![trailing stop loss limit](data:image/jpeg;base64,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)
What Is A Trailing Stop Loss?
What happens if you enter a market order to buy a stock, and it’s $10 bid by $11 offer? Well, you would pay the “spread” and take the offer at $11.
The Limitations Of Trailing
For a long trade, a sell trailing stop order would be placed above the trade entry. Traders https://www.beaxy.com/blog/how-to-use-a-stop-loss-trailing-stop-loss/ can place a trailing stop order when entering into a position initially, though not common.
The number must be negative when setting a trail stop to sell. You can lose the ability to make a thoughtful and analytical decision on whether to sell the stock when the price drops. There is no guarantee that you will receive the price of your stop-loss order.
They are single-price because all orders, if they transact at all, transact at the same price, the open price and the close price respectively. A market order is a buy or sell order to be executed immediately at the current market prices. As long as there are willing sellers and buyers, market orders are filled.
The Link field is the price that you are linking your trail stop limit to. Man is manual, so the price you determine plus whatever offset in value that you set as the mark. I start with a -5% trail stop and as I make more profits, I decrease the number to 4 and then finally 3.
The trailing stop could be placed as a reduce-only order with the aim to decrease or to close an open position, too. Please don’t confuse price with percent when placing an order. 2) If after hours or premarket moves the underlying in the opposite direction, your option would lose you money and close you out with a considerable loss when the market opens. It’s set as a negative number, so if you’re looking at a 3% TSL, it would be set as -3%. As far as it triggering when the underlying and option price goes up, I would ask ToS support. Unless there is a momentary drop you’re not seeing, then it shouldn’t trigger when it’s going up unless you’re setting the TSL incorrectly.
It greatly maximizes profit and minimizes loss, without forcing you to think about it. I prefer the trailing stop over the stop limit because I don’t care to protect against such fast swings. Since I’m doing end of day trailing stops, the presence of these cases are already much more minimized. Here’s a great question from a subscriber to The Sather Research eLetter about trailing stop limit vs. trailing stop loss. In short, there is no correct answer to which order you should use.
![trailing stop loss limit](data:image/jpeg;base64,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)
However, you are still in the trade and have paper unrealised profits of 40 pips. Binance is making the life of traders very easy by the virtue of OCO orders. Binance OCO order is very straightforward to set up and should be practiced. prices of cryptocurrencies move fast, so to avoid major losses, stop loss is https://tokenexus.com/ the compulsory action that should not be neglected. The last section of “total” tells how much return you will get if the market price hits your take profit price. In our case, we have purchased KNC coins at 1.540 and set take profit price in the OCO order at 1.735 which is higher than our purchased price.
Some brokers do not allow for stop-loss orders for specific stocks or exchange-traded funds . You can enter any trailing stop-loss percent for a customized risk management plan and change it as you please. This order type will sell your automatically stock when share levels drop. Trailing stops are also referred to as profit protecting stops as they help us to lock in profits on our trades.
However, the trailing stop-limit remains fixed if the price reverses and starts moving in the opposite direction. You will be taken out of the trade once the price hits the trailing stop-limit order. Input the trailing stop distance and the trailing step, and limit values to setup your trailing stop-limit order. A good trailing stop-loss percentage to use in this strategy is either 15% or 20%, which works most of the time for stocks. https://topcoinsmarket.io/ Another way to determine a trailing stop-loss distance is to use the stocks average volatility as a guide. The main advantage of the ATR and MA trailing stop-loss indicators is that a spike in the price may cause them to be triggered, kicking you out of the trade. You could be taken out of a trade prematurely due to the spike since the ATR and MA are lagging indicators; hence, they will not react immediately to sudden price changes.
- The main difference between a regular stop loss and a trailing stop loss is that the trailing one moves whenever the price moves in your favor.
- During quieter times, or in a very stable stock, a tighter trailing stop loss may be effective.
- That said, once a trailing stop loss is set for an individual trade it should be kept as is.
- During more volatile periods, a wider trailing stop is a better bet.
- This is called loss aversion, and it can cripple a trading account quickly.
This is also the reason why trailing stops are used mostly with trend following strategies. With a stop loss level that rises or falls with the trend, you are in for the long trends, while the trade is exited as soon as there is a reversal of the trend. A buy market-if-touched order is an order https://www.beaxy.com/ to buy at the best available price, if the market price goes down to the “if touched” level. As soon as this trigger price is touched the order becomes a market buy order. Combined with price instructions, this gives market on close , market on open , limit on close , and limit on open .
While the 3 ATR trailing stop-loss limit is much better, it would not have been enough to keep you in the trade for the entire duration. With a trailing stop you are still riding the dips as long as you are reinvesting after selling. I reinvest the next month after I sell in the trailing stop portfolio. Also, that portfolio is in a Roth IRA, so I’m not penalized tax wise for selling early. I utilize trailing stop loses alerts to minimize my loses and / or lock in gains. This strategies works well but an investor needs to be disciplined and follow through on selling a stock if the alert is triggered. What happens if the market quickly switched from being bullish to being bearish.
![trailing stop loss limit](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAENAYMDASIAAhEBAxEB/8QAHgAAAAYDAQEAAAAAAAAAAAAAAAEFBgcIAgMECQr/xABmEAABAgQEAwQDCQkKCQcKBwEBAgMEBQYRAAcSIRMxQQgUIlEVMmEWI0JVcZGU0dIXGDNSgZOWodQkNTZDVHJ2gpK1CSU3RVNWYpWzJjRjdYSisSdXdKSytMHC4fBGZGVmg4Wl8f/EABwBAAEFAQEBAAAAAAAAAAAAAAABAgMEBQYIB//EAEgRAAEDAgQCBAkICQMDBQAAAAEAAhEDBAUSITFBUQYTYbEVIjJScYGRkqEHFBcjU3Ky8Ag0QkNiosHR4Rgk0jVU8SVEc4LC/9oADAMBAAIRAxEAPwBr01L8wu0LP6mr6c1hL0xMHErXExM0eWEpTqUUpbSAQltKRyAATthIrWQ1rSVRQNMMxkLNoqZwyYqDdgBxGn2iVeJKiB4QEqJVyABPTGzIDOeEytgo9mKlDszh5k4h15pOyXFIUSErJQrUm5uU9bb7YUa9zjlVX13D1lAUmxLGmoBcvdgWUrSh5DnEDhulI0khw2sLAjlj1lb0cbtsVqUKVFnzNrCGCGjUNEDefKnkvgF1a4VWoC4rkmuXeMCCTEmTtHxTFj5hV8rbbdeaQlmIfcaacYS24h5xOnUkKRcKPjRyPXGqXzysJstTUrgYuNcQlalIh4QuKQEC6tQSDawBvflbDrp7NCGpyWwdPwsgLsngi/w4V6JeVdTrrbhc2SE6wWxY6drnHdOs8JjOZsqMMA5CQzkPMmXYWGiX2w8qNQhLjiilKRrHDuFW5qNrY2DdYjTljbRp38aQB2acyOEx2qgywwxzc7zxAjJrHP1fkJiQFR1HM46HlcC4l6MinUstNBCQSpRsBv5k46I2aVdAMuxLzkO4yw8IZ1yHcaeSh0gnTdBIJAG9uWwPPGuTTaEk8zlEyahGtUoikxbemHUHHVJKSA45bUoDSLDpvbnh1U9m/NJEH3YmHMxfiJy5OnVPqdGt1cMtgtq0jxI0r1WPwkJ9t718buk8OtaLXNjUaSTPPhp2KCha4c8EVG5TOnizz/wmnBz+qY2NhpfDNOPREYsNw7SGfG6q9rJFt97