SA consumer food price inflation path uncertain as loadshedding presents risks to irrigation and processing
Published: 18/01/2023
The data released by Statistics South Africa this morning shows that consumer food price inflation slowed marginally to 12,7% in December 2022 from 12,8% in November. The product prices underpinning this moderation include meat, oils, and fats. For the whole of 2022, the consumer food price inflation averaged 9,5% (compared with 6,5% y/y in 2021 and 4,8% in 2020). Broadly, the high prices of grains, vegetable oils, and meat for much of 2022 were the primary drivers of consumer food price inflation. This was not a unique occurrence to South Africa, but a global challenge mirrored the surge in agricultural commodity prices in the first three quarters of 2022 and the year before. The agricultural commodities price increase emanated from various factors such as the drought in South America, higher shipping costs, strong agricultural product demand in China, and the Russia-Ukraine war.
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The data released by Statistics South Africa this morning shows that consumer food price inflation slowed marginally to 12,7% in December 2022 from 12,8% in November. The product prices underpinning this moderation include meat, oils, and fats. For the whole of 2022, the consumer food price inflation averaged 9,5% (compared with 6,5% y/y in 2021 and 4,8% in 2020). Broadly, the high prices of grains, vegetable oils, and meat for much of 2022 were the primary drivers of consumer food price inflation. This was not a unique occurrence to South Africa, but a global challenge mirrored the surge in agricultural commodity prices in the first three quarters of 2022 and the year before. The agricultural commodities price increase emanated from various factors such as the drought in South America, higher shipping costs, strong agricultural product demand in China, and the Russia-Ukraine war.
The higher global grains and oilseeds prices for much of 2022 were the core drivers of the costs of "bread and cereals" and "oils and fats" in the consumer food price inflation basket. Notably, these are also products with a relatively higher weighting within the food basket. For example, within the food basket, the essential products are meat (35%); bread and cereals (21%); milk, cheese and eggs (17%); vegetables (8%); sugar, sweets and desserts (4%); oils and fats (3%); and fruit (2%).
Regarding meat, the 2022 outbreaks of foot-and-mouth disease were vast, to the extent that we observed a slight decline in slaughtering in some feedlots, which ultimately kept red meat prices at higher levels, the opposite of what we initially anticipated. For example, in October 2022, cattle and sheep slaughtering was down by 10% y/y and 7% y/y, with 190 052 head and 335 531 head slaughtered, respectively.
Looking ahead, the global grains and oilseeds prices, which have been the major drivers of the surge in inflation, have softened somewhat. For example, the FAO's Global Food Price Index dropped by 2% in December from the previous month, a ninth consecutive monthly decline. The Index is down 1% lower than in December 2021. Ordinarily, these global developments would, with time, also reflect in South Africa and ultimately in the consumer food price inflation data in the coming months. Importantly, the domestic agricultural season is also broadly positive and benefitted from higher summer rains.
But there are now new risks, such as the intensified loadshedding, which has disrupted the irrigation regions and presents risks to crops. Moreover, the disruptions in some food processing companies and the associated cost increase all present upside risks to consumer food price inflation. Before this intensified loadshedding period, we thought South Africa's consumer food price inflation would slow to 5,5% - 6,0% in 2023 (down from 9,5% in 2022). But these estimates may require revisions once we have a clear sense of the scale of disruption in the agriculture and the broader food, fibre and beverages value chains. We are currently running a survey to gauge the scale of this impact and possible response measures by various firms.
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qfJ3Js/2HJJ80DAIgQOlgCAAAoS5/NWGSiPO3bNjcRwoVkTTmKS+osV5slSkVycqt8NSdDpFk36ZJU0TzozyMnsw7IMbMFAIguuzP3yci7R0uNDg/4OjGcOOFQoB4AAKAUTJ6eZiLL648OkMqVzzFbCBeSNZFGu0NNnSErjteXvn2bSxXzcFnQQsJOHwCAsqOJmcE3P3dm+rF2YrjvoVdDTtjo12mC55HH/+H7GP/+5+YzAAAABdMbRlOX7jZblm6XtTYRwolkTSTxtfF+TyZ5x+fNB10jnWucZT4BAIgVL7/+oSzbcdRsWTRxE0rCRj+vX6cJnhcnLPd93PbkJ8zOAQAAIZky/WsTWbQttxYWRviRrIkUZxI1J6Rev5tkaKsaBTx5cVIpsZacZ7bCRVtzO30AAMrG4iWrfYkWJ5qw0UROfnITNfaCgCp3dg41cAAAQEHGfxRYr+bWYd1MhHAjWRMRjsvWzz+wZtQM+aP8vkvtEJ+4U7L3wNHArk+OXaIAAG6niZQH//KO2XKmSZc33ppotvIUlKjJpZ/rN/gp3/RmAAAAu9Vr0oNm9w4a2MNECDeSNa73qxxK+0Q+XHE8hBk1eeIuTJbW1exdnzyS/d1G2ZJTU1qnhJrwAQC4waNP/F/QAOnhmzqaKM+9L8wISNiEkqjJpT+/XrdRvhk8AAAA/hYtWWsiy3Wd60rdpAvMFsKN63WX8xxaLlPm7JSqHYbIzSHPqPGKqy0prWtKzuavZFrabl/CxpO1TqbPyZCcaimScqFTFykAgBtNnjI3KNmiiZrRz/5JFk243zySRxM2+j0FJWr0+9Jnp/rWmtt1u+lVCg8DAIAzdEyh4wt/gwd2MRFKQ4XTFB1xBU/mXHltzDKpM+QuGdYqd+B8SjLnvi1jvs5vSnplaZb79dnr5KOXJsmWpkPkoWGtrC5RJzNk+psfy4qjOb6vtpwj9frdXoSlVIXL7QjFoQQA4afLknS2iz9NsMya/DdJTDzft60zYTTBYqd3vOwdG5Qmarpe1tYX68//72ffdUzoaCvOe+4carYAAECschprHFrxypmxCMKPmTVu5tkv6WsPmo1iqJQsV4+4QXo1q2ZtxydJh+tvLdoMHQBAudG7WPf8+Q2zledfr94dMDjSxMu7T//WbOUpLFGjdPryay/dn++SKpZEAQCABQsDxwN39G9OoqaUMbMmingy58v49CZya5+6ZZqMYWYNAJQOrT1jn3L87F095bFHRpitQE5f78+eqLFz+n5m1wAAENu0yUGNDg+YLcsXY/4oV15xmdlCaSBZEzW0EPEk+bJqf7nhzDKqskGyBgCc6cyYmV8sNlt5NmfslCM/HjdblmrnV5VmyfXNlshPP52Q2578xGxZdFnTh+OekMqVzzGPBMsvYVNYoiaX1qrx/3dza+MAAIDYNPvLJXLVyH+ZLQtLoEofyZooobNq3llUXa4f2kYSy3iNE8kaAAimy4e01ba9g1NJaEHg5KYNzFb+nhs9ztfGO1eoiRrltCb99LaCW4YDAIDoNfLu0QG17Qqa5YvwIVmDEiNZAwCBdEZNz/6PhDVRM+nlW2TwoD5mq3Cr16TL/gNZ0rF9iyLd+crYskNSrkw1W5bsjW8VOJsHAABEJ6clUEW5CYTio84sAABhpkufwpmo0SJ+RUnUqLZtUnxryYs6Rdlp5s6u3XtNBAAAYslnMxaZKE/7ts1NhNLEzBqUGDNrACCP06warTWT3KSOL76keUM599zKvtjuh72HZOeu/WbL0qVTc+l/Vdcyndky6IYnAzpJUUQQAIDYZB8T0Hig7JCsQYmRrAGAPJOnzJUhD75ntiyh1ppxi0ce/4e8OGG52RJfW/Bbh19ttgAAQCzYnblP6nUbZbYsq6aM8s3eReljGRQAAGGis2qef2Wq2bJoN6VIStQonc3jb/2m7SYCAACxYuOm701k6dQggURNGSJZAwBAmDjVqrljxDUmihwXXJBoIsv8xRkmAgAAsSJja97yJzVoQDsToSyQrAEAIAycZtVoYeBIm1WjatWsbiKLJqD07wMAALFjzdptJrI0S65vIpQFkjUAgJg2/v3P5Y23JvpaU5aE06yaEbdcaaLIQkcoAAAwduYmE1kubpRkIpQFkjUAgJilSZrbnvxE7n1hhtTo8IBkbNlhPlM0TrNqtANU18vamq3Io+vS/W3f8YOJAABAtHMaE9WvZ3W2RNkgWQMAiFmapPE3dtxnJiqalas3Bc2qefiBISaKTL26JpvI8tNPJ0wEAACinf0mjd7ESUw832yhLJCsAQDEJG1Haaftqoszu+bFVyaZyBLps2rUJc0bmsiStixwKjQAAIhe9uLC9ps4KH0kawAAMWnHzj0mClTU2TWLl6yWqUsDBzSRPqtG1akT2BEqYys1awAAiBU7d+03kaVLp+YmQlkhWQMAiEn79mWZKFBRZ9dE46wa1bDBRSay2BNSAAAgeul4yB/FhcseyRoAQEwqaFlPqLNronVWjapXN7iIYHELMAMAgMjhtFSc4sJlj2QNACAmzV+cYaJgoc6uidZZNapy5XOCOkIdOHjYRAAAIFrZl4pTXLh8kKwBAMQcbbVt795kV9jsmtlfLonaWTW57MUE81s6BgAAosd332WayEJx4fJBsgYAEHN27Q4uljvp5VtMZClodo0uf7pq5L/MliWaZtXkoiMUAACxZ/2m7Say2McDKBskawAAMWf7jh9MZNFES/+rugYt+3GaXaOJmm43vWq28kTbrBpFRygAAGKPvbhw48YUFy4PJGsAADEnY2vg8qXOHRr7arSMeuA684jFPrsmv0TN648OiLpZNYqOUAAAxBan4sIN6l9oIpQlkjUAgJizc9d+E1maJdf3/b+g2TUFJWruuXOo2YouNWtUM1Eep0EcAACIDvbiwqpu0gUmQlkiWQMAiDn26b0XN7Km9+Y3u2b8+5/HXKJGOXV+OHjwiIkAAEC0sRcXfvimjiZCWSNZAwCIKU4zQ2rWzJtB4jS75rYnPzFRnmhP1OSyD9K+3xY4iAMAANGD4sLuQbIGABBTnGaG+E/vdZpdYxcriRpVv15tE1k2Z+w0EQAAiDbzF2eYyEJx4fJDsgYAEFPsM0Ocpvc6za7JFUuJGnVRnRomsmzbHljvBwAARIesrB9l2Y6jZstCceHyQ7IGABBT0pZtMpHFPnNE5Te7JtYSNeqSlo1NZBk7M3D/AQCA6LBz114T5aG4cPkhWQMAiCkZWwMHIslN6pookM6uuaN/c7MVm4kaRUcoAABiQyizj1F2SNYAAGLGiRM/y9Slu82WpWGDi0wUSGfXjHnzEflizB9l16LnYzJRo+gIBQBAbAhl9jHKDskaAEDM2LU7eHpvvbp1TOTsyisui/kpwHSEAgAg+tmLC+c3+xhlg2QNACBmbN/xg4ks13Wu65tBg4JVO7+qiSw/7D1kIgAAEA2cigvnN/sYZYNkDQAgZuzdm2UiS3KTgmfVwNIsub6JLDt30REKAIBo4lRcOLlpAxOhPJCsAQDEjPWbtpvI0qVTXgFh5O/iRkkmsrw4YbmJAABANLAvcfZvsoDyQbIGABAz7EkGexICzmrWDO4IpdOlAQBAdLAXF27TupGJUF5I1gAAYoJTcsEpCYFgTgWWDx6iIxQAANEiY2vgMiiKC5c/kjUAgJjgtBY71rs8FYV9OvT6Dd+ZCAAARLITJ36WqUt3my0LxYXLH8kaAEBMYC12yTRqWNtEFjpCAQAQHXbtpriwG5GsAQDEhM0ZO01kYS120dARCgCA6GSfLcsNLXcgWQMAiAlLVwQORC6qU8NECAUdoQAAiE72G1r22bQoHyRrAAAxwb4W+5KWjU2EUFSpUslEeegIBQBA5LPf0LLPpkX5IFnjFp79kvb2K/LRuqPmAX+/SlbGFzLm6VRJTU2Vp8d8Lmsys83nCubJ2iSfj/kf3/elPj1Gpq/JlJPmcwAQKzK27DBRnnp165gIoXBau05HKAAAIptTcWFuaLkDyRpX+FUOLZ0pc3b9bLb9eeTk1i9k3IQlkpljPZKTuUw+/fdESTv0q/VAfk5myOfjPpFlmebn5mTKik/Hywdp+70/FQBix/YdP5jI0qlBglSufI7ZQqiu6xzYxtO+XwEAQGRxKi7MDS13IFlT7jxycvcimTxnm5hcTCDPD/LNZyvlaEJz6TfyEUlNfULuG9JKEnJ2StqavQUkXU5J5jdfyYqj50mzfnfIqNRUeeq+66V5wq+yK2297CFbAyCG7N2bZSJLr67JJkJRJDcJHLzZ9ysAAIgs9uLCemOGG1ruQLKmXGVLZtpEeXPsEpGmjSTBPOrPsydD1h6pKM369pcuSVW8j5wlia36St9mFeXI2oz8ky6e/ZK+9qDEN/uNXNulrmilgbjEVjKwb7LEH0mX9D2nrK8DgBiwftN2E1m6dKLLQXHY95t9vwIAgMhiLy7cuQNLoNyCZE058mSmycRZ38t5PW6Sm7vXc3gyPHIy64AckwSpnehf2PFcadyyYcFJl5OHZf8xkfNqV/claixxUqVxC2kaf1DWprMUCkDsmL84w0SWCy5INBGKwr7f7PsVAABEFooLuxfJmnJ1rjTtd4vc0qeBX0LF369y+ECW5MQnSq3qZ5nHVJxUSqwl58lR2Z/lXC7Yc/iA7M2pKHVqJQQ+yZWqS+3zRI7tP0yhYQAxQTsWLdsRWLy9Qf0LTYSiqFWzuoksul+1MCEAAIg8OkaiuLB7kawpR3FJneVqs0TJ2UnJ2u/UHaowuTNyAABOHYvqJl1gIhSFU0cop8KEAADA/TalbzNRHooLuwfJGoSsQoUKjh8A4Gb2wnl39KdeTUnQEQoAgOiwas0WE1kevqkjxYVdhGQNACCq2QvnNWpY20QoDntHqIytgdOnAQBAZPhy3loTWWjA4C4ka1ytkiTWduoRVZjcmjbhdfr0accPAHCzbdv3m8hC4bySsQ/k1qwNnkINAADcjXo17keyJhLkZMmBw7+aDZVflyi7U7L3wNHArk+OXaIAIHqNnbnJRBYGIiVzcaMkE1ns+xcAALifU70ap9p0KD8ka1ytolyYkiLVgro+/STfbdguOdVSJOXCiuaxQHEXJkvravauTx7J/m6jbMmpKa1TavPkA4h6GVt2mChPzRrekyOKrX694MKDTvsZAAC4l1O9GrgL1+suZyVdTsnmOTMlLTPb+8ivkrVujszZfEqqtU6WC/N7BuNqS0rrmpKz+SuZlrbbl7DxZK2T6XMyCkzyAEA0OXDwsIksnRokSGLi+WYLxaH7jyLDAABEtvEfLTKRhXo17kOyxu3iLpLLr2kvCUc3yawxoyU19Rl5bdI6ORpfX7q0qZP3BGavk4+eTpWnP1onmtLRWTlJl/9GOiQck82zxsrzqanyt9c+lU1Hz5J6XS7JP8kDAFFk374sE1l6dU02EUqic4fApWQUGQYAIHLsztwny3YcNVsWlom7D5fsrhcnlZpcJSOG95ZmCfG+R+KTOsn1fxgqXWqc5dvOV6VkuXrEDdKrmZnyH58kHa6/VW7uwhIoALEhbZmtXk3zhiZCSdiLNFNkGACAyLFx0/cmsujMY+rVuE+F07TziRqezPkyPr2J3NqnbpkmYypUqOD7P4cSALep0Oj3JrIsmnC/dL2srdlCcWmNmpQrU82WJXvjW1K58jlmCwAAuNVzo8fJ4/9cYLZEnr2rpzz2yAizBbdggkXU+FUO79onlWsl8KQCgNfqNekmytM8pZGJUBL16gYXGd61e6+JAACAm02ZscpElo7tU0wEN+G6Pkp4MhfJlB3NpG/LBPMIAMS2teu2msiiRXEpLhweOoPGXmR4/YbvTAQAANzKqV5Ni+YXmwhuQrImSsQl9ZLbb2gjiTyjiCJZWT+aCCi6ydPTTGQZPLCLiRAO9iLDmzN2mggAALiVU72aukkXmC24CZf2AFznxImf5Y23JkqNDg/IyLtHk7RBkekxM3VpYIei1q2amAjhYC8yvHQFM2sAAHC75SsDl4kPGtDORHAbkjUAXOftd6fJvS/M8MVjZ26SR5/4P18MhGr5yo0mytO2Deuxw8ne4lOTY5poBQAA7kW9mshBsgaAq+iMiNxETS5N2Oj6WiBU9rtG2uUA4UWRYQAAIot2c6ReTeQgWQPAVZ5/6X0TBZo7b7mJgML5t6NU3DUKPy0yfEf/5mbLQpFhAADcy/4+Tb0adyNZA8A1NNv/4gTnpMwbY2ebCCiYHkd2Hdu3MBHCqU3rwFboFBkGAMC90pZtMpHl1mHdTAQ3IlkDwDXGjvvMRMF0yubqNYFLWwAnad+uN5GFlt2lJ7lJYPtuigwDAOBe9pui7do0NRHciGQNgFKxeMlqeeTxf8jkKXNl9pdLzKP506/Pb1ZNrhlfFP5zgIXfbDCR5YrerU2EcGvY4CITWbTIMN3bAABwH6eZx81TAmfIwl1I1gAIK026DLrhSel206u+5MuQB9+Tq0b+y9eKuyAvvjLJRBZdQ/vu0781WxatQ0K3GRREEwVakNpft8tI1pSW5KYNTJRn5y6KDAMA4Db2ejXMPHY/kjUAwsI/SaN31+20w1N+CRudeWP/nlEPXCfXDAheR7tw8UoTAcE2pW8zUZ6U5IYmQmmwFxn+flumiQAAgFvY69Uw89j9SNYAKJHCkjT+nBI2OlPmiWc+MlsWzfQPHtTHl+1/+KaO5lHLxMkLTQQEW7BwtYksevxo1yKUHnuRYftgEAAAlC8db1OvJvKQrAFQbCPvHl1gkkaTLnb2hM3MLxb7igf7e/iBISby/oxruprIoktcdmfuM1tAoCkzVpnIckXv9iZCabEXGZ6/OMNEAADADdIztpsoD/Vq3I9kDYBi0aVL9toguTRJs2jC/TLl46d9/7fThM1zo8f5ki7PvzLVPGrRJRVdL2trtkTat23uq1/jb+68ggsRIzZp4Tx74q9F84tNhNJiLzKszwFFhgEAcI+167aayEK9mshAsgZAsXw5L7h2jH+SJjfhov93SthoseB63UYFz6p58AYTWXQJy63DAmvXvDF2tomAPE4tu+smXWC2UFooMgwAgLvZO2UOHtjFRHAzkjUAisxp3eukl28JSNL4yy9hY6f1RZwu/K78TWcTWTTBs3pNutkCLLTsLj/22lIUGQYAwB103G6fDd+6VRMTwc1I1gAoMqd1r716dDCRs1ASNvfdHdiqO5cmcOz1b2Z8scREAC27y9slzQM7blFkGAAAd3Aat9MpMzKQrAFQZPZ1r1pnJpR1rwUlbF5/dECBS1ZuvbG3iSy6jErvFACKlt3lq3HjJBNZKDIMAIA7OI3b6ZQZGUjWACiyydPTTGTpfnlLExUuN2HjXzRY45t+d6XZcuY0c2fh4uC6OYhNq9ZsMZGFgUjZalD/QhNZdKkiXdsAACh/9mXiRRm3o3yRrAFQJLrcxN6qu6jrXjVhM/mDx3yzaZ69q6cvLmxmjn7eXhdj4uSFJkKsG//RIhNZ+l8ZeKygdDnNituxc4+JAABAeaBeTWQjWQOgSJyWm7Rtk2Ki0OnF3T13DpXHHhkRcsee667paiKLvvlw9x56DNi7inXuxF2jsmZPpn73HUWGAQAoT7t2B3dnZJl45CBZA6BIFixcbSKL/QKtNLVv2zxg+ZSaOy+wKxViz9JlgdN79RihZXfZsxcZXr8puKAhAAAoO+s3fGciizbsYJl45CBZA6BIpsxYZSLLFb3bm6j06ZvLrcO6mS3LG2NnmwixaubswISd/RhB2bAXGba39wcAAGXL3p3xit50yowkJGsAhMxpuUmL5hebqGxc+ZvOJrLo77N6TbrZQqxxWovdrk1TE6Es2YsMK5YpAgBQfuw3ThgjRRaSNQBC5oblJslNG/imcPpbtGStiRBr0jOCl9rocjmUPT0X2JcpUmQYAIDy4XTDxOnGCtyLZA2AkNmnUpbXcpPBA7uYyGLvBITY8f22wCK2tOwuX726JpvIQpFhAADKx8ZN35vIQk2/yEOyBkBIdLmJW6ZS9ukdWNSYpVCxa3PGThNZ2rRuZCKUhy6dAmc1UWQYAIDykbF1t4ksgwa0MxEiBckaACFxWm7SPKV8Loz1rgBLoaCO/HjcRJaL6tQwEcrDxY0oMgwAgBt8OS9wbNwsub6JEClI1gAIydp1W01k0eUmiYnnm62yx1IoKHsywJ4sQNmqX6+OifJkZf1oIgAAUBb0vXfq0sCZNZe0bGwiRAqSNQBCMnl6moks3S9vaaLywVIoOCUBatasZiKUB6cE7sFDR0wEAADKws5de02UR5t0ILKQrAFQKKfsfOtWTUxUPlgKBackAIXzyp/9dbl9xw8mAgAAZcFpRjwiD8kaAIXalL7NRHnatkkxUflxWgqlhZARG+xJAHuSAOUjuUngUqiffjphIgAAUBYWfrPBRJbynhGP4iFZA6BQCxauNpHl4ZsClyCVl2sGBLYO16VQK1cHthdH9Nq7N8tEFnuSAOXjkuYNTWSxt/wHAACla+zMwPfe8p4Rj+IhWQOgUFNmrDKR5Yre7U1UvrQ+hn1apz2xhOhlbwttbxuN8nHuuZVNZDl8OLBjFwAAKD0ZW3aYKI9TAwC4H8kaAAXanbnPN2PFX4vmF5uo/A0d3N1Elsf/uYClUDEiY2tg8Tx7kgDlw95twn53DwAAlJ71G74zkUWXiZdnB1cUH8kaAAVauixwzWunBgmuKuLasX0LE+VhKVRssBe9btjgIhOhPFWpUslEeWjfDQBA2dicsdNElit6tzYRIg3JGgAFstebGDSgnYncgaVQsclpim+9ukzxdQOnZC7tuwEAKBv28gXJTWjAEKlI1gAo0IsTlpvI0rN7WxO5B0uhYk929kkT5alc+RwTobzRvhsAgLLn9vIFKBqSNREhWzLXfC5jnk6V1NRUeXrM57ImM9t8rhCeLMn4fIw87f2+1NT/kTHTV0nmSY/5JFCw1WvSTZSneUojE7kHS6Fiz/fbMk1kcUuHMlho3w0AQNnbsXOPifK4qXwBioZkjev9KofSJsq/P10mmTnWIzmZy+TTMWNl+tbCOmwcl62fvy8TlmWK9a0/S+aKqfLvD5bKIfI1CMHadVtNZHFrgTKWQsUe+3rs+vVqmwhuYG/fbX++AABA+K1as8VEFm5mRTaSNW7n2Str0nZKTkIrGXLfE5Ka+oTcd9NlkhSfJauXfy8Fza/xZH4rn634URKa9ZORo56S1KfulSHNq0nOrlWyZs8p81VA/hZ+E1hcePDALiZyH5ZCxZYjPwYmqy+qU8NEcAN7Zy778wUAAMLvy3lrTWTp0inwZiYiC8kal/PsyZC1R0Sqtb1UWiae5X3kLElMvky6NK0sOVs2ynfZ+U2ROSV70tPlSHyy9L22syRV8j7VcTWk1cDfSLP4g7I2fb8wuQYF0e4t9pa7rVs1MZH7sBQqtthrKdnbRaN82Z8P+/MFAADCS29S2jtlMj6KbCRrItl5tSRRkzCOTkrW/qPBX1OlgbRsWlGOrM2QPWRrUIBN6dtMlCclOXBpg5uwFCp2OLWBdmoXjfLj9Hww0w0AgNKTnrHdRHnolBnZSNa4XNyFl0iXemfJkdXfyoasX72P/CpZGUskbcspSWhcV2rk9wx6jsqBvackvk4tqR7wNZUksXaCyLEDkkWhYRTAnujQNa9u77bDUqjY4NQGmuJ57uL0fOzavddEAAAg3OzNF/QmJp0yIxvJGreLqy2drx8knc7LkEmvPSOpqc/IaxOWyrGmfeWGvk0k33vJJw/L/mOmIjFQRJrg0ESHvyt6tzeRe7EUKjas3/CdiSz2GVVwh04NEkxkOXDwsIkAAEC4pS0LHPN2v7yliRCpSNa43q9y5OBO+WGv/+yAHDn6Q6Zk5VuvBigZp2mUTokQt2EpVGywt4GuXr2qieAmvbomm8iyb1+WiQAAQLjZ68M1bpxkIkQqkjUu5zm0XD79WGfSmI5OqU/JqJH9pJlslEnjvpCtZbiUqUKFCo4fiD6LlgRWktcEiBtbdjtxWgo1+8slZgvRYP2mwGQinQ7cyd5OnfbdAACUjowtO0yUp3lKIxMhUpGscbVTsmfNKtklfh2dvE9ZpaTOMuja9pJwdL0s3/KT9aV2lapL7fPizQZQNOM/WmQiSyRNo3SaAXTVyH/Jc6PHUb8mSsxfnGEiywUXJJoIbmJvp077bgAASsf2HT+YyKJLkSPlRivyR7LG1fLp6OR92ipWruz97ynZe+BogS24c/YekMMBX5Dfzyzc6dOnHT8QXTQzv2yH9xjx06d3RxO5n74xPXtXT7OVR2fY3DjiGdmduc88gkhlPz5r1axuIrjJxY0Cp1/TvhsAgNKxfGW6iSyDBrQzESIZyRpXK6xzU0WpUyvB+UmMqy0prWsGf2/2Dtmw5ZRUa50sF/Lsw0Hat+tNZLmuc92I67Tz4L03OiZspi7dLfW6jWJZVARzmuZLW0p3on03AABlY8qMVSaydGyfYiJEMi7XXe0sqVG/viTkZMicaQtlq691t0dOZqbJfz5eLEfiG0rLxudaXxqkolyYkiLVfN+7VDI1YeM5JOumfyWbc2pK65TaPPlwNHl6moksgwd2MVHk0DaFjz0yQr4Y80fzSCCWRUUue0chneZLW0p3Sm7awER5aN8NAEB4ZWX9GDTruGGDi0yESMb1uqvFSaWLu0jf5ufJ0c3z5H1f6+6/yfNjZsnmo2dJvb69pWUVfQo9kr3uY3k69QX5aF3eCzUu6VK5psP53u+dJWOe/5uk/u11mbTpiMTXaydtLqxovgrIo0uEdPaJv9atmpgo8lx5xWWya9HzvtlBdiyLikz2jkL2jkNwF9p3AwBQujalbzNRHqcbJog8JGvcLq6GtBp6qwzv10GScusFJzSTHkNulZu7FDY7pqo0uXq4DO/VTKzh8jmS1OE6+cPNnaUGzzwcLF22wUQWvdBq2yayp1HqEq4Pxz2R77KowTc/J4uX0N47Utg7Ctk7DsFdaN8NAEDpsr+3PnxT5NSaRMG4ZI8EcYnSpMtAGflkqqSmej/+PEz6tEqSvGoAcVKl1fXyhx4XS+1EW40A/d5ew+TP+n2pf5GRA9uZrlJAsJmzAwuA3jqsm4kiW0HLonTaaLebXpXJU+aaR+Bm27bvN5HF3nEI7kL7bgAASlfask0mslzSvKGJEOm4ao8WniOya+dZUqv6WeYBoGh0vevYmYEn+3ZtmpooOhS0LGrIg+/JG29NpI6Ny9mP0UtaNjYR3Ij23QAAlK75izNMZKlTJ9FEiHQka6LCKcmcP0d2dOhhatgARbd85UYT5WnftrmJokfusiinKaL3vjBD7nvoVRI2LqUJRTunjkNwD3v7bvuAEgAAFJ+OWSkuHL24so8KFSWpz81yQ6saPKEoti/nrTSRRWu8RGuXHf27Rj/7J3n90QHmkTw6c4PCw+508NARE+WJtLbyscaeTLMPKAEAQPE5dVmkuHD0iMlr+5zj+2TbxlXybVqapH27SjbuPCgncswngRikWfkXJwTWq+nZva2Jotc9dw51rGOTW3h49Zp08wjcYP2G70xkuaN/9M38ijZOA8aMLTtMBAAASsI+NnJa6o/IFWPJml8ka900+ecrb8m7/5kqM2fNklkzp8p//v0P+fuYGbIh6xfzdUBsWbk6sA6Iap7SyETRTevYrJoyKqjFsM4AaDfoeS4sXeSnn06YyFK9elUTIZJkZ580EQAAKIkf9h4ykaVzB2r5RZPYStb8uEamTV4l2Q16yu/+cKfcd9993o875Q+/6yONT6yQT6atkeCKCED0W7AwsHW1zlhITDzfbEU/bU8++YPHHO9GvPjyxyZCeVu/abuJLF06MbMmEtjrQ32/LdNEAACgJNas3WYiS7Pk+iZCNIiyZM1RSZ/7pXy79YDjsqacA3sk83QVadS+g7SoX8d7MZro/agj9Vu0ldZ1K8npzD1ygOVQcKCFTWd/uSRquwU9/s8FJrIMHdzdRLEjt/CwfWmN1rCh4LA72IvTXnAB3Q4iQbXzA2dA2e8CAgCA4rF3ybQX9kdki7JkzWn59dA6mfX+m/L3f3wkc1Z8J1mnPOZzIvH1Wkj7aidl42cfycTZCyRNa9akLZDZEz+SzzaelGrtW0i9ePPFgKGFZvsNfkquGvmvqOwW5FSXpaP3tRCLtPDway/db7byOC0TQ9mzF6etVbO6ieBm9rt8O3ftNxEAAEWjY/DJU+bKc6PHxfxSdadmGPXr1TERokGUJWvOl5ZD75X/Gvlb6dnwuKz67D157cU35aO5q2V7lvfi+pzGcuWtv5XLL8qWjG/mySytWTNrniz5Pkcadf+d3HplY4nO3jcorsVLVvsKzfpfJGoG26nyeqRatGStiSy6FCiWlkDZacLGPrvGvkwMZc9pQFavLgOSSGCfAUX7bgBAcWiiRjt2DnnwPd+s8JQrU2O6GcSOnXtMlCeWx/DRKApr1pwlVZNaSrdrfy8PPHi7DOmWJMeWT5dxr78q/5w4VzYev0h6Dr9fRo36s1Wz5v6H5S+P3ilD+6RIIrNq4EcTNd1uetWx1ez2HT+YKPKN/2iRiSyDB3YxUeyyLwPTAQFLocrXgYOHTWTRgtDR2lo+2thnQNG+GwBQHBMnfenr2Onvj/e/GbNjtH37skxksdeIQ+SL4gLDcVIxoZ606nm9jHzgPrl9cEepeXC5TH77NXllzKeyaMuPcta51SSxelWpaL4DyJWbqMlPxtbAN4pIpbMV7BdOfXpzondaBpaeEVjcFmXLPiDp1TXZRHA7pxlQdFkDABSFvm/c9uQnZiuPjmP/+sxYsxVb0pYFLtO/pHlDEyFaRGmy5mfJ2pUh65Z/K2lp38ry9AMS36CbDL3rfrl3xEDpeF6mLJr0trz8yjsybdEGyTz+q/k+oPBEjbJXXo9Uad+uN5FFl0Bpod1Yp1NI7Uuh7MvFULY2Z+w0kaV+vdomgts5zYCifTcAIFQ6c+aRJ/JPyLw4YbmvEUissS8rrlOHxgvRJvqSNSe2y4Jxb8jrb0+QSZ/NlFmzZspnk96Xf738uoxbsEcqN2wrfYbdLQ/fd4tc066qbF/wiYz531dk7PQlkr73J6EZVGzLL1GjSy782SuvR6rJ09NMZLmid2sTofvlLU1ksS8XQ9natj2wKO1FdWqYCJGA9t0AgOJ6+fUPg5Y/2WkjEKeCu9FKE1j22fENG1xkIkSLKEvWnJRt86fJvB1Vpf21w2Xkn+7z1aX508jhcm37qrJj3jSZv03v5sVJxcTG0qHvMPnTn++W4f1aSqVt8+TDt+fJNrI1MSu/RM2zd/WUWZP/ZrbyRPo0fj3J29/4ul1GsiaXfTmYviHGchG78mZPkF7SsrGJEAlo3w0AKA4de2ntQH86E3zSy7eYrTz//ey7MVO/xqnZSXLTBiZCtIiyZM0x2bf7mEiN5tKpXRNJqpUoiYmJUiupibTr1FxqeD+/e5/3837iK9eSJpf2l+F/uk/uHNZBakdxFR84y8r6Ud54a6Jjoub1RwfIY4+M8C2L0TcGf5FeZNjpJN+2TYqJoMvB7M/52nVbTYSypK9RuypVKpkIkYD23QCAotLEixYQtnvj7/fI4EF9fDdU/emNHS1CHAvWb/jORBb7mBXRIcpSE9UluV1DOfvgYvnPB9Nk7uI0SUtLk8Vzp8kH/1ksB89uKO2SA7tSnBF/rtRpfJEkVDDbiHr6BjD+/c+lRocH5N4XZphH82ii5p47h5otkeQmgUUyI73IsD3ZxEk+mL0zln3ZGMrGwUNHTJSH2kqRxd6+O2NrcLIYAAB/uvzJvtRHZ9TkjgEevPfGoFIFWoQ4FmZC22eodu7AjONoFGXJmrMkseMgGdG/hVTMXCNfz5kls2bNkjlfr5MDCW3kmhGDpGPiWeZrEas0STN5ylzp2f8Rx6ryyp6oUV06BRacjfQiw/ZkEyf5YK1bNTGRRZeNxdJ6aLew3z2yF3+G+9nbdxdWewAAENu0PIF9+ZO+/+uMmlxawP79MX82W3lioZ23/TrEPoMV0SEKF/1UlaRLB8mdjz4qD9+vNWvulz+PGiUPjrhaOiYFrplH7NET/40jnpEhD74XlKnP9e7Tvw1K1KiLGyWZyBLpRYbtyxA4yQfTZWH2OzZz5y03EcrKTz+dMJGlenXO5ZHGqX23U+Izd1lqhUa/L/Cjc6/7fV8XK7UJACCW6HvBg395x2zl+evjt5koj9Zp0bG7v1ho522/DrFfpyA6RHGFlopStbrWrKkuCZXizWOIVTqgH3n3aF9dmvzu6Oq610MrXpFbh19tHglUv17wxUYkFxnWNof+OMk7u3VYNxNZFn6zwUQoK+s3bTeRxT7LDe4XavvuR5/4P8dlqXY6ENevu++hV0nYAECE0Zunjzz+j3w//nDX/xa4/MlOx+72WbfR3M7b6WaH03UKIh/ldBH1dCCvA/r8ZsJoS9n02alnCgnnRz9nn2URqUWGnU7yNWtWMxH82Ttk6XHkVPAWpWf+4gwTWez1TxAZ7ANp+/I2XZ5a1BmL+vW6pJXliQDgfjp+0mSM3jzVZEp+H/YbqzpW91/+5ERn3djH6drOOxrr1+zYucdEeQq6hkHkIlmDqFZQokYL6q6aMkpGP/unkFvd9eqabCJLpBYZPniQgq2hSkluaKI8y1duNBHKgv3umr3+CSKDffma//I2Tbbo8tTi0ONj8M3PRfRMRwCIdpo06Tf4KV8ypig0ATPqoeFmK386jn3miWFmK4/Wr4m2hP6+fVkmsmgyC9GJZA2iVn6JGj3pL5pwv0z5+Okit6qOliLD32/LNJGFk3z+dPmGvTXkxMkLTYTS5nQB7lT/BO5nP3/mLm/Tc/U9f37DF/v7YswffbMe7R+aZLffPdWETcqVqb6p9QAA99BzvNYYazfo+aCbL4XRc/3L//P7kGeNXHnFZUFjttyEfjQlbNKWBV7bXNI8+MYiokOUJ2s8cmL7Svlm3TY5cCLHPIZYUFCiZvIHj0nXy9qaR4omWooMb87YaSJL/Xq1TQQnPbsHHi/6vOsxhtJnX2qor2Gn+idwv3PPrWwiS2777omTvgya8q6DbR1066xH+4cm2fU8rrMj7XRqvS6nAgCUP02QaGMPp1pk+n6uhYG1Fo3ThybsF8wcXeQxu7bzti+7jbaEjX15eJ06LA+PVlGerDktJ/auldmT3pV/vPC8vDzuU/kqbb1sO5AtpG6iV2GJmpIs94mWIsNLVwTWikhuEnzRgzzt2wa+6auVqyMzURdplq8MXGs+aEA7EyHSNGxwkYksmqDR8+dtT35iHrFoEkYH2wXR8/iH455wbOOuy6n0Li4AoHzoWFwT5/W6jXJs7KHn7lmT/+YrDKy1aJw+NGFfnJsz+j2vvXS/Y8Lmv599N+Jvtunvb5+hZH9/RfSI8mRNvJzfoq/87poe0qZhVcnevkYWzvpE3v3HS/K/b4yXT+cul/TMLDlJ5iaqvPz6h6WSqFFORYYPHDxsoshhf+PkJF8wfeO3v+kvWMhyi7IwZcYqE1k6ti/a0kW4R80awUXMh4/8u4nyjH7mjpAG6LkDcvuUd6V3cce//7nZAgCUBa1Lo8lyLfyeXx0ynTUz5s1HSrUgbu77g30Gpl4f6A3dSE7Y7NptzUr1p7NOEZ0qnPYycZTzyKmje2RbRrps3LhJMrYdkBPmL69QuY6ktG4pyRdfLE0aXSgJFSnlUxQVKlTw/d8Nh5K+QThNtdQaB0WtT5MfrWLvXxxNp3Dm1+7bjfROttZ28Je98a2QLo5imbZ/1K4C/k5ve8dEKA06XVnvyvnbteh5imFHsAqNfm8iZ8U9n+Z37uc1CgClS9+r585bLpOnpznOosmliRNNxpdlYkF/N13+ZJ+JojfgNJkTiWNfnbHknwjT/ap1OBGdYigrEScVE5IkpWMfuf7WP8l/PfInGd6/gyRVriCnT+yVzd9+JdM+HCN/f/E1GffpfFm980eWSkWY/AbrWkw4XIkalV+RzEhBDZDi6di+hYnyRGM7SDfZuOl7E1n0WCVRE9mcli3l0gHn0CFXmK2iuefOob76BnZ0iAKA0qE3sQbd8KTvpoouZy0oUaMzIHXpalnPANExg86st8+K1xk2OhO/PGgCSfddcWf3/LD3kIksnTs0NhGiUYxNIcmREwe2ybq0r2TaxP/IpFkrJNM3veZsSUhqLp0v7yjNEk/JjjXzZcq/35J35m6XvMaicDM96eWXqCluMeH82IsMF7UFYXnbuzew3Z+9HTmc6XRd+3TaRUvWmgilwd4an2M18tnbd/t74+/3lChxrPUN7K/R9RsC63MBAEpOl5nqbOOCEjRKE/Q6u/2xR0aU243B/BI2j/9zQZkWpNckzci7R/uSW7rvqrS4U54bPa7IN/7snWibJdc3EaJR9CdrTh2TfdvWS9pXn8q4l5+XF/7xrkyatVDWbDsuCSmdpc+1N8nIPz8sfx55gwy48hoZdtef5c+/aytV5YTsXviNbD7mMT8IbqWZ6See+chs5SmNRI1yKjKsJ+BIYZ8JZJ8phPwNHtjFRJbxHy2K+EJ1bvblvMBkGMdq5MvvOdQaBuGYNXVF79YmssycHVnJdABwOx332AvD+9OkuS5p1WXLWpsmnLPbi0vfX7QFuN3zr0w1Uel77c1PgmpqasJIW5p37nW/LwEWyvWE/WfYbyIjukR5siZHslZOkn+++4nMWrhGdpyqISkdeso1N46UP//lv+SuYQOkR/tkSUqoaL5enSWVz60qZ3ujCucnSrWKVj0WuJdOY7SvRdXp8KWRqFFORYZ37NxjIvezt/u74ALa/YWqT++OJrLocadF9HRmF8IrK+vHoDt2l7Rkqm+ks7fvVnrnVTt/hEO7Nk1NZNFBLQlVAAgfp26YOi5+/dEBvlk0Wj9Fa4+5bdmyXhfojVx/Oo5bvKT0G0bov1HQTHz9PTQBprNudPZNfrNtnJI5TjeRET2iPFlTQSom1JO2Pa6RG0feJ4/+151y48De0jElqcAiwmfVuVxGPPyY/PWBftLoHJI1bqb1CDQr7e/hmzr6psOXJvtyjO++yzSRu+kFsD2x1aD+hSZCYXTgYV9moftTp7Pqmyv1McJnU3rgNF9Ft4PI16L5xSbK89fHbzNRyTVPaWSiPOkZkVVXDADczN4NUxPuS+e/6qsd5oZZNAXRhI19HDf1s8UmKh16w+DFVyaZrcLpTQadbeOURHK6OVyaXbVQ/qIsWZMly8e9Im+M/0RmzE2TdVv3yKmLe8mgPh0lJSlRKsWbLytMxapSrar/bBuESk8suv5TP8qibeojT4w1UZ777v6tiUrPJc0bmsgSKUWGDx46YqI8brvz4XbaycCJvrlqly0tdM2d/JJbtWaLiSyahEXk0/NN7p3N3FoG4TwHOdWWWrtuq4kAACWh4xv7TdKhg7ubKDLcPXKAiSw640VvZpaWmV8sDpoprEt/9cP+fuWv202vBiVs9u0LrDvJ2Cj6RVmyporU7dBOLq58XL5fNkcmvT9GXnv+efn7W+Plk9kLZeXGHbLvp1Pma1Ea9AJL28nph07n0wvX0qIJIfvJT9fIlkXyoXHjyCwybC+2WVBnFjjT2R26Dju/N0gtdM3SqJKjXk300jub2RvfKrVaBva6NQu/2WAiAEBJOC2BcuqW6WZOv+/8r1eYKLw0CWSvi6MJGl36qx+6ZCx9dqpvCZm9xIKyJ2zSlgXuf/vNY0SfKEvWVJI6rXrKgKG3yT2PPir/ddfv5XfX9Za2SRXl8PqvZdp/3pF//u8L8sJr/5aPps+VtHVbJTPrBC26w+iiOjVMZNEL19KYaaAnP00I+dOTX3HbvhaV09KhSCgyvDljp4ksjRrWNhGKQhOCo5/9k2+GgNOba+7SqNJMVkYz6tVEv9LsCkLdGgAoHU5LoCJtGY7+vtpK3N/4D+eZKLwm/Gd2UPkB+