aaarticlea/bmp;base64,iVBORw0KGgoAAAANSUhEUgAAAtQAAAPgCAYAAAASsev/AAAgAElEQVR4nOzdf4w0x33n9/4rQP4L8s8BRCAkiiHPnoEzzjnDfzhOosRIgPgSD3ZwRi6gIROw72TrTj7pbNxgNL6THcsnB4iIiIkhxId449GG4iE+IcyZONFR7DC2bh5quCT1i6L4SCTNH3ooPg+5z8Nnd37sznzzx0zPVFVXV1V3dU/Pzr4f4AWJMzvd1VXV3Z+pqe5OpOS/k1ffkdOzCQAAAHCtJQRqAAAAoDwCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADuNZGX3hOHnhwWImf+sLpcrkvvSI/ZfubX39FRjuwzbnlKyN2m976gXz8H31V3vfgDfnAP7opj7+1A/VTqVP51K97+guAK49ADeBaWwfqDz0jh1/4gTz7g/Psezkh6Pade/Ivv/AN+RHre2/Lr/3qrgfqG/Kjv/2K/Mvv3Zdbmfdyyn3vTL7+9Cvysx+uYpvO5A8+fUNb1/s+/aa81nT9VO5cXnjyBflhAjWwtwjUAK61ZWgeyUNP3c95zx+CXv7TZVgy33vs4d0O1D/y8C15Oec9b7nf+r78/C/FbpNl9HZX6qhyt+QhAjWwtwjUAK610Reek/f9zhvZYHkWHqhPz+7JZ/pXLFB/6Jvyz2zTK0ID9dlEvvnFrzFCHYxADewzAjWAa230hefloafGOe+FBuqJvPj4169UoP7gw7fkds57oYH69I3X5GeYQx2IQA3sMwI1gGtt9IWX5LNv5L0XHqhPX3pFHrpCgfqjj7+X+15woD47lU89vCPbtPMI1MA+I1ADQI5CgdpiZwO1S6FAjXAEamCfEagBIEddgfrWd9+Uj3/yRN7/4FAeePBp+Q8+eVM+/4p92snavffkqSduyt/8h6PV54by/r/7vPzCF9+Wl+5VuN0lAnVmOx8cygMPPiefemkip2fncvLlm/I3/8FX5X0PDuX9H/2OPPaW43aFues6lxeef10+8U+flx/7leWyHnhwKO/7xZH89GdekX/+3XPLZ7Ihdunb8pjSDh/40PKOJx/4B9+STz3znn0qzNlETs/G8tI3lmX4a794w17+3G0pEKi31dYAKkOgBoAc1Qfql+Xzj29us6f58LflsZz5w7fffEs++rFlgHtf92X589OJnJ6+I7/ZTV/7rvxJVXOPy4xQ3zuTPxuYdfWcfOrF9+Tzn31mHX5TP/y5t+X0bCK3XntjeacQ37reui39TzwtDzw4kv/miVN5/d5Ebt+5s97+Bx4cygMfekb+juVOLaen9+R/+h0z/L4gv/n4N+VHP2QLwiP56FctX27uGdvy4W/J5757vnz94VFlgXqrbQ2gMqUC9WKxIFAD2HuVB+oP3ZD3d78r/+rNsdx+881MmPzxP7QcV9+6JQ+l93x+8ET639y8d/vGd9b3Ns67U0lhZad8PPVto66ekQ92n5EP/sHb8tLp2/LRDyvvPXwrv44y6zqV310H5+fkN18c56/zl16SPw5sxwc+/A35zNfP5PbpO/Ib5q37/slr8qK2jLH88ef00Pwz6hz022/I31q/d0M++IV3LaPcAYF6220NoDKMUANAjsoD9S+9IJ9/y/F+JsidyWMPf3Xz/j98WW6o72tBbiQfP6lguysL1EN54Fe/J3++ev+bX/xaZoTaWgfmur76kv5AFPX9zDrTaSa+dhzJ3/mLs/z3zWD+xmvyM9rnn5XffFFdh3k/7a/JZ/7SLIcvUDfQ1gAqQ6AGgBx1X5ToDZNmkFNGdpf0kKYG1dIqDNR//Q/ubN6/9658qntD3veRF7WpLYUD9YdelD/KXWdooF7OoQ5937+e7ANq/taXzoxyeAJ1E20NoDJM+QCAHI0HajPIeULWA91X5bnY7a4wUD/0VHwdnZ7dl8d//7nlhYMPnchDX7ort88mcuu1H8hnPn2yP4G6ibYGUBlGqAEgR9OBOvdOGHn+3nflT2O3u7JAbU6LKFdHplvffVM+/hvPyPu735U/eWJLI9SZKR++QK3Pf15yB+pG2hpAZQjUAJBj5wL177xR/2O5KwvU9nBbtI5St998Wz7126u7bPz695Z3v9jWlA/LRYnaCPS9W/KQcseQH3n4luWiwYKBehttDaAypQL1fD4nUAPYe00H6te+9E39/Zy7WFRqBwP1yzduyn/40Gb0t/u1caF1xgfqiZzee0/+xe8/t74v9AMf/rZ8/s2xcdu8G/ITn/2+fN16r2h3oG6krQFUxhmoF4tF7n8TqAHsu6YD9enXvit/XVv/V+UjNzwPgIm1a4H6pVflg+r9otW7X2wzUK/c+s7r8nO/rJfZ/XCZlGcOdRNtDaAywSPU8/lc5vM5gRrAtdF4oD57R/q/avzNr35H/i/bgz3euiUf/1/fip8msGOB+o8/99X897ccqF9+9hU5/Mgz8tCfup6mmMd327wG2hpAZayBWh2JXiwWcnl5KbPZTGaz2TpUE6gB7Ls/+mz28dJFblcWH6gn8tpfvJh5suL7PvaifO75e3LrbCKn987k60+/Ij/7a/lPWizkL17MPNkwaPqB5cEu3a/VUEcPPie/8a1zOT19Rz7zW+YTCu2julUE6tsvvrIcKTfvDx3M/2CXrbc1gMp4A3UapieTiUwmE7m4uCBQA9hz5/LKcy/rUw3W4fLr8t9//cw7Qnn7ztvya+aIYxoGz5aPmP5I5v1vyMOvmdMGxnIj73Hlaej6yAvyz16Jnx5w6wfG47yVoPoz/8cded06N3hZX3+eefT4UH78927JC6eO9dkePf7gc/IbSv1+8/GvZwP+g0N5/699Rz7/lZezo+kP3pAf/axyUaD10eNflZ//8mqUWXmst/pl4GNPq238nnz2n9jLF9qfXnjyBf1+2g8O5YFf/5782R213bbX1gCq5ZzycXl5KdPpVCaTiYzHYxmPxzKdTrkPNYC9VeT2ZbnTP2zTJhQPfcHzvuX+zbe+e0s+9Znn5a/9Yhr+bsgHfuV5+YUv/sAZWoN4yusbRc+OIusBOWwahmF9H+b78vjvPy9/9aGhPPDg0/JXe9+UT3z5dDliezaWG49/S35iVSfv+8Xn5Bf++J3VexOxjQrr7feK5/3ToOWsPTSSH/v7z8vP/eHr8tSbaejN3qPa1961tjWAWjgD9cXFhRamx+OxTCYT7vIBALhGLPObveH6a/K7LzKSDFwXwSPUabCeTCYym80I1ACAa+Plp77tnIphnZ7x6Te5cBC4JpxzqBeLhTZ/Og3U0+mUQA0AuEbGcvPGS/ITRUJ1yN1RAOyFJJ3aMZ1O5eLiInPv6XSUOg3TabAmUAMAroXbd+STn3haHnhwKD/y6dflKz+w32/69p378uzTr8jPfngVqHnaIXBtJGmYTi84NEP1YrHQ5lKnoZpADQC4FpRbAv78n/rmRd+Xz/13Q3ngwZF89KvMoQaui8S84DC9Nd7l5eU6VM/n88woNYEaAHAt3H5bPv6x1R03PvwN6f9/78q3jVHq23fuy7PPf1/6v/2MvO9Dz8iDX7pb4uEvAK6qJA3Ipul0qj0ZMR2lJlADAK6de2fy9NN/KZ/4H74uP/n3R/IB7R7lN+QDv/KM/PQ/vSmf+vIdbm0HXEPJbDaT6XSq3c0jNZvNMhcopqPUBGoAAABgIsl8Pl9flDiZTOT8/FybL63OqVZvo0egBgAAAFZ3+VgsFjKfz7URaFUaqheLxTpUE6gBAAAA4z7UaqhOp4GoT0dMwzeBGgAAAFjSAnU6Um3e+SP93/TOH4vFgkANAAAAnCmBOr3fdN4Fiuk9qtORagI1AAAAoMyhtj28xXzceHpHEAI1AAAAsJSYt8OzPWZcfS+d+kGgBgAAAFaPHjdD83g8ltlsJupjyc2RawI1AAAAsHpSohmmbbfJM6eBEKgBAAAA49Hj6Tzp9EEu6u30zFBNoAYAAAAmkqhPSJzNZtot9NR/5kWLBGoAAABACdTT6XQdotUwnf7/+XxOoAYAAAAMiXoRYt7odPqa+hRFAjUAAACgXJR4cXGRCdDmv8vLy/VoNoEaAAAAUC5KNC9GzBulTqeIEKgBAACAVaBOHzeujlLbArWIyGw2I1ADAAAAK4l6/2n1wsS8f+l9qQnUAAAAgBKo1bnU8/ncOlKtPuyFQA0AAABMJElHptVb4l1eXq4DdF64JlADAAAAym3z1LnU6W30bKPT6WsEagAAAGAiSfoExPPz87U0YM9ms/VotfmPQA0AAABMJFEvNJxOpzKbzbS7fqhTPgjUAAAAgC4RWT5WPJ3qMR6P5fz8XKbTae78aQI1AAAAsJSYt8ObTCbWUWl1/jSBGgAAAFhK1NA8n8+1OdNmiGaEGgAAANAl1rQc8I9ADQAAABCoAQAAgCgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRpAca/2pfXJRBKrA+me9KX1yY4c1V6GnHW43iu7zOjlnEj3kbSOqnrP1ia2vzmWduY9dbkrjx5voc+Elm+H7WTf09uz9eSJpe5XHunLMOS9k46+X78auL6Q7Vqtt32yA+0JVIBADSBOVSF019Zbevn2cHj06Cawqv8/5r1seQ+k9YglpJx0JHnkQNue7LJWAamuUF2wfDttB/ve0aNKGF7V9ToAn3Ty2zXvPdsyzP6Ttz7ftrj+HriiCNQA4hCo14ZPHixH6x7tGJ89lrYaILRll33PXt7ukweZ0cKjRxNpP+lY7jbqtFD5dtzO9b2c9lTqN28E2fVe/jrc63NvS4HPAlcIgRpAnNwRqPS15cjnMjApUwteNf57/fl0hDdkikPIz+4F1r/+nFqGzcnfFz6GJ8fKiJ1SNleoKPte3ja/2peW+rP92bG009eNOql1ikdU+Vz9oGB/0qY0GF9OHulI+5Hl8tuW0f/hkweO0dsd6nvOAH4i3UfyAqzrPaNvP3lgjEgHBv7MF0SmeWA/EagBxAkM1Ju5mavAYP25eBVAVidc7SQest7Y9aufixmFbDJQmyEp/UnfGVi3EK4Llc/VD4r0JyPAqdMWzDm8mfrRy7DTfe+kI8kjfTla/UKSaKF12Wdaj1i+VDjfU7fHeM+5Ple7b/lLHLBFBGoAcUJHqNcnXMd/lwqQvvdKrv/KBuplAE1HM48ezatblRKua51DHVg+53ZX1J8y83iN5ZS98LCJvre6eHA9gn3S2QTgzHaufhE487xnXcfqPdf6rPWxCu2P9qX7SOgUE+BqIVADiFN5oLbcNYRAnX3Ptc71tAozPHm2p86LxYqUz9kPCrTnaiR18wuHK2zrUzyGlrneO9v3XNuZ+XvXHObA94qsz/pLAHOosX8I1ADi1DpCXXC9Va6/ykC9xYsStc+dKPOV1feNOzZsuIJYlf3EUz7vnOCqRqjNdaQB3zO3eNf6XpHpKlUE6sjpMcuLd6/IBahAIAI1gDhVBuqd+9m95EiapWzbuW3eZp1Hjxr3B3bO7V1yzlmvuJ+ElM/eD4r0J98c6mz/Wd9xxFUPO9j3tIsWM9MzjF9L0m0r+55rfUF1xXxq7B8CNYA4lQbqiegXy/lGCbMPlmk9eVLRCPnmwRXp3wbfYix39DPv7iVl33Os05zXmhfy8x7qUXc/8ZYvrx8U7E9aPwkY7V/ND3aO0u9k39MftKKWf6hcPGj2obLvudbn3xeUOiRUY08QqAEASMVM9QFwbRGoAQBYyb33NAA4EKgBAFhP42B0GkBxBGoAAAAgAoEaAAAAiECgBgAAACIQqAEAAIAIBGoAAAAgAoEaAAAAiECgBgAAO+Hu/btyevetrX8WiEWgBgAAO+HeW1+S+698Wk7Pxlv9LBCLQA0AAJp3746cv/xJuXz7Ebl3+sr2PgtUgEANAAAad/cv/3e5vPWwyORpuf/6/yJFRppjPgtUgUB9HawfqWtzIN1Xq1qH65G9J9J9xFj3o8eBy19+tn1Sdxkjl2N73ah7bRu09ypqh+toJ/r3yklnD9ryWNqFtkHft1tPnhj1kdMW9H+cTeTd+2M5vT+W03dfl/vffkjkvS+KjEdyefsP5fQHQzm9f7b8m4o/W62Y81tJocekqv8uo+jxYn8RqK+bIjtNhX979Kh5gFkdgIIOOhUF6rLbpjmW9icTSTKftb2+fG1dbi1s6e8NnzywLBO1tmvlf7vqp4926j+ZVrltGcVOkEePJpI80pfher2rz6r//2yy6v9pmej/1be37QtlyTqtavDB4e6dExnfe1bO7vyJjG/9b3L+vV+Vi1v/WOTePxe5969kcfaUzN75Axm/+3/K+en/I+d3R/LeO1+V09PXoz5bx7bEnd+20TcI1NtAoL5uGgkcOTtc8PJ3I1AvT/qJtB7taJ/Ne/30pLMJGuZ2ZNafraPhkwfr0b6jR+0nSfV1tX7yXm/OsbS1uqhJk4E6/ZsthJE6+rfWVsEnyJJ/W7D/571G/3e3t/Zlp7b+Us5bT/9XMn3lb4u8849lcee3RN79tMi7D4u8+zmRu1+Qxb0nRM6+LHL/CZH7fySL09+Ve9/4WXnn9T+L+mwtbRt1fqvZPgRq88v52Yl0H9m9EE+gvm680xL0EdTMz7HaT7jKN3Dnzhjwbd38vPbfyshf5mfl1XtPKtvw6LG+TZky2rft6NEkcwJXDU+OlVE4JVDnvJ6ljsoZXxLM8P1qX1rr+so5eJyoI6HH0k7Xnfd60046zvq9uv171Q+ePFj/vbUvBU//MUOgWla1DKt+8WTHKG/OtuUux9juRzvaCdK5XxQ4CQ+fPFD6eJH+r9fRuizaZ5R9JO/1fe7/RaahRbZjVd65/T155YmfkLPRj8j8lb8t89f+nsitrsjt3xK58xmRd35PFrf/Z5HbD4t8/2Pyzo3/WO689v9Gf7Z6IaPReftq+r5j38w7NphtFnHsyvyd83w8cR4v9HNv3xgMy99O/3FGrbMd2q8VBOrrxjoyZE5LyNmpXFMYAsNk7vyygEC9OUlmg6n5Xv5P0HnbFlOHntdX9EChlF0t78rRo+YBylfWvOCc8/qrfWlZQ0fgfFj1YP1IR9qPpAdIx+fPTqT7SM0n7Ub7txHMtTY1lq0tz/WeHjxtodScRtF68sRSXtdybNMvAk9Wq+08Wv1KYx0RXp9gzWUG9n+lj7Yf3YxQm6PV6X/nvb7X/T/0mGQNXZYvYJZjZVdpY227HAHKN0jxzu3X5Obj/4nc/fN/Xy6/+ZMyf/G/FPnez4m8+gsir/1dkTd+WeYv/7fy9ld+Sm6//q8r+2z1POc3175aYN/MP4fFHLt8y3avSz9e2N6zDyJlz4eesj3Sl+6j6n66OUYM8/rmlhGorxvfN0/nz7KmIn9rfs7zLdoRKk7P1Dlr5nuO/24wUGfniKoHVPN9IwSfdCR55CA74q4tOxtk8l5flzVvdM82uq39/bL+N3VqBEnH6PjwyYN6f4Jvqn/7AnTmfddnXX1KDe7Z/WI9Sl6kHqxlLxCozVHjvM9a5lAH9f+znLCcGYleLS/v9X3u/64pH1p5AkNX5lhptrErXBWbZvPOnTfk5r/4YZk+/6My/9Z/JPLt/0Lkpf9a5HsdkVd+Tt577qdzA3HMZ+tjOb8V2Ved+6a/zTPLqDpQu44XruNgwDQvZ9ke6ctw/cuVss9mwn5zI9cE6uvGNmIRPM93sj64Zq7cLxNQ80aPM+V0HIyuQKC2jvj5gp55EH31ZP3feSfl9Uk+5PW8QGGbKpP2E63dlZFQ86f63FGanNHCK9+/LVf4G3XgGo1xjtRkyqOO9FquLUi317o/2ZeTXX/BQJ1Xv5m/D5xDbetTq//On0Otj17nvb63/d/avr7ROkd7ZI6VOb+Y+b5IhnjvPXn3K39DxqMfkunzPy6X3/pJWXz7P5X5C/+5zF/4oFx87+fk3r2ciwljPls3rd58+2rovmku37WP1xOoXceLvF9hN8fbvGNZQNlWy13+epX3JTj/PLgNBOrrJmYEzzywhn4L1kY0VI5wEzBCbfu5bNcCde7dC4oGamOZthNlode1dVgClHLwa59MMgct+3Icn/eU8Ur3b2d/CBhpKj0KFTNC7Vp/wZEjx9QSXblArf6c6wqK5b9Q7kH/zwlX+dNvPKGrdLgqcQH53Tflva/8FRmP/h2ZnPyQ3PvKvyenf/5DMvvaj8nF135MLr7zn8n9u89X/9mqhJzfCo1QG8sOOTaUOXaVbPPqRqgL9m91GuejfQI1doD1ROaaY5p326t0FKjACJ5xYPDP49QDtT4vOu9AVSRQl/xpqNABKm8d+k/R3ikfygFjPUKddyAJOcDk1IV6YV362c2cXMtoiy382D7vKssV79/ZW2bp7y233zYX0j7v0DmyZfmiad2HMn3PtZyIOdRmG6t1aAaNzKhw+JQPte9r67JNGct7fZ/7v207zek3RUJXVLgqto13bz8rZ//635bTP/s35Ptf+ivy+jO/Ja+Ofk++9/jfkHe+/G/J9BsHcv+dL1X+2eqEnN/81wGFX19habNSxy7Lfh90Pq5mDnWhgG3sZ/nbx5QPbJP3Z+7sSdjcITajRMfun88N+q3fcg5A62X3lZNqwF0+igbqzLb5L6Bx1qHl9cz2miNWufWevShLXVbebcNCXre2xyMdaSsXeGjlVtso96Is84KyvDZu4qLEuvu35wCeCfCWfuB7L/euHf79Ql9W3nL09S/3vfC735j1lhmFW68ztF1sFyVullfVbfP2qv/n9E/ttnne0JUzrcP5a0f8HOp7b3xR3v6Tf1O+f+OX5c4PXpLT++dyejaRd955S1575n+UN77078p7r/125Z+tmvv85tpXw/fN7Pkjez4rdG7WpjLZfl21nY/dxwutvOYdQBzb6b3LR2Zqlf2ixCZvk0mgBnbRq/3sbcOuum3cNu9aqeH+7LuC/l+8vhyjkOr1JtbQZX4BCw7UE2eA8n0Ze/f+WN55/f+Wd3/wTTm9f2Z5/1xuv/VtufPq4/LO3buVfXb79nhfdbpeD30hUAM7qvb5xlu1pQe7XCv7fZKm/19F1ytAhdvvfXXNM41u3xGoAeBKuiYnaeyuax6gwl2ffVWf5nW9vlwRqAEAQCnXOUABKgI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEGE7gfrWPXn4sTvSz/PU/cYrouh2DG6WXc65PPHEHXn42fOKlwsAAIAm7EagfuyO9B+7Kzd2oEJCt6Nc8L0vg9XnCdQAAAD7YYcC9R3pP3FPbu5ApdQnJ1ADAADgytp6oM6OwG5CZv+xd+WJW/r7N57SQ7c1iN68GzyN5Oaz7zpHxjfv35Ub6nKfum/dDu3vzS8OahlsZUyX46ofy5cR198Mbpp1lq1TAAAAVGcHArX+/iYwL+cae+dc5wRVW6g2w7ktdGYDtzv45v19ZtS9RKB2LlvdNu8vAIRqAACAuuxGoFbD8yoobsKkEgbXoXTz2jokK9NF3J9VQrsaRDPrtYxy+wK1tQzqNheYQ20pW+5ytUC9GXFX/5YpJgAAAPXY0UCdDdjm36UBURt1dtwtxBa8bXfcsIZxx3bk/71tG8IDtTaVxFlXk5wRfsf6AAAAUJkdDdTqvGrPlAfrdAfHXGzPhY/5Qda+Ha6/z64zPFC7ypt5L7d+CdQAAAB1241AnRlhLRCoU9Y5ypuQS6AmUAMAANRhBwK1fvHh8v28KR/F15edGqIH3xtP5c19Lhqod2PKB4EaAABgu3b2PtTWoJoJjkq41EZylRHuNHTaLkpU/271+fKBOq/8270okUANAACwXTsUqM0RXse0DzU8u26bZywz/7Z5YVM4om6bdzYR260Ay942L+xJiwRqAACAuu1GoA65O4fzb23h2/4o82xI1UN33Bxqoxy2shpfAB5+9rzyB7vY6oVADQAAUI/tBOo95gzgAAAA2HsE6kgEagAAgOuNQB2JQA0AAHC9EagjEagBAACuNwI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEIFADQAAAEQgUAMAAAARSgXqxWJBoAYAAADOGKEGAAAAohCoAQAAgAhM+QAAAAAiMEINAAAARCBQAwAAABFKBer5fE6gBgAAAM48gXqxWOT+N4EaAAAAKDBCPZ/PZT6fE6gBAAAAhTVQqyPRi8VCLi8vZTabyWw2W4dqAjUAAAAQEKjTMD2ZTGQymcjFxQWBGgAAAFhxTvm4vLyU6XQqk8lExuOxjMdjmU6n3IcaAAAAWHEG6ouLCy1Mj8djmUwm3OUDAAAAWAkeoU6D9WQykdlsRqAGAAAAzjxzqBeLhTZ/Og3U0+mUQA0AAACcrQL1xcWFTKdTubi4yNx7Oh2lTsN0GqwJ1AAAAMBEkjRMpxccmqF6sVhoc6nTUE2gBgAAACaSmBccprfGu7y8XIfq+XyeGaUmUAMAAAATSdKAbJpOp9qTEdNRagI1AAAAsJHMZjOZTqfa3TxSs9ksc4FiOsn3RTEAACAASURBVEpNoAYAAAAmkszn8/VFiZPJRM7Pz7X50uqcavU2egRqAAAAYHWXj8ViIfP5XBuBVqWherFYrEM1gRoAAAAw7kOthup0Goj6dMQ0fBOoAQB5jg4TSRJdq3fSeLkAoC5aoE5Hqs07f6T/m975Y7FYEKgBAFZHhx05Ul8bdAjUAPZaoobpdC617QLF9B7V6Ug1gRoAECITsAFgzyRqmDYf3mI+bjy9IwiBGgAQ5ljah8c7UA4AqE9i3g7P9phx9b106geBGgDgNehIe7AD5QCAGiUXFxeZ0Dwej2U2m4n6WHJz5JpADQDwYboHgOsgMad1jMdj623yzGkgBGoAgBvTPQBcD4l54aH6dET1dnpmqCZQAwCcmO4B4JpI1CckzmYz7RZ66j/zokUCNQAAAKAE6ul0ug7RaphO//98PidQAwAAAIZEvQgxb3Q6fU19iiKBGgAAAFAuSry4uMgEaPPf5eXlejSbQA0AAAAoFyWaFyPmjVKnU0QI1AAAAMAqUKePG1dHqW2BWkRkNpsRqAEAAICVRL3/tHphYt6/9L7UBGoAAABACdTqXOr5fG4dqVYf9kKgBoA9NuhIkiRLrb4Mt7z+Ye9gs34eDgNgxyXpyLR6S7zLy8t1gM4L1wRqANhPw96BHqIHHWn1TrZXhkFHC9HD3gEPiAGw09a3zVPnUqe30bONTqevEagB4JpoIFBrAXrb6weAgpL0CYjn5+dracCezWbr0WrzH4EaAPbZiXRbTU35UNbd0JQTACgiUS80nE6nMpvNtLt+qFM+CNQAcP0MewfbHSEe9aWrjVD3pTtqvh4AIE8isnyseDrVYzwey/n5uUyn09z50wRqALhOTqR7uL1R4mGvowfoUV/aTPkAsMMS83Z4k8nEOiqtzp8mUAPA/jo6TLQ5zMPewXbvtGHOoSZQA9hxiRqa5/O5NmfaDNGMUAPAddD0HGZj/UlHjhqvEwDIl1jTcsA/AjUAAABAoAYAAACiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqANhDw97B5j7O23woi7H+rT6yXDXoNLr9AK4XAjUA7JtBRwuRw96B/uTBba2/qSccjvrSUh5Gs/XtB3DtEKgBYN+Yj+4edJoZKW4oUA97HemO1NeOpc0oNYAaEagBYO80/ejwlV0K1E3VAYBrgUANAPtm1JeuNkLdNwLm9spBoAZwHRCoAWDPZAJlg3OZmwnU5pxppnwAqBeBGgD2jTmH+poF6tOzY+kq6+WiRAB1I1ADwN4x5lAnHTna4vq1W/Y1NI/76DDhtnkAtoZADQAAAEQgUAMAAAARCNQAAABABAI1AAAAEIFADQAAAEQgUAMAAAARCNQAAABABAI1AOwg9T7KrS0/HEW7h3NDZVha3U+7sftIN71+AFcFgRoAdsywd6AE2GWo2+aT/o4OjQfBDDqNBOqjw0Tag+YeG970+gFcHQRqANh15qPEtywTsLdg86WimUDb9PoBXC0EagDYaSfSPdzuY7t1DQTKQUeZZnEN1w/gyiFQA8DOOpZ2st3pHhkNjI4PeweNzuFuev0Arh4CNQDsokFHkuRAuqNmy9HEdA9d0yPETa8fwFVAoAaAHTPsHUjSanKaR2oXwmTTZWh6/QCuAgI1AOyU5TQPc8pBI9M+Gr4YUp160cSUi6bXD+DqIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AtTmRbiuRZOsPBjHvZb39px0eHe7AY7tHfWk1UgfN1z+A7SJQA0BNjg4TaQ+aeNJes0/3G/YOlBC9/FKx9QfEDDoNBlmerghcNwRqAKjBJlRev0CdsfUnLh5Lu9FHt+9Y/QOoHYEaAKo26CjTPBoK1Dsz5eBEuodbDrejvrR7faUODqQ7uq71D2AbCNQAULFh70AJUw3PIz6bLOcSNzJiugyWzUz3UOu84RHrxuofwLYQqAGgVrvw838Do8SDTgMjw8q6jQB9dNhQWZqqfwBbRaAGgFptP1AfHRoj4toUlPoNeweZQLttywtC0//ebqBtuv4BbB+BGgBqok792PaUD/W2ddsNt+b84aWtT/tIb1nY0Pqbq38ATSBQAwAAABEI1AAAAEAEAjUAAAAQgUANAAAARCBQAwAAABEI1AAAAEAEAjUAAAAQgUANAAAARCBQAwAAABEI1AAAAEAEAjUAAAAQgUANAAAARCBQAwAAABEI1AAAAEAEAjUAAAAQgUANAAAARCBQAwAAABEI1AAAAEAEAjUAAAAQgUANAAAARCBQAwAAABEI1AAAAEAEAjUA7JmjwwPpjtT/TiRJLA6Ptc8NewfS6p00Xv4yhr0DSZIkp/zH0m71ZbgD5QSwnwjUALBPRn1pGUH59GwiR4cdOdJeO5a25e+upEFn+eVg1Jd2zheCYe9A2oMdKCuAvUSgBoA9cnSYWIPjOlAPOtlR3EFnPWptH+E9kW4rHdk+kO6gL630b1efTddpGylOR8jVv08SNeAfS1sdOS87muwI1IxSA6gTgRoA9saJdFvmSPSSOu0jd1qHLWyfmSF9GX61vxt09BBvC7ajZQhfh+VRX7qDdPn6FJXTQadcqHYG6hPptoz1AEBFCNQAsDeOpZ3kBWrHCHXK+p5lZNf8u8BAbQ+7xuj0mn07nJyBOn/0HgBiEagBYG8EBGqX0EBtBteoQH0i3cOKpmIQqAE0hEANAHvDNeWjbKC23zXEHKHe/LdlSsjZxHvBYCV3F2HKB4CGEKgBYI/YRmH12+aZoVK94DBvyoU+LaN12DGCq/q+cdFizvLdZSw25SO9EFKTmYPNRYkA6kOgBoB9knPbvEq55mHvKG6bB6BOBGoA2DOZu2ZUsswKbmvXGEanAdSLQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEbYWqI8OE0kSi8Nj7e+GvQNp9U4ar5gyhr0DSZKk+vIPOpIkibQHzW/jVbRslwPpjpovSxXb0sj+seqDtfRvpxPpttLjxaoNR31p5Rw/drb+UJ99OD7WvX81tv/uQfsXWH6p48s+9N8dkWaw1LbrdKsj1EeHHTnSXjuWdsET4s4adJYn91Ff2jUdENnhyjs6bD5QZ/v/FTTobP+EnLNPVd2me9E+e8zZPhUcH3ei/evevyKW33T91N3+vnq70svfgfar37G0W30ZNliGZgK1baf2foM2RqoGy1GqVu8k8w3PNlKcjpCrf58kagc7lrY6cl62YSICtTaKf9jRO8egI+2BWsbszqH/CrB5f/268uVl/U1OWYdz/QHb3VLqr9BBO22/nroMZfuc7buqk1ZH2q3V59ZlUevgQLojtf7MMOZuf3//8ezoll9n1AOod/m+/cNV/7769e1fRlvZ27ai/Sev/lZ99+hwUyb1BBFXf/72id6+iP1juW2bNrH135D+mXd8CGl/7/Jzty9s/4zdf7zHR2f9h7S/nzY61upLV/3CF9r+jsCbu/yA8593+dH1498/yp9fKmj/2P3Xt/yY/FJR+fPrt5r+nbv8Cs7PhddvfNYcmS7UxlXmj+0G6vIHlKNDtQMsN8IMDVoHsQXbtCHTih71pTtIl28ErEGnXCgoG6iN7R72DvT1Dzr6SdT4ezVorLdV3aEsvwQMe53c5WXW793uYzkyTvCFdthBJ9OJw9t32R/ag7SNN1/c2oNNefQQciztTOD2tL+j/4T1f88BJGT5uSdET/176te7f3nWX9n+Y5WOPJxI97Aj7cP0/5doH0dgcbVP9PZF7h/L/msOAOSERuvxzXV8CGx/V/06t8+/f0bvP57jY0j9x4zgDXsH+vQjszyh7Z/TP73LDzn/ufp/ZP1494/Y80tk+0fvv77+5anfkPwSVf6A+o0aoQ7IJzHnZ3/bu49f6/WUPedUlD92Z4Ta2SEtFVVogx2vKRWS+YZT8BuUex0+6jdY+zdgZ4N6AnNa90eH6QnRDCSe9Xtl67BooHa2n2/7lZN8K60LI1BnyrN+P7D9I6fzhARq7/JDR4itIzgB9edbT97+WdX+k7dvHPZluCrz8uRiD9Tl68/VPlVsX9z+4e6/vu33HR8C299Zv67t8++f0fuPty789V8+cFj6Ytn2t/bPgOXHBuqo+gnZP2LPLzHtX8H+G1W/sfmlmvqNm/IRmU+i9v+AAcG8eq6qfQO3r+E51PYNC+qQhTbYsxMEHRADVTWH2vwGFhmol/9/uZ1Hvc5y+oNr/rr1G2CeE+m2st+gdytQW+bbrt8PbP+dDdQB9V80UBc6YVS4/zjqrts7WG7DoCOtXj/bf2sL1LHbF79/uPuvb/tLBOqix0/n9jUdqMPqv75AXaD9GwnUsfVTYv8odH6poP1jj09VB+pC57dq6rfSOdRF8wmBepcCdfaEkvkJQPtc/k+WeSfcyq7+Lxm6MidMteMFNHj2hGvshKO+dHurz4z60m4dGHN4Pev3dXitIys/8VTYofPbN2yEOsmUcdMfg9o/OlCbcypLjIAHHbAt9V+w/2T2L+f6Q/efdJSjzOjUgbRa6eeOl/230Aiqu/y+9ok7PsTvH9n+azmeOrbfd3wIan9XYHduX1WB2rH/FPrCaK9/7/7pkO0fy76+/gUstP2D9y91+ebnik7Ziq8f3/4Rd36Jbf8Kzu+RvwCE5JeY8ofUb0z/DsknMefnwuu3fsmoN1CHbF9Dt82zVE7L95OG/rNH67Dj+EnPnPRvX372gFH+J6GoSfG+dQ86epmVC0gyF//kbt+xtNf1nh2RiNl2s4xJciDdXoFbARXePrV9+5vXV