C/TfChLhmHNhMFS+Xl0St4Q8SAEakvFLig2AT4laWnDYXJ0nyw7Gs845l6GRDyZliEhoVtpCWipMSh5HDHFRE8MrSVJZQFgbK3J3N8IELmVMIBiapgICXw0VNZixMe8ogAVQq20xCSWrp2cUmJWC562nbFI18TqCW2rGmOJB1zdnZKlbY4WIza66wzYRvr26JuGqqiT6yyDo4tiyL6Oerly9uAqqKlbKkupdbUghKkqhrFKiLhJFuZG4HM4fUyzrm8wiLol0JDQqZnCTBMO00tKSlgOkMKskFbZW9qsonTpFsZy7O6byVpiHlkKpTbUe7Furi3XX34lKzrCVuqTq1JWBZYsQkWxJ86xAjSzbP3hyHGPUj5lhkx/8Aj0/49qZbk4rJuEajnJfGNwzqnG23lQaghxbYu4lJtuUjdQ6dccwqmoladKlnWlSk2YuFJT6xG24HU9MSLLs84uFiZLGRUnLz0gbUINaYl9JS4pLAW6bpILiu76SognS4vrvhanHaBlzEshmKak476YdBKH4MmHgn0LQsKaC0qulRQEqbsEFIva5OKjsSxOm9rHWDTPJwgb7n0RqpmYXhlQFweABzaZ4bev0KMGYytH6edqptUMZYy8IdTpdaCy8blKA3fUSQCQANwCccjU6qyJe4TTDilttOPkKYCQEoTqUbqsNh/wCPtwq0nXD9JMy+HhodMSiDn8LUCwtLiEuusoUnhlKU20nVf2WFsLkuzefl1GO0omUCIdimYxMTHPvvrdddiGnG1uqKgSo2c6m3gTYDFu5q4jQc8UrZjxPimQNO0dhULLPC3FsiNDPicZ0iOzX+qa84j61kEU7BziFXDOsLdbcSW0koU0vQvVa+kBW1zjTAzyqppHMS6AbUt99CloBbCQUpBKl3NhpASok8hY4kGP7QM5iZk7Gw8nYh24iMiIt9pDr6Uu8V15wtqAHiRd71TceEezGquc1pTNKwkFR0xFTuFbkep5lpoKY7u6rSTwlFKjuoElJHDAslKQnbFane4kKjaNa0aC4O8YEEAhsgGNpOm/rTzhuGupmowgwBIywdTBjnG6YkZNqzl/CVGQjzbT4dUw+GApl9Layham3BdK0pUCCoEi+OMVZULYQl5xbZWgOJDrASVIPJQuNwfMYkX7ucUoofTTcJDrZMUthiGU6zDtcaKciNHDSm3D1OlKkCyVBKdgAAEfNDMCAr2cv9yYjWpY3HPxbCoorcfUp1DSVBNxZlr3oFLSdrlRO5OJ7C8xCrcsoXVo1rTMuBGkbaRx/unVsOwttB1SmQXCPFy6nnryTT9108/lKPzYwPddPP5Sj82Mc3dpb+PEf2FfZwRYlg2LkR+bV9nHS9Tb+aPYFl9TbfZfyrq9108/lKPzYwPddPP5Sj82Mcvd5Ze2uI/Nq+zg+7S38eI/sK+zg6q380ewI6m2+y/lXT7rp5/KUfmxge66efylH5sY5u7S38eI/sK+zgjDywC5cf/sK+zg6m380ewI6m2+y/lXV7rp5/KUfmxge66efylH5sY5u7S38eI/sK+zgd2lv48R/YV9nB1Vv5o9gR1Nr9l/Kun3XTz+Uo/NjA9108/lKPzYxzd2lv48R/YV9nA7tLfx4j+wr7ODqrfzR7AjqbX7L+VdPuunn8pR+bGB7rp5/KUfmxjm7tLfx4j+wr7OB3aW/jxH9hX2cHVW/mj2BHU2v2X8q6fddPP5Sj82MYKqufKNxG6fYG0/VjT3aW/jxH9hX2cDu0t/HiP7Cvs4Oqt/NHsCBRth+7/lW33Uz74wP5tH1YHupn3xgfzaPqxq7tLfx4j+wr7OB3aW/jxH9hX2cHVW/mj2BL1dt9mPdC2+6mffGB/No+rA91M++MD+bR9WNXdpb+PEf2FfZwO7S38eI/sK+zg6q380ewI6u2+zHuhbfdTPvjA/m0fVge6mffGB/No+rGru0t/HiP7Cvs4Hdpb+PEf2FfZwdVb+aPYEdXbfZj3Qtvupn3xgfzaPqwPdTPvjA/m0fVjT3eWfjxG3/Rq+zgcCVk24kR+bV9nB1Vv5o9gS9VbfZD3Qt3upn3xgfzaPqwPdTPvjA/m0fVjQGpWrcORB//AI1fZwZYlg5uP/2FfZwdVb+aPYEdVb/Zfyrd7qZ98YH82j6sP3LOANZMzWMn07jIVuXhpDTcI23qdWsnmVA2AAxHnd5Z+PEbf9Gr7OHnlzUEskK3EqaZikJj4aJehYpxyHEQygLCkBwJ8J8XTGXjNOLN3zYDPpsBO6loW9rUeGupgdpboErxyqaXFplsgmU8ioh9tQadUWShDiW1KuUhsFQJTyuOfsxJMvyKVMJRDR8DUS3dLbbcRxZhBwSeOWwpSUBxJukahiNasnVLTCsYWpZDKJTIJZC+N6Ch5m7FqcUNd1DWnUVKuBa9sdkXVFPT2Wej52yxGMJinImFW1MUw6ktrbQnQtC2lEKBQb788clc0ryvTpG3LmSJdIDiDrodR2bHtV2lbWVFz21aTXkeSRlaNx6dYntHJL1HZZsVTVs1kMfU8wljMociIVwKXDrUqIaW2j8IE6dBLmxtb9eFaq8j4KSQ8QzMZtUjWiM9HBb4h0JL2nUFpGgFxAuklSdrEb74bFH13J5dHTiInEVAtvTOOejkQweWpkNF1olriBNgopbJBt5YdtdZzymsIKG9IOyGH9EvJagXYV1WuGgLJvCpQE2cF0ggq8QOqxscfG+nOMdNrHHOowltU0QGRlpZmk/tSch7eK++fJr0a6C3uBsusZZQ67NUDs9QNcI8gtbnAIPo211Ihb8i+05npCZWyeCamqI1qEXGQzT0Qwp5ZbbinUJBWq5ICUhIvyAA6YGIkyxi4uDo2GYg5g+2yIqOUhKHSkAKi3Vchy58vPAx9HuejOGPrPc6gySTw7VgUjcuY006sNgQImBwG6uF2OqrlcjyDoaTxkE86/OJhMGm1pSlLbel9W6lKIvsRsCTa5AsMTMc2ssHWmIuBq6URsNFLS22uFeDoupwIvdPIaiBc+08sRH2N6XlNQ9nCkHJqy+8mCmEe820mJdQ24rvCrJcQlQDibi4BFrgfllWXZI5eStptmElUYlhlGgsCYOhtSdWpAWgEJVwxcIuLpSbXOPO3Sw0/D97mJnran4iugwhpOHUI80dyVma1pOdMRTNMz+XxkYzDKfCWhrKE3ICiLciQbX5jcXBBxoj6xpWTRsTATWs4hiIhFvMupMpaKStmGbiHNJKdwG3UfluOeNcny5palYKNfpht4RcbDhpxx2PW9xUoBDSFa1EWQFBKBtpSlCeScIk2yvpKpZpPJxUcJPIpyaxKHmBDRCYYwaQ00hxtJCyHAotXJUOtuQGMu2LS0jvV+oMpBP9U6YapqaioyBhG6ydSI+VInKHlyyHQ23CqBKVrUR4bhKvm3tcXVYV2nY1xTUJmVLXlIZREKCGoQ2aUkqSvl6pSlRv5A4a85oWjp1CS6Vxsrn5gpVK/RUOwl+H0hAQUpWVG6tQSoi19B21IUUpISfuRUG3JImQsNVZDS+IAVwIeMh2g06Wy28tspSCkuoJSpN9A3KEoJJM2VnIfBMkdvxTrRU9FuRkVBDMyBC4JKFvqMPChCULHgVqtYhVja3ljugYqTTOok0xLq0EVGKhHo0KZgIdbWhp1DTg1hNtSVOIBTz3wxJjkxlfMW0NOU9PU6XW4kERTKxxm2UstrKV6kqKWk6QCCnxEkE2IX6WpuXUjViKhlLEzEK3AxcKIJ7hKIW+8y4pQWFgBKQylKUaeqjfBlZyHwRI7fin57jY7/WNX0CH+zge42O/1jV9Ah/s4Ca5R6okUdcbGym9v+9gxXKDb/EUdv8A7Tf2sEU+z4JJG+vxRe42O/1jV9Ah/s4JVGTAjw1IQfbL2D/8uMvd03ufQUdsfxm9/wDvYArpoi4kkaevrN/awsUxwHwRIPP4rFNGTEevUpPyS5gf/Lg/cbHf6xq+gQ/2cGa5QACJFHEdfE3t/wB7BGumwSPQccbGxspvb/vYSKfZ8EAgDj8UPcbHf6xq+gQ/2cD3Gx3+savoEP8AZwQrxoi4kcd7PE1v/wB7GRrlsJ1ehI0nonW1f/2sGWnyHwRI7fimNWE7g6NjnISaVdDsrS0p8B+Hh27tpsVKta9hcXt54T1T+dRTsvl0tiYNT00i2YdmIiYQFDKFNLWo6GynUfBYbjnvg67peWV9NUzCcUy1GtsOtRMK3FoQow7qBa4svffe3I9QcYuU5PFdzmcrTCojJXGNRLTUY9wkPgNLQpJUjUU+vsbY0q7bKnbNIjPpKqtNwahABjhqlPhzhcRGQCMwqZQ/BuoYdK5QsJS6pOoN3MQAVWsSkG4uL88Jr8+qKCiYql31yt6asTiDlbUaiEUhgofZS7rLWsklIJFtW+OpqW1MmJi4xdGUmtcc8mKdS5NVuN94AILoQpmyVlISCoAFWlN+WOeIpSpItyKqR6IkrU5iJvCzREKmIWqHCYdlLSW1O2CiVAEkhOxxlB1A6Ojhw7VacKg8ld0fDz2WvMQ0XmNS7LzrwYKTJVkhRNgFDvPgFyBc7XKfMY4oyqJrTDVUNTuFh5u/TognUmAhiyX0RIUAChSl6NBQSVXO1/LGyZS2ppm+mLjaJpFboWmIKxN1oU44ggpDhDPjSCEqsokakpNrgY3wNMxE5VUcVXTMtIqIQrDkFBxS1IS0whQBLo0K1KUsnw2sEjnvhrzSLHbT/lSZXAj88EnRecuWMuMK1MZ6hqIiwpSWG2VPFGm2u5QCLAkDVexJFueOFjPrLeIkzk3S6+hxpp57uy4ZQVpRcJUVW0hDigEoWdlKIA3wtQeU+XEIuIcdkcJGLiHeIFRKknhABtKW0BOkBtKWWgE7+pckkknVD5KZSsJSGaIlBSkqICnFqG4tpIUs6kCwKUG6UkBSQDvimAzjKkIPIJzLeMWiWGAc7qiYPIBcdYSVpQW1rtpVyPh3w1YrNbLOCh4iLjsyhDNw7EREqLsraTqbZfQw4U+Dxe+ONpFuesW54dEbDMQ0JBwUI0VwzCyypph8cVDSmVt3SpRvcahYm+GUMl8oyUKco6aPJZaCWEvRoWGHLWLyLqJDh5k303AOm4GLtHKWeNzO8KOpDTqnjSUfK60ci2ZRUsWh2DWUrbiJSy2pSQtSNaQU7pKkKAPsw5PcbHf6xq+gQ/2cNSiYKQ0KuLdlssnkU5FuKPEi3WVqaaK1LDKSnT4EqWoi9zvzOHX7u2/iKP8Anb+1iXKzkPgo8w7fih7jY7/WNX0CH+zhJqqGhKLkUTUc/qtxmBhAkuKTLWFq3IAskJudzhW93bfxFH/O39rCBWSaczCl7Mnqanpo9ANPB9yHTEIaQ8QCAlZSq5G97AjBlZyHwRmHb8UjQ1ZUrEzh6SmrYtl5qLcgg47KGUtOLbTdZSrTYpTcXPmRjjXmVQjRbS9W8W0pwwiQFyVseKJhy+0PU5lAN/I7HfHJB5VUJDy2ZSmLhqnmENMVKITFx7KlQwUtC1hpaQlQuW0glRUbCwIucZR2VGWswfiomIkE9U5HmLMYRMEjjl8LBJAVZOgOEI0hOmw8sGVnIfBGZvM/Fdr1f0u2qG0T+autRsY3AQzyJKxw3ohQuW0qIFynfV8htfGxqvKMXKprO4itn4OCkzSoiJdiZSy2CwHlMl5N0+JHEQpN/Zjhey2pdb0KuHjKshWICPbmcHCoiINxmHiEp0qWlLrar69yrVexUSnTjrl9CUVAyybyl2VTqOYm6FMKMVEMKUxDKeW8YdoptZviOLO9zuLk2GDLT5D4JMzZ3PxWTVeUdGPOQ8prGKmbyItUEluDlDLhceSpSVhPh30lCrn/AGTjlg8y6NmDES9BVNM3lQz3BLSJIypxZ98upICeQ4LpN7GyTtgQuWtAyhDXuYlM9kLkM6HoZyXRTKTDnUpSggL1JsrWsKKgSdR3B3xrOXNCoY4MqlVRSp4hOqJg4llDqlanitSibhalpiHUKUoE6VbEHfCZWcI+CXM3t+KUpjWtKyyLiIWKquN0w0E1HOPpk7PBCXGluto1afXUhpagn2Y2yiqKfnjcEIOpo1D8wiW4SHYdlLAcK3Idb6VEAW0cNtatV7bHHFNqEo2axsVGxMvn6WYqAYgVQaIhhTKS006y2+kKBVxUtvLSCVFPIlJIvjpp2m6Xp+cy+oUSqcxszlcpVJoeIilQyfeCsKBKGwhAWANIUEg6VKHInBlZyHwSZgdp+KTZnWkHLo0wIqmGdiTECDQ0YaHCy8U6gi2m9ym6uXIY7IWMqSfTJcqlcylUuTBQDcZFRMXAF/iFxawLBLiAkJCL3vhFjMvZbGz81U5I2vTIbXDtRpbQVoaUTtuq2re2q2oC9jhYZlNUSmZuTiSsSaNMdAIg34aYRRZU3oLhSbpSsKBC7EED8uNC9ZY02NNHKSJlQUOvc9wdtwXVK4efzhDT0pzCph4OpK2WjJVhawD61jEXKSAbG1rb74TJbU83n0LLHoeYSiStrlDszmEXFQxfaQG3C2SBrTZN0lRJVy2x0yuFqmScEyijaSbWwktNOqnLjjjaD8BKyzqKBewTcACwFsccFRdQSGWyuHg0SKdpalCpVMIWMiFMNPBbvEVpISvw+JSSCNxjODqHGB/4P9VYc2oCAPzqEUwrCPkcpjZkmZSWo2PRQmEDFwEOWWlq4oasffHNSbm9wehwtTaBn0ghlOTjMGmYdTSQt0ehnNSUarFWjvF9I6nkACTyw3Img4+Pk8fK4xumqbaXKhLJfDwDpWy0eIHSojSgBOpIGlI5EnChOHaiqHiJnNJ0W8HkcNxaZ8oOFBPib18G+gi4IvYgqB54bmogaRP+B/lLTFRxOYejZHOJxPaQde9LxspnLKpLFTWGXCwa4axZSDZRLiwpKtQ5WtjpqFVQ0rIkVBUFZU9Cwq1w7K1+hVlLanVhKbqMQNrkC5thOmcmm1WKiRPo2n5UymTRMoh0QcaH7l4AajdKNKU6QAAPbjojomqJ3LmZVPZJSEaw0tp4gT1xCVutKBSsDh3A1AKsSdzbfCzSBkQnNa4u1Cbis1ZIqDhIpGb1KtKi2Q+3Dqkqy+IfjLaD6kCJ1cMqQqxt7cOx81LD00qsZdV9OzaBRDiJSGZQtAfSDuArjnTfccjYjfkRhhzzKiWz5pxL1LU9AvuMJYTFQVVPNvNEOl0OIVwj4wpawCbgCwt5OhuDqVNKNUDAwNMwEtWx3QvGfORDjaVLutw6mgXFkkqJJF1KJwrH0g4D8+pNqMdBVDI591moKkbbWAkVJOSBpHWYPnAxqmVvdHUoHIVJOR80wfwMeorOztnW9MlgPijgOXoWD1jxpPxVhMgpxVkm7HNOPUdx24t+YTFlyJYUULYu46WyV6FhtJcCEqWUKsD05iVMgM3pZmPLqnppU9emE4pWYOQMSmMVaMU0WULS4sFDZcbC1uNodKEa0oCtIBAwzuyLVEupDsrU1MZuXVJcjo9plhhGt15ZfWopQna9gCSSbWGJgpdigKojozMyR083DVBFQipVHRr0Nwo3ht+JLDp6gBSVJO40qTY2tjzf0tcPDl6I/ev17cxWrgx/2ND7o7lCTtCZUTB1mLmVEUm7EvQcC/EPxcX7886Wkqf1p4idBVq8J3tp63x1yXK/IAxikT+l6MS0iHUQEOqQ0V+Io98DpOr1UkbjYnrYWYy3ksoisvqbfiJZCOOuSqEKlqYSVE8JPM2w4xTsiH+Z4L6Oj6sZbWGAZKV1q7rJzugcJVQ3ctMgvQUCoUXRTU7ceUmJbhoxyJhkIFykqUpYIBAHIXube3AVlnkQ3TEA4aMoWInTkQsRx7ythDbNzYoaLp3sAPWv164t6aekR/zPA/R0fVgvc9Ir39DQX0dH1YU03HXMdkOtnEkio7UR/lUxYy6yhaZQtVGUciJ7uVHh3KUrva6ff7lVrDQdrHVfpiRZflJ2MXIBhUfJaWREqaSXQI1wALtuPX88WK9z0ivqMngr+fd0fVgCn5CDf0LAfRkfVhzGlu5lOpW5pHV5d6VUhnKzIR6Ohm4iV0Ghkqc4jiohR0oC0cNIAVuSgq2vzF79MYRmWHZ4lwhFOU/SEc2EvF8ham9JGrSSUucgAnYbm/5MW59z0iPOTwXO/wDzdH1YHudkV7+iIL6Oj6saAvdZNNsehV/B8AgVXydfKOnqVYZDlX2S4jWJ9IKZQ6SVNBLq0NgW6EOEqG45/wDwwkfcy7OEJM4RuOpOiVwBQ2l2IbjXErW8XQLaOISlOi55nl+TFtBTkiHKTwXyd3R9WDFPSIC3oaCP/Z0fViMXDQ4uLBrw5ehSOtnOaAHuBHGd9t1VCKyv7NiYWaKRSNHpdbiAmXiEjXHluNX9ZYWsJSfPntjNnKnsxxEJMg5KqWYiUuJbg1LOlNrgKXbiHUnfa++2LWe56Qiw9DwO5/k6N/1YxVIJGgahJYE23P7nR9WD5yCC3IPZ+eSBauDg7rHGO3+yqfMcqezdDvrEBJ6WikqdXwrhOlKEt3GohxPrL2HXC3S+U/ZEekMK9VEhpRuZlH7oSiLcSAq+2wX5WP1csRX2nO0atOe1N5P0axLISClk/lwmikwiUvrfLzdkFRuktaXAbAAmxucWJzCzQpCR5hUTl7Im5U/MZ/N1Q8UluGadSlptCi42SPUWCpBtblfFJ+LUa7XUoAykagDfkqdrAYbxj3OYC5gEkyW5ZMan28BO2qQRlF2JbWMmpe//AKc79vBKyh7EtjaU0tfp+7Xft4kiqawkNM5iUjQCqNgYhdVCLtFaUJEPwG9ZJTpJVflzFsPJUtp7VoRJ5cVXt/zdHPn5YcNdVr9Y3XsVe28sew8/FxEualtKqiYVKC82I53UjWLpuNe1wDb5Mdf3IexIQLyilvpzn28KmXKqVj+0lmrKYKDgIjgS+RriClKFJZeCIhKm9OnZQGknfriakSGSBVjJ5fv07uj6sNpVOsBI5lOLalMDrWwTqPQdlAP3IexH8UUt9Oc+3g/uQ9iP4opb6c59vFgfQEi+JYD6Mj6sD0BIviWA+jI+rEg0Roq/fci7EnxRS305z7eB9yHsR/FFLfTnft4sD6AkXxLAfRkfVgegJF8SwH0ZH1YN0aKvhyh7EgNxJ6W+nOfbwYyi7Etv3npb6c59vFgvQEi+JYD6Mj6sD0BIviWA+jI+rCQZ3RIVfPuQ9iX4ppf6c59vA+5D2Jfiml/pzn28WD9ASL4lgPoyPqwPQEi+JYD6Mj6sLrzSQFXz7kPYl+KaX+nOfbwYyi7Eo/zRS5/7c59vFgvQEi+JYD6Mj6sD0BIviWA+jI+rBrzRoq+/ci7EvxPS305z7eB9yLsS/E9LfTnPt4sF6AkXxLAfRkfVgegJF8SwH0ZH1YTXml0VffuRdiX4npb6c59vA+5F2Jfielvpzn28WC9ASL4lgPoyPqwPQEi+JYD6Mj6sGvNGir79yLsS/E9LfTnPt4H3IexL8UUv9Oc+3iwXoCRfEsB9GR9WB6AkXxLAfRkfVg15o0VfTlF2Jfielvpzn28F9yLsTDlJ6WP/AG5z7eLB+gJF8SwH0ZH1YHoCRfEsB9GR9WF15pNFXs5R9icgj0JS2/8A+oOfbwG8oOxKAQqT0tz/AJe6f/nxYT0BIviWA+jI+rA9ASL4lgPoyPqwIGir6MoOxGP80Ut9Oc+3g/uQ9iT4opb6c79vFgfQEi+JYD6Mj6sD0BIviWA+jI+rAlkKCsvctsg4bMqKl+Xcikj8G5JQ5FNNLU+gOcayVELUQDpvy6Yl77meXv8AqZJ/oiPqwmtS6Bgc2m+5QjMOF0+rUGm0pvaIHOww+MJAPBEps/czy9/1Mk/0RH1YAyzy+AsKMk9v/REfVhzYGEyjkkTZOWeX3SjJN9DR9WCVltQLY4jdHyhKkHUCIRAII322w58YLF0qF+mCBISOnKYXknNre6eqLAAe6adWAFgP8YP4GMpykJqqqUjkKnnY/wD9GIwMeqLIRbUx/CO5c8VZ/sl0XLa27LFKwMe5EsOQcyj4uGfhyNTbgfcT4kqBS4gpUQUKBBBw9sqcsszcsK5rOGmdatVNQ89HpSBXMAlM1gJgUBtxkhtCW1Q+htOiwGlISkJFiVVbbmFZwfYeoVNHTaNl7j9RR7MU9BOrQ4lq7xBOhSVlIXpJCSTYHY8sTl2Ms4ISs6EmeXs1mE2NSUstalQs5DgjXYBxIU3EgueJbRUpYTclSUhIVzGPNXSsPGNXrt/ranq8crWwY/7Gh90dytHlf/k4pj/qmE/4ScOfDGyulixlxTFppG/vUyQS5+M0LD8nTDlEpdCQPS0cbIZRfic9B3Pyq+FjNbsrz/KKVMDCcJW6CD6TjCdbqvwnRd7D5E9Pkxj6JcBXebRxCgyNnDtove3tVfxedhhU1KeBhM9EuqCf8bxvhU8TZznr5D+r8HBiVOWUPSsZvwd+Jy0c/wC18LAhKWBhNVKnSNppGjSHd+Jz12t/Z6eWC9FucvSkdzZPrn4Frj+tbxflwISngYTUyp1JN5rGHUl5P4TYa7WPyp6YAlToAJmkabFpVuJz0cx/W64EJQVbUm/PphtZmVU9QtAVFWbEMmJXJJXEx4ZUbBzhNqXpv7bYVHJU5ZV5rGjWl1Gznq6zsR/N6eWI67RsvcTkFmJw4+NcV7mY4oCVkkqTDLsABuSo8x1xHVLgx2XeD3KOqcrCVRLLXLSqe0LPKz7QkwVK24ViauTGJbKT3hCWYdxTbbYAA2AaTfVfw3574jPKeMmVMSiVZ5R8oms1XIqgaiT+6FpREKIbK06iFeMgq8VjfTvj0E7O3Z3aoLIByk3p3EImlWytx6YPhBCGXYhjSNLarEFAUNjuSDy5BWqnIKVyPs3TXKSi4RpTzMjVCwmuzaVxaWiC910KWq6lHzOMHwU/I1/GCT2ndRYaBZU6VazLqTusNQidBmp9WW8RBBBO8xCrp2tc6JJWNfS5uh4yZtuZbsLi5xGwupOjvKUtoZQoEar8RJJG21ud7RTRtV9oJ6gF5pR1RzFUthCakamcQ6pb0wbhHWoLhtovpCkaVA676r3HniZ+wfkLIahpSpq7rCHdin4+bJhEwTukobSzwoll2+9yrjJNibWxIOd+WURlz2L5vRHeUx0VLoVDILCVIaWVRRWNKOYvxE3HUjrhrqFevTN1UcRIJgc+CqdG7Zj8UFzWpMqteXQ98kAAtaIYHBurc8F2bcncBN7so1TAxXaXzNmUUpMOcwICW1FI0OKuuKgVIUS4bXAIJsU36X88XO0pCh5jHnFBU9XmUdZ5SVZHS1yWR6aWlcoS2+u6nE3DcQgpAJbUjvAsT7MXun9TUpSkSw5U9aNSlcW4HGURkaloOBsBJSnUd07gq9pxq4SytWBotaS6dhqdddvatavd2zrShdh8AsAcXDLDhAdHZJ0PHgnlgYjn7puV2ngjN2Vg8FaAfSzZUdSgdXPmOQPkcd0prig5/HCXyHMeDmMWpxLwYh5ghxZCUgFISD6p5kY2XWV0xpc6k4Afwn+ypNv7VxytqtJ+8P7p8YGElEreLZAmkebtLauXdxqN9fyjkDg/R7hUFelI3Z5LtuJbYJto/mnmfbioNVbOm6VcDCSZS6potibx27CmtQc8Vyq+of7Q5D2Y3CWuF0O+kosAOh0p17WCbafk6keeF3RulDAwlOSZ5cMtj0xHoJaU1xA74hdV9Q/2hyBxtMvX3rj+kYsDjh3h6zptptpt+L1+XAhKGBhJEleSwWTOo8q4Jb18XxX1X1fzunyY6DLnO8GI9IRRBe4vD1+G2m2m34vX5cCF3YGEr0O6lrhGcR5syGtXEOq+q+q/43T5MbPRjhdLgmkWBx+Lp17W06dH83r8uBCUcDCWJQ7wkNCbx10sBnUXNyQq+s/7R5X8sbPRjmpShMouxeL34TaxTp0fzRzt54EJQwMJRlDnDCfS8fcMIa1cQ8wq+v8AnHkfZjZ6Mc4vEM0i7cZT2nibWKdOj+aOY9uBCUcDCWJO7wij0vHXLKWgeJuCFE6vlPI+zGxUscL6HvSUYAHXHOHxNjqQU6T7Be49tsCEoYGEr0O6plbSZxHgqaQ3rLh1DSq5V/OPI+zG0S1wPJc9JRZAccXpK9iFJsB8g5j24EJQwMJgk7vC4PpaOJLbaCvi7gpUCT8quR9mDEtcDmszOMPvji7azp8QsE/IOmBCQXf8rTH9H1/+8DDgipzLoB1TUdMYZlxLfFKVupRZF7atze3t5Yims8vppVWa0gRBZl1TIBK5LxHvRj7aDHpD4BbeK0KNtvglJ3woVbki3VbEK3F1PEOd0gHINLsVDpfedUpWoLW5cFQHl5gcuWBACkiKnEugmTExcfDMs6OIHHHUpTpsN7k7jcY1CoJMXAyJxCKcUtLQSl5JOpQukWvzI3A8sMV/JaUxbsvW9UM0dagJKZE2wtQWwuHKUp1KQoEFzw7q6/kwnvZASw1I5PoKciFQ5NG5k4wzBIGvSB4Son1vCAFi1kjSBgSqW0KKhuB+Q4CuSvkxi3YG1+nL8uDc9U4TiE12jSvJad/wrqr+k87/ALxiMDGM4JNU1ST/AKzTv+8YjAx6oszNtTP8I7lzx1KsH2fZzRMh7HMinVcU8mdQkDGTN5uEIRdSkOLUpQUshKbIBNyelsT3l0uk53J/dBKKKTT0xgWFyh6FiIdtMXCNBPFQyVoJ1NlLiHE2JHjxEXZPo2na47KFNyeooZTrCZhGPtlpwtrbdTEqsoEEX9oNwRcEEYf2WmTk+yxrerZpAZjR83pSpU9+MsmhL0VDTMpCHHkxBtdtaUJ8JAtt0G3mbpYGnG75s/vX/iK18GMWND7o7lM+WAH3OaY2H70wn/CThz2Hs2wxstJ7LPueUy2XnhplbCLcJdyW2k6uns59emHL7oJXa5eWAUNLPvC/VcJCOnX9XXFBuyuu1cUqbc8Db58JRqGW+JKXVgpcdbV7w5bU2PEOXlaxGx6YM1DKvEC6572hpSrsLGzvqEbew38uuFTUqWSOgwNvnwlCoJZcEuujUXkkcBzm1fX0/wD+9L4M1BKwhbpeWUthq9mHOTnq9N+l7cuuBCVLDlgbHCX7opaFaVOr1EOlI4C/4u2scvm8+l8A1DLE/wAY5vwhfgObcU2QfV6k7+XW2BEJU262wNueEpU+laklJec2Q8rdhfqtW19Onl16Yx90ErTZBdWSrhBILLm5c9T4Nvl8utsB2lC01bNEQdNTuMhI8MvwcA+oLQNRaUGyQq3mOdsQDPq+qid5C5L1DETdxMbU8/pmHnCkAARbT5AeQsWsUr6jGVIVtIannueqqTmbsxi0ghDUNCurWhxqEU2pIGndetJATzJ5YYWXuYMlzAi8ruz/ABcqh5dMKImEPGxzXFW6ppyWNIS2koCQpBcW7quqwGgjfGbUuGvcNdwQPTMf0Wfe3HW4e+h1ZFQkQeEEkATwLt9ufLS6KSEoAAAI6YN1tDqeEoJKVcwRcEYbE6zEoam4ITKpaogZNCqWttD0c6IdtS0EhSQpywJuDtzNtr4Rzn5kmV6Pus0kCQgAGbsD1xdJ9blbn5dcbFO1uKjc1NjnDmASFO+6oUzlqPaOwkf3SxQ+X8gy7anMPIG1tsTmauzZxpRGhp1bbbehsDZKAlpFh0GFadSGV1FAqlk5gmYyEdKVrZdTqQSlQULjrYgH8mGh98Bklp1qzYpTk4oAzRq9kEhW2r2befS+M/u95K6y2c1qTBCkp/fdjmrcb6uX/hyw4YfcAZRSdH3T/ZQU7myotDKb2ho2AIgfFIOfuWtN1ZJGKvmkREQz9Ijv7a2FEFbLa0OuNaeXj4KQCQbb7YQKFn9L535iySuGZUzFQIopqKMLGNpc4C4yIJSLKFioCHWDt1GFTM3PDKKZ5b1LCyzMqloyIi5TGIYZbmjSlOL4akhISFXuTyHXpfEG/wCDlcSxIasjpu7FKjg9LJc3rSVBDSWnC22Am4CRc78r4fZ0Li1r1qhY5v1ZMwRJL2MifQ5R39a2umUKDHNd9aMwmTBY94LRqIDqZDyeLmRvpZebe4aUV7IaIXQsoW/PoKOi230wLIS2mFUyCkjTffvAt5aTjHMTLuXxdNuPUdTsBDT+XLTGSxyFZah194bUFBOqwACt0m5sQojrhDqmcQDuftARza1cJFO1CvUWV30h2AB07efTrtiTIefyiKAVDxAcSp5MPqS2oguEXsCBbzueQIsd8Q22IV2VS4umDsSY9euya2jRuutoloEGBAE7AyNOE9uqYsNmdmCGUl7ICrkugDWEx8r0hVtwLxe++FqkMw3aknUXTk5pSZ03N4eHbjBBx7sO4pxhSikOJLDjibakkWJBw4BUkqKFOcZzQGlvm8O56iVaSfV8+nXpiPKinEDLc9qQjmnFETyAmMkiBw1J8baW4ppRJG9ghwAD8c+VsaFPqb4PpNohpyucCC79kFx3cREAqKu2vh5ZVfXc5pc1pDgyPGIaPJa07kcY7FLCbbWAFsZWFrWFsI3uhlZaU7x3ShLSognu7nqJVpJtbnfpz643KnstS4EFxeovJhwAys+NQukbDl7eWMkCFt67FKex54FgeYBwkmpZS2wuKW+7oQyX1Wh3LhAVY7W536c8ZqnkuD3dC44FlwMEhpdgrSVAXta1gd+XTCoSnYeQ88DbnhJ908oLXeA+5p4XG3h3L6NWm9rXvfp+XGz03L0RCoQOrDiHUsn3pdrlNwL2sduo26YEJS25+eBYeQwkipZOplL4ddDZY7wLw7gPDvpvbTe9+nPGxE9lpfU2XHQsO8AjhLtr0hXO1raSN+XTngQlLbp1wNuWEk1JKQwH+Ovh93ESCGHL8MnTe2m979OeMxPpeXuGXV3DpZtwF7KCNVr25W3vy6YEJTsCLWBwLDlYYSVVJKQ2HOK6UqZEQLMOfgyq17BPO/Tn1xsE8lwWG+MvVxlMJBZX66UaiL25W68umBCUtj+TA254STUcrSgKDzlyyIi/d3Pwalab8ud7bc7b42CfS1TiGEuLK1urZsGF21oTqIvbbbr16b4EJSsPLAsB5eWEg1LKi0p0OvBKG0PX7u56q1aUm2nzvt0xuE7ly3u7pdUVlxbYHCWPGgaiL2ty69emBCUdhgWFrWGEhNSypbIeDzoQUtrF4Zy9lr0jbTfn83M42mfS0ultK3CviLaA4Sx40C6he3l15HAhMycxVQw+cksbk8nhY2Hdkq0Rrj0cplUO2YgeNCeGriH