW9T3g1yPbTHv26VVg0yfORN9hSsKa8G6WQB2zpqNlMGq7s28JQxUyIoISnzJygGYDRspq59Dys7D3fRqCqx5adspmw+3xlLzaf7Y7rU5+eLeWTeWP2mJk8sSSXy/peMW8XpLDLN3jBidWKzbV9NL9AKovFyuozzSV3d75+9nhRrVmFYkVVzOZ8kjB1i4LOGnNGDaJDt/qS5fd0vx10c5VVDTG/jz/zakJYtOzrnLr2aik9rs48RB0f3rKdc/0Z965tuUftoXtzqR5G+BtoZ/xPfytO97JVlkxo+ypJ/bR7blMmYZmK0efKSem2evJkT3VgwacpQ3f3KPsby5Y3/6GL4o9vfUF6y8n09hH4c5JymsnmwQmMndXm4SldvSCtKmCzWgIijO+nSXhyu46LMC7Rux8k0ePM0X8JqTJvKKCefrvybsqpD5q3bOkCLj2bHaLYSpd46MR1cYmuqaJNnGu8LLybR6JecEinBVnYFV+n8nI5dutNhASVbF3EXjY6pg4QVWZVl5XR2BB3z8wlAQGd1ApLKks6duFJGadqjS/eudOKleai9Wo5yWy28OzriA7iWxWiugPmk8e7YherjSJq5Du7IdWZfd/AXPBqHQFu3T0tf/42zDt2kjvomoo/JxrL5VZR3betr9HlYSZ+H9Lnq3RkBAWaT/K3QWIOzmj7DK20EXbrS57w7J29TR2NltB6u3iFmWjZUJ9fYmklrujzjfeGyMdF0qgjOzYWA0ejNJVfIsYaAsI81nFqKStinpZAXcj0ZAeN9YToB05MrIHQTCAgEBAICAYGAQMCzEBCNCc+yh9BGICAQEAgIBAQCrQ4B74KCAq4067IQoe0iIOzr2bYV9hH28WwEhHYCgboIyO0HdobPmWAZd955Z11KkdMmEBD29WwzCvsI+3g2AkI7gUBdBIzPLTHMURcjkSMQEAgIBAQCAgGBQD0Q+P+Z5oad1vzfSAAAAABJRU5ErkJggg==)
NS = Non sufficiente
Ciascuna risposta è stata valutata in base a cinque criteri: 1) pertinenza dei contenuti rispetto al tema presentato nella domanda; 2) correttezza delle informazioni in relazione al materiale indicato per la preparazione all’esame; 3) esaustività informativa in relazione alle informazioni presenti sul materiale indicato per la preparazione all’esame; 4) integrazione – laddove possibile – di informazioni apprese in altri insegnamenti; 5) rielaborazione personale dei contenuti presenti sul materiale indicato per la preparazione all’esame.
L’esame è stato considerato superato se sono state rispettate tutte le seguenti
condizioni: 1) è stata data una risposta a tutte le domande; 2) la valutazione di una risposta raggiunge la soglia minima di 18/30 e la valutazione della restante risposta raggiunge una soglia vicina (= 17/30) a quella minima.
Published on: September 20 2023