3dZMS9WbbUOtDLZ+6CrDsL6j5d24Y/r5zpz+QH7h6v+S/Qfff8K2T9D+lD5QG3OIdVPSBXUn7N9KthHYvaPs9UJReu/RbY/9PhQrP2zc/Rt23fs3T+D96O89gnp3yH172n/osfwsPopv3/lt1/Y+S/4+FHB/hF9folt/5gyeJcfmV8qKH/QtkX0b//yy5+fg0epHccf622ZQ7+wVZg/ru6DXVzzsAHEYf/aKVu/7SPtD9SH/WsvXalArX0Lafh+g8C+Yf/aTdtqF9ofqA/71/4rFagXi0XzI9QAAADADrhSI9QAAADAriFQAwAAABGY8gEAAABEYIQaAAAAiHBFA/Xqvo9cKXs1FL3fLK4W2regpo9fTa9/y+ifjdbP8hkNW77tYw31k1HV/kP/3BulAvV8Pt+BEer6H3e8byp99GjR5Rd9FPmulf8KLL/u9dfdvrtef9Vq+vjV9Pq3bAv9c9c1uf9u/T7qVcvcNzriqXwN1L+3/VEJZ6BeLBa5/13u0ePqU2w61sed5n/7099vD4qfEPSn6WSftNTuRTwpS3sKUc5jXwPKpj5ByP2kLEv5Vztk+tRG11MU3U/aKvrtO2D5g47+1DTnU+rM+gspf0z/C1i+p33d7RdWfvf+EdP/Yuuvgvatu3859o/l65unW62fdlXkBO+q36DjR+zxy1F/Fa0/qv8FfN7ePqtytTrSTp+iua7r/CfNqdu/Xq7yZLT1k2vTv4vsn/7jc0z/dvff+PNT0/tvGqiNp82Zj7J2HF/9/Su+/p3WgTpnvw0ov/Y05VZfuuqXDG/9x+x/cef/So6fvu2PPr76qE+zNJ8k6tn/iuxjRUal5/N5+UBtfMMb9g6MRjMaaNBR3jcflV38J0v9UcWrBsyclPSDWKFQPDqWI+NR3qUfTa089747CC+/81n0Z+5vqO76D61j9wiIthOa9RtQf1HfsD39z7v8kPZ1tF9I/fjKF9v/6h6hdrVv3f3Lt38sD5ZmACpQH776dR4/qjh+eeovdv2x/c97fHe1z/JktHns72o7lGOae/uPpW15zPCw19H6Y3T/dB6f4/p37ecnz/5T9/67DmXrZRj7X8D+VT4/VECd9mFbrqf8w96B/ihsS307z48B5Ys5v/nqL/b46d3+qONrWP/bLG95vDHDtHP/8y5/uS3WQK2ORC8WC7m8vJTZbCaz2WwdqouPUJvPu3d8uzf/xhIOi/3kEnbA9QVS7zo8I2heueuspvz5O5Sn/oM7VYGfFDPl89dfXCB09b+Q5Qe0r6fPuJfvL19s/9vqlA+tLuruX/79w/oFqNDPrJ76dW1/FccvX/1Frz+2/3mO7872Ucoy6ksr/dv1Nvm3P+0bR4dp4DFGEqvon67jc1T/3sb5qdn917//+Y5fEfmhCr4Ramf5A36Nim7fmPNbyP4Vc/wM+TUu4vjqZTnWaoE8YP8LLbsvUKdhejKZyGQykYuLi9JTPjTaNwBPhe98oDZHgIp0tpB11h2oq5lPWf6AHVZ/lc4Bs3wDddZPSPtGBWp/+WL7X3OBuu7+FRKoLT9RFjkh+Oq31kAdeUIus/6CIzTuz8cGav/2L5e1/LujXmc5vcAYEYvun7n7d2z/3vVAHb//uve/EufPIvmhCs4RUV/5txGoXfXja39/+aKPn87lRx5fvSzHOvMLY1Sg3myfc8rH5eWlTKdTmUwmMh6PZTwey3Q6LXUf6kyDqAfOs+VPAu4Oq3eGoj9JZjtEkRGMog2m/IRZcCfIW2dI+c0509l5vuacpU2duuu/RB0by/eOgATUn3P5kf3PvfzA9vUG6vzyh5Qvtv/F1F9c+9bfv3z7x2bkUl1egRFEX/16vzDGHb+89Re5/rj+5/+8u318gTpg+0d96fZW2zzqS7t1UOiEHNQ/Hft3bP+u9/xkWceW99/s/qdOGfDvX3H5QanTVsmRa0ug3hw//OXPlm9ZlvXfRLZv3PnNX39xx0/f9sceX4vXjznFw7v/BW6fM1BfXFxoYXo8HstkMil1lw99wnfeTxKOvzEmrSeH/YLzEB0/KSjzozbz+Jb/HXwQ0W6tcyDdXpFb4Zg/19h+8vL9JGZc8GGZdK/XYcH6D5G3/JD6Dak/T/lj+59z+c7yhbSfe/nRdV9z/UW3b539K2D/ODrc1EliKVtU/YZsf/Txy1F/Faw/tm38n89rH+X1w+N1OdWL/zbzqF3rOJb2ek6mMeIV3T/D9u+4Oqz5/NTg/ru+bV7P2IfMObuO41d0ftDaMebYmrP8gOOvWb4q2zf6/OZZRvTx07X9vvqrpP/r+1frsFN4ymnQ9oWOUKfBejKZyGw224Hb5gFAmCt/2y4AaMjeHT9LXNQbwjmHerFYaPOn00A9nU4J1ACuBG1k5Lo8zAQAKrAvx89tbEeSTu2YTqdycXGRufd0Okqdhuk0WBOoAQAAgIkkaZhOLzg0Q/VisdDmUqehmkANAAAATCQxLzhMb413eXm5DtXz+TwzSk2gBgAAACaSpAHZNJ1OtScjpqPUBGoAAABgI5nNZjKdTrW7eaRms1nmAsV0lJpADQAAAEwkmc/n64sSJ5OJnJ+fa/Ol1TnV6m309i5QK/c6tN5Oxfd+pU4K36N2rw2K3NO7pvYPtLznavl7We6G/P5XxQNamuxD7N87aBv7d6BS/XuHyg+gOUk6+jyfz7URaFUaqheLxTpU712gTvnuT1jT/QuztvA41YIqffR30eWXeZR7He3v5H6cc931V63d639baV/272aWv639uy4B5b9a+z+AorT7UKuhOp0Goj4dMQ3fpQK18aSu7ElLfRqV/Ul/+pN2sk8pavccTwLyrn+zrOIn3PQpO5anc5V8kmN7kD3h5m3/+nXjUazr9YfUT4GyhT0prOLlDzrSHqh/53kSW9nRv9z2dy/fHJnW/yas/nxc9Zu+pz5hLqYNMv3PN4LL/s3+vcP7t3f/8P5C4em/zvJXs/8D2G1aoE5Hqs07f6T/m975Y7FYlAjUx3JkPEvdfCzn5r+XByDzZJt5jHbLPOHrB0j9793rP837XOj7lmfLh49IGI/Ktfwk7N7+Y2krJ9vUsNcxAoCjfgK4tsfbPpHLX5ZfDzR6/7A8yrZMqM6pl7Dl1zdCHVS/aahMXx/1pRt00vb3P3//Z/+OqV/27y3s3yH7R+7+7+6/vvIX6y8ArqJEDdPpXGrbBYrpParTkeriUz5cz0q3BBHtgBR2QtFOoJkTYOCz2iN+EtYOmJYTcC7r36p14t/+dN1Hh+kJIzvC6K4fv/wTQkD7RC3fV377CFCxUTRX+4Yuv65AHVi/Jdo0rP+F9H/27/L1y/69lf07pE7y9n9n/w2rfwI1sN8SNUybD28xHzee3hGkeKA2R2gmxgHIcsAyD6hRJ1zf+vXXS8+xVNZZ6OBZwQl3+f+XJ9mjXke6I+Mze33CrXA+qrV9Q5d/XQM1+3dc/bJ/b2X/rjJQm8siUAPXXmLeDs/2mHH1vXTqR7FAbR6QliMO+k/C+gnR/Ikx85NfoREa//pPleXEXLR0dNiRo8InsxPptvSD7bB3YPwk7Nn+UV+6vdV6R31ptw4scxTz6ieMVoZRX1raPE9P+SKX7yt/ZXefyGnfsOX7ArVj+4rUTV79lg3UAf3PXT/s37H1y/69hf27dKD299+wQO3b/9N52gRv4CpKLi4uMqF5PB7LbDYT9bHk5sh14SkfykUfSXIg3Z55qyH9Z73WYSf8J11l2e3BRLtASb1oJH/96gUntp8Ufe8rCgYl/XPKsg/7xjxL30/ax9Jez+EzRuxC6qdwGT0XDZW56CZv+YHl1y+aKnJiCmtf1/Kz7+kXkfnrz8dVv/byF6p/Z/8LqB/2b/bvK7Z/+/Yf14WFWv8NrX/v/k+gBq6yxJzWMR6PrbfJM6eB1H7bvK3dvqpipUcJgWuE/RtX2VXtvwBqk5gXHqpPR1Rvp2eG6joCtTYCccUeerAfD/QA6sP+javsKvdfAPVL1CckzmYz7RZ66j/zosW9fbALAAAAUMA6UE+n03WIVsN0+v/n8zmBGgAAADAk6kWIeaPT6WvqUxQJ1AAAAIByUeLFxUUmQJv/Li8v16PZBGoAAABAuSjRvBgxb5Q6nSJCoAYAAABWgTp93Lg6Sm0L1CIis9mMQA0AAACsJOr9p9ULE/P+pfelJlADAAAASqBW51LP53PrSLX6sBcCNQAAADCRJB2ZVm+Jd3l5uQ7QeeGaQA0AAAAot81T51Knt9GzjU6nrxGoAQAAgIkk6RMQz8/P19KAPZvN1qPV5j8CNQAAADCRRL3QcDqdymw20+76oU75IFADAAAAukRk+VjxdKrHeDyW8/NzmU6nufOnCdQAAADAUmLeDm8ymVhHpdX50wRqAAAAYClRQ/N8PtfmTJshmhFqAAAAQJdY03LAPwI1AAAAQKAGAAAAohCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAImwnUN+8K/3H7kj/sTsyuNn8RuvO5Ykn7sjDz57vQFkAAABw1VzzQH1fBqtyEagBAABQBoGaQA0AAIAIzQXqW/fkYeW1G0/dWf9N/7F35Ylbm8/ffPbd1et35Ybyuf5jd6T/1H1tXdrfusqg/LdqtwI/AAAAdt1OBGq7TajehOQcT9yTm2fm3xKoAQAAUL8dCdSb8KuG53QahhaoreF5s9zgQH02EaZ8AAAAINZOBGo9zGZD7iYk61NB0jt0qFM/CNQAAADYpp0I1Po0C1egNkLymTL3ejVyTaAGAADANhGoCdQAAACIcMUCNVM+AAAAsFuuWKD2X5SormsTkjfLJFADAACgSlcvUHtum+e/HZ+6PmWEm9vmAQAAoIQrFqjvyg1jtNl8sIu57HXgzntao3E/akaqAQAAUMR2AnUk10WJAAAAQJMI1AAAAEAEAjUAAAAQgUANAAAARLgSgRoAAADYVQRqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACARqAAAAIAKBGgAAAIhAoAYAAAAiEKgBAACACNsJ1IOOJEkiSXIg3dHytaPDZPna4XHjlYCNYe9AWr2Txsux206k20okafVlWKJ+l/vCUnvQ9LbsovL1u432Y/8AAJi2N0I96ktbPRGN+tIiTF8rR4cdOdqBclTjRLqHRQPZsbRrC4n71n5l6neXln/V6x8AUMRWp3wcHaYjcifSbWVPDutR6ySRJFHeX41wp6N56SifOlKUfrbVO1FGxMNOQMvPHkh30JfWev2b0fTQ5eeW/yzdZmXZq3Wl2+Bd/kgtm7rtx9JOEklaHWm3Vp9Z/22BE/B6nUnuCJy2fYedAuFwVUaDOTrrrr+QNnS1j1EGs+y59Wv/fHtQLJCZI9NmGcr3r4ra39m+Ae3nqr90/+2pf2OWzVO/nvYp2v5F28+5f3i2z3t88R7fwvYfAEBztjyHehmk24f2MNUyR7DV0DPoZE7gbfPElp5008+N+tINPOksT3rmCdg46TuW7yv/kbbNyxNk5sTsKv/oWI6MgG8urz1Il7Eqt1lnIQYde6A2Xh/2Dgr/ZO4aYfO2fwhn++hfkE4HHb38zvo9kW5L/XzZk5dMUgAAIABJREFUKQOeEerS/auC9g9oX+cIqbP+VvVtfEnerC+gfn3Ld9ZfVe3n3j/yty/g+BJwfGOEGgB21/YvSrRO9TiWtmX6x7DX0UZxQgJ15rVA1hN0yDqDym8JUrYTs7P82VEqLVArIWJdv1UGam2Evfjo57KO8z4T0P6BfSu3fSwjfM4RbLV+rcstM33DH6ij+1fp9ve3rzvQufqnpSzqtgbVr2f5rvqrrP0c+4fnWOE9vhCoAeBKI1CvZEYwQ9cZVH7LybtQ+c0RNrNs2wjUlnasbIS67kDt+3nfU7/XIlD72ze//Xz90/LfhQJ1wPJd9bcTgdpzfCFQA8CVtiOB2nbCMUKQdiLLnzIRM0Lt/YnbsXxf+c33Mz/hO5dvH63bZqDObF+Ji0q1ZahTE0LaP7Bv5bWP++4MvvrNzvkvM+WlfKD21U98+4e0b377+erPUhZtW331G7B8Z/1V1X75+0fICLXz+BJwfHPtP5vtLPfrEQAgzhYDte8n2yLvmxf1mT9XF79o5+jwQLq9jvZ5fY6nb/nFtq912DEChWf5A7Vsm7K2B8pyD4/X80jVi7P89WBff/bCqrgpH/qFZe6L0oq1X1j7O7cht35tZU8kOewXmoebXXei3DIypn9V0f6B7etqP1f9Ke9t5nkb+5ivfp3tE1B/Ue3n2T8Cts99fPEd30L2H7WcBGoA2DYe7LJi/Um2TqFTKwBceVs/vgAAtopAfWaMztV4n+BtrQfA7mC/B4D9R6AGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACBCqUC9WCwI1AAAAMAZI9QAAABAFAI1AAAAEGFrUz6ODhNJEovD48YrIdqgI0mSSHuwA2XBTrffsHeg9X9zncPegbR6J83XSU4dJUniLN/Oln9HXPf6uY7bn+7z6+1W9qWk1Zdh3WW44uenZf0dSHfUfFlC2zrv+H7VNbL/XqH+u9UR6qPDjhxprx1Lex8C9arRYxs8Wz/Vqnv5u865/RW0n9+xtLdxAq2z/QedaxeIKq0/XMv6H/Y60mqp5a/+WND88a3Otr8KgbrZ4/tV13T/reL40kygzjkp66PY+sal77V6J8o3/CIVcCxtdWTc7PijvrSU923l0759tvrSVXfyQUfaA3UdEWWzfrv1lN+sv8OOsnOHLN/Puf0B9ZdfvrDtKy9g+73tF1c+c+QiswzPCHBI/6+7/dNyWgO1q/zpCENP7SPV1q+3f5r1o67fW76A+vP1/+j68e0/fuW3v4L2idr+Ko6PJ9Jtpe8fSHewXNemLO7Px55/hr3Ocp3rASRb+ErLWPTE3vDxzdd+xgijPmK/Wm+rI+1029f70mYZy0CtltEM2PW2n3P/MY89Jeqw8PFdq5v0mHCcLY9ShqjjRwXHr53tvwHr97ZP+lqZMD2fz0sG6vwTztGh8dqoL6280Ju+PupLNzAUZL7hDjp6pY+O5cg4+aoVOuwd6NNTBh19p7b8d9GRPNc3JG/5jfUNeweWg0r5b2De7ffUn6983u2rgO8bsKv9qilfwAiGq9+4+n/N7R9UPtf7g07mAFRl/fr6p/f44imft/58/T+yfkLa193347a/sv2z7PZ76t9XPr09lifQwtsXcf4Z9jrSHW3+t9pAHdA/6z6+BfRf8wto2/gy0x6kdbwZeEs/s8wOahmPpZ0J3PW1X1A+iR2hdpTPvX77L/2bvpZtj6LHjyr2353uv771B/YfZ6BeLBa5/13tCHVAh1htQLtgI62Xb/kG4hsF2RwATqR76A9C+QeM2AYNKb86ApM3wlU2UAVsv7P+fOUL2b54hX5Sshzw48sXH6jz+1Sd7R9YPtf7tdavr3+GnXB8+6+7/nz9P6Z+wtrX2e+itr/C/bP09sccHy37nVaOwO0rff6xBemGp3xU3b6+9vOtXwkp61F8I1Bn9qf1+3W3X2A+qSBQ28vnX3/a9keHaeAzj4kxxw+9zsvuvzvdf33rD9ym4BHq+Xwu8/m8mkBdtsOW3iF8J9wT6bay33B2J1CHBNps45vfoOsL1L7685WvxPaVUH6Hrap8dQbqOts/sHyu92ut36YDdYH+X9UJyTpCVtf2V7h/1hKoA9rfMlpZePsqCdTptu5SoK6gfWsP1JY51Ov3626/3Q/Uy/+/rIejXmc5PcZ1fVqh44de57sXqKs5PtUWqNWR6MViIZeXlzKbzWQ2m61DdbWB2rbDWCop6oDmujrV3BGUn6ByP7/8xrf+m0o6lDkneVNfvqtrM/WnHpgCll+8/tTt99efr3xBVw+nP7mUvJDVuf2e9qvm6ub6AnXd7R9UPtf7Ndevb//0Hl+CAl1e/fn7f2z9hLRvcN8vsf2VXd0fFairOz6aP6GHHn8qCdTpaGHlUz4aPL4FBGrzFwHtvwNGqJPMPhbe/rHtF5RPagvUAesf9aXbW31+1Jd266DQ+bdIO9cXqJs9P3vPj1UE6jRMTyYTmUwmcnFxUSpQ6xPqbVfseqZctLJD+kUvqsreus8yqTwtXy97qxbz82qY1l5TLlAq1MjahU2ei5KMv3FuW+Dyi9afOUfaVX8h5fP9TfTtk/K2P7D9guo4uO+pXwzs/XuzfH//r7f9y5Vv/f4W6tfbP13Hl9D911V/zv4fXz+xdVPF9pcvQzX9I+b4aG5/67BjCezl9z8X9YK19fZYRwjjAnVjx7eg5RsXFK4vCu1vXj88Xn9Wvfir1TrQ9qn1MozzQF3t591/rOtOCgz8hJTPN6XsWNrrOsn+YhZ3/Kho/93V/us9vvjaR3nfNc3j8vJSptOpTCYTGY/HMh6PZTqd8uhxNCJzYQYAlFHioikAcHEG6ouLCy1Mj8djmUwmpe/yAZSn/8QHAEVoI1jcLxhAxYJHqNNgPZlMZDabEagBAACAM88c6sVioc2fTgP1dDolUAMAAABnq0B9cXEh0+lULi4uMveeTkep0zCdBmsCNQAAADCRJA3T6QWHZqheLBbaXOo0VBOoAQAAgIkk5gWH6a3xLi8v16F6Pp9nRqkJ1AAAAMBEkjQgm6bTqfZkxHSUulSgHmTv6VwX9Z6fhdap3Osw/1n1Je6tWKL8276dU1pn6/Wq99QNvRo+sH6a2L7i8h680Dxb/UXfnzvWFvfvXW+fkPYrfy/cXan/uO1vZP/f0vHbt27dap+9Qu2X16aNHn8Kl7Xi/W+HNLJ/XaH+W3f9JLPZTKbTqXY3j9RsNstcoJiOUhceofY9iroSFTzOteyT4K64Ya8jrZbxIIQqH0165WzncehVsT6at/J1FHg07A62TyWPXo8Sd3xquv6br78KNHF8UtY57G2eYKfts1vff6ruG1chUFf/uPfrhOOPXzKfz9cXJU4mEzk/P9fmS6tzqtXb6JUL1OrTfszKMZ4EVLDjm988bcvQn6ST0zgRgTpv+evXjUdta2V0jaCk3wB7rieFqU/zUZ9EFXbyGPY6y8+sy1hxoI7ePn//0Or/sFOw/Pry2wMzsMWvX+ujrb50lZNQ+ln1CWF5T4uy1e/yhGY8jWxUrP5C68Y6ulPz/u1tH+0pV2YdBZTf+fkwruNLyPFpd+vfv/7Y/uus/yqPf7nH79j+GUYN1Ga5ams/X/0ZI4z6L5ar9bY60k6f4rhuK/UcF3f88fafRve/sPJFnf/Nzxc9f0WfX+P2f44/q+NPOvo8n8+1EWhVGqoXi8U6VJcJ1NpOZhzYMt9wB51yJ92cz2Sesmd99Gu2XLbtsAca1/KPpW15DOmw18l+q3cGUr2DmI/d3HSwZQcsEgrSsmzKVNMIdent8/QP4++HvYMC/cd8VGt2SkHs+oe9A/1RtOb+kPYZ9WAz6kvXPPk6+p++PP1BOFXsX74Rivr2b3/7nI6O5ch41K4ZXJzlD/i8u25Cji/1jlDXfXz1jhBF9F9v/Vd1/Mvdf6o4//i5AnWt7eepv8wI46ivPJp9WZ+bxz5vHjm9GW2v4PgT0n9y+2b9+5+rfNHn/6jzl79/e9s/qI45/viOP9p9qNVQnU4DUZ+OmIbvsoHat8NmvkEWfjJe3g5TQaB1vu9fftoZjg7TBs/5ydqxQzjrz9zugjtMNkhvP1DH9Q91hKpg39HWZetLsesPnJ5gLUdY/VkD4LpOq9m/Cv3kV+X+7W0f+zoKBeqAz+cLPb5sccpHDcfXkBNa2f7rrf+qjn95x+9Kzj9+7hHqGtvPufwC9TtSfsU0AnX08Sek/1htZ//LL18V5/+I81dgv3e2fwCOP/79QwvU6Ui1eeeP9H/TO38sFouKA3VV81V3N1Av//9yO496neXPY5bPVBaoC+4w5rfl9mCXAnWJ/pH3C0TO37oDW+z6txGoLXMY13Vazf5V/oAauf6Q9mllR0DCA3XY5/PteqDeQvvntlO2nNn+G1D/VR3/8ta/peslygXqCspXe6Cu4Pizx4E6+PyvrCv4/GXU+e4F6utz/EnUMJ3OpbZdoJjeozodqa42UFd19aVryoe5wxccIfa8713+qC/d3mqbR31pt/IPrGV2CHP9mZ+gPPSDT8RdFGoJ1P7+kal/9cDvdSLdlr6z2qZsxKw/+/llHRc+yLmmfGRGbDfbVMX+pW2j+tNvBe0X1z720epsoM4rf