2XT8uJFsOVhiGa2zmy1y/zVkURWFSplgn0j4EtS5DPKVEuKiE2QlKUE6jcC3O55Y7Kvz8gqdYgY6RyBc8hZrBmJgVCKTCuuL1BIS42+EllB58RdhtgRClrbrgbHnY4impc7H5IywqX01CTOKiJMmaiAE5ZZim1KIGlaFgBLQJILpPQ2ScJkL2ioCMnDMpbkLAETHMwaSZmgOAK2OpspCg7qBIa5lvSu4BwdiFNO3TGK+Sr4JFwbAbc8G56i/kwgMkelI7ySvJad/wrqr+k87/ALxiMDAnX8K6q/pPO/7xiMDHqm0/V6f3R3Lnjurd9iCEajezXTTa4dC1CKj91puB+6Fbm/IYmGRRsmqOnYeo5XApEJHw6nmC4wELA3G46G4P6sQh2OJJIZ72XqYgqlgW4uETHxrnDccUhOoRCiD4SN8Shlnl3TGWVJwsklTUKmMRBlmJfacXZ8gqUCEqUQB4umPMHSwDw9ez9q/8RWtg3/T6P3W9ykXLBH/k4poqAJMqhuXL8GnDlCd76OW3/wB+zDcyvP8A5OaY/wCqIT/hJw6MVW7K87yisNJPQDzwaQRzG/U4O+9sAG4vY4VNWKki9wi+CSgJSQU389ueMwbi+BcXtffAhYFHW3Pb8mMgkAeIAnrYYMmwva+B+TAhalAJGop0gHy6Hp/4Y1RcRDw8O9ERLiWW2W1LWtXhSlIFyST0AGOh22g39mK69qrPWiaNpGostJvMWkx9R01OIYHXbu7qoFwspWLbcTxBJva4A5kYiq1G0mF7jCiql7WOLGlxgkAb6CUzewvAve6fOGdKW2YWMqp8tEgjiJK1kLAPwVAgg8iMNzIzL2eyrtuVpU8xksfApVCx0Q7xUhbZQ9EAMkLTsNSG9QF743Supp1kNLZzmjKWVzJtzLGnZouDdcLbDbjfDZtYHdSkknUBtbfE8ZzwMtkGX9X1fAIfh5nU8uh5Q4+l0jh8VQZaI8tJeJ23NsU8NsBdPpW4MFrt/SSJWTcYldXNuH1XgZAxzgAILWzk3zEGW6wREmd1soWUwWZFVz+vJ4GpkxKJo/JpOy4NTMOhkBLzgQrbiKWVpKrck2Gx3kJFE0g2m7dIyZJuDYQDQ5H+bjOjqaklH07BU9T8uh4GChUaUMsJCUA81Gw6k3JPnhauOu3y46G7vXVKxNBxDBo0TwG23t9KkscNYLdpumh1Q6uMA6nfefQkoUtTmk3p+X3/APRW/qwYpindNjT0tH/ZWzf9WFS/mDgioEEc7bHFPrqvnH2laHzWh5g9gTKrOWUJJ5BGR84pWWxMOUJZLAg2lKfKlaUoTcC5JVt8uK3VlU8t7K2cE+qRETAMSqq5GZg1JwUwzTTsN3SHQhCRs44BxDZAvZR+XFhYkKrbMAQiEkyaj1tuvrF9L8zWkkN+R4TakLP+04kcwcVb7bVGzOve0LlJTMrU0l6Jh41aFL3SSh1tRT8pCCBivjD61O2aGuJfodzxiB/VMo2mH06huLmn5E5cpykuMtEGCJ8YxIcJgkFL2atbxldUxSFerZTBPzTLqpI8qZcKQzqVLz4VXuNt999sc/8Ag8KveTLqpoqZPx7jz0SZ9LUvJWWTL1rLfEaUrYhTyXfVuCQTzxBVPZg5mVFV9H5c+5hUVLKZCKbmja4UpaUxFRDLUTClz1VKWWWzfUNgu3LEtZp1RFdnftQyqZUXAtMUlLKShJdHytCyhCYYORJbSCQojRZSwLi+MGjXdnbdP8kb+tuvsUdnUtGYpeuotIc9/UsaSIcHVaXV5OM7kmdWxpIM29rvMWnsvRJHKkiBDQ88mPo1EQtaUtQ6uA8/rcUogJRpYUL+ZGIXzGzSaezolsC5GQRlFGR0mmYfS4Cm0wRFwbnEUDZOkOJWL+W+xviJe2xUCMxqvkFM0+9HOQ1MyWcTibqSsttJR3Nl1pwgGytnEp8QH4RQtvhS7F9H0vF0/FZkZnTOXzeY5vR3d4WXRsOhTbvdC64AhB2J0pKjt4dONmzxI078Nc36sbkHcEZSNfToorq3GKWsWlQmqKjoblMDq258xPEB0ExGgOsgq3priiQRerJPfr+7W/r5YMVzQ+i3urk5/wC2t/P62EV/KPJuEZU9FZb0m002kqW4uVw6UpA5kkp2AxixlDk88wl9jLmlHW3EhaVolcOUqSRcEEJ3xrRYcHP9g/uk6zEeLaftd/xS37vKJunVVkossX/52gC3z42prii31JZbquUuLcUEISmMbKlKOwA35km2KXQmeeV0kzemUiqbJ+mX6NmM/MilE5h5I22Id1uyHkPXQdSuIfCABcb7jFnqwymythKSm8RDZe06w8zBvuNuNyxlKkKCDZQITdJHO43GG29TDrp+Wm524Gw4+tQi5xJ1t86DGZSCRq4TBI007D/lSLCRMHGt8aFebebBKdTZCkkgkEC3kQQfaDjoISSSE7+eKk/4P6sm26SmeVszqFMXMZOtqYwkMpBC2oOJbS7YE7EBa1Db5euLbBW50j6sZ9Op1gJ5Eg+kGFuGlVosZ14hzmtdpr5TQ4d6CE26C/I4CwL3CLnntgkE3USne45dcZg3xKmgysAkpFgkH8nTyH6sDSRuAOfTy+vGzBX2vY/NgQgBtYgW8sayi+2iw5//AH7cbL2tcHf2YPAhYFKTayBy8v1YLQQoWA28/wBeMwQdwcDra2BCxUlNrBA+bBJSArUU8/PpjP8AJgXA688CFhoNvCAPIWxmkWHL68C4FydgOuBqsLkH5r4EJmuoP3WmUA+H3PLt7D3gYckVJZXGqUuMlkLELW0WVLdaSo6Cd03IvY+WGTOqegZvnLK4uJiY1tyXyVT7Qh4pxpKj3gbLSkgLT7CCMSFxEXAvz9mECEnv09JIlfGiZNBOuKRwlLXDIUoo6puRe2w2xsTJJXxeOqWwnE4ge1BlN9YSEpVe3MJAF/LbHYXEi97+Hntgi8gb3JHn0wvFCyShKRYdME5uhY9mDCgrkcBXJXyYQRIhI7VpXkrOv4V1V/Sed/3jEYGBO/4V1V/Sed/3jEYGPVNp+r0/ujuXPHdWt7G0zkcn7Lcgms+chmoVmLjUqW+3xPEYhQSlKbEqUTsAASTyxM8kqOlaiEaxJ0tIi4RsqdYfl5hYhtKgdKtDiEr0mxAUBY2O+IS7HtPN1B2YqUIj4mBjYCYx0TAxjISVw7vGWnUErBSoFKlJII5Hax3xNcrpWMgo9c9qCpIidzFqCchWHVw7cOhhpW6wlDexKikElRPLa2PMfSwDw9ez9q/8RWtg36hR+63uThyxYnisu6ZUY6Gt6MaI96PqlpPDHPmOvnhzJYnwteNhCdLQPvR9YfhDz5Hp5YS8r/8AJxTH/VMJ/wAJOHPik3ZXniHFJwZnt942F9Z21mjyP4Pr06+eNfdJ8orLkdCG6WdNmTsRfiX363FvLCrgYVNSYIafAJCY+F9Z0qu0dwfwY59OvngwxPdKv3bClRLWn3o2AH4Tr16eWFLAwISaWJ/dNo+F5O6veTzNuHbfpvfzxiWJ9YAxsMSSzc8I8hbideu9vK+FM41qUdGoE7ezCazokJhJy256EuKXHwoSEO2VwiLE/gzz5Dr5486a6y+n3bPz3q1+lpnANwVLytcFEOJdUpmJiG+IhhCVAabqULneyRbnfFvM0O0dJqKzXo3KCGg2ZlF1Y+/DxS0RKQ5AAMlTalI5+JWkb22uemNfY7hoeE7PtNOw7DbZfMUtwoSAVr7y4Lm3M8hvihcMZevFE+SJJ9IjT4rLuhVr3NDq3ljRndLTBMeIQCNtXEH0QoT7ZkuVlVk5Cw7bKo52o5FC0Rwkr3aDFnGXE9VeJOkjlyxPuaiI6Jh6IpyJiGCuPqiVLS2ElJ0w933Ta++7Q28jhGznzEyDmktinKmmsjnM1pcRURCSx1xL+qLDSkaCzycVc2CSDva29sOOgMtqwTGSWscwq8jp5MoOCOmDcg2GWYV51KeKU6Egm1iATvY+3HRYfh1TDHuv7g5R+w0h0uIB20OgJEzG6wi0Vq9a0toeyoGCWlpyNBMl0xqSSRElSIiHnwZITGwoUUOhPvRsFE+99eQFr+eNhYnZVfvsLp1tm3CPqgePrzJ5Y70JKU2PTGWMwbLskkLhJ+GD+74Qu6XRfgm2oqJbNr8gLX8zhDrioJ7S8kej4ThRUS68xDQUMGlEuOr8Ntj5m/sAOFWtqwllB0tNKvnIWYKUw6oh/QQDpHykAfKTbDDh8zKBqZqU1ZNXzDvwpiHoGE4zcQlwA8NTqVNakEpuRsq6SrexIw+kWtqBz9hw59nrSGSDlTqpGlpzTUghpa1MmHYkoedjIhxolT8W4vWp079STcfNsMNTMCVzKJzRy1iVMpiEsTGYKMQmHUoMNGXrCgVfB1L5X25dRh80XVssrqmICq5G3EpgpggusiJZU06AFFPiQrdO4PPC6hrxcRRNz+TDK2as4uedSQfjKgq0RWphh0gtPukH+iiyh8oI+T0dC05UcRAxz0LNYucMr0LITEKjFREOu9wfBq5HYkYPNnJaSV/KprHR0gksZPHoFyDhIt6GsoIU0pIStXUBalEXBAvtiVrb3wS0BadJxGaLMhZGiWnbUqIHVtAIgg8QRsZ3kcCqhdjHKCaQsiqmrKjnEJOo6M4tMsqioUrWyzCOLaWFKUbqDhSnUNgQ235YfGYFMQ9H5mZG0/I2IWDgIafTQQrDDZCWkGVRBWNzc3JUfy4mmjKIpygZU7JqYgBCQr8W/HOJ1lRU+84XHFEnzUonEE9sio5zl/F5ZZqQTLXo6lanHpR9xOoMQ0U0YZStI3Oziht1tilWptt7YGPJLT6g4ErR6NWtO1rdU46uZWE/xVGPEnc6ucJK3dsiqZvTuSsdTZhIqaxtaJXTsEzLWFF4xLrbi0qABKikJaVcAEnET0D2rJfQ3ZrjKaqGpIGUVtS8DESuEg3GXXHFupYUIXmL3K9CTfkRYgDCLlfmZmPn1nHSlMiXRkyo2kqlXPVz1JUpYcS3GFjU4rm0oLSkADlbzxLmYHYzgamztpTM2QTxuWy+VTFuazSDd1vKiX24gPJDdzZOo3uTytsBc4hc+tcu6+2P8OvLn7VzNjc1MVbXMljMpy6AHOQ3LrE5IntB1CbVa9necRHZjp5cmhu91HLY2EraJbeT3dURMHHQ9FF0AGwCFrTpG/gHyYmyTVTO8wsimKzfRDNuzqRKjXYVlslQC4cq0JN+eog367jD6rhpsURUK3gFIEriyoCx1ANKPW4+cYo/2IsxJTlpL50MyYmNlLaYGChmnom60BA7wvcblAASvYjpiZr2WF4zTQgeiW/3C6CqadPB22lJrQGOcSSQC2mWgZtd25oHpdOuqVOy42xJO0JMoSWLS1FTimIdLBDf7nQWWIYkAC1tl2P+0Di2OZtS1LSVHTKfSqJgS8w+wlhL7aikJccQ2NVjfZS77dMU1ialhsjjlHniUQohX6Fi5alpLRK3Ijhh1GoJ5BStAKudr4kGp+1ZS2bOWNFSKRxrbFRVpNoGCi4GJZVqhS0604+RboFBOknmDjXoC2oY1UsnGfrjpzBd6+azsRu72tgVve1nZnOtmlpE6QC0NmBq0gDTWACrD5aVPUFd0fDzuIXCwkckxEDGQ5aKg1GMRC2nOu6fezYe0Ydwh50hxRTGw2gvagC0b8PSBbnz1XN/LbDCypC5VWuZFNm/AZnLEzhgSLlMVCtqWQOg4qHPlNziTgbi5xPiNJtK5fkENMOA5BwDgPUCo8Jquq2jM7i5zZaSRBJYSwmO0tJSYGKg4IHfoTicEAnhG3F1bnnyt088bCzO9VxGw1uMTbhH8Fp2HPnq3v5YUMDFNaKSe5z/AED93wnE4KUkhkgcS/iPP1bdPPG3gTziXEbDaOKo24Rvw9Nkjnz1bk4UcDAhJnAqDQR36ECuEgX4R/CX8R58iOQxlwJ5xknv8Nwg6sqHBNy2UnSL35hVifZhRwMCElGGqDhKCY+EDnCQlJ4JsF6vGbX5EcvbjalmdcYKVGQxb1uEgNm+kp8A58weeFDAwISWYeoSwUmPg+JobH4E6dQV4zz5EXtjLuk4LupUbDFPEcNg0QdBHhF78weZ6jClgYEKK5/A169mhL0yCfSqFiE04oRC4iDU4lauOLlIChbfGiq6LzQnK2HoeeEPeiHoWJVBzCIgm3X1G7ZQhJPDI28Y32Iwqzyom5RnNKoIyuYxSo+SKZSuGhy4ho94HicPwE+3EiBFrb8uVh+rAhQ5UlB5rRRbdl0+7wpqRIl621TSIhkPxQICnDwraSfW1jxbaeRxys5aZsNVIJkiso9cEuZw8WpqImbq+G0ltCVIQlIAKfCoaFX1KUVE9MTYWr8lEfX54PTtsT8+AaGUsrFpNt7mwFvLGSuSvkwYFupwSuSvkwkQQmu2K8lZ3/Cuqv6Tzv8AvGIwMCd/wrqr+k87/vGIwMeqbP8AV6f3R3LnjurFdmeYTeX9l+gxLY2bQkI/Opi3MIiVwaYmIbZ1PFNkqbXYa9IJ04mahptOYuopnBCeVJNJQiUB5Lk5lLcHoieIQdBSy3qujcjfDM7DIWrs102BckxceB9IXiZ4CewM7EyblwceYgitgxOn3lx0JOtLavhFJFlEbA7XNjjzH0sP/r17p+9f+IrXwf8A6fR+63uSvlhMYP7nFMWjGCfRMOCOINilpOofk6+WHOJjBEahGMEaUq/CDkr1T+Xphs5YSyW/c6phXo+Gv6Kh1X4Sea2k6jy5nr54cwlUsHKXQo8KE/gU8keoOXIdPLpik3ZXXjxkZmEEL/uti4K0kcQc0+t83XywSZnL1EgRrF0hJPvg2CvVPPrbbzwSZVLEnUmXw4Opar8MbqX65+U9fPA9ESskky6G8QQk+9J3CL6By5C5t5XwqasjMYEEXjYex1298G5T63zdfLA9IwWnUYtn4F/fBtq9X57beeC9FyywHo6FsCsgcFOxX6/T4XXz64JUplagUmXQ1iUEjhJ30epfbfT08sCFkZhBG1oxjfX8MfB9b5uuEWraxk1J0xNqpmETeBk8GuNiOEQVcNKdWwvzI5eeFn0XLRY+j4fwhYHvQ+H63z9fPFXO2Z7tlzSgaFy5hUuO1q7MpFFQVrMOsuQwBW4m4BU02HFoJuAU8jyxFWqCkwu4/kLPxS8dY2rqzBJ2AHM6D4kT2KLp1KanzQp9HafoCn4WNq1dSrjoBtMOFAy6BYfZbSLqCyHStGqxsFEeV8W7p2W0xk7lQiWQkWGJfT0tciF8V5Kyk6VOquQAFG5VbYXwvUpR0kpOnZTTEFBsrYlMA3L2VLbTqLaUBJuQOatNz5nEbZmuRdex0dk/SdNNKh3DBtT2aFTaGoSFJCihKbEuLLabBNgBq5jE2FYe01gX7aFx2gaZjrz4czCovDrC0YXuLqgZkaNzmc5zj7XGTyA7E48mZPLpblnIvTXczMo6E9JxpWEauM8eK6TflZSzfyxICYyAQUhMax4lJT+EFyVer+U9PPGmGksoaYTDIlsKG22yylIaTsgiyh8hsL43iWS1JBTL4YEFChZpPNPqnl06eWJbmsbmq6q7iSfatSytWWdBtJoiABp2ICYwOjWIxhQAWbhwck+t83XBmYQWrSIxi5UlNuIOatwPy9PPGJlMqKC16NhdCkrSQGkgELN1jlyPXz64yEslwOoQEPe6VX4SeaRZJ5dBy8sQq0kOsZJTda0xMaam8x4cFMWFtOuMPIC0pB8RSVAi4I3uCOhw1ozJ6kJu5BO1FU8xmkZL0GGh33lwzS223SFKbAaaSkBYSkcrkJG/M4kMyiVFBbMthdJC0lPBTYhZuoWt1O58+uD9Fywq1+j4bUSlWrhJvdIsk3tzA2HlgQNNkj0lKJFRlPwlPSyZrdhIRDnBVFRKXFhGskjVtcJJI9gFsK4mEClfDVGtagsIsXBfUoXA+UjcezBKk8qUAky2GslKkAcIWCVG6gPYTufPGRlkuUrWYCHKtSV34YuVJFkn5QNh5YWUgAGgQMygAjWI6HtpK78UeqDYn5B1xkI+CUVJEWzspLezg9ZQuB8pGMBKZUlOkS2FsEKbtwU+qo3UnlyJAJHXGXoyWg6hL4YHWl2/CTfWBYK5cwNgedsIlRJmMDoumNZNkFzdweqDYn5AcV/7a8kerjKSFoiVxTIip/Ucqlra1K8KFrfCk6vIXSN/LE/Jk8qQjhplsME6C3bhD1CblPyE7nBOyyXKVdcBDr8aXAC0NlpFgr5QOR6YjrUhXpmm7imVTVDCaL8ro0PKU2KBpqmaLpaXSyCZlsI7Dy+HREONcNJc4SAgqUpIGoAi1/PDqEZAps0Ypm6laLax6xF7fLbpjX6IlWjhJlcGWigtFPBTbQTcptbkTvbGwyuWFaXDL4fUlwOg8IXCwLBXy22vhWNyiAlY0MaGjgta5hLlNEd7hygoKz74Lab2JPsvtinXaYyXmWaWcsTTdN1s/LImbUmuMhoFJSId+LhlqbQhwX+El5QJtcBR53xcdUmlCmiyuWQpbKOGUllNii9yki3K+9sJDlFUw7VUPWLknZVOIeHXCNxFzdLayCoWvpJOkeK19ueIri2bcNDHbKKuyq+OqdlOsnfQggj1g6duqplV9PKrjK7Laj5lTFR/8l2IWXTyXiWKKH2NTSIgpc5XCUKIUOZscRymjnKAr73Z1BCTGUyFVYs9zcmTTiS1BJdAZdUbbOLQkajzNhtj0Yni6Zp2SRU2mkHCMQcGz76SyLBF76QAN7q5DqTiIM1aLrKucg6ph35ShyoZ8ER8LL1JQO5XW2UM6jcakoT41fjFdtrAalw+3fVfirKMVAS4S4mXb+sD87rLwrAuorMtq1yRSdla/QeQBlMEzl8UzpxAmU457MGKQzWks/gI5lUBWKEy6YpUsFPFbQpUM6kk7fDR7bjlbEnekIXXwu+Magrh24gvqte3PnbfFXKdzYg85coHa5RSsNIl0dUkCC0NKwIZvgqWvVpACSl1auXKx64tBDwUqiEpim4GFu4sPag0m6lFIGq9tzba/lhtWpSu7OhcMMyC0/8A1iJ9Rj1K5SpV7S9r2lVpbBDgDpGaZ9UjN25p4rYiZQRaS4YyHKVI4gUHBYpvbV8ntxkqYQSVaTFs7LLfrj1gL6fltvbyxh6IlRaDJlsLoDYaCeCm2gG4Ta3q33tyxmJbLwSoQLFy4XSeGL6yLavlttfFUK+gJnLlJ1iPh9JSFg8VO6TsFc+V9r4AmEHqCO9sFRcLVg4PWAuR8oG9sYCTykJCfRkLYNhoAspPgBuE8uV97YzMtlxXrMBDFWsuX4Sb6yLFXLmRtfywIRek5eAVGNYsEhd+IPVJsD8l+uDMfBpWEKi2QoqUgJ1i5UBcj5QATbGHoeU7/wCLIWxQlojhJtoSbhNrcgd7YyMslxUFmAhypK1Og8MXCykpKvlIJF/LAhBUzl6UFzv8NpSEqUeKLBJNgfynYYyEdB3Ke9slWpSLBYvdIuR8oG+MBKJUEFsSyE0KQlsp4KbFKTcJO3IHcDzxl6Ml2viCAhwvUpWoNJB1KFlG9uZGxPXAhYmaQAQXO+w+kBKr8QWso2G/tOw9uM0zCCUrR3tkKuUkFYuFAXI+UY1iTylLfBTLIUICUo08JNtKTdI5cgd8ZCVSxK9Yl8Pq1qcvwxfUrZR+U9cCEx5hUEjl+bEK/HzeAh0O08rhLdiUIC7xA9Uk77eWOupM26WpVIemBi4iFXDmJRFQcOX2Vp1abBaLgn9XmRjhmtJ0tNs1IOHmtNSqMah6fVwkREG24lFnwBpCgbYU5jk/lvNIoxcTS7TbhgDLAIV92GQmFKtXDShpSUpGre4APtwIXJNc6aJlTjDLkRGPripYibMCHhVOcVhZsnTbmo87eQOMG87qIiJg1Lod+NccffaZaWIRfDWFjZ0K6t38GrlqBGFGaZR5czlzizGlYZ1QgxL02W4gIhxbShASoabWABFiBsDbbGKcn8tUTBM1RSUImJRFNxqVBSwlLqE6U2Tq0hIA9S2m+9r74EuieCTdIN74JXJXyYCUJTew588BXJXyYTiE12xXkrO/4V1V/Sed/wB4xGBgTv8AhXVX9J53/eMRgY9U2f6vT+6O5c8d1a7sayv0v2W6elq5hFQbb0XG8VcKsJcW13lRU3qIOkKHhJFlAE2OLANwkLAy8QMDDNQ8NDMKaZZaRoQ2gAhKUjoAMVp7LKcwV9lGlRlu7LETNM2ilvKmBu2qGTErK27WO6hZN+Y5jEv5fs5yNwwGaUdJ3iJdZZl6EJBiLm5OkXJtbl4bW+FfHmPpW3Nj15r+9qfiK18G/UKP3W9yk7K//JxTH/VMJ/wk4cxF+pGGLllHTn7nlM3lAFpYynaIT6qWhoVa3wvLphzJjZ0Egqk1joaNu8p9ZXrjl8Hz64pN0CuPMkpVxrWrxBIUAOvnhMEfNxqSuU3AU7v3hO4T6h/rcvZbEUZtZsTRvLetIujpL3uZyKJYk0S0vWvTEPIaU6lIRYqKGohCgRsSfYcI54YY4qvXrNpCDvrA5wpnClaDuq19j1xCNY9omU0L2jZLlbUM8goeTTqQqcbUR42pn3gBCFrB8KVtEkAgbgeeK2UjmFX/AGTM2aloSaMzKupRHty6YRs1iHVoTKWFEjU4lIWlPgUokki+gHzw9I/I6l8/pjmvmPLWe8x0wj4Rmnp+y4pelhDEOt0w6fUJ1J0hekm9wOuMs3z67ctAQ8EyDyE98KWpSLKtqbrxWPLS+CNPqmVXN7cvWNBPEzyIVq6jzApmkS4ioJu1CKalsVNzrNkiFhy2HVk8gAXWx/WxVnKmKzyz8zzkGbE7lTcry/kMbEziUCIWVOuNPwj0IlLKkgJKSfGdQuNWx3xEtOMZ+9rqcRsn9OtSp6goJmRzOGive3oxqKSoRIcUkblZhkDSRsbHmN/QSXMRMll0NKYCTIbhYRuHh2rRCRZAAC+nwQP62JKLziJFU6MGo7f/AAVnV6NzUvats92VlN0ER5TmvP7R4DKD4vnQV1z6fymm5c5HzmZMwrLba3Sp50IuEpKjuT5A4ZuTUvmMdLZlXk3hVQkTV0YJmmGWolbEPoCWUK6atCQSOhVbDfkkqZzXqma1lP5BDzaUQCnpZJGH0pLSSyocR3fmXXNtVrANjEpMRE2bKUehwlILSbh9OwPrm1vg9B1x0VcizoutRq90ZuzjlHPWJPMQNN47cG/qtu3aU2zkHEzpmPqmOwpXaACTYAb4zwlNxc4IXrk1k6XSD3lPiKT4By21D5sGY2dagPQ9gVNg+/p8IV655fB/XjOC1gICVMDCSqOnRaUVSUJVpdIHeUkXSfAL2+EN/ZjJMVNybGUabrbBIiE7BQus8vgnb24VKlTAwlGNnfADnoQB4odJR3lJAKT4Be3whY36YMRs5LpSJPdvW2Avjp9VQuo2t8E7e3AhKmBhJVGzsoS4JKCShwqb7wnZQVZIvbfUN/ZjYIuccYpEpu2HG0azEJ3QU3Uu1vgna3XAhKWBhKXHTsJCkybctuK094TstJ8KfbqFzfpb24yTGzjVZUosOMhsHvCT4CkEr5dDtbrzwISngsJIjZ2lslcnOsNLUAIlPicCrJRy6je/TG0RU2BAVKeTyUA94Sfeym5Xy6Ha3XAhKIAAsBg8JBmE+DalJkYUsMqWE95SAXAbBF7dRvfpyxsVFzcuhKZX4A8EFXHT+DKblfLodrYEJSVyO19uWCsCL2tthKXHz0MF1Ej1OhkrDZikgFeqwRe3Ub3/ACYTqqnlSSqVRL0mp7v0WXUMQqDEAJcUsgBarDwpBN1ewE4VrC9waOKQmAkKaKcrmuWpAhSzJqbcbi5hcBSIiMtqaZP8zZw+3T5DD7cabdZU24nUlSdKgRe6bWN/14atISWY0hTzMral64+JDZfi4tbyUuRkWpXvji/Iq9b2CyemHAIqZqilNCV2Y4ukO8ZIOi19Vree1vy4luHh7urZ5LdB28z6/gNExrOfFVplkjlVK1LXWQsJBS5JrpcbGS2GYXoRLYZEA01DJWP9pTSrADYJ5YkmT1JnvL5XBQLuWkofdhodth1301p4i0pAUoDh7AkEgeVsQbnAampbtFKzsg5XCMN05DyaXx5j318ItxS3G1NoA0p1JCiviajawBG+LSQ1by2Jnyqah4qAcmJHG7smNbU73cpSoO6RuBdaRbyIOILG9FGm+1ewEB0iZ46aEc4PsUV5ZsuDTxFlZxLwWmRlgtMFoB3y6Q7jmgJrxOaFe0wtqMr6gEQEpcdQy7HQMemITDarALdCgkpRc2JF7fJh/wABUklmjhZgJvCRDunUEsvhSredgcckzRFTeWuy+aU61FQ0TDjjwzrqClSibFog7EW3vywxKnyYpOMk8XDyGhYGUzNCl9yjoRSW3GVpRdt0EW+HYFPlfGix1nXLWVQWHaWiR6SCeHZwVGoy+tQ59FwqDeHGD6AQOPCVLWomw3364NKVDmT8+GRl9V85qiipRPFSpLjsRAoU6UxASDEBRStFiOlr3/Jhzd8m/FCRKrpLqklXeE7ICbhdrdVeG35cUatJ1Go6m/cGD6QtGhVZc021mGWuEj0FKmBhIMdPCkuCTc2Uq095SLL1WKb26De/5MbUxc1LwSZX7ypxaFOGITcICbpXa3U7W6c8NUyUsDCQqYTxLSlpkg1BpC0o7wndZVZSL26Cxv8AkxtTGTYuBCpVpQVuI4nHSbJCbpVa3U7W6YEJSwRB6YSRHTwsEmS3cCGyECJTuoqsoXt8Eb368scsPUwiJrEyZrui4yFUrjMJjkKdbbtdtZRzGo7W6Ya4iNUhcG7prT6WT6PznlERKqpelkPCyZa4thEI06ItvvA97UpYJR8qd8SViv8AAZrT6pc5Z3LKUoR6PiqYgxK5il6PbYSHFcN4KbUb6xZen5RhVrmo87i82mk5XFyiMclJdeQ5L25jBQ7xctcLQpK3nUp8QQNKSNueFaQ4ZgkpuFRuYKa8DEQzmIzpiJjDQ0vjlQkOafHHDEtbUsTO4usOuam9F/gWuQSb44BNM/YaqlQjrio2Vom7LTbjcpQ2BChpIXxFqN1BZC3C4kAJJCALb4dCfCm3GKuSvkxi3fqSdvK2/XGSuSvkw3iE12xXkrO/4V1V/Sed/wB4xGBgTv8AhXVX9J53/eMRgY9U2f6vT+6O5c8d1YzsxzauZH2XqJjKGkrMyWqdRiJg2pIOiFMQrUsqWpKW0jcqWSSANtzidpJmPLapqGNkcqbDkG1Drdhn99b9rhS7AaUt8gi/iXuqwTYmFOy3QMDmR2TqapmbTabwctej45UWzLYru6oxAfV704tI1aCeYSQTbc9MTfSFH5cUtCIYouAl0MXoRa2HGXeK4tnkVJWbqKQflF8eYulhYMdvdNetqfiK1sFBNhQ+63uT9yysnLmmTvvKYW35pOHGXEixOo9b9BiEqGrnNmGoyRw8vyMiY6Dal8O2xEqqODaL6A2kBekklNxvY7+YGGZn/nZmnAUyzQCMrnZBUFbOiTShap6w6CpwELWHGr8MpBB8QseQwlfDq1rbmuSwgCYFSmT7ocXfBUvDtiKwp1OsaJiTRrRvvmyQezXXhup8czCocTGJkoq+VJmEvbU9FQ3e0BxlAUBdYv4d1JG/mMVcpOBzSzIzuTVtDTCIh8saqnUPVb0Tp0FKoJhmFW1rSSCp5TZSptQ2DOoc8IaewvMISsaRlczqqbzKXziWqcrWM4RU3GxMO42tDbi9YIQsEoQOYDQJKrnFwaHommMuKVgKMpGXpgJVL9QhodJKtAUoqO53PiUT+XGLT6+4cOtGUNOkfnlurFUG6cwMlrA1pfI1z7loPFo08Yb7HYhNnN7K5iqqBrmW07K2ETurJd3d6IQlKFxC0N6G9ajz0p2F+X5cJvZboOfZbZGU3RlSsd3mMvacS61tqTdxRANtr2tiWePDpBSpwD8u+I6neYdZRFWR1NZcUdLagEqZbcmUVGTcwLbLzhJTDpsy7rXoAWTsAFJva4vpW+HuuKxfTABA1JIAAkcSQN0XNxSs3NqPJjxgGgFxJdBMBoJnTXRN3s3ZUooCU1BUEfI3ZfUNUziJjJkXXNRcSl1YZtz0p0G4H+0cL+dNYRkslTNC01Dxr9TVa0/BSru4smHISAuJcVe6EN60m4BN7DmcEmpc/CE6sp6VQTfnVzvh+W0F/wCGNtF0hW8RWbuY2YjspYjhALlkBLJatbzMIyt1Li1qfWEl1auG3ybQBo9uNCysqWGuFSsWkM2Ac10u3Hkk6TqZ0gLPuLutiNI0KGfO/wAp7mObofKd4zWguPZxM8E8aTkcLTEhl9PQiQlqBh0Mg9VqAsVHzJNyT7cLWMAoXuq23XB6k+YxnOe6o4vfuTK3aTG0mBjdhossDGIWk2354PUkbXGEUiPAxjqTz1DB6he18CEeBggpJF77YGpN7X3wIR4GCCkkXB9uCK0g2vgQssDBXHn0vgtafxhgQssDGJWkC98BKkq5HlgQssFgtaeeoYGtJ2uMCEw8364mlB0ozOpJCw78ZETOBl7aYhtbqEB+IQ2pehBBWUhRITqTe1rjnhmzXPuYyKEMBEU+iNnKIJuM2tDMOlwqCEaVLWpB1Jsq5NufIjEtzqQSWo4Bcrn0rh46DUpC1svI1JKkqulVj5EAg+zHDC0JR0vS2iDpmWtIaPvaUsp26G22GgEbpQQIndbaInkVUtJSOoo2EbhYiay6HjXmG3OIlpbjSVKQlXwgCSL9cLqgSPCbfkxzQEHCS2FagYJhtiGh2w2y2gAJQhIsEgdAAMdGpPnh3FNGyibtO5fsZj5MVJT8VFqhGxCrj3VpSNS0sJLmi/JN9NtRva52OKS0XG1XKarpHtXVHOIaVSapUw0ldbglOlYWzL+A4ogJ2b4jISb8ynVsLDHo5VsmVUtNTWQNxBYVM4F+EDum+jiNlGq1xe172wxqeyBomU5PSrJiZwpmcml0K3DOqesFPrBClrO/h1quSAbeIjGZeWTripmbppv2g6f1VmjUbSq067iSWZxl0iHsLSdQRIMHcGQI4xX7seZ75k1BN4Gl81FziLhZzAqMjmj44jcYttx55x1Thsr8GptAFiPe8W1lVT03OIqPlsonEHHxMsUhMa0y8HFMKWCUpVbkSATY4rf2w6WXQNAU3X9FvNS33EOtwctlkPDeFzjuMoQlKkqBQkBGnSAdQVbbEL5USfO7sxyFOcs1ZZjJbXMwY9KSTS8owcOpSlKiXlLCeE6m+kDxCxO+IKVataP+b1AXAak9hH9/gpGutbtlG3pQ2sGBhbIAloADy5x2c0EamS8E7FWqcpqPyWjJbNpXVk3jKWipm41Hy2PLCmYFMS4pSXWlJbSsBLqwCFKUNJPK18TMjSQghSST1wxouPpfODLuZtyGYsTCCjWomDS6g3SiIbJSR8qVp5+y4xuymqX07RMmcj32/SrTHdo1rXdbbzXgcBHPmP1jzx1dxUfiFuLpxl4MOOmoOoJj1yeOi5q0pMw66+aMEMLQWjWARoQDMbQQB2p84Ii4tgak2vf24xLgNtP5cZy2DsjAAGk2wws6Mx4HLCgJnUq4+DYjRDvMStMXfhPR5ZcUy0qxGylItzHy4fa9xtf8mKCVtmNLcyI+NyIn7D0yjpZm7KS41EupWiMgHYklbaUncJQgKBHKxG++Kl1cGiyOJmPSs3EbwWbAA2Sf6ROvDTjwVq6cz4oKYZPS/OOcThMukjsM2uKfeQUBp1SuGUFO5Hvmwv5jFF59n5DxGcuaOcuXc9iJWxMKaehJTGxKEt8WLaDNgELvci6iLjffEl1N2c3ZVn1L8kpNMJqjLivIQx04g0pHAYYglpdbYaUq+lSnUoClJOopXyAGHVnt2Wst5H9z+IlUliYwReYMuRFQt0ltbES8C+CAAdKUNADfZN/PGZcNurpgAgZDrzJHH2FWr2tQoms5jc2VpDTMw59JwIPMtL2eNpBa7TZOXs50k9kxEU9TuYs6hk1RUEmXExYcfQ5xogvIbQ2hSQNVm0Njr4idyMWiwwnoKFezahePDtLWxIFFpSkglH7oG6fLDvjZ3J5c4WY+aQsO4lsulDjyUqCPxrE8vbjbY1tNoaOCda27LSi2hTHitEBd2BjhiZ3J4MlMVM4VopZ7wdbqRZr8fc+r7eWC9PyTihn0tCcQuJZCeMm5cIuE2vzI3th6nXfjFXJXyYMKCuRxis2CsJxCR3kleS07/hXVX9J53/eMRgYKdEGqqqI5Gp53/eMRgY9UWf6vT+6O5c8d1OOUeYkTlp2HZRNpdKZxMo2YTCMlzLUshVvvNpciFh10BG6QhsKN/Mi1ziTMiqtiJ1M3G0SdcrYdlpKYaJhy1EJQhICWlJI8CEcktosm1iVOKJOEjsjVZA0Z2VaamUZxnluxswbYhmFJS46rjrUQFLKUJSACVKUoBIBOJeo3NGXV4tcvXBxMujFNuLbYdiEPIeSkDVoUg+snUCUqCTZSVC4N8eZulumOXun71/4itbBv1GhHmt7kl1PmbB5J5D0tWMc/FxcMG5fDPJVFcMoZfSlKnE2Soq4aTqCQN7c8QC7HVLnb2vZUqHqWLiqAksylsfKYtISUiIXLW3+Ekmy0lYBURaySTexOM8pqSqXtWz2cRFZRUTDUpl8lcjp2HTpMKuPQ0prjOoPjWtIUlXwRuB0vh7ZZ0EnIKgsvZbOkLgn4GuJp32Ji7J4rKi+0mIIF9KVMobUL8gRyxmYO2piV81kfVlro7SGn+vDsXOY1XdUpddVzMDKrY5Q12UkxzcRudhKtWZW4olXpGMNlOr/Cc9d7DlyTfbywzM1ZnN6bpRz3Ozh5ubTSIhJZArfXqS08tzTxAOpsSTzvpGOSCzmnM8bVHUtlFVc4lbiv3NHodgYZESi2ziG4h9t3QehKBfmLgg4yorLyPn80bzHzFZikTsRj0RL5U5EhyHlTZAQ2kJQShTugElY6uKA2tjaoWfzR3X3ZENjxZaSTwBE6DnO3InRaVxfm+BtrIEuMguIc0NEwSCRqeUb8wNVoY7PlLRjXGnlQVPMY5QJeinJu8hTqiLXskgADmAAAMO2k8t5HRktXK6fdimGHXUPuqL5W444DdSlLVcqKtgSTuAOVsOpLYSLdcGUnUCDYDpilVvLi4BFVxI5cFo29jQtSDSYJGk7n2lJxk7x29KRnJwevz1/Z6eWD9DG1vScbzaO7v4hF+nwreLzucKO9+eDxWAhW0nJlLo1f40i7KS6m2vkV8iP5vTywXohwK1CZxfrNKtxLX0dP63XClgYVKkxUmdUFJM0jLKS6nZy1tZ5j2p6eWMvRCtQUJlF7KbV+E/E6f1uvnhRwMCEmGTuKbKFzWMJUhxJOv8Y3v8qeQxl6KdC9QmUXYKQqxc28I5fIeZwo4GBCSxJF8Itqm0dfQ4nWHdyVm9+XNN7J8hjMSl0PF30pFkFaFadewCRa35eZwo4GBCTFSdxSEo9KRg0ocRcObnUq9yfMchjIyp0uFwzKKsXEOaOJt4U20/IeZ8zhRwMCEmGSucNKEzaOBDa29XEufEQdXLmLWHynGwStYIJmUWbOpc3X0CbaeXI8z7cd+BgQktMlcSgI9Kxh96U0TxN9zfV/OHIezGYk6tYWqZxmzwdsHLCwTbT/ADTzPtwo4GBEpM9CuBsoRNo1J4Sm9XE3uVX1fKOQ9mM1SpSnku+kYoBLod069rabaP5p5/LhQwMCElLkry2VM+mI1Opotaw54tzfUD0V0Hsxt9FKLwfMfFD33i8PiXR6ttNrer1t54UMDAhJYkrvB4BnEdbh6ArieIHVe9/Pp8mNplaxEGITHxI1O8XRr8PK2n5OtvPHfgYEJKEkdDaWlTaNNmg1q4tletfVy9bp8mNipSsulxMziwC7xdOvb1QnT/N2v8uFHAwITTqfL2T1bL4eWVE49Gw0Oth1KHXNi80sLQ4dvWBHzYRc4pMy7lVVjD7zjjapXGLDayFI3ZISm3UAi4HQ4kUi4xpdhW321MxCUONuCy0KSClQ8iDhj2BwI5qtXtxVY8NABcCJ47GPZK82eyrnvWVGVDTvZ9VANsSozsNvRrOsvupeK1FISqyQOICNY3sk/Li4FeUZJKTrGkasp6Gcl8dNauQzMoxpZBdZiGXQpCumlTiWunracIGe+RVIw9G1rXUjgnWJ4/3SZQXdiWxDxkK2tDKmw2Lj8Kokb3JviLqq7SEXVk4ygpiDg3m4phMJUs7QVqU0+WnHWFQ+spCgtL7aVXKbG+DAa9TDbkWtV8hwyjtEZQD6DETpOqqdJK9G8szeX0CsajnGA4hpdUJYQYOWWnKBoYaZ0kq5JkzunQJrG/gkNX4ljdKr6uXM8icZmUuF5LxmUXZLinNAc2OpJGn+aL3A88dgeBb1kAbbb41Lj4dtxtl51ttx3UW0FY1LCbXsOZtfDzotPMk6PgUS+XvxEROY1DLMOC44XLlKUHUV8uZFwfYMVWyLygoafdoSq82ISYPzyEjoeGn0niVsFpjXFBR1tpIuVJSkAG9xc7YtRVyuJSs3sOUA+ef+wfqxDeTtZQ9A9nTLZfoONmk0mMtg4KCl0MG24iJdUgmw4hSlKQkKUSSAAPaMQ/NjeV2UgJO4/O3rWXfFgrMqVCQGAu0mSNiIGp3GnHaCpjVIQtaFuRsSpTbaENuFQKk2N1EG2xVax8xiP6hzMkcvqiJphmm61qGMlDyYl/0XKTFMw63EeBJXcAEC5FuWOuIzGzQiEohpHkXOG4l5wIDkzm8AzDNpPNS1NPOr28koJOFLK+kajkz1Q1BVaIBmaVDMRGLag3VOtsoS2lCEa1JSVeqT6o543KdrStWuq3gDtPFaHgyZG+UmNJ34qrXu6uIFtCxLma+M40yIEHbO0AyYECSEyJUJnmJXMHFxBrGk1MyRxlpuJWiHjH20vJAccQNWm5vsd9rm3LDmnuS0VO4wOv1cYhlEocliRHy5qJfK1qJLy3jZStjbRy2uLHfG2dCqk5zypEgZli4UyYiYKi1OJcDPeBctaRYq589sSZjMqOa55cxuUHhvHZqtqg19NgbUdmPPQdyimpsh4KpYOAgYqcNqal8qErQHYJKy6gadPENwVpGkeA7E745Ifs7wcPOmZsari3AzHtRgQuGaKihG+grtcq1E2c9YIARyGJhwMMUqwQgpJJNyfZgOeqfyYzxgsXSrCRqE1+rSvJSb/wAKKp/pNO/7xiMDBzkaaqqlPlU87/vGIwMep7IRbUx/CO5c+rWdjCn5NPezNSqJ1LWI1MJHTB1njJvpV3km4/KB82Jug5BSMpjVCWyyXw8xhoZS0gK9+Q2SrxW3Nioq3PUnFf8AsszurZF2RZHFULSSaknS46NZhYJUY1CtpK4lQLrrjhADaOZAuo8gLnEpZZ0vmPK35jOcwHZcl6YwxcWzCvqdWHiL+NRSArSPCNJ0gAWGPMvS0Hw5eknTrX/iK18Gn5jRjzW9yemS6KTp/LOnISTQvdmn4FMQsIhnEhb5QFvLUdO6iokknnhZqqUULXEHDQNVQCZhDQ78PHNtusOFIWT72bAb7jkfy46ssG0HLimNv80wv/CThzBlANxcfIcVaNR9Eh1MwRsRoVPVosqNNOo0EcRwSW1O5MkBtpxaQlTqAngLFi16wtboPn6YzaqOUqStXGdsgNLPvDnJ0kI+D1sfk64UuEnceeDShKeQ54bA4J8QdNknGopWCPfHfEXR+Ac5t+v8Hp+vpgzUUpCSovO2HCBsw4bcT1Pg9f1dbYUChJNykbcsGUpNrjluMCVJaqklSVIBfcs4Him0O5vw7a/g9L/l6YyNRSlIuXnP4kfgHP43ZHwepI+TrbChwkE3t+TpjLSPIYEJNTUUrUSC66NKXVn3hzk36/wen6+mDFRSkrCA+7cqaSPeHNy4Lo+D1/V1woBCU8gBg9Kd9hvucCEmJqOVK13fc8AdUr9zubBs2X8Hp+vpg/dFKiQlLzhUVNJA4DnNz1Pg7X/V1wopbQnpf5cAoSrmBgQk01JKUtKeU+7pSl1ZtDueq2bK+D0/X0xmqoJWhSUl5y6lNo/AOc1i6fg9f1dcd+hJSUkXBwFNpUbm+BCTPdNJwwIkvuhBS6u5h3PVbUUrPq9CD8vS+MxP5bxiwXHQoLbb/ArtdYunp5fNhRCUhISALDpgtCQb2F8CEmmpZOEJcMQ7pW246D3dz1UK0q+D54yFQSzvCobjOa0uts24DnrLTqTva24PPp1wo6Uk6rC9rfkwQbSFFVvb8mBCTTUkp0BwPOlJbW6D3dz1UK0qPq9CR8vTGaZ/LCdJdcB4yGLcFfrqTqSOXl15YUClJ5gHACQBYDAhJZqaUlovIfc0pZW+bw7lwhJsT6vn05nGwVBK7hPGcuXkw494c3cUnUB6vl15Y7i2gi1rbW2wYQkCwAwISZ7ppRwy8HnS2llT5UGHPUSdJPq879MbFT6VpeSwXnNangwAGHD4ynUBe3l15Y79Cb30jBlIJBI3HLAhJTlUSZtoxCoh3hhhURcQzhOgK0k+r59OeNy57LERIhFPOB0vBi3BX+EKdQF7W5deWO0toJuR+TpjLSD0wISUmp5OpoxHeHA0Gi9fu7nqatN7ab8+nPG8TyXF9UMHHOKh3gEFlYGvTqte1uXXljtCEpN0i2BoT5WubnAhJbdUSV1gRKX3eGWe8au7uepq03tpve/TnjYZ/LeMWA44Vpe4ChwV7L0hVuX4pBvhQQ2lHIb8r4BQk8wNsCEmmpZOGUvl93QphMQP3O5fhlWkG2nz6c8ZKqCWBQRxnLl8w/4Bz8IE6iOXl15YUSlJFiBbBKQlRuR/9cCEiuz6TLaUVuu6VsJfHvDl+Go6QT4dt+nPFMqVyQeolzOap4yXOtQii7LqZL7LwiSGIh2MdUrw2KVKKFJXexAI6YvGUNhSvD5YhztXLegckZ+uGecbLjkMgltRSSkvtgg26EGxwzrGWtdl64SaRzRz7FDVwzwxlw+YzmJgGCQQCJ5T69tkrynP/JmKlEHERGaFNNOuwTMQpC5mzqRqAFj4vWvsU8x5Yq12kM+auiM9qfmGVCXKkllDwpnMTGyVlUW2w2426y+0+toFIbJCFEqIA0bG+2Jw7Uc7FGZUJgKKpVp6qasiGadk5hG2Wnmop9txSHdShyToVt1J9uGl2KsoXqEmVVTOqY+NiaiiYWBhIxD6SlKULR3gApUNQWC6Uqv5csS3lO3vRUZa5muaA6TBGrojbtCxadxVFzTtrlzSA4AhsgkZXGZMgEZROk+MI2TXqDtXMZxZGsUtTsyVLq7qyfQkhbg4G/Hh2VRCVOvrRuvhFht0KWhJAKrbHlMGRNG0bDQUPVq+9REYiLjYKUl9bzohoVo8MIQD4B722BqHMcjvjhqPs25T0NWk6z+RKy2/LICJj0MIvoRF6XCt0AbG4ULJta4viWMoZJ6ByypqUuN6FsS1niJBuAtSdSrHqLk4dhwr21nUqVXeM4tYI4tAcXT6TE8FcvqNC8xhtdtMgZXOynVrDIy5fUXanU5QUsipJQGFRKn3C2lDbpPAc2StVkm2nzON4nstUeEHnQsuOMgcBfroTdXToOvLHdwUdLj5MZBKQLaRiIADZaYkKK5/mDSdN5nwExm0wiW4eMp0qZUiBiHdd3wQbNoURt5jGuqu0BJ5ElmIlbMtj4eJlvpFrvMzEC+lsr0Bx1l5AW2zfbiEc7C3XDpdSDm2ybc6eWD9IGHFEyKSxr5io2UwcQ8pvglx1hClFB5pJIuR7OWFCUJkVFnDDyGUw86XK4ZmDiZP6VETMpk3BMMr97tDurUCUKPEG5HOw64RvvgFNz8SONpBUIVzBmCaW5MWlKdStKdTiUovcharJRcKUkFYsMSrFSqWxrC4WLgId5lz121tJUlXygix5DGpEikjbgdbk8ElYUlYUlhIIUlOlKr25hIAB6AWwIXahRVzHPcYCuSvkwYSE8ha+MXDZCz7MJxCR3kleS07/hXVX9J53/eMRgYE6/hXVX9J53/eMRgY9U2n6vT+6O5c8d1ZfsqNT93sq0smn5pM4F4TCP1rgYJMStSeOvwlJSbDrfniZKRYquGjYkTufzqYwy4ElIjpe2whDnWykJG9uhxCXZjn9JU92UKWja0gHIqCcmExaSE3OlQdcVcgEX8KCBicpBOqGdnT8skctcYj0iPgyshVv3MUhxNyo33Wm3yY8x9LAfDl6Br9a/8AEVr4NrYUPujuUi5Yf5OKY/6phP8AhJw58Vileb08p+VSyQy+r5OhEHLpfqZXAlZh0utINlL4gCigFKl2GwUMOCn8zMzKhf4Mvnko0lkuIWqX3K1AKJSEB2+4TcHkdQGF8GXjaQrGmQ2JngrTqjC4wVPuBivb2blftQ/fGqnkr0MLrLwl+hJQCErKAp26ylwltQHJSSMZzjNmt5PCrilVfIokcOGWhuHl+pauOHCkD33ewbN/1Xwvgy8MAUzJ/P8AVN61nNWBwMV8lWbOYU8qKCpyWVDJnlRgdKYsS5RZAbNidnDsTy3GOlrMyvouTzGdQNXyR1mWTAS2IQ9Klwqi8SANJdcAUDcabesRYYR+G3bCGupkE6+0wPijrGc1PWBiAk5k5lqmCID05K0uLjnIEjuAUUrS3rSqwd3Sr1b9FbHHPMs2MxpRK2pvFziXJadRBuBPo5N7RBX/ANNtoDSyrpYbXweDrokAMMn0fngjrGc1YXAxXyU5r5hTucQsmhqhkwei3nIcKMBqShSUlSSQl0kghJvb1eRtfHEvPCukawKgkxCHFsm0Gg+IAlP8d8IA7/Btvh4wq+LsnVGYnhsZ7exHWMiZVkMDEFUfmHmJWkeuXS2rZAy81Dd6VxIDibXstNku/BO1+R6YeSYPOA//AI7pY8v82L68v4zFStQqW7+rqiDyTmkOEhSHgYjxMFnAoahXdLEb7+jF9Of8Zg+5ZwXP/Lulun+bF9eX8ZiJOhSFgYjvumb+gr93tK2F7n0Yva3P+MxkYLOAEJ93dLAkhNvRi+Z5fxmBEKQsDEemCzgtq93dLWsSP8WL6c/4zBKgs4AbGu6WG4FvRi+Z5fxmBEKQ8DEedzzfv/DyleRP72L5DYn8J7cGILOEkgV3SxsQn97F7Ei4H4TywIhSFgYj3uWcH+vdLcif3sXyGxP4TGJgs3ySn3d0wTcDaWL5nkPwmEJhEKRMDEdmFzf0FXu7pUAJKtXoxdref4TGfcM4uXu6pa9wn97F8zy/jMLuiFIOBiOzCZvhHENeUqEhJVcyxfIcz+Exl3LOAKSk13S1ybW9GL3PO34TywIhSFgYjwQmb9/4eUra2r97F8r8/wAJg+45xBQSa6pa97W9GL5/nMCIUhYGI87pm/cXr2leWr97F8vP8JgxBZwm493dLXB0n/Fi9ja9vwnlgRCkLAxHiYPOApCxXdKkEawfRi90+f4Tlg+45w7j3dUtcK0/vYvn5fhMCIUgG5R4sMbOOnadqjL2ay+rZg7BSltKIyLeZ9dLbSw4dvbotjm7pm9w9fu8pW1tV/Ri+X5zCZVFI5r1TTs0pqMr6nIdmZwrkI46xLVhxAWmxt75zsb4jc0lpHYlbDHB+umuhgn0Hge3gqv5dSCuu09nzA9oCU8aXUXIJ3Boh2IzipTFtQqFWehwtIBSVqAIHIrVflbFlY5dc0fmhUU8ktDRs7lM6gYEIVCxDSAmIa4qXCoLUDcpLQv5J9mMKGy8rzLyl5fSFLVXS0LLZcylLbYljhFjzWffNtStRtyuTbDgMBm+lYArmlk6iUgejF8+dvwnO2H4cTZMcHQ7PvMxqQdPYsdmGZabAXw8EuJAGpM7wNd4k8hyTXreZZi5k067Qacto+SsTpxuGjJhFRbJbh4bWC6dKFFSlFCVJA81C+18TPCobbaDbSUpQkAAJFgAOlsMHuObpuDXVKEWB/exewPI/hMGiAzg9VFdUrzKQBK18xzH4TFqtcmpTbSa0BoJOnMxPcFatrM0Kjqz35nOABJ5CY+JKkPAxHvcs4LE+7ulbWBv6MXYD85ghBZwElIrulbg2t6MXsfL8JisrsJTd/ytMf0fX/7wMPDESyKJqCV5qByuKok0UH6fJhVQzfdwBx976lm9+Yt5YXqjzloimZomSx0ZExMYuC78huBhlxAW3qsAlSAQVHewvc2OElIn5gYjBztD5XsRL0O5PXghmIbYciTDLTDpK0BYIcICSADY2JsdsFB9oXLqOgm4yBipo+HYRyMbaEue4q0IdLRskpvclJIHVO+F3QdN1KGMHPUX8mGM3nDR70BM5qy5MHoeV8Er4cE4S+ly+hTIt74klK03HVCh0xobztoOJeRCoi427sSiHS4YRwIUFJ8L2q1uFqBRr5agRhOISOEtK81p1/Cuqv6Tzv8AvGIwMFOTeqqpNrXqed7f/wBjEYGPVFmZt6ZHmjuXPHdT5kHQ08zC7I1JSeQ8JUTDzSZvK4q9KQgl5Aud+qx82Jypig55JKtiZ/Gd17u4/OngUKuoJiVNKa/Ug3HsxC3ZzRAK7KdEvR8ZFQ4hJ7FxaCzHLhQstvrPDUULQVJO1xc8sTDlxEOemYts1dM5ulUuWVNxU1XFttqFvVSVEItcjlfHmXpYSMcvSPtan4itjBv1Ch91vcnJROU0pndGyKZrqGo4MxcuhnyxCxobZbWplIUUI0nTfrbnhaGScoDwebq+rW3NAbDqZkErDY5I1BF9I6DDhyvI+5zTG4/emF6/9EnDmK0beIfPigHGJlXDo7RRsckJGpTazVVVqLC1Fu8wSeGpV9Sk3RsTfc8z1xqYyGpuGUlULUFRw5bToQWottGkE3IFm9hfe3mTiTtSRuCPLA1J3+W2HCo5oglJuo2ORdPqfYiDU1UcSG1Bhzv6dbOr1tCtF0362tfGyKyVlMY2lmMrGropoKCktPzPiIChayglSCARbY9MSKVAciMDWnnqHz4A4zvsk2Uat5HSRpaHGqpqpDjSlLQtMwAUhSh4yCEbFXJVvW64zXklKHWtD9Y1e6lKkqCXJpqSSk3SbFHwTunyIFsSRqTa9xztgXHmMEk6kokqNE5GyIOh5NVVWlY1+NMxAUNe67HRcareI/C63wEZGU9r1JqWpUnxH/nqPhDxfxfUbHzxJZUkc1D58FrTy1DfC5nc0ARso3ayNkcOSYaq6phyWw2VNTBKCUDkg2Run2Y3nJyXhNk1zWhFuSZuQLj1fg9Onlh1VjNoiRUvN55CIQt6XQERFIS4DoKkNqUAq3MXG+G1kVWs0zGydo6up82wzMJ7KIaPiUMApbDi0AqCQSSBc+eJ/m1U2xuv2Q4N9ZBI+AKaKgzZOK1/cdgkkhFeVsL8wJyoXvz+D164I5OwVhevK3Vbl/jk7Ecvg9OmJB1J/GGD1C1732viuE+So++47Ber7uq1sb7elzb2/B69fPA+47AqN111W1+ZUZybkj1T6vTpiQdSfMYIqSNioDAiSo+OT0HYBVe1tpHIemlWsedhp2B64H3H4AnV7u61uTcqM5O5GwPq8wOWHgzUEji5xF07DTWEemcCy2/FQiXUqdZbc1cNS0cwFaVWJ52OGnX+aMBQtUUVTMZLX33K0mq5Sw42QEsLSyp3Uq/MEII2xLSoVqzura3WCfUBM+wSmuqZRMrWMnoFQv7u61KT4SPTB5HmNk8jzPngxk7A2v7u631Hf9+VAkjYH1eYGww/myi221xfnjIKTy1DEWqdJUfHJuXHnXFan4JBnCj4TzHq8jzOIUzppGKkOd+RNMy6vq0RDT+eTgRgM4XdSWpW8pPIDcEjnf8A8MWtCknYKHz4rt2gb/fJ9m1xIJSJ7PgTbbeUu/8A1xvdHKTa165rxI6qufWKFQj4gKGufEjtHeFIScnYL1DXNa6bWI9Lm2k80+ryPUY3fcfhLfw+rcD1r+mlbEcj6vMdDiQDa9zblzwNSPxh5c8YMyVMo+Vk5AkkGuK1V8HxTgkW6j1eV8GcoIRN1+76t9Sdwozgg38wdPPpfEg6k2vfY4weUkNm/l1GCeARJUes5RSh9AcYr6sVoJskonRKSL3IFk8r/rxs+5BDbrOYFc67Xv6aUST53088R52BIl6K7I2XcZGxC3n3IOLK3XVFS1nvj+5UdziwetN+Y2xoYzYHCMSuMOLsxpVHsnacri2Y1iYTKby9gfzCj4ZOQCRZFcVolKRYJE3PLyHh5YM5PQg393lbk+sD6ZN9XK/q87bX8sSBrSTYG+D1C1yfZjOmdk+So+GTkCkaW67rYJ9XSJyoADy9Xlfe3ngvuPQRA/5d1ur4QJnJ9b8b1edsSDqQB6w8+eBrTa+rC6okqPvuOwNtPu7rS1rW9L+G3l6vL2YbeY9Bpo2gqgq+DrOsYmJk0tfjmm35yrStxCCReyb9LG3TEy3T0IN9+eIo7U1Wyiiuz/XM7nC3BDIlDzJ4adR1OJ0JAHyqGL2E0HXd/Qtw3Nme0RzlwEetNqPysJlJuWNAprXL2natmVZ1exETmWQ8Y+yzN1BsKW2FaQCn1QSbD24cycm4LVxPd3WwJ3v6YNwrz9Xnba/kcZ5BEJySoe6h+8UHf80nEgak3IPniPEmNt7yrSYIAc4D0AlDCQ0KPjk9BXH/AC7rayhYj0uRtzsfDyv088YN5RS8XU1mBWuoHcpnZBCuu4TsbbHEhOeJJAIxXLIKt5FSwzEiatniIRiMzHelUIuJWSFRL6kNssp57qWQAOVziW1sH3dCrWp6lmXTcnMYQ6oGEAndSccnYAgJNd1qpBNin0wrTbmB6vIHf5cGnJ6DFiK8rdJO9xODe/mfDzxIAKSLJI28sDWPPbGdmPFOkqHIXKqlW81W4GoEO1O0JEXWET/RHCGIfA96DifBceWHlH5UUBNIdEDE0003DIY7qhiGcchmkICiRoQ0pKUKBKrKSAoAkAgEjCVOKclE8zjlkdMERKnpdJVvQ/DjXmkhXeBupKFpDg/2Vgj2YkfULAk2v54GkHVImdF5S0BHW71TLDjaXUPJYLrvBSUpsEpa1aEo80AaSdyCd8c0RkxlxEBS4qmeK6tgwynlxj6nijVf8Jr13HJKr3SkBIISLYfOtB+EPnwCtI5qG2HbJDrumcjKigWoWZQLVPoQxNltrim23nUJJQAEaLKHDAAuAiwuSeZJxg3lJl7DRXfmaYYQ8IpMZfiLIDiU6UgJKrBsc+GBo1EqtqJOHqVJHXGDpTbci/TCftT+fzshxhpheS86/hXVV/8AWed/3jEYGCnJJqqqSbX90875f9YxGBj1PZR82px5o7gueO6sR2bKmp+luyfSEbVFKInkI7No1nhqhERAaKolQ1BKkq3325cjuLYnSjZlTkVMo+ElGXTdPvJhFK7wmEhmg8kc0gtb/PiG+yrI5zUHZYpSEk0RK2XUzGYFao8LKVI469k6ATe/sxNFIUlU8ijomLn8bInECDUygS9DiVFR3JUVi1rDp548zdLTGN3v/wAtT8RWxg2tjQ+63uTzywl82Tl5TIM7UsCVs7mHQDpU0nQLj8Xz69cOQQM1QNK54snhspv3ZHrJPjV/W/V0wkZYxLP3PqbbQtKtEphQoA3KTwUGx9tiPnw4IyZy6ADYjo1pjvDoaa4rgTrcPJCb8yfLFBoJ0hWnHeFzCXzVI1CeLIKnVAcBGwV6g/q/r64ibKmvq0rHN3OCipnOGkwFGTWUQksDcMgLQ27AtvPFRt4ta1E78uQ5YmoOJKRYW6WxU2jszaYygzO7UOY1XOvplkpnUlciCwypxzT6MZCQEjc7m2NfCrU3tK4psZmflaGgCTmNRjdO0yQo3uyFpJ46+wq0AgJsq2ieKBBeJJYRuFDwD+ofn64yVLpoUW9OqCvebHu6Nin1/wC3+rphn5c54Zf5jZcwmZ8snkNCylyBbj4oRTyELgm1gkB8XOg7Hnh5NT+TRUWzAsTGFdiH2DFtspdSXFtDTdYTe5T40b8vEPPFGva3FtUdSrMILTBBGxG8pzHhwBHFE5AzbSLTxQsHQbQ6OavU/s/r64Bl01G4niubJ3h0fBI19Phi49l9sctL1tTNZy92Z0tNmJjDMxT0GtxlVwl5pZQ4g+1KgQcc1R5h0rTFR05SU5mfd5pVcQ/DShkpJ7w4yyp5wXHKyEk7+wYjNGsHmkWnMJkRqI1Om+g1S5gEpCAmqFFap2rRpeGnu6diq2g/1P19cYmBmjah/jxRBUySDDo3Cdlj+t+rpjvci20NKW4NkoKzbyAviM5b2isqpzQMTX0JUKO6wsqjJyYVwhMYqEhuKXFpZPiI95WRt0xJRtLm5GaiwuEgaDiZgekwY9CQvAOpSJ2nK6j6ByIzEqWWzqGmMfJ5HElUG4G06eOQhsrCdxpSs2/GtiM8pc65JR3ZDp6Z07VEBMJ7Icv3JxDykFJS53CGu+2sgEpGop1cim+2PP7tgdpBVZ5y1hNMpK0iHaVrGTwUBMG0osiIbQkKLakrHhIVbcWPtwj0/mlMMrsgJG7KoCFi3qjhaqpp8POKHCh4xDCFOpAPrC221sei7H5H6rcBtBca1K9Vr8urTHUklj5iMrg4c9eB0WQ7EJquI2Aj4r2ioaOndYUDIKnfmwYencoZj1JQwkpbXENJcTpvvZGqwvztvhf7nNErF50sjU0o2h0bhIssf1jv7OmKy0h23uzPlxlxSdMVDmbAuTCWU9AMxDUIlb+hbcMgKRdI9a4ItixVF11Ia8o2RVzI31iWVDAw8wgi+nhrLTzYWgFJ3CrEbc8fCMZwS/wuq6pWt306RcQ0uaQCJMRO+i1GVWPAAdquowE2LIQKgXxdDiSruyD4lElBtb4PL223xsVBTNbhcTOyEKW2dHASfClNlj+sd/ZiIe0jnMcvsvn6jo+ope1FSupZZLJq4sJdTDNOvt8ZDgPqHhLvfoCDhzZkZ10zl/lBG5xQ62p3JYJhqISuCfSpLra3EoJSu+mw1XO/TFNuFXlSnSqMYT1jixogyXaaek5hCcarWkt5CVHtDwkZ9+Bmm21NFpeFJyBBdLKN1FcSQu1unK3Lnhl9o6f1KjtgZAUf6WSZS7FRc1LXAQTx20hr1udilSvk1bYhvMftiZcU52hsw4qVVGw9Jq4oGGhoWdQUST3WNaYfLaAEAkqUpxKeY02BxX7O7tJ+7bMLJYUTUEdDzKh5VLYKJnqIkgvvPoh1ukKvqGklaFauZBx9q6NfJ/it9ilKtWoFtM2xEuBhpNuWg+kPIEbjeIWXWumtZAOub+q9jxBTUNgGequGXEFXd0XKyoFKrf7IuLdb742phJibqM6UQXkLCSwn1EpspH5TvfmMU17Tfa9MN2YZnUFB1IJFUcwnz1PS13ipU9FNwsShuJeYUCQLtnUDzGrzw+a+7T0ooiv8mcunK5g4GLnLbcZUyIoJJMGuBcLSluL2RqeSk3Bvy6HHzFvQzFn27K7aZlxqgNgz9S0OedBtrHpEK+bqmNDwA+Kse1ATYM6BPlFXBW3cwyLhZN0r/INrcjiqnbLqecUBm32fKlYcRHuprR6FQHEhKW2omHTDuJ25kpdWoE8im2JF7NGfUDmRIJrD1RW0oiZ9DVJM4BmHbfabdVDoiViHAbTbV72E2IBJ54oZ/hSa1qaS9pGm3pNP4tluUSuFmMvSHNbTESlxdnUIN06rjnbpjpPk56LXGI9KhhdbxXBlWZBgg03Nj+b/AAoLq4Ao9YNpC9VvR83UyW0T9QWWVNhfdkbLKrpXblsNrcjjeuXzMvIcTOVBKXkuFPATugJsUflO9+YxUbsWdtGn8x8pic48xZe1VUoiAxHREaluDS4lwq4ITbSlZsk3sOeLhNxbcQ0HG3ApC0hSFoPMef6xjh8dwG+6OXtSxvmFrmEt2MGPNJAkHQj0q1SrtrAObxXCuWTkwymzUK0uFkp4iYZvZzVcOWt0G1uRxm5DTBESHTNlFri6yyWEWKNJBQDz3Njfn0xlPZ7ByCSx87jSQxL4VyKc5XKUJKjb27Yq1WPbMpessp5jMMsY51mYTegZ5UEFGB1tS5bFwkOk93Wkk++hTidtxcc8Q2GEXuJ+NbsJZmDS6NATrr6gT6k99RtPR26XuwTDzB7siZd91my4ZC5dFNpSGEr0L78+ddz7NrYsMYOP70XvSy+FxuJwgwm2jTYoud+fivzx5Cdk7tuVhk3StLZXS5bU7MxqVEI7CTEuqRBQDpQlPAUlQCTrW4opsb3xfrtm9puG7OsgpmZQ03Zbjo6eQyomBDQceiZalX7o4aVEC9iBe+18fRennQTGqXSurbtpZjd1arqcftDMXHThvvsd1StrqmaAcf2QJUiSnMJ2Z5pTzKAR8YiZSGSQczcjlNM8N3jurSCEgXChwyD08WHyyxHPKLrE81Ml8uJCGUEBGm3DuOfiub8+mPPCiu2llTmDWubmZMTOVUi/NqEalUtYmT6UuuRjSHyA2U3udTibHzxPX+Daqxif9lanoV2eImE1gIqYCPQp/iPNa