wxtvQmoS8gWzBztS9rYacImt4aNve5knTrUnYx2UVyzpqKce0EDadHucukzcJiM/PMoGXXfH+W23w2Qy5qdL6d2LJMvJr0vY157QZ554R8y/pMv5Ot1mbTqLiGn4pGasLnvoVfDOlh+/qX3TZQn9bHhZdYW0Gn2TiQUGd62fb+JLLT7KxmdIaBvrjqjy4ke+0VtyQjq1aBk2rcNnoVF3RoAKJloWAKVa8BVgbUt9QZRuMdrWsdQx4H+dFZ2fuMZvYbRpI3TzO0/3v+m7+fZEz8NG1xkIkSrKE7WKI+c2L5Svlm3TQ6cEKmUeJE0atFBelw5RG6952H5y3/dLX+4abBc1am+VDy8URZOWymZTLMpES3sq52Y7PTOZrgSNnoytS870hNbWRc1s59MI6HIsD4P/pitUHL65qpdD/JbGjXhP1+aCKGyv5ac9iuQH31N2pd4UrcGAEpm4eKVJsoTaUugcuk1g71ezKIlgcuvS2rsuM9MlCeUupr//cQdQe9hmqTRuoh23MiKflGerDktJ/auldmT3pV/vPC8vDzuU/kqbb1sO5AtOd4/veK5taV+cmvp0megDBv5oIx6uJ80CrUIMfKlCRt7azyliYIbRzxTouVCmuzR7LI/XYYy6qHhZqvsRFqRYaf9XrNGNROhpHKXRtln2WhikS5RRWOvMcKabBRV98tbmshC3RoAKJmJkxeayKI3UiK5E9HggV1MZNFZMOFaBeDUqluXOIVSV1NvOLz20v2F1pUsqDgxokeUJ2vi5fwWfeV31/SQNg2rSvb2NbJw1ify7j9ekv99Y7x8One5pGdmyUkzmya+4tne70A46PIQp3oeOs1w8M3PFTthM3HSl0FTAEc9cF25vFlEWpFh+zItfW4i+U3WrbRukv24d7q7Amc6ULLPAGvdqomJgNDYjxnq1gBA8WktOft783XXdDVRZLpmQDcT5XGaPVQc9lbdOi68/bZrzVbhQknYdO7A7PhYEOXJGpH4hCRp0bGPXD/iPnn4zyPlRk3cXJwocuh7WfP1Z/LhmNfkhf99Sz6auVBWpmfK0VMe850oKU3YTP7gsaALV022FCdho1+vHab85VZULw+RVmTY3u6vV9dkEyGc9A1WE4j+NJHn5mPDTZxqi6QkM7MGReN0zFC3BgCKZ/nKjSbK41QfLJLoDUv7Mus3xwTWmCkOp261Oi7U8WFRFJawoe5kbIj6ZE2eOKmYkCQpmri59U/yX4/8SYb37yBJlSvI6RN7ZfO3X8m0D8fI3198TcZ9Ol9W7/yRLlFhoNP98kvY3PPnN4p0p/O/n33XRHnsFdXLktNUxoMHj5jIfWj3V3Z69ehgojxTpn9tIhTEXltEBylFHeAAeszYB7jUrQGA4rEvgdJuStHw3myfHaRJlpLcXNPrmvxadRdHQQmbixsFzvBHdIqhZI3KkRMHtsm6tK9k2sT/yKRZKyTzxGnv42dLQlJz6Xx5R2mWeEp2rJkvU/79lrwzd7tLukN55GTmKpk+5n8kNTVVUp8eI9PXZMpJ89kCebIk4/Mx8rR+X+r/yJjpqyTzZNnOHtKkxqzJfws60egJUZc1hUKz1Pbpl7r2s7wLa9kz8t9vc2+RYdr9lR29W2Nvv6hroXUaMQpmry1irz0ChIq6NQCinSYWxr//eanWxnNaAtWze1sTRTadHWS/oVySm2tvvzstqFyDdqstCaeEjcbMOo4NFU57mTg6nTom+zJ3yLbvt8jmtRtl+4+/WI9XqCIXpFwiLZObSOMmDSUpoaL1uPwqxzZ+Jm/9Z7Ucr5As1/15mLQ7r3xzWp5DafLOm7NkV8BUn0TpMPx2Gdikqtl2cly2Tn9b3l8RuPwlvl4/ufv3XaRGmP6sChUq+P5f2KGk2WYtMGyfGqhddAoquKVvRPW6jTJbFj2xasvk8s7q6xuk/9IsTd5okVm30X1fpcWdZsuSPjuVKvKlSAc3NTo8YLYsmsDRtoxw5nScrpoyqsw7vSE6aOfAdoOeN1uW7I1vRcXdYAB4462JAa2htVakliAIt9lfLpGrRv7LbFmi6Vxq34/FvcbQosLdbnrVbFnCeV2gYyRdzqs3hvtf1ZX3shgR5TNrciRr5ST557ufyKyFa2THqRqS0qGnXHPjSPnzX/5L7ho2QHq0T/ZL1KizpPK5VeVsb1Th/ESpVtFKRJSfo7JhzgLZJfWkxx2PSGrqUzJqZD9plvCjrPjsW8ksYJKMJ/Nb+WzFj5LQrJ+MHPWUpD51rwxpXk1ydq2SNXtOma8qO3pScVq25LS8yZ/T5//16t2uOEnZiwzbZ6+4xa7de02Uh0RN6WJ2TdFRrwbhRN0aANFKEwP+CQb14F/eMVF4ResSqFyDBvYwkUVnxqxcHTiTqDB6Y9meqFGhtOoOle5zvXmlS6pI1MSOKE/WVJCKCfWkbY9r5MaR98mj/3Wn3Diwt3RMSZKEivn/6WfVuVxGPPyY/PWBftLonHJO1mTvkA1bRJoNGip96lbxPhAnlZLaS/e2NUWOpEt6vkmXU7InPV2OxCdL32s7S1Il798bV0NaDfyNNIs/KGvT90t5lFLWBIH9AlanVuoyJydOy5/0TcItd9rtRYb1BO/Gi/HtO34wkYV2f2XDPgBQ879eYSLY2ZcR6jRfBiQoLj127MtvqVsDINI5zeBQOgbVz4VTNC+ByqWz+4NKNXy22ESF00SNNk6xe/fp3xa4cgAIRZQna+Lk3Ba/kUF9OkpKUqJUCrUvd8WqUq2q/2yb8uKR7O82yhZpKC0bn2seUxUlqc9dkpp6l/RJyu/3PClZ+4+KnFdLEjVRk6tKA2nZtKIcWZshe8qp8ZW2rrOvDx3y4HtBBb10Wx/3p9/34L03mq3y53QS3rkreBZLecvYGrj0jHZ/ZUOPD3tdIy08p1NZEcxeBLtN60YmAoqHujUAokl+iZpc9pbRJfXZjEUmyhPpXaCcDB3c3UQW7eIZys3X3ESNvU6NJn+GDrnCbAHFF+XJmkj3qxw+kCU5mnCRPbJmuikUHEqBYc9RObD3lMTXqSXVA57lSpJYO0Hk2AHJKuNCw7n0bqcuY7KzL3dy8/Inf5FQZHjnrv0mstDur+zcMeIaE1n0DX3mF6HfsYklOjjy165NUxMBxdO6VRMTWfQOMclSAJGosESN0rqQWq8rXCZPTzORRWfHR+OM1+5d25soj1Oiyp++l+SXqNGCwMwMRjiQrIkA8VUPy/IPxsunKzKtduI5mbLi0/HyQVoBS5lOHpb9x9zbfFyXMelyJn/+y6HcvvzJX/16tU1ksc8OcAP7RTDt/sqOLv1jdk3hnDpZNE9hZg1Khro1AKJBfokaTZ7YZ6tP+E9onVYLo7NG7E1Bul3W2kTRRRMr9jINb4yd7dvvTuM1fey+h14lUYNSR7LG1cxSpmM75DtpLzfd94RfgeFfZdecebIhu+xmx2jXJ6eP4tLlTE7LofTE6PblT/6SmwTWf8nY6q5lUPblZapmzWomQlm46XeBU2H1zb2oxeui3foN35nIonWVtEgzUBI6YKZuDYBIVlCiRjtMjnrgOvOIRW/QOY39imruvMAbfToWj+bujPZElI7VdL9rl8pHHv+HryuWLo3KTdTYbyrr/nnhmf9HogZhRbImAuQcrSxtB/SW5MSzvFtaYLizXNs3WeJztsuG736yvigC6cnMaTmU0xuSG5c/5WrY4CITWex3IcrbwYNHTJSHgmdlSwc39qLO4V5XHunsM9Ku6B2dd+9Q9qhbAyBS6azTghI1Sts4229+Tpn+tYmKz74E6tZh3UwUnZzGark0Aabty2t0eEB69n/EMVEz+YPHuMmEsCNZ42qmvkx8otSqromaXHFSKbGWnCenZO+Bo85LoSpVl9rnhVpROTSnT592/CgJp+VQdm5d/pSrZo3gWSrhuKMRLvYaOvYlOSgbDz8wxEQWTerp3TJYqFeD0kLdGgCRSMeSw0f+3Wzl0dmCuYkapTcz7YkUbetdku6kmiSKlSVQ/t74+z1BiS87+9Kn3EQNN0JRGkjWuNpZUr1WouSfcqkodWolFPgk5uw9IIcDsjn5dIkqR07LoXLp425d/pTLKYvuNJulvGzO2Gkii73GDspG18vaBt2xGffebBPFNurVoDRRtwZApNFETUHFa+1u+t2VJspTWIHcgowd95mJLDoej+YlULk04TJr8t/kizF/DFpCm5/3x/yZRA1KDckaVzMzaHL2yfYfTpjHlEdOZh2QY5IgtRMrmcds4mpLSuuawV2fsnfIhi2npFrrZLnQJc9+fsuhlJuXP/lzc0eopSsCa4HYa+yg7Nhn13CH30K9GpQmfQ+hbg2ASKHjgnv+/EaRitfqe6Z9proWyC3OGENvoNhnu0b7Eih/ui+vvOIyGfPmI3JoxSuyaML9+a4C0M9pIwmgtJCscbm4C5OldbUfZcW0zyQtM9v7iEdOZi6VaXMyJKdaiqRcWNH6wiAV5cKUFKmWkyFzpi2VTE3YeA7JuulfyeacmtI6pbarnnyn5VBuX/7kr9r5VU1k+WHvIROVP/s0VnuNHZSd9m2D79JQaDh49lfnDo1NBISHvW6NvRYDALhBbvFa+9itoERNrt9e39tEFk32zPxisdkK3Ysvf2wii86qcZq5Ews0caMzox97ZIRkb3zLl5zRekE682bXoud9nwNKE8kat4u7SC6/pr0kHN0ks8aMltTUv8nzY2bJ5qPnS4drLpUk3zPokex1H8vTqS/IR+vysvBxSZfKNR3Ol6ObZ8mY5/8mqX97XSZtOiLx9dpJm3yTPOVHlzu9+/RvffGkl29x/fInf82S65vIsnPXfhOVL6flJfXq1jERyprTHf4FC6lb8/g/F5jI0rF99E+1Rtmy163RC6GS1HMAgNLw12fGFrvLkM7wsM/0Hv/hPBOFRmvp2f997TbFbFdrDKfJGa0XpDNvWPqEskCyxvXipFKT/nL3yOukQ5I5SSc0k17Dh8vVTQJncwSrKk2uHi7DezUTqyLMOZLU4Tr5w82dpYYLn3k9Cd46/Go5ve0dGTyoT6FvSm5ywQWJJrLMX5xhovK1fccPJrLoG34k7ddoNHRwdxNZpsxYZaLYtHpNuonydGzfwkRAeDjVrdmUvs1EAFD+3nhrYtDyIx23FaXL0HXXdDWRpajNDOydKvXf125TAMoHyZqIoO2628nAkX+R1NRUSf3zMOnVJNHvyYuTKq2ulz/0uDi4hk1cojTpNUz+rN+X+hcZObCdJLmksHA0qVWzuoks9nXG5WXv3iwTWXp1TTYRykuL5hebyKLHitMMqFhhrx1CvRqUBk1S22e1PfiXd1zVuQ9A7Br//ue+Dk52RS1e69TMwJ6Ayc/kKXODll8988QwbvIB5Yir9mjhOSK7dp5la/GNsuJUXMwNF+DrNwV2POnSKbTK9ig9OuiyD6TSvl1vothjrx0yeGAXEwHh1f/KwOUBmijVbiskbACUJ535ctuTn5itPMUtXmtvZqAJmMLGpFor5/lXppoti45VdLkPgPJDsiYqnJLM+XNkR4ce0rIKT2l50ami/g4cPGyi8mNfjmVfroXycUXv1iayxGqxU71Itt/Fs9cWAcJFp/LbZ9eQsAFQnnQpcLebXjVbebSAbXGL12ozA/uY1N6K204LEdtnhduTPgDKHlf2UaGiJPW5WW5oVYMntBzZlxjt2xe4BKmsafFM+xtvg/oXmgjlqdtlgcmaWC12unHT9yay6OAyUjrAIfLoVH7tpuKUsPnvZ9+ljT6AMpf63PsmyqPdhkoyo0XPdVoU2J/Wwhl592jHxLSOP4Y8+J7ZsmihYjodAeWPa3sgTOrXq20ii70dcVnbuWuvifJQud4dnBISy1duNFHs+HLeShNZBg1oZyKgdOSXsNHuJ9oul4QNgLLiNLtUEzXabaiknIoC63lOZxLO/nKJecQy4T+zTZTnjhHXmAhAeSJZA4TJRXVqmMhy5MfjJiof32/LNJHFfnGC8vXsXT1NZLEnLqKdXhTbu1707M5dPJQ+Tdj89fHbgpcJkLABUIZ27Nxjojy333atiUpGz3O6lMpOZxJeNfJf8sjj//DNqNGEkb2wsc6qKU6tHADhR7IGCJNLWjY2kcV+IVrW7DN72rRuZCK4gT0xocdLLF0krly9yUR5mqdwjKJs6CxDbYfrlLD56zNjzRYAlJ7vvgu8qaZJEk2yhIsupVo1ZVTQeU7pmKPf4Kfknj+/YR7JM+qh4SYCUN5I1gBhUqWKrW26V3nWIVm64jsTWewzf1C+nBIT6RmB3bui2ao1W0xk0ZlftOxGWcovYaMXMW+8NZEZNgBKlb1j5yXNG5oofHTZ9YKZo32JIDudZeO0DIv3YsA9SNYAYeJUD+bgoSMmKnv2N2D7zB+ULx0M2ZemLVqy1kTRb/xHi0xksbdVBsqCnrf/9erdZiuPLgvo2f8RmTxlLkkbAKXCPgO7ceMkE4WXztYZ/eyffMuinGbZ5NLP3fS7K80WADcgWQOE0XWd65rIsn3HDyYqWxlbdpgoT726dUwEt+h+eUsTWewJjGila+Ttnco6dwrcF0BZ0TvPiybcb7by6DGqHVI0abN4yWrzKACUnFNXptLu2KnLomZN/pvjLBulHaSYVQO4C8kaIIySmwQmRH766YSJypY9SaRJpHCug0Z49OkdOGDSi0OnAVy0mTsv8G6i3s2jUxnKk7aodUrYKH1ddrvpVRl0w5Oyek26eRQAis+puHBZvA9qMsZplo2OE506SAEoXyRrgDDq0ilwWUvasuAiqmUhY2vgEih7EgnuoAMz+5RkeyIjGi38ZoOJLLcO62YioPxowiZ9dmq+d511aWm7Qc/LyLtH+2ra6BIp/dA2uDqbUT9iIdkKoOSciguXpdxZNpNevsX38eG4J7ipB7gQyRogjM49t7KJLBlb95qobO3ctd9EFnsSCe5hT1TYExnRRotua8cdf90ua20ioHxpu1q966xJG/uy1lx6/GpNG10ipR/aBjflylTfR71uo5iBA6BQZVFcuDA6y2bwoD6+DxI1gDuRrAHCqGGDi0xksRf5LSv2onUXNyqdonUoOXuiQi8Ey7OLWGnblL7NRHlSkst+kAoURJM2Uz5+2rc0Kr+kTX5yZ+AwywZAfsqquDCAyEayBgijmjWqmShPWQ/Ynf69mjWDfy+4g1OiwimhES0WLAws1KpTv7mjB7fSpVG6PECXCRTURcXJ4Jufo5MUgCBO47TmKY1MBAB5SNYAYeRURT87+6SJysbBg8Htwine6l6aqLCvVbcnNKLJ4/9cYCLLFb3bmwhwJ32N6jKBBTNH+2baaOLm3ad/63vd5n440cLE9z30qtkCAIu9uLAmgunCBMAJyRogzO7oH1gfZv2G70xUNr7fVr5F61B09oSFPaERLZzqeHRs38JEgLtp0kZn2mji5tbhV/tq2+R+nN72jmRvfCvo/K/LGrUYMQDkshcX7tU12UQAEIhkDRBmjRrWNpHlh72HTFQ27B2o6tcL/H3gPk4Ji2gsULp23VYTWbQWCHcTES00mfPXx28LWi6lxYgXL4ne2XIAisZeXJgmEADyQ7IGCLNmyfVNZLF3Zipt9g5UyU2KVhwTZU8TFvYipouWrDVR9Jg8Pc1ElsEDu5gIiA665PRfr95ttvJ0u+lVCg4D8KEJBIBQkawBwuyCCxJNZJm/OMNEpU+LWdo7UNk7VMGd7ImLL+dFV7JGL1Ttx2brVk1MBESPtm1SfHVt7Cg4DMApaVu/Xh0TAUAgkjVAmNWqWd1EFi0yWVZ27Q6cVaO0BS3cr8ull5jIoomNjC07zFbk27jpexNZdKmIXtQC0Ujr2jx7V0+zZaHgMACn90KWAwPID8kaIMzq1Q2+Q1JWF932Ysb2pTVwL02q2WtdDB/596hZOvHlvJUmsgwa0M5EQHR68N4bKTgMIEDG1sAZphQXBlAQkjVAmGmRSftF94GDh01UuuzFjDt3aGwiRIJ77rjSRBa9E69LJyIhYaMJyUce/4d07nW/7//j3/9cZn+5xPd4VtaPQWv0e3ZvayIgOhVUcJiEDRCb1qzdZiILxYUBFIRkDVAK7HdK9u3LMlHpsg8C7MWO4W5Dh1wRdCc+EhI22ukm5cpUX0JGf1/9/21PfiJXjfyX7/EaHR4wX5mneUojEwHRK7+CwyRsgNiks+v8UVwYQEFI1gClwN4ue3PGThOVLgYBkU3vxL/20v0RlbDRgqkP/uUdsxUa/ftYo49YkV/BYRI2QNnQ9ym9qaAzPcuzFpzTv01xYQAFIVkDlIKL6tQwkeXIj8dNVHroMBAdIi1hM/OLxb7frSj6X9nRREBs0ILDrz86wGzlIWEDlC59z9TC3to+X2d66kd5vea27/jBRBaKCwMoDMkaoBTYZ7TY63WUhh0795jIwiAgckVKwkZr0Qx58D2zZdGi1jqL4OGbOjoWuH736d9K/6u6mi0gdtxz51ASNkAZ0rpp9bqNCpp1XF6vOYoLAygqkjVAKahZs5qJ8uiFbWn67rtME1kYBES2SEjYvDX2UxPlGf3MHb5ZBKOf/ZNM+fhpOb3tHUmfnSqLJtzv+/+tw6/2/W1ALCJhA5Q+Xfakhe61blp+yuM1R3FhAEVFsgYoBVpU0u7goSMmKh3rN203keWS5g1NhEhVWMKmtBOABdG194//c4HZsuhsGm1BbqePdb2srePngFhDwgYoPfre1LP/IyHNaNbXnNayKSvUFQRQVCRrgFJiXwJiX6scbvMXZ5jI0rgxg4BoUFDCZsJ/Zputsvfiyx+bKM+oh4abCEBBCkrYaNt7AEWnrx2tSeNUR+3Zu3o6FvrWWjZlkbBxKi6cksxNNQAFI1kDlJLkJoHFfX/66YSJwk9nWNgHJ7VqVjcRIl1+CRu9sCuPzhY6sLXfIdRaNNRIAkKXX8JG296Xx+saiFS6LHjk3aN9rx07rd/3xZg/ymOPjMi30Hd+CRsdW2ndG11SVaHR733/1+3isN+w0xt6LAkGUBiSNUApsS9DSlsWeHEbTk5LrFhyEl10UPfCM//PbOUZO+4zE5UNp1bdOhgeOuQKswUgVPklbMr6dQ1EKk2e6LJg+w0EpTc4Jn/wmFx5xWXmkfxfc5qw0aRPboJGkz81Ojzgq3uTu6RK/6/bxZmJYy8u3LlDYxMBQP5I1gClpE6dRBNZMrbuNVH4rd/wnYks9hkYiA46c8U+yNTB4+o16War9Dm16n7miWHcIQSKyeniUV/X5VmTCnA7vXHw3OhxvuSJ07Inne2pM1Kdagjml7DRzlG5CRqn5E+u4iydshcXbpZc30QAkD+SNUApadjgIhNZpi4NvKsSTpszdprI0qhhbRMh2tx+27W+mSz+Up9730SlSy8enVp1+9+1BFB0+rq2K8+aVICb6Q0KLSJsL3Kv9P1x1ZRRhXYe1NdcSW5sFTVhY0/+XNKSmTUACkeyBiglNWsEt+8urXbL27bvN5GFOzbRSwefox64zmxZNBFY3HX0RZFfq24AJaOva/udfq1JpbMHAFj09aBFhNsNet5xNo12JFwwc7S0bZNiHsmfvuacasE50eLE+mGXu3SqME41qOrVDaxrCABOKpz2MjFQLBUqVPD9n0MpmBak85c+O7VUasmU1b8D9xh0w5MBs7X0bqIOUouzHEnvUi5aslbGf7QoaACsM2dyi2XbW6HqwHj0s38yWwBKQmeu6RIMf9q9RouiArFOkyL//ey7+S5P0iLCxZnlqQmg+x56NejnanKmZ/e20r5t8zPvq9paX5Oo/vS9V+viOC23yjV5ytyAWan6vjrl46fNFgDkj2QNSoxkTf60QJ3/AKA0Bt56x0ZbVfrL3vhWsS7aETl0+rXe1fOna/R16ncoCkrQhOrQilfoAAWEkXab8U+K6oXg0vmBr3Mg1ujMUa0j40Rnxvz18dsKTJaEQsdSWv/v4kZJvpba+Y2h7OM6VVjCRmvr+C/Z0kSQdqcCgMKwDAooRfbaMT/sPWSi8LG3g9RBA4ma6Nf1sra+mS3+tG1pQUVJdTCqdwY797rfN41c7xAWN1FDq24g/O4YcY2JLPr6LE7nGSAa6KwXTWDml6jR96Exbz5S4kSN0tnIejNNl1AVNIZyWjqlr1PtSJXfssWlKwKbQLBUHUCoSNYApcj+hrxzV2BtmXDYuzfLRJZeXZNNhGhnv7BTTnVl9GJPB7w6A6skCZpcmiSiVTcQfnrBqEsk/L34yiQTAbEjt4iwffmt0ptSutw71Jmk4aSJnPwSNrqcyp5c1QSOvcEExYUBhIplUCgxlkHlz75UpTSmtNunzVPjILbYp1crHcRq8UJtsz3+w3khdSLTC8TBA7tIl0svMY/k0dlbP/10whfrFPFQijcCKB6nJY7UIUMs0SLCOlPUiS4hevDeG8t9BrEmYTSZ5HTzQ8d6tw7rJoMG9pDs7JMsVQdQbCRrIo1nt8x97R1ZXGeQPDSslVQxD+fLkyUZMyfJx8syJUfOkaQO/WRA3zaSVCl8k6pI1uTPqZ7M6W3vmCg87MWFF02437dEBrHBqSipJl5+2He00Bk0uQmaPr07hmUaOYDw0KWK/q9finkjFhRURFgTIM88MaxYRYRLi/6+uvypKLNVKS4MoChYBhVRfpVDS7+SxUdyzHZhjsvWz9+XCb5EjfpZMldMlX9/sFQOeXwPoJQ5tWZ0auFYXE71SRrUv9BEiAVaN0bX7fvTmTT5DR51wKtfv2vR874Bo04jJ1EDuIu9Pb/OniyoHhUQ6XTZkyY+nBI1uuRIC/i6KVGj9L1Tfy99Xw1V5w4sgQIQOpI1EcRzaLlMmbPNJF4K58n8Vj5b8aMkNOsnI0c9JalP3StDmleTnF2rZM2eU+arUJp0mqv9TVynxIbLzl17TZSHC+/Yo/VjChss6t08bW2q7b1J0ADu1v+qribKM+E/s00ERBddUvTH+990vMkQziLCpUF/L31f1fdXfZ8tDMWFARQFyZqIcVQ2zFkkP7a+XDpUizePFeSU7ElPlyPxydL32s7Wsqe4GtJq4G+kWfxBWZu+X5hcUzbsBX+/35ZpopLT1sv+7N2BEBs0KWi/E59LjwldGqezaPSuJOvkAffT1+nrjw4wWxYtDp5ftxkgkml9NXuiRm9ArJoyqlyKCBeVvl71/VXfZ3XWqr5287uB0rlTSxMBQOFI1kQEj5zculDmbKkll1/eVKqaRwt2UrL2e9/4zqslif71aao0kJZNK8qRtRmyh2xNmahfL7B99/OvTA3bgHv8R4tMZLmkeUMTIdZoUWlNymjxRaWDRR00ap0LahgBkeem311pojx6UQtEE13eN+TB98yWRZc96WyVSCxmrzNt7rlzqK+ZhP97stJZQsxqBVAUJGsiwcmtMmfaejm/b3/pXONs82AhPEflwN5TEl+nllQPeJYrSWLtBJFjByTrJNmastCuTVMTWfTu0cRJX5qt4tOOIfY7UVooFrFLkzKPPTLCV8RaB4sMCoHIpfWo7LMlNdkPRBOn5X0PP3hDVMwC9X9P1o9ImCUEwF1I1rjecdk6Z5asPr+nDOpcO/Qn7ORh2X8s1Oo2KE36Zq13ifxpS0rtIlASUz8LvMOqa6W5OAeA6HHHiGtMZNEEvSbqgWig4yBd3udPE5S0qQcAC8kal/McWicLvOOytj1bSY1yfra0RbfTBwqnd4nstD1lcem0Ye0O4u/ukYH1DQAAkU0vWu1FS198ZRK1axAVXnvzExPlGfXQcBMBAEjWuJlnvyydskB+bNtP+jYJrVIN3EkH3PZikdqecvaXS8xW0cz/eoWJ8nTv2t5EAIBo8fADQ0xk0db84VhKC5SnjC07gm466ThJl/8BACwka1zMs2e9pO06IUdXTJDnU1MlVT/+Nla+PpIjOZsnyejUF+SjdcFtDn0qVZfa54XSNSp0p0+fdvxAaG6/7dqg7gBPPPNRse6Qjv9wnoksWsCOLj8AEH10Ka19do0updWLXSBSvfjyxyay6PjIqag2AMQykjVRLmfvATkcUEc4ny5RKHWaTHn5f35vtixaf+Dl1z80W6HRAbreWfU34KrLTAQAiDajn7nDRHkeeWIsy6EQkbTuks4u9jfqgeuYVQMANlytu1hcUh95IHdGTe7HU3dIj2rxEt9siDyS+qgMaxU4U+OMuNqS0rpmcNen7B2yYcspqdY6WS7k2S9zeofU3t3j8X8uKNId0tlfLTWRRe9GRWJ7SwBAaHQprbb99cdyKEQqrbvkT8cx/a/qarYAALm4XI9aFeXClBSplpMhc6YtlUxN2HgOybrpX8nmnJrSOqUInaUQVvfdHTjgVnqHNBR6F3X8R4vMluWeO5g2DADRbuiQK1gOhUJph6VHHv+H7+ONtyaWuPNkUaxek+77N/XfHv/+547/9uQpc4NmBz/zxDCWcgOAgwqnKToSWTy7Ze5r78jiOoPkoWGtpIr1oGSvmygvTdouTYfc5Tfb5rhsnf62vL8iy2xb4uv1k7t/3yVs3aVyO0JxKIVOBytDHnzPbFkmvXyLDB7Ux2w506nD3W561WxZdi16npbdABADNDGTcmWq2bJoAufDcU9wsQvfDZ2e/R/xLbH2p8eIdozs2L5FqS01chqfqDv6N5ehg7ufaYJg//30d5vy8dNmCwDgj8kVUa2qNLl6uAzv1Uys9M05ktThOvnDzZ3LvQ14rNPpvvY7pJq80ZbcBZn62WITWXQQRKIGAGIDy6FQkJWrNwUlapQeI1eN/JfU6PCAPDd6nC+xEk75JWqU1qbRf7tKizvlvodeDfr97N3OAAB5mFkTNU5J5typkp5ynfRJqmgeKxvMrCkenS7cbtDzZsui9WxGP/snsxVIEzk60PL3xZg/ypVXUFwYAGKFzp64ccQzQUtJ0men+pI5/nQmjtY50+WzepGsCf7XXrqfWThRauTdo4MK9+ZH68T869W7S1zzrqBETWEKGvMAAJhZEz08R2TXzrOkVvWzzANwOx0gacttfy9OWO5b7+3ksxmBtWpU7rRiAEBs0ERLQd2hNLGv9UIG3fCkb8nUvS/MODObQS/kZ34ROEMT0UGf91ATNUqPCb1hpDNtittVrKClT5oMKswdI64xEQDACcmaqHBKMufPkR0dekjLKjylkeTOO64PGtDowNopYTN5epqJLK8/OoC7owAQg/JbDqUzbnQGphYets+8yTX+w3kmQjRZvnKjifJkb3xLFk24P+jGkD/tSKnHTVELVeeXqNGxyZg3H5EFM0f7/m17B8xc+rh9JhgAIBDLoFBiLIMqmYIGPPfcOdQXOy2ZWjVlFC27ASBG5bccKhS8f0QfnUnlfyxoguaxR0aYLWvmjSZ03hwzI99jRhOA2nWssBtB2uVp8M3PBdWfsf+bufTfnv/1Cl+iMLlJHbnumq7Svm1zbjgBQCFI1qDESNaUXGEJG51pozNuctE9AQDg1B3KLnf2pv+FdX4X1YhMmjyp122U2bLorJaul7U1W4GcOlLm0vGFLrPLb9ZLfoka6iEBQPiRrEGJkawJj4ISNv6JGqV3v24dfrXZAgDEKq1Po8ue7PS9o9tlrX0zaJwuzg+teKXU2jijbNmPAU3QLZ0fPJ7wp0mXe/78Rr6zbPJbvjR/cQaJGgAoIyRrUGIka8Inv4SNHYNsAEAuXSq7aMlaOXr0uPTs3jZoiYlTN8FJL98igwf1MVuIZPYlUP7LqAuiS+m07btTsi9UJGoAoPRQjRZwEZ2yrFOXC6IDIxI1AIBcOntGL851aZO+j9gvnPU9w15klkLD0UETdfbZMTqjKhR6nOgsXW37rsufiopEDQCULpI1gMsUlrAZccuVJgIAIDQDrrrMRBa9wNcL/fKmM0r1A8WjM6r8adKlqMWjtT7Nh+OeCOowVhASNQBQ+lgGhRJjGVTpcFoSpevQtR0mgyMAQFF17nV/QL2RUJfLlAZdgvPXZ8bKixOW+7a1RsroZ//kixE6+3Na0pp2Wstm6bINZsvZxY2S6CYGAGWAZA1KjGRN6bEnbKgxAAAoLqdixNkb3yqXGwBORY8L6mCEYE43dXYtel7qJl1gtgAAkYxlUICL6aBVB15fjPmjrJoyikQNAKDYrhnQzUR5Fi5eaaKyo7Nqnn9lqtnK8+Bf3vF9DqFZsDBw+ZgugSJRAwDRg2QN4HI68LryisuYcgwAKBEtNGxvyfzmmBkmKjtvvzstqP2z0sdmfrHYbKEgmtR6/J8LzJbl7pEDTAQAiAYkawAAAGLEddd0NZFFCw1nbNlhtkqfthG/94X8E0Q644bZNYVbuXqTifJ0bN/CRACAaECyBgAAIEbo8lotVu9v9ldLTVT6nn/pfRM509k1OvMmVmmBX63n88jj//B95Nexa9x7s01k0e5MOnMKABA9KDCMEqPAMAAAkaO8Cg3rDJ6UK1PNlkU7Uu3ctf9MV6hch1a8EnPJB51RdN9Dr8rYmYGzZnQf3X7btWeeH52dVKPDA744F8WZASD6MLMGAAAghjgVGnZaVqM0gaBJlnAslXrx5Y9NZNEZPjf97kq5Y8Q15pE8b4391ESxQ2cU2RM1SpeN3TjiGd+sG7V85Ubf//21b9vcRACAaEGyBgAAIIbojBVdNuPPf1mNztyY/eUS3zKcKi3u9M2G0Y/Ove6XN96aeCZpUBTaZtqeiBj1wHW+3yW5aQPf7BF/Wjy3LGvplDdd7lRQLR+tLVSv2yjfEil7Uehn7+pZLu3XAQCli2VQKDGWQQEAEFk0edLtplfNluXdp38rC7/Z4Di7w07bRGv3IS1qW9hyJZ2d07P/IwEdoHRWzYKZowtc2qOdq0Y/+yezFb30b+83+CnHDlmhYAkUAEQnkjUoMZI1AABEFqcESnHpzI6e3dv6luI4zfDQ2SBDHnzPbFmcEgxOtXRWTRklbdukmK3oNPLu0UEJskkv3yKXtGwsjzwx1jerJj+a9Fo6PzDpBgCIDiyDAgAAiDGaVLl1WHDtmuLQJUs6S0eXTD03epxv1k5u+22dNaLtuP3prBynmSBDh1wR1Kkq9bmCu0dFOk1k2RM1ukRt8KA+vuVhH457wpcMy0+4nkMAgPswswYlxswaAAAij9ae0Too+cmdMdM8pZFknzgpU6Z/LeM/WhTybBz9/iM/Hg/q9JQ+O9WXiHAS6iycaODUHUuTVbMm/y1oaZnWtPnj/W8G7ftYmHkEALGKZA1KjGQNAACRSWfBTP1s8ZmESmFLmpR+z4KFq30zaoqqsDo0OiNHOx/5L/3JL4ERyfJbhlZQ8sU3S+ml9888V1qU+Z47h/piAED0IVmDEiNZAwBAZNNZNjUSqxWpq5AmD7SN9MTJC0MqSqx2LXpe6iZdYLacORU/VppIGnDVZVExk0SXi9mTXaEmXzTRs2v33nxnJwEAogPJGpQYyRoAAGJbKImboswEGXTDk/kW1tWaN7fe2Ft69egQkbNttC36VSP/ZbYsWqfmtZfuL1KyDAAQ3UjWoMRI1gAAgFy5iZvlK9N9s0dy23x379o+5GSE1nMZPvLvhdbH0dk2v72+d8TMMtF949SmO5QZRwCA2EKyBiVGsgYAAISbLs0a/8HMkGrjREqhXaflT1+M+aNcecVlZgsAAAvJGpQYyRoAAFBadDbK/K9XyPgP5+W7NEqLEC+YOdrVy4icuj8VVnAZABC7SNagxEjWAACAsqAtrGd8scRxto3bEx9OdXgOrXglqrpcAQDCJ878HwAAAHA1Xer02CMjfEkOLcrrT1taa/FeN5o8ZW5QombSy7eQqAEA5ItkDQAAACKKJjn++vhtvuVP/rTLkta6cRNdxvX8K1PNlkWLLve/qqvZAgAgGMkaAAAARBztnvTME8PMVp7/fvZdE7nDW2M/Der+lPrYcNp0AwAKRLIGAAAAEUm7KGn7bn9jZ26S8e9/brbKlxYVttfX0do6kdC5CgBQvigwjBKjwDAAACgvJ078LD37PxI0eyV9dqokN21gtsoHRYUBAMXFzBoAAABELF1O9K9X7zZbeYaP/LsvkVNeKCoMACgJkjUAAACIaLqs6N2nf2u2LDrT5uXXPzRbZYuiwgCAkmIZFEqMZVAAAKC86Sya+x561Vezxt/rjw6Qi+rUkHPPrSwNG1wkVapU8hUnLk1vvDVR7n1hhtmyLJpwv3S9rK3ZAgCgYCRrUGIkawAAgBto2+563UaZrYJp2+9eXZPlit7tpXvX9iF3Z9Kk0MrVm2TfvizzSKCffjohtz35idmyaFHh0c/+yWwBAFA4kjUoMZI1AADALbRWzJAH3zNbodOuUj27t3Wc/aLLmpav3Oj9SA/q7hSKXYueL/XZPACA6EKyBiVGsgYAALjJc6PHFSuponTGza3Dukm3y1rL99syZebs5UFLq4pCa+ncOvxqswUAQGhI1qDESNYAAAC3Wb0m3Zds+WHvIdm5a79kbN0b1J2ptGlR4Q/HPRHyEisAAHKRrIkEnizZ+vVsmTZ/sxzV7fgk6XDtAOnbJkkq+b6gAN7vzZg5ST5elik5co4kdegnA/q2kaRK4WsERrIGAABECq05s2v3Xjlw8LBM/WyxvDhhuflM0dzRv7lUr17VbAXr0qm5r/sTiRoAQHGQrHE7zyFZN/E9mbTpiHkg1zlSr9/t8vsutQvov35ctk5/W95fEVgAL75eP7n7912kRpjyNSRrAABApMqtR/PmmBmFzrzRujYd26d4P1pIYuL55lEAAMKPZI3LeTLnymtjFounWV+5YVBnSaokcjJzqUz5eI5sPp4sQx4aKq2qOGddgr634mGT+DlHeoy8XfokVTRfWTIkawAAQDTQblJz5y2XN8bOlmU7jp6pX9OuTVNp37Y5s2QAAGWGZI2rnZLMuW/LmMWJtqSMR7LXTZSXJmVJ13yTLvl8b/Y6+eilKbK36+/lvj51C5iVEzqSNQAAAAAAhE+YFsKgdFSUpD53SeqTN+Qze+ao7M86aWK7k5K1/6jIebUk0b8+TZUG0rJpRTmyNkP2eMxjAAAAAADANUjWRLQEqZ2YT4lhz1E5sPeUxNepJdUDnuVKklg7QeTYAck6SbYGAAAAAAC3IVkTiU5ula/mZIg06yZd8qs7c/Kw7D+WYzYAAAAAAECkIFkTab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fMdXPlo78/bTKqqfL0mM9lTaZfvlLXAD/9tLwyd6dk6+DXfO3TY76QjBCm3nq83zPx/7d3J2BRXXnex38UrqiAILggLhFw33fjHk1cYqKhExOz2VlmerqnZ5LumZ7VSbrTPVu/3dPT/b7d05P0lqVjFhOXqBgTRdzAFUUFASMu4I6Ke9TyvbfqFhRQBQUWxSX9/TxPPY8UV+rec849de//nvM/aV+ondEhPDkh0UdDdChi4HwtevUvKs8fdZbpzMkvFd4pTu2D2XqvfqEd2RcVOWSCxllBkMqaKaa/8btEVXkKYl7879aK1//NKqufafG6HBWbT4zMMvrRG658Ibfzlug/X/2V1tXwhLr2MjFEDNTjixbppUrzrm/p/JlS3W7Mm3JXezDqf3GO0XoqmPkffvaq2U6O1+2C0RqOXdBugr7+5AR1rqmurxfq87VF6jJutFLaBLNR1MITOBuUoi5dUjQourT6TW35eXJY5/LX6HWjjF599d/0+ord7jbi4jQ2e0+vme2jMF/rzLb00yU1DmEPqK142kW7OMU0+A1mIOzQrxisoeDJ/bsbX/EV3CMqqp5bd6mp9CuhLJO6aMx+pZx1Y9xupCb0D8Htg+37lZpEKj7GffkcOnboV6zAuDpoUO/4Sr93tO+qnu1uVbkpvUv17lcMZl6qFa8b7cIsq9f008XrlGOWVdD7lRCXSV0Es19xdNXUlxZpkb98epfOqNQ8J11TkqV28e2tG0yTcZ3bq5+Sw0MQEG+kfsX9HeJvJO9tXTp9vnzq5N33P0FmnCs56xbrp1a/Ur0szBxA/6FXf7ZOxVePK3Pxz9zbvfa6VuaX1lCfLZQw9S/06qL5fvK3lOl0qVEqgbatoLmsgh37VBY5SFOMzsNXT+6I6a9p47oZHctu7akU7DP64T0rrTZjvH66WOtyio26Ncvov/R6ximjunO15D9/5Of8smuZ2EOjnwuwm1vuPDFLPInA3NzzAVcop8oQZ+eJjXrnt2nl294u3qo/vpmh4lrPlbZKnvG0nvY8xQ2EK/HUJmVfaFHtpuJuuaeLtFCXHp38748jWok9o706A+NipHC1fvm619x9XVBexpIa5uLWpB5lYs4HLtyqjdlnFZ7cT71CklQ3FMIUkfyAnnt6ojWqyp8rKlybpuyoSZo7Kt74X6HiGfllXYg6IhXXqZnfEV/OE1v00XtbrdxL/uZrX9Oh9Z8ow2xLZYXa732zUU0gbeW6Sk+XKbzNFR1N91xwVL3YCBX79Cvuc928qXR6XVw0TLk0lX4llGXSuALtVyo4z+VoQ/Y19blvRAgS2jaBfsXRSYPHdFP4hb3atN+du8BZelDrM7/Q7chu6hYbygcGNr5eqcRZ6ab0btWvXzFcz9eKX/7WKy/VbZXlZWiJmevhbF1HWdirTGzLeljiqbNOcZGVb7xatVd8O6OaGrQsGrtf8Se8SvDqbttUEDndOdyWeOeD8pTF0v2VgnxyHtPGd95SmieHyu1ibf/je0qv9/ThAIPewX4Q53kY3qWbuvj9u83UPjFR7TzBExfjOnzFG3rdK7+omZsqY4mZa+aU6zvi7jVSmdjEV++IcHdceWKOqk3feRVzoMtzxVQd4mx80Rccle715Dj4uiYmtDTuK2ofXulIGKXZ5UPYamOu8vMrvfqDn+vt9JPqMuNJzQ1qvg3PE6DaOgOjk4qL8RqOd1bZG/aqLDxBIxf8lWvu/qv/8ldaMDLBHXW+2FuP/9MLmhgdrvA+qfpe1VFCVdStTIyPdz0F+qF+/naGSrpM13Nz+wc1gNWoHAkaM9szFNIf86Y2XcuzozR97oiGT/pZiTVqJbq3enc267StevXv4Wc4s3WeDJvvPqf8ztcu00kN0wt/v0h//8IM9e/gvyUE1FasL97bxTu1pvyCw9+FVwOzW78S3kyXdngnL2+Icmli/UpIyqSRBdSvePvSnZ+lzQCNSG5rvdeQmkC/YrTX2FFzNH9kG+Uv+YV+YLTPH/z8PW2/dI9mzJ8SgmliXmzTrzjUKibOuIG5oMPHLlS+OQl6kvd69itmYCt7q7LLmilhpNVmzLJaMFYJOqrMwo56LKj9SijLxG7Ma5ONWpsnK8jrqbPG0rj9SnXGzf3n65WnFN03pkv5jWjA31UNzmnlcGtdnpfL1bf8y7eV2tcoi4IDOuQdCC47rAKNtXJrfk8vTExUeH2mD183R4nnG41mvMb4Pfeqti3r7WDwOfqrOkf7OHXymsLmfqBRqvCEsVpg5bhx56YyR/YdU4fHXtaLEzsa1xh9lfq9f6rbSN3GLhOb+AoeEu6KNc3mO/MHu+dAm6NZtm3V5sx862aviujRmjXZioK3StQYc966sWVFxDUY3CME3C4oL+1DLQvqSgLWF5n1U+3cx+c8sU+Zx24p+t6ZmpliLUPpiFHK7BerT98KOu8vf+PLNW+t3luWo9LgFYr9uW5q90lDxmpISJ/mGlzzZktdQ4rdUylqGc5snicz+7rPqfL52tdUsP+I1xOacLXrlaQurcKNTQZroOui6m5EqNuQZEV7fYHWnNivAdmmX/GcNxd16JBDwzzBkAYpl6bSr4SyTJoYz3k+ZLDuCUUQokn0K8ZuXjilgpKzldt22QkdKb1WfR8bko2uVxydzaklZiLMZVrtmQJhLle7/HPlBTUuUb9+xUz0uifzqHHD7tVm1EwxKQ/oxWpTq4MjdGViL87SHC1bvktXEidpeiimTtbGVv2KuTpUmpbvvKLE6VPU35ajwT1pGF7S/IHuvFzmEvnbsrYoM79iBaIK3rk1I9R1zCijbCtP8aqVuRLSslXaeaWbpk/v6/fBa0O2LffoL+uHWnmOz3qg4covOkUpVo4bMzfV7Bf/Qa++NLX+wRMblIld2PEsQWMzL3gyV7iHwpujWVZ97jUcv7LKuWM8T1Lc3CM/jL9R/qpHjgGXSA18/O+M/+/JDH5JuUs/szKDB4P1BMr6qXbmE62W1g2Oj2GtNQhemXi+TIy/4bqpaqey3DR92pRuqpzHte5nFXkGXC9z7m9AhWEt7XhxQAhWZ6nOnTQvpvJc/Iju6p/sK/l1uNdFksU19Dm8SjK0ym3prtuKcYOfNPlxvfTiA+VfoP4vvELATv3K7WtyDHmgIhjSIOXSxPqVkJRJCNxVv1KZz/O8ATWJfsW48dv28VL3SJpKq7uowVYJqZFd+hVHF417cJgiXVMgfu4acfTqv7+htVd6a3xya2ujYKhPv2J8Q1qjWeqS76/plEkIBNivuJcVXq5c9dPceaEe8eubffoVaxnvJQekvrM0b1Ro+tX6MgM0mVZ+px/8/G2tWrOzYpqPt6r5Iq3yCphryeq3tCTXKJa5D2qUn4ePDd223CNmrB9q5ZnCZj1MD3bOTJuUiV18RQ8L9WZciGX+7td6O83TKUWrz8QHtSB1rPGvxmZcXCV4MoMHc9UJz0VbbU/YrCdalTql2oYih0BTvam6G56nhGXb9fa//8C6OPhXryRmP6iWPDB4rKz1OqWM1//V6+Lkp1qSdy2gYfVyzRmv+iQqRG3J54VXA7NNv+I5130EQ4JeLk2lXwllmTQl1nlePnWgoTWNfsU98stRfXWXubM03FwlZMcXofsOstX1inEeJT2ghU9NUR/XKmMtlTD8YT33RH85ztRSb3VyN/1K1RwhDS1UZWIP5TeOV7ppxrMPa2D5SjqeOmsMdulXPIGaHF1JnK5nH7VGw9mU81ymfvf/3laaJ79TZB9NnPWYUsd3dP0+aMqDEteUOGOBHrVG8lTlv20Fkev7vvb8ST7zL7ULYq4YO5WJTdj4VEHQWU8GarqJdV+ImevrP2ytc/+SHp86Qkkxza0tAufOAu/5YjBfwRhq2zBfep45mCVFJ/13Us4LOnb4gtUpeVLZ1m0IdcOUiaGukfw6cD8x+Q8tzqnrqB3vqVo+WFndK8rCeN3NkMlQcQ0pPmv94EsAc5WtfDI1abC2EmxNrF+p7elRMFeaayr9SijLxMP2/Yp1njfEsfvUJPoVT9n7uFFrESFzMb6gBfaa5PVKM8UkTdLj3zHb3z/oxTlDlaCLAeWBqIu69yueo6jb1IymVCYejdavXM/XSusJf+q3ntQYnyMBqi5VbQgwT0i92aJfMcq2cI01omaevvX1MY04AsLKgfnae9USkFewpvYYLXX4vBfdOa6+87imjvJaIj8orqhw5Tvu0SOpf6avj/Ez0iigthUEVlDudslRlfhdWOCWzh87Vv07IGirMNmsTGyi0U4XNJ5KF1OVOmHPl1W0eg3r75WE0XNyhpK1JF61DrWWL9T6iuitCfd2UNnONK31OYzbmnZjXBgmjhmgzg5P0Kj6l2/9LxZq41ky0cffbvCEfZWPs9rc1gYMFvnk68Lp1X/0SmL2L/6X9rtL7iHFLdQn9TtVPt98fUepfaoOLfZxgWxdoFUbbhxEftthA3120+hXDK62eqv6jU5DXDQ3iX7FEMoyqcRm/Yq3Bj/2yppGv+Jpn/6DicEObjWZfqV82WPvqR9VVuGx3r1rde5XjLesc6laMC2AoFi9hbJMKglxv2KO8HpniSu3hr8n/O78PVVHLTR8WdihX3Ge26Z33t1urxE15Ym3TdYoNOsn44DdU3va9dKwgQkV/b8nABoUxjma+aHeNXP31DB6JJC2FTyR6j9hpKLLdmn52sLKbcDiPLdDS9ceNjqWoRrsGnHaSjHxkVXK0+QdFLtjvVcbO5aJPdjhlEGoOOLVe1AHGT2zteTmLZXuz1K20fdU7oQv6NDBE9aJaq6dv0YfGSdnQ4YCqrOy1d/O19oVnsS55jLVG41OJF+3I4O9OkcLJYy7zzWMe+e7f9SKzMKKZL3Xi5Wz7kP9Ic0og8hBmjSkg+vEcXQeoDGJzXRh82qv5HlHlL4qSxfCe6h/r2CvHuJJCndNeWvXKqfU3TE6S/OV7krYF6MhI+4JeoDCc5FxITtL+83PdJ7T/k17jVZS/QLjdsE2ZR43L/mMC+nibe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