9jng+smLXPm+BIbqJuq/4D1R/XfgPqv6viXs/+E1U86ilh+5LpcoK6g/QICdUsNCNqUmbAR6ujjT+lAvZ39z1W+2PN/3PnL37+rCdQcf/LWlZYtUcO0+fAW83Hj6R1BCgfqQUcfRlcmgJvzUMr+JJD9rH4RgHtI3/y5xVy/733f8tP30w6RMyc0b/lB9aevv3XYCd5h1As21ssr9A05sv4q6B8xfWezg6p9p2+ZRx23fvNvfP0vtH+ub1vVU2/PlR0xqraO7Bd81LV/e9tnYGx7z3Irp7zyh37eyb3/+49PO17/zvqL67/e+o8+/oUcv0PqJyJQa9u35fYrXH/qRZ39zeuHx+vPqhd/tVqxxx9f/2l6/wspX8z5P3bfrOb8yvGnguOPeTs822PG1ffSqR882GXHlbjoAAD2Asc/AFuWXFxcZELzeDyW2Wwm6mPJzZFrAvXu0b4Bcr9NANcIxz8ATTk6TJZPSjTDtO02eeY0EAI1AAAAYDx6PJ0nnT7IRb2dnhmqCdQAAADARBL1CYmz2Uy7hZ76z7xokUANAAAAKIF6Op2uQ7QaptP/P5/PCdQAAACAIVEvQswbnU5fU5+iSKAGAAAAJpuLEi8uLjIB2vx3eXm5Hs0uE6jT+x0XvZ3R+j675pOY9oy3ftR7JeY8ZbH0PW5dMvdQNe41Oih6z97dcpX6VzUPQCrX/lehfRupH6WOyhzfdqJ8FZW/sfpHVJtdleNfreo6fxZW7sFq6vMkbOX3vY9464sSzYsR80ap0ykiZZ6UmN4YvszTkKyPNi28jPJPuLJuT8QTswrXj/GglcwTt3zvR5YtPUmqy9XapNCjmndPFf3rqiv0aNltr/+q2PX7H5d9kukW7EX7X1E7d37dtjrPn6UUfFy3pfzafux7H5VI0hHn9NHirkAtIjKbzeLmUEcFauNpTkqYU0fQsiO92acYlR9xWy1L/faYO4JbYrQnp370R4OvyqE92tr9flXcj85V69k8uBptUOTbd9q+PfeTmuztn7ZXR9rpU87WTzpSn3To6F8B5U/vgas+Qcz5JLbDTrHH4LpGEH31E9qnXftHne0bsH5v/fpGWI0nLWp/E1R/6tO21CfJZdvCvs/H1E8A1/YFlS/w/Vr6Z8jx2Vd/vvZpeP+NbD9/+eL6V9zxz91+63rTzlcHxnJ85Xe8H338q+D8GX180bevPSgYqDMDHsbnfe+jEol6/2n1wsS8f+l9qbcfqM2d/FjaBZ4lv1xG3DfobBlqUCRQa9843e9XxRWozS85+mNHjXobdEqEar29zYNWfvsvD1abx4ZuHsmqH/Tz+1dQ+dODavr6qC/dgb28w95BuVCVF3h89RPUv90j1LW2r2/9vvr1bffoWI6MR/2aXxhc9af//bI/5bWD7fUq6sfJt32h/SJ2hDqif7ra31d/vvbZmf03pv0c5YvtX1Uc//Lbzx5O1XOWv3096488/kWfP6OOL+ajyEtM+TBGoDPr872PSiTqI8XTudTz+dw6Uq0+7KWJQJ05wKghqs5AvfqGGTS32VDrCPWOBWpfoM3WT4H28LWvb/3KSaiVHtyNQJ3fvwLL7+zb6gha8REUtUx5gcXX/30KTfmoun196w/dptARYusIfED/CWiH7OvV1I+bZ/u89RP4fo390xnInPXna58d2n9j2i+3fPH9q4rjn/sL0fK9o8M0KKojpAHt61t/5PEv/vwZcXyxlrXE+VvNIa2+dM328L2PaEk6Mq3eEu/y8nIdoPPCdTNTPrIdaCuBev35LVxwlBuozSBrTvlwv1+VcoG6gp+Xag/Urv4VWP4ifdscMShQD7sXqKv5+bC+QG2OAFm2p2igzitL3vpr/Xk1YPt8/Sf0/Rr7Z377++rP1z47tP/GtF9u+eL7VxXHP9f+uwysy+Uc9TrL6SXr85Nv+QHrjw7UMefPyONLVYG6UJ0x5aMO69vmqXOp09vo2Uan09camfKRmbeV9xOK/SdZ7aCh/vRftBx1TvtwjEJ0jZ8czQOA+/2JbEZZyn+xKBeoK7gIIiBQ57d/2Ai1q38Fld/RtzMnLLUcBeuhvkDt2D/qbl/f+kO3KW+E2DLnMzxQZ9sv98t1TvuE9p+WMdc0TMD2+fpP6Ps19k9X+/vqz9c+W9l/624/R/li978qjn/O/XfUl25vVf5RX9ot/TziW753/dHHv5DzZ0T7+QYkWvqxLnZKka/8deWD6y5Jn4B4fn6+lgbs2Wy2Hq02/xUN1NotW3IvPHB99kC6PXVqheuiiZyLhkblL1rQWS5MjBRSP/pFMdmDtu/9qB0mM63FfkHYZp5ydsqLVr4ibRC0/Lz2729eX91FZd0v0qk8rZD+5Sq/+XNw9ie/0tvuWP56GYH175W3f9Tdvt7901e/nvrJ9N9NW7cHZfpXIq3DjnFCDPlJ3P1+1O3LXNvnLV9Y+Wvvn57js7v+XO2znf132+1nBqKy+1/Y+TVg+c72O5b2epmWEd2A5ee+X9Hxz3/+LNl+IeUzLmpMDvvF5lFnPp/zZc+5fQTqWIl6oeF0OpXZbKbd9UOd8hETqAFgb8SO5FpsZUrZdVFD+9B+AFwSkeVjxdOpHuPxWM7Pz2U6nebOnyZQA7hutBGsyi/4NaawYcfah/YD4JaYt8ObTCbWUWl1/jSBGgAAAFhK1NA8n8+1OdNmiGaEGgAAANAl1rQc8I9ADQAAABCoAQAAgCgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIQKAGAAAAIhCoAQAAgAgEagAAACACgRoAAACIsLVAfXSYSJLoWr2TxivgWhh0JEkSaQ92oCxBTqTbSiRp9WVY8bKHvQOtDxatE9/nh70De79etQH9HgCA/bPFEeoT6bY6cqS8dnR4IN1R85WwLUeH+vZvdfmDzhUK1BM5PTuR7mHVgfpY2lEhPfbzy3YgUAMAsF8aDdRqyEtHsFu9E2U0zwzg6gh3Njxqo4etvnS1wH4sbXWE3BKMtOUfdjLhyfd+PmPdOaObvu2LWv6gI+2B+nfm8v31U6gM6ufTEfJeX1qB628PigdqV/2ZI8tFt9H7+dAR6NxAHVv/AACgKbs1Qj1aBa40TIz60lUCtxZERn1pKaFj2DuQ5PB48/6gI0myWX5mXYNOJhCpyx/2Doq9H8A1guzbvtjlm/Vhbo+3frzr9tevFnK19Z9It6V+vviUj7D628IItW8EOuf92PoHAADN2XKg9syhHvWlnTd6p4bllWGvswohvtFM+wiuPoppls8Mp773/fIDr2/7Ypc/yU750Oo6pH5cAj7vWr+13YuE39D629VAHVv/AACgSc1O+TDVFqhLzMf1jRBXOoLcdKCOna8c8HkCteP9OuaLAwCAbbkigdp2AaMeQrJ3V1iOKKchLvfuC3nLH/WlpYQ03/shtGWM+tJSRiB92xe7fHeg9tePj/fzvkDfssx5jplyYq2/XQ3UofWf/krCyDUAALukodvmWcJPK/uTt37RXvZncfdFff73Ey3Qun9u970fZBR+UV6p29zlLV+5YK490P9On0cdt425nw9Zv1b2RJLDfsF51O76s922MSnwhcj9eXv/3dSf7/3Q+idQAwCwi3iwCwAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABCBQA0AAABEIFADAAAAEQjUAAAAQAQCNQAAABBh+4H65l3pP3bH8K48cauKDTqXJ564Iw8/e76lCtz2+gAAALBrthiol+EzG6YVT9yTm6U35r4MVsvZTsDd9voAAACwi7YWqG885QnTqaful9wYAjUAAAC2bzuB+tY9eVgJzYObxvvaNJDN9I+bz767eu2u3Mj5+8FN8/P6erRlGOUww3sV62u6QQEAALBdWwnUm6DqCJ1KSE1HfKsN1P5pJgRqAAAAFLWVQL2e7uGcI63MsV6NHAcH3LOJ5E3B0AK1NTxvllHF+gAAAHC9XKNAbd5JpJ71/f/t3U9O60jbN2AvB3aDYDMIsYfeAhJi8G7gLKBHtIROb+BMvtkz6e95u9UQ24lT7yA4lB3Hdlz5B1yWLnUfiB3HsSu/FLerAAD4Xr5RoG5to2O/BGoAAHb1NWqoX/MgUAMAcAonGeVjI4CmjvLxmgclHwAAnMJ5j0Pd0WsdB9l935S4j+cDAOB7Oe+ZEtvjRvcOVbe5/V2HzdvH8536DQUA4LiOGKjfdYbWdjlGz+N//BN+dZZg5BvjQ//251urjKPZ29w5K2Pi8536DQUA4LiOH6iPrO+mRAAASCVQAwBAAoEaAAASCNQAAJDgywdqAAA4JIEaAAASCNQAAJBAoAYAgAQCNQAAJBCoAQAggUANAAAJBGoAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAEAjUAACQQqAEAIIFADQAACQRqAABIIFADAEACgRoAABII1AAAkECgBgCABAI1AAAkEKgBACCBQA0AAAkmBerlcilQAwDAqx5qAABIIlADAEACJR8AAJBADzUAACQQqAEAIMGkQF1VlUANAACvA4F6uVxu/bdADQAAO/RQV1UVqqoSqAEAINIZqOOe6OVyGRaLRSjLMpRluQ7VAjUAAIwI1HWYzvM85Hke5vO5QA0AAO96Sz4Wi0UoiiLkeR5ms1mYzWahKArjUAMAwLveQD2fzxthejabhTzPjfIBAADvRvdQ18E6z/NQlqVADQAArwM11MvlslE/XQfqoih2DtQP11nIsg7XTyc/CMkeb0KWZeHq8Qz2BT6x57vLcHH38+T74fV/ZT/D7UUWsov78Pwpt//FvH9+broMty/54T9fd9j+pOtTPhjt3Nu/of3L6tKOoijCfD7fGHu67qWuw3QdrKf0UD9c34SHxs+ewtVXCNSvefjfx5vkC2bz+OzXobcP5+yzn/9fvX047vP/DLfXhwy8h97+Fzo/Hm/WIeX57nL9Ofpw/R6o3x9z0ED62bd/hPef4eOf1WG6vuGwHaqXy2WjlroO1UmBOrqAmr+Pv502T476dxd3P6NvtLucQE/hKv722+49eLkPF9Hvu/bv+e6ysf7txgUfP0fCvr1rXoAD+98+ftc34Wr9mDHbH9b7+kccv+37N+71TVdvu/l+tZ9n6/nX6mGoj0P8GlPOz9W6l+H2MT6G0b6O3H7f9bPuNcuaz1W/hsHtb31/34/txU24unhfZ/3YHa6BqJdqWw9A//mTen0NHb+h96/517b1tfK+j4PHt/f176d9ONXx2Uv71Ne+1NfnXfyYjs6bxrZbgXeg/Rq+/ga2v+vx2an96T9+g+1L4vb3KQ7U7fah//M18fNjaPuD7VN/+7qP/T/05/vW7feeH+ff/h+1fW7fcFgPjbdYLNahuqqqjV7qaYG6v8Fq/OzlPlxsC731z1/uw+3Ik6bxbbc+QPH2X57CQyvAxCfk891lszzl8aajUWr+e9c/XfR9wxzc/9bzPd9dblyUKd9gB1//wPEb2r/B15fq5T5cbZxzH8dj8Pxr9zB0bC/t/Oz6gG69Xz3bH9r/5vuxagA2zs++/e99f1fbu3qst/HxxXnnD91t182I8zvt+hrR/mzV/Ze257ub5jk95vzoaTeS2oeTHp9x719v+zSifWl/AH48389wexEfn46SjKHt975/I7Y/eOzT25+h96+3fUnc/r70Beq+z9fk83/s53dPZ2Bv+5q6/wf+fB/cfu/5ce7t//Ha56wOyG1FUTRmRqx7qQ/TQz3+BW+EmLEHtOMbXF8PQ/Mb3ojehjGBa+zxmbT/8Tfk7m+H0y+4Mb0tfcdvaP/GvL50jdffbhCGzr+RgXra+bnlA3z0OTW0/0+b3+a7Gobe/e97f6Ptv9yHi3pf9tmgjji/k66vMe3PiG0/XNcNcsc1M+b8mBSo93P9HPL4pLdPA+1L37XSedzb18TThAjYAAAZcUlEQVRQ+9Xz/o3afp/9tD9Dgbq3ffkEgXoo0CWd/2Pb2s7rc0T7mrz/h/x8H7H9of0/8/b/WO1zVpZlKIqiMZpHrSzLjRsU617q/dRQRyfkQQP1UCBs9zC0T4ZTB+oJ9XgdPUiHC9RDx29o/45Ubxi9J81jcQ6B+nIznBwyUO+0/0Pv7zEa1L7zZ+wxPlxgXD12dR4/3N2E25eObR4sUO/n+jlsoB5+/3pf31D7khSoR7ZfnzpQD7QvnzpQ7+H833egbq+/7/3f6+f7iO2fPFAPv/7+8+o47XNWVdX6psQ8z8Pb21ujXjquqY6H0dtvoO664Cd+g9h6QPvuzuzurWiXfDTXX31j2qVBGj4+7Zrkj+M1dHfpxvGLT+wR29/9+MWvf/j4De3fqLt76z/JJNzI+nC9qvHa/LAYOP8aF9L2komUHurBP+H1bH9o/9u/3/gTc+/2h97fwzeoY87vlOtrVPszcG7e3r0fv5f7cHXREQySG+zp7cOpj09a+zTcvgwGlovmtdT8k/GI7fe+f0Pbn3B8JrQ//e/fQPuSuP2P45D2l8VpgXoP539SoB7Rvibu/6E/3we333t+fIL2/0jtc1b3PldV1eiBjtWherlcrkN12rB5Hd+Wh0ouLjb/JJJUdN9TdJ5ll+H2bnOom/b6cZhu/Cy6wWWni7xxY0zXn3S273/vaxu5/V2P32YN4/bjN2b/hh6zupGg69zZwdaGZuhPvvHv2zedpJ+fD9cfx2zzPoMx299l/7NwcX3TChwD29/6/kbbvX5an2PxzR3Dx6H7+Xc+v5OurxF/8u/1FK7W5+aWmtod27eNfUxoH059fJLbp772ZUz727rpMLu+b9Y597ZfI66Poe2POn+mtj/Dx6+/fUnffvM8nnBtPt6ErefHyM/Xyef/4PbHXJ897ese9v/Qn+/D2992ftx/kvb/OO1zYxzqOFTXZSDx7Ih1+J4SqCFVZ6/qrhJ6kQ/72hK/KOxqwk2zwOd09Pblu9O+fkuNQF33VLdH/qj/W4/8sVwuBWqOrGPUix00hvzbuffxsBrfvg84GcSxngc4H657x5njyOIwXddSd92gWI9RXfdUC9QAAJB/1FB3Td7Snm68HhFEoAYAgJWsPRxe1zTj8e/q0g+BGgAA8tXU4+3QPJvNQlmWIZ6WvN1zLVADAEC+mimxHaa7hslrl4EI1AAAkDenHq/rpOuJXOLh9Nqh+lSBeh8TGAAAwL5k8QyJZVk2htCLl/ZNi5+xh/oYU6cCAPC9rAN1URTrEB2H6fr/q6qaHqjrGXPuEmbqi2Yb2uihHtz+5ixU/TNRdY0jGc+W0zWTVP/69RiV8QxCKVO0AgBwHrL4JsRtvdP1z+JZFHfuoX682ZhOdFLpxrb1Rmy/r4d6Yyapx5tGKH64jgN4ey774fX/9zX/mBo0mvf+9owmGAEAYHfrmxLn8/lGgG4vi8Vi3Zs9JVA3eoSnTgHdE6iHtr89UHf3YH8E9Kdw1Q7Hjf0YWj/xNQMAcLbWNyW2b0bc1ktdl4h8rUD9M9xe900V2hGoG9sfWj/xNQMAcLayuse5nlq8L1CHEEJZlp84UEdlGS/34SLqQR4aPaRd0vFw3Sz5GDX6yOBrruu01VYDAHwWWTz+dHxj4ralHpd6yk2J6xsBXz5uHhxXRx3fENhRUjF2+y/9N0XWNw52l2w0yzourm86Avu29bv3/2qjflqgBgD4bLJ4SvG6lrqqqs6e6niyl884bN5eTb2pEgCALyWre6bjIfEWi8U6QG8L198xUDd6oDeG1QMA4DtaD5sX11LXw+h19U7XP/uOgRoAANqyegbEt7e3tTpgl2W57q1uLwI1AADkIYtvNCyKIpRl2Rj1Iy75EKgBAKApC2E1rXhd6jGbzcLb21soimJr/bRADQAAK1l7OLw8zzt7peP6aYEaAABWsjg0V1XVqJluh2g91AAA0JR1puURi0ANAAACNQAAJBGoAQAggUANAAAJBGoAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAEAjUAACQQqAEAIIFADQAACQRqAABIIFADAEACgRoAABII1AAAkECgBgCABAI1AAAkEKgBACCBQA0AAAkEagAASCBQAwBAAoEaAAASCNQAAJBAoAYAgAQCNQAAJBCoAQAggUANAAAJBGoAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAExw3Uv/4O9//zV8vf4Y8zOBCD/vNP+O19nx9/7WF70bHYy/b26i38+PFX+O3PtzPYFwCA83a0QP3H7+0gHftv+PGf0x+MXt8mUP8bHt/3S6AGABh2nEAdhdGtfvwTfp3BARnzGgRqAABqxwnUPeHxo+e63Uv9Eey2lYf8+vO/0c+bj6/D4MdjNp+jsX479P/+b/M19ATqdu/7qCDadUxaz9Hc7vR9bx6nnn3oLMk5t8APAHBejh6ox/VEd4XpzVDdDMubfvvR9fvx6zf2tTNQr2qNO9dtB/KeY9IVqIdKY3bZd4EaAOBwjlRDvS14dtdOrwNgHGg7AmgjVNYBthVKNx+7JZR2BtDtvcfbtvmxnwN14YOBujv4d/a8D+z76ED9mgclHwAAuzniKB99vc59vaCbYbw30MaPH+hh7l6/tY2OoL5av+MxrXV7A+lAoG6uuxlyd9l3gRoA4HBOMA71mN7qnlKKwZ7XLUG3N1BvDt23rl+uQ/nG+v1fEAbLPkbUUH88vi9QD++7QA0AcDinn9glCnV1gGvcjFcH2t6SD4G6b98FagCAwzlCoI57mzsmcYnrhn//N2wtmThooN5nycdIewvUSj4AAE7pKD3UgyNSbAuq6xroZgnI/gP1X/u7KXHseNV7C9Qj9r3jrwDtHnaBGgBgmhOP8tFR2vE6HMAPEqgH9qk77PaUfQwND7jPQL3Dvg8d076bQAEA2HTcGuodxjluTmryd/hjdCnD1BrqVjhOmNhlVAnIXmuoB/a9te114N424U7rfdJTDQCw3elvSjyhvhv7zt1n3ncAgK9EoP6kofQz7zsAwFciUH/SUPqZ9x0A4CsRqD9pKP3M+w4A8JV860ANAACpBGoAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAEAjUAACQQqAEAIIFADQAACQRqAABIIFADAEACgRoAABII1AAAkECgBgCABAI1AAAkEKgBACCBQA0AAAkEagAASCBQAwBAAoEaAAASCNQAAJBAoAYAgAQCNQAAJBCoAQAggUANAAAJBGoAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAEAjUAACQQqAEAIIFADQAACQRqAABIIFADAEACgRoAABII1AAAkOCIgfopXGVZyNZuwsMZHAAAAEhx3EB9/XTyFwwAAPskUAMAQAIlHwAAkOB0NyW+3IcLPdYAAHxyJxzl42e4vb4Pz2dwEAAAYKqjBeqH6yxc3P38+NnjTcj0UAMA8MkdtYf64Tqqob7QOw0AwOdnYhcAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAEAjUAACQQqAEAIMFRJ3ZZj0H9rjHRCwAAfEJHDNQ34SH+2eONQA0AwKd3spKPjYANAACf0KRAvVwuEwP1U7i6fjr5iwcAgFSn6aF+vAlXj6d/8QAAkOokgVq5BwAAX8UJSj6UewAA8HUcv4dauQcAAF+IiV0AACDBpEBdVZVADQAArwOBerlcbv23QA0AADv0UFdVFaqqEqgBACDSGajjnujlchkWi0UoyzKUZbkO1QI1AACMCNR1mM7zPOR5HubzuUANAADveks+FotFKIoi5HkeZrNZmM1moSiKPUw9DgAAX0NvoJ7P540wPZvNQp7n00f5eLwJWZatXNyH5x3Xf767/Fjf5DAAAJyB0T3UdbDO8zyUZblzoH6+u2yG6MebcHH3c/w2Hm8aIfr57tIEMQAAnFxvDfVyuWzUT9eBuiiK9JKPCYG6EaB3XR8AAA4gq0s7iqII8/l8Y+zpupe6DtN1sJ4WqH+G24upJR/RuhNLRgAAYN+yOkzXNxy2Q/VyuWzUUtehOrWH+vnucrce5pf7cNvoob4Pty+nP4AAAHxvWfuGw3povMVisQ7VVVVt9FKnj/LxM9xej+9lfr67aQbol/twpeQDAIATy+qA3FYURWNmxLqXemqgfrjOGjXQz3eXu43U0a6hFqgBADgDWVmWoSiKxmgetbIsN25QrHupd++hTq2Bbq2f3YSHMziAAAB8b1lVVeubEvM8D29vb4166bimOh5Gz8QuAADwPsrHcrkMVVU1eqBjdaheLpfrUC1QAwBAaxzqOFTXZSDx7Ih1+BaoAQBgpRGo657q9sgf9X/rkT+Wy6VADQAAr1Ggrseb3naDYj1Gdd1TLVADAEBUQ901eUt7uvF6RBCBGgAAVrL2cHhd04zHv6tLPwRqAAB4n3q8HZpns1koyzLE05K3e66nBOrnu8uPcaR3mdSltf5OU5bHHm+Snh8AANqydlnHbDbrHCavXQayc6B+vGmE2Oe7y+bMh2PXnzpD4st9uIgmk9n5+QEAoEPWvvEwnh0xHk6vHaqnBOpGgH28mdbTPDFQP9/dhNuX+GdP4UovNQAAibJ4hsSyLBtD6MVL+6bF4089/m6fgXrqPgAAwLt1oC6KYh2i4zBd/39VVWmB+uU+3DZ6qO9bAXf8dgRqAADORRbfhLitd7r+WTyL4q6BeiPQJtRCTwvU7ZppJR8AAKRb35Q4n883AnR7WSwW697s5BrqIwfq/319CrfRem5KBABgH9Y3JbZvRtzWS12XiCTXUGc34WGH9RtD7k2sw364zgybBwDAXmV1j3M9tXhfoA4hhLIsJ49DDQAAX00Wjz8d35i4banHpRaoAQAgCtRxLXVVVZ091fFkLwI1AADkIat7puMh8RaLxTpAbwvXAjUAAETD5sW11PUwel290/XPBGoAAMhDVs+A+Pb2tlYH7LIs173V7UWgBgCAPGTxjYZFUYSyLBujfsQlHwI1AAA0ZSGsphWvSz1ms1l4e3sLRVFsrZ+eGqjjcaAvdpycpTGG9MRtrLyPhz15HOrU9QEA+Eqy9nB4eZ539krH9dNTAvXz3WUUgFehdJeZCh+uWxPBPN5MCtQP11m4epw+7Xjq+gAAfC1ZHJqrqmrUTLdD9F5LPtpTke9oI2CP8BHqpwXi1PUBAPh6ss60PGJJC9Q/w+31btOGN00ItI83UZnGCdYHAOBLOkGgfgpX2W7lHhsm9G4/310m1WCnrg8AwNd03ED9eBOy7DLcvqTt9JRyj6bUHmY91AAArBwtUD/fXYbsIqXMo7aPMCtQAwCwH0cK1Ksyj3bJxKSyj8SbGePSjSklG6nrAwDwtZzopkQAAPgaBGoAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAEAjUAACQ4QaD+GW4vspDtPDFKeyzr3WdLfLjew7ThL/fhYtI+pO8/AADn5+iB+uE6C1ePU2YaTJud8PnuMgrRq1C/8wQxjzcJQdjsigAAX9FRA/VHqD1+oN6w84yLT+Eqaep0gRoA4Cs6XqB+vInKPCYG6r2VTPwMt9c7huOX+3B1dx/tw2W4fTnV/gMAcC6OFqif7y6jMJlYx/yar2qZJ/X4roLttHKPeJ8Te6wn7z8AAOfkRKN87KP8YUIv8+PNhJ7laN1WgH64nritqfsPAMDZ+TSB+uG61aPdKCEZ9nx3uRGId7W6obL+926BOHX/AQA4T0cP1HHpx64lH/Gwd7uF43b98srOZR/1kH8T15++/wAAnCsTuwAAQAKBGgAAEgjUAACQQKAGAIAEAjUAACQQqAEAIIFADQAACQRqAABIIFADAEACgRoAABII1AAAkECgBgCABAI1AAAkEKgBACCBQA0AAAkEagAASCBQAwBAAoEaAAASCNQAAJBAoAYAgAQCNQAAJBCoAQAggUANAAAJBGoAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAEAjUAACQQqAEAIIFADQAACQRqAABIIFADAEACgRoAABII1AAAkECgBgCABAI1AAAkEKgBACCBQA0AAAkEagAASCBQAwBAguMG6l9/h/v/+avl7/DHGRyIQf/5J/z2vs+Pv/a87c7j8t/w4z/72P5b+PHjr/Dbn29HOlbHfj4AgNM6WqD+4/d2YDxEeDyggwTqVfjcflz+Cvc//gm/Jm//3/D4vp3jBNxjPx8AwOkdJ1BHYfQwwfEIDhCo+79kRH7/d+JzCNQAAId2nEAdlTS0w+hHqGz3Un+Es23lIb/+/G/08+bj60D38ZjN52is3w797RDbE6jbwXhUmGw930ZIb5SBfOx38zX3HOPOMpLV73Z53ft4vlOf5AAAh3T0QD2uJ7orTG+G6mZY3vTbj67fj1+/sa+dgbqnZGOgVzl+7q2hMzpum18Q9hGoh1+3QA0A0O9INdTbgmd37fQ6xMWBtqOXuxEM6wC7pef347Fdvb3bQmQUCDsCddc2P/azvy583avd+wUjOm7vr290wH3Nw7YSjF1e9z6eDwDgKzviKB99vc59PZmbYbw30MaPH+hh7l6/tY2OoL5av+MxrXX7QuV5BOrh1y1QAwD0O8E41GN6q/tHv+jvPd0SdHsD9ebQfRuBd2P9/i8IQ2Uf5xGoh1+3QA0A0O/0E7t01Ak3bvKrA2dvycfnC9QHr6F+be6jQA0AcBhHCNRxb3PHJC5xzfPv/4atJRMHDdT7LPkYqVXrvRFAU0f5eM2Dkg8AgMM7Sg/14KgS24LquhyiWQKy/0D91/5uStxhvOpJ41B39Fq3e8v3eVPiPp4PAOArO/EoHx2lHa/DAfwggXpgn7qDck/Zx6jhASfMlDhikpy+Yf12HTZvH8936pMcAOCQjltDvcNYxc3e27/DH6PLEabWULfCccLELjuXgHSG1p5h99qP//FP+LVt8pzWMf/tz7fdXvcenu/UJzkAwCGd/qbEE+q7Oe8r+66vGwDgEATqbxgsv+vrBgA4BIH6GwbL7/q6AQAOQaD+hsHyu75uAIBD+NaBGgAAUgnUAACQQKAGAIAEAjUAACQQqAEAIIFADQAACQRqAABIIFADAEACgRoAABII1AAAkECgBgCABAI1AAAkEKgBACCBQA0AAAkEagAASCBQAwBAAoEaAAASCNQAAJBAoAYAgAQCNQAAJBCoAQAggUANAAAJBGoAAEggUAMAQAKBGgAAEgjUAACQQKAGAIAEkwL1crkUqAEA4FUPNQAAJBGoAQAggZIPAABIoIcaAAASCNQAAJBgUqCuqkqgBgCA14FAvVwut/5boAYAgB16qKuqClVVCdQAABDpDNRxT/RyuQyLxSKUZRnKslyHaoEaAABGBOo6TOd5HvI8D/P5fHqgfrwJWZatXNyH577fXz+d/OAAAMCQ3pKPxWIRiqIIeZ6H2WwWZrNZKIpi0jjUz3eXzRD9eBMu7n5+POblPlxEv3++uwxXj6c/QAAA0Kc3UM/n80aYns1mIc/z/Yzy0QrUz3c34fYlfsxTuNJLDQDAmRvdQ10H6zzPQ1mWEwP1z3B70V3y0Rmou8pCAADgjPTWUC+Xy0b9dB2oi6JI7qF+vrsc7qEWqAEAOHNZXdpRFEWYz+cbY0/XvdR1mK6DdfooHz/D7XVfzbSSDwAAzl9Wh+n6hsN2qF4ul41a6jpU7xqoH66zRmB+vrtsjeTxFG4bPdZuSgQA4Pxl7RsO66HxFovFOlRXVbXRS717D3VUP71l2LyH68yweQAAfCpZHZDbiqJozIxY91JPD9QAAPD1ZGVZhqIoGqN51Mqy3LhBse6lFqgBACAPWVVV65sS8zwPb29vjXrpuKY6HkZPoAYAgPdRPpbLZaiqqtEDHatD9XK5XIdqgRoAAFrjUMehui4DiWdHrMO3QA0AACuNQF33VLdH/qj/W4/8sVwuBWoAAHiNAnU93vS2GxTrMarrnmqBGgAAohrqrslb2tON1yOCCNQAALCStYfD65pmPP5dXfohUAMAwPvU4+3QPJvNQlmWIZ6WvN1zLVADAMD7TIntMN01TF67DESgBgCA1tTjdZ10PZFLPJxeO1QL1AAAkIcsniGxLMvGEHrx0r5pUaAGAIAoUBdFsQ7RcZiu/7+qKoEaAABasvgmxG290/XP4lkUBWoAAIhuSpzP5xsBur0sFot1b7ZADQAA0U2J7ZsRt/VS1yUiAjUAALwH6nq68biXuitQhxBCWZYCNQAAvMvi8afjGxO3LfW41AI1AABEgTqupa6qqrOnOp7sRaAGAIA8ZHXPdDwk3mKxWAfobeFaoAYAgGjYvLiWuh5Gr6t3uv6ZQA0AAHnI6hkQ397e1uqAXZblure6vQjUAACQhyy+0bAoilCWZWPUj7jkQ6AGAICmLITVtOJ1qcdsNgtvb2+hKIqt9dMCNQAArGTt4fDyPO/slY7rpwVqAABYyeLQXFVVo2a6HaL1UAMAQFPWmZZHLD//3/8HAIBvb3KgtlgOubT/MlL/taQelSZWj0YzNMunxWLpXlxvFsvxFtfb11wEastZLu06/vl8vh6BJm5s4jHUtw3xaLFY+hfXm8VyvMX19jUXgdpytkv8rT1uaOLhHbtm+LRYLLsvrjeL5XiL6+3rLQK15WyX5XIZyrJsfFuv1Q2PBsdi2c/ierNYjre43r7eIlBbzm6pa8Xq8dHbfwKrv8HXfyar/1+NmcWy++J6s1iOt7jevu7yf+R155vmVsm6AAAAAElFTkSuQmCC" alt="" />
Dp 我的理解就是用不知道去推解不知道 能得到知道 （倒着推）
#include<cstdio>
#include<cstring>
#include<iostream>
using namespace std;
const int MAXN=;
int tower[MAXN][MAXN];
int max(int x,int y)
{
return x>y?x:y;
}
int solve (int n)
{
for(int i=n-; i>=; i--)
for(int j=; j<=i; j++)
{
tower[i][j]+=max(tower[i+][j],tower[i+][j+]);
}
return tower[][]; }
int main()
{
int n; while(~scanf("%d",&n))
{ memset(tower,,sizeof(tower));
for(int i=; i<n; i++)
{
for(int j=; j<=i; j++)
{
cin>>tower[i][j];
}
}
int ans=solve(n);
printf("%d\n",ans);
}
}