419bfEubglFiL9MYfSHoJiOAWD768pmnkdSaWkHd7C4kO2gERpOp3UtK7bVcGt4yrKGXTZTCGTUC+KlgNlwQyN3Aq/E+ba3LHBU809yMhmlUzedvdxlbb0xf0QyVKTDobJLaR13Grz6YaGf+bsTlHREBVUogoKOcjJ5K5YERDhSgMxMShpbg08ykLKh088KeesQ2ck63LjjYSafjt1Gw3YUBjlqOHVXdRVePEquLRzJaW5vxBTOqAEgcEr0rNVVhTErqmTVA+qBm0AzEQ7i4VtKla/EHCLbEpIFuWKr/wCE6zFiKE7PTlLvNOR/u2mPo5LgKW+6oQni9B490W/LhMy97eGVVH0JkzQ0kmMDOHpqiHk07fXFBgSZLTTYU66CN7lVhyHhVv51y/wj3a1y1z2hZJl3l4ImNTTkzdi4mZqRpZdXoU2UN3N1DkdVreRx9W6AdAMVHS+0N1aPFBr3PkggAMc4Ak6ftARMZt4hULy6pm3IadV6G9mmfQNX5D0dM6WqxuKhUyaGgitplKktRDI0ujf4VwUkctsSoqBmSn0O+mVBsOOLU2GUboKbJTf2He/M8uWPGjs5dv6tMh6BlOVEFTksMjhI1+JiZhpccjCh1SlKShOoICrqFib2tic8kP8ACWVLN8wMvaFquaSxNNmWKTVU7m0KURS4tth9xS0LQ4EBKlJaSPBe/wAuH9KfkZ6SWt7eXdCmHUWue9pnUslzpgTrA8neSAlo4jScxrSdf6r0dMBNw0oKnyyS0hIX3ZFwoKupXt1Cwt0tfHli1HziN7RWZMsbnkUJbC5t0a83CBepniLmagVhJNgfCLkcwMXor7ta5JQWQsXm03VwdkMzD0tl7zLai69ElK0aEI2VcEK36WvjxopCvmJFl1XcrfmkW3PZ3GyWMl0QgqK9cK+6tatfNKhrSQfZjT+SfofiN5aX9Z9MtJdSpQWnfrAXnXzAPGHCUy+uWhzWzzPwX0ACAnBbUhufKSooQEq7u2bKCrqNrb6hcW6cxiPc5Myo3KZilIx9xyPRU9Yy6mSLNtJhkRrnDDpUUm4asVe3riK6E7a2U9OSLKCkKinEQp6sKZhnUzd63ATENIDSkOknVrU6lSRsbm3nimv+Esz0zPOcE+ydVUShSrXo+ZQ0KGUBcNEIQohbbgGpJuo336DHG9E/k3xDGsdZhtzTysIe6XSA5rHZHZe0O4dmqs1rxlKlnG+i9HJ/JKumOaEAxJK6clcS1Tx4z4lzL3Gs8ATpXsm532xrrXKGsKjDESzUElj5i1LHIB+JmkEvhxZWsH31hpSUFAAuE+dr6sQj2Hc7Y7tAV5XdevCMYgXlMtS6CineJ3JlLbaVNpsbBJWlS7eaji5uOFxfCbjA76ph92IqUyA4cjAMctJVmlVFZge3YqElZA1GY2MjJbmFHSXvkwhZg8hhaovjFlkNhBLxJbSkCyUtkDYFQJvhGY7Ms5ZghCLqVxxsS5cEGVTSM0IBd1qQlWrVpWfGpfraiQmybDFhsDGcRKcRJlQw1kfUbUiqiUO1FAxSp4+w62p5t0Jc0DdT4Su5Ub6PBYaW29uYxyQOQtUwczEcqroVWiZsxinOG9xHEobsXz47d4P4O9tHDSkWvicsYq5K+TANHA/n86IOjSF5Kzyxqyq7JCR7p53sOQ/xjEYGBO/4V1V/Sed/3jEYGPU9kMttTH8I7lzx3UrZawjSeyNl1PIeGj3pvKqoi4iUIhniB3viuFJW0CC8nwW0XAGrUogA3nHs5yWvX1zeuqwbYYYnLOmEZdLi30cNx1JUHFEJcbWkIXxyhK3lKJKUpCBiPezZW7NE9mfL6Ij5CxGSyMncfDx0c+FKblrXFWeLZCFFSlHwAbC53Nr4mjLzOGBzFnk9kkslTLDUnhw5rMWFqcCtaQnQE2GktqSpSSUarpSpRCreZ+luY43egD97U/EVrYOA6woj+Ady84Zv9/hDs1VTFFUtXKqbnc/cmsPGQcvUHXEIVph1NPoAUlHCQ3YJIBsMbW6y7eiaygI+f5Y1VNYjvsvnAl0XLHSl9yXsIYSsG+pIIAU5pIClrJIx615YIScuaXWkDaUQhAv/ANCnDWzIlc6nGYMjgaemipdHrlEcpqJTto0vwxI5HYgEEdbnlj6LQ+VWpSt227sMtjDQ2chzHQNJJDgZIA1HqTDZSSc5HrVIx2ku3lF5oSqspn2eKu9Ay2PinxJ2oN1IVDPsNNhhSkJQlzhqQ4tClpJu5vfSMQfGS7tpzmLzKfqXJmvZs3mPCKh4plyDW2006Ft8J8oCSFrQ20GxyNjz8/USmoDtAQrjbE4mkmLKTDB5ZWHkFB/C8GzaVhSRe5cKgokWCQDeWUkJARzP/wAMQ4f8pYwo57TDLdphrdqmzXZxqXzObWZkwATASusus0Lz8F455K0P2gMr8jM5KGicj60enVfQkqgJa05KHlNBptcQIlSlC2khDqdPmfkx25T172y6Hz3mmcg7PU7nkz9Fop+OlhgIhthhnQwpIRuooWUstKvve523x6/WK9RGy7Wt7MQtOpFWE4recuUmX0JhqgBiVomi4VLKjLoMNvLQke/pTZQLZIB1YnuflZur2vdV7qxoPdc6PkP2ysblEPBA+rB01mdUNsAyA1509C87MvKo7dmV08rmPpLJetoSXVoYyIED3FS/R8U4VKafaWpB3QpdyAEhfW2xGVQ1H24q0zWhczKvydzAdZlUvmLEtljEM4GoSJiJY9Bh5slPhOt0OEgXNre3HpRQ7OfiJpLFZiRcoehkqikxfo5aEtadR4RUlTZWVEaNOhaQPFq1bYlWx3BH5cNrfKiatd907DLbrHtyl2V8xEefvAid40JQLHQDOfgvLGpsye2ccxKFnUryozOjaQpOClhiJI7CKYMXFNQoZiFKdCVKIWoqPi1C+9sVnl2UPawio52qabyuroQ8ZDR0EwpuCW4lMFEB1p5hNxbSUuOJNgNySADj3jcRZle/wTf27YrZKqMzWqGk0RFLzqMgJZEQvDCIabBp5ZTGLKkNhbakMqsCS5Ykg6bdRZwf5XrvBmZLSwtxLQ0nK7UAuOozQTLjLok7E7Q1+HtedXleSf3qHaW/8xdZf7rc+rGauyr2nFNpaVkhWpQgkpSZa5ZN+dh0x77SlqLZl8M1HupcikMoS8sEkKWEgKPz3x2Y6X/UZ0jP/t6Psf8A81D4IpcyvnziezB2iYR2Hh4vJWr2nYtfCh0rlqwXFWKikC25sCfyYfUry47d8jlsJJpTSOaUJAwDzUTCw7TT6UMuNDS2pIvtpGwt0x7E5xQkZMH6bgJbG90jYmMiWYV8c2nVQbwQvYgixIOx6YacVTXaMkqm5LIailcfKoKBhuFF8bhxkRFhR4xWX0ujSb33JGkWASdxXuvl+xq+aGXVnbvA4OY5w+LilGF02HxXH2ryjn+WvbiqinoymKgy5zAjoGYzNU3juNLnFORcWW0N8R5fNZCUJAv8uHNRMi7Y1F5PVnks9kPV0xp6rIdCLPwL4VAOIUFBTXwQk+LUmwubG4tv7TwweEO0IlSFPBCeIUCySq29r9L4J5CQ0s77JV19mKFf5bMQuKAtn2FvkDg8ANcIc0ghwh4gggd2yeMOaDmDivn4gezB2iZlCMx8DkrV0RDRCA6063LVlK0HkQbY3jspdpa4KMjayHUWljn1Y9hKQpnNp2nZTN6XqBhMtelMufhYN2NWgNuNQ2koA4ZGhxaiVA33QDiSsrYXM1iTqdzUmcuiJs4GwGpeizDQCBqsdIKiVXJ6bCwGNgfpGdJDr83o+x//ADUTsJotIGY/BeJ0xyI7X82pWUUTMMoa2ek0hiImKl8MZSoBh2IKS8oKA1HUUJO5PLCdM+zR2rJ1F9/nGT1eRsTpSjivwDq16UiyRc72A2Ax784xUNW17HpivS/SCxy3H1VpQbudGuHlGXftcTqeZ3TzhVM7uK+f+Q9nntOMvInlN5UVu26w8oIioWCdSpDqSUqspO4IIIwrVHkH2vKvECKkylruYmWQ/dIVT8ucWptrUVadR3Iuo8/PHrXKZfm0uBVOaAmUt7jL4mboVAvag9FRDkS6Lg34Y4YDak6kquSoHocSnQMJXrEufdr+aw8TFOrSphtlCbMthAGlSkpSFLJJuQAPIAYD+kHjr6orG0oZhscrpHrzTxKTwVSAjMV4VJ7KfaZQboyOrMbhW0sc5jkcT5lRmX/hBsm0zuSy/LqsptMKhhUGE9MwL8V3LgkBbzLSjpJ0qQk329XY49hgLCw6YivNaT1BPKnlsqpebuSyaPyWP7tFtuFBaIioFRNxf4IUD5i+KGL/AC3Yjj9H5viVhb1W6aOa7gQd887gTrrsZCfTwxlMyxxC8+85c2+3FnVk3FZYVHkNVkFGRkfDLeioGUFtLsI2gXbXtqK1OgLJTpFvDa2KtNdl7tRsNlpjJeuW0FCmylEvdA0q9YbdDYXHXHsfEQnaOkEY7MIJyUx8Mth+LXCrfL6jGuKQGodBKUFDKfFqVq2Tc2viaYYvFlHHKeJpGvTy1W3t7L4gwP5Z7/o7bOtMMsKFOm5xcQGv3MDi88Alq4c2o4Oc4k+kLwKlnZj7UklmUJOJZkpWkPGQD7cTDupla7tuoUFIULi2xAOFzMTL/tl5mzaHg8w6AribzBx6JmEO1Ey5evU4U8ZSBbZNwnYbDoBj3dXbTviKcxVT37o8pNMwjcTNFSGYNwra3+AnWpbY1cTSrTYG/I3tjTqfpAY3VuG3L7OgajdGuLXSJ3g5pHqTRhVOC0OMLxS+9R7SvXIysv8Adbn1Yc1G5O9tjLxb7lC0BmVIjEpKHu4Qz7IcBBB1BOx2JGPZWUwGckTNYczeZyyCgJfEltaGil5UyZv+EXdu7RIOyUqvdO5sbYkdu+m56+3Elx+kFjt7SNK5tKD2ncOa4j2F0Jowqk0+K4rwwnWWPbbqKipPl/Ocsa7ipPIYt6NgELlrnEbddIKruesoXSCAeRvbDzn7nbBqvIqDyCn2XmYcRNZXNETWFAg3ApcqU2+2tDpHjcHHWLatgEgDHs9tiI6tRUjmb8a1SkOy5MHqThmkqdiSylpBj16nAdKrlIHq2F+VxjIr/LViNfq5sLf6t/WNhjtHkkk+VxJJPNSjDWCfGOoXiueyj2lhscjKy32/etzf9WB96h2lv/MXWX+63Pqx7l0dDZkPTtc0rVUHDMd07smEhYkup4qXTZ4+EbqTv7OWH1je/wBRnST/ALej7H/81F4Ho8yvn5V2Uu0qhJWrI2sglIJJMscsBjTA9l7tFzODZmEvyVq6IhohAcadblqylaTyIOPf6eG0mjj/APl3P/ZOIQoKCzlhKbl09pR+Tx0pck0MxCyuIfcZWFJWFLd4llJuq7ibaBYBO+D/AFG9JP8At6Psf/zSeCKPMryIiezh2sI2UwUhi8n67dl0uKzCwpl7vDaK1FSilPIEkk3t1wnnso9pcm5yMrL/AHW59WPcTKyMzJioufN1/BKYbhohDMEohrQ6Anxqa0eLhXItruq4O/Kz/wAMZ+kT0ipiGW1EbnRrtzqf2uJSnCaXFxXgF96/2pAphX3F65vC24B9Hu+9WNxp/F332wUfkB2oayjombzPK2uJxGId7rERD8G684HEgDQpRubgEbY9/FGygdyDtYYgSCkmYcwnsdNKEimWRBVDMw4mLiVIhC4W0aFOtIspwXsLg/kHPDf9RHSAODxbUMw0nK6YO48riUeCaW2YqtH+DjkVX5FyyfM5pUFVEiXGruyHpS8rWLjfwpP68Xa+7LSH8kn/APuWJ+xhDywbz19IIGZ78s4TcGkPGD4fDcfvzSAgKuBa5uE9AkHfEr4+N9IMbr9I8TrYrdNDX1TJDZgHskk/FaFGkKDBTbsExPuy0h/JJ/8A7lifsYH3ZaQ/kk//ANyxP2MPvAxj6KVMX7stIfySf/7lifsYJOcVJOuIZRCT7U8oISTJokC5Ntzo2G/PD7xgtINyTa3LCaSEHbVeS07/AIV1V/Sed/3jEYGBOtqrqof/ALnnf94xGBj1PZ/q9P7o7lzztyrRdkak5DW3ZWpuT1PLRFwnfJgsIDqkEKLy0HdJBGyiPkJxPFJULSNFsOSyl5LDwDD7iitLYKtlLKuGCdwgFSrJGwubDFD8uc5c4cnqMgaDpWdUw7LYJb6m1RsiccdJW6pRuoRKR1HTph0MdrPtDLdSlM2otJJ5+5x79qx8T6QdB8VxLEbq/oZerfUqOGvDMeG/ereF3jaNpRpEGQ1vcFap3OH0dWCsv5NK0MtS2DbeW6bIQlBXpbbZTzXt6xGyOR3xJsKx38Q02WhPG4Nm1lI1ISqxIB8jYfNjzmiO0FndERiY5yZUUXkKUoK9zKyoBStRSCYm4BO+xw5We2F2jYdpDLM5oxCG0hKQKeesAP8AtWLN18n+IPa0UGtB4+MnUb97XO60SOC9AOHE3vxlfNg+HFXJ4yt9uWKA/fkdpL48o79Hnv2rA+/I7SXx5R36PPftWKX0d4xyb7yseEm+b3K/wRFD+OV82NTMF3dx55gJQ5ELDjqkpALigkJBJ6myQPkGKDffkdpL48o79Hnv2rA+/I7SXx5R36PPftWD6O8Y5N95HhJvLuV/eHE3vx1bYy0xV78dXzYoB9+R2kvjyjv0ee/asD78jtJfHlHfo89+1YT6OsY5N95HhJvm9yv+UxR5vHfbljTDQPcodMLBpSwygEJQ2gJCbkk2A9pJxQb78jtJfHlHfo89+1YH35HaS+PKO/R579qwv0d4zyb7yTwizze5X+CIofxyvmwemK/0yvmxQD78jtJfHlHfo89+1YH35HaS+PKO/R579qwfR3jHJvvJfCLPN7lfh+B7y408+EuLYVraUpIJQqxFx5GxON3DiRazyttuWKA/fkdpL48o79Hnv2rA+/I7SXx5R36PPftWD6PMZ5N95J4RYP2e5X94cV/p14HCiTsX14oF9+R2kvjyjv0ee/asD78jtJfHlHfo89+1YT6OsY5N95L4Sby7lfmHgjCQ7UJCWZYYQG2220hKUJHIAeWNgaiQbh5V+WKBffkdpL48o79Hnv2rA+/I7SXx5R36PPftWF+jvGeTfeR4Rb5vcr/6Yr/TK+bA0xX+mV82KAffkdpL48o79Hnv2rA+/I7SXx5R36PPftWD6O8Y5N95HhFnm9yvxDS8QbZahEpYQpanCltISCpRuT8pO+NvCif9MrbFAvvyO0l8eUd+jz37VgffkdpL48o79Hnv2rB9HmM8m+8jwizze5X+0RX+mV82NSoJS4luMXYvtIUhDhT4kpUQSAfI6Rf5MUG+/I7SXx5R36PPftWB9+R2kvjyjv0ee/asH0d4wdw33keEW+b3K/oaiur6z8uMtEX/AKZW5vyxQD78jtJfHtHfo89+1YP78ntJ/H1Hfo+9+1YPo8xnk33keEWcW9yv6W4oixeV82NC5elyLbj1pSqJaQW0OlI1pSeYB8jbFCfvye0mec9o79Hnv2rBffkdpL48o79Hnv2rB9HeMcm+8jwkwbN7lf3hRR/j14y0RX+lV82KA/fk9pMcp7R36PPftWB9+T2k/j6jv0fe/asH0eYzyb7yPCLOLT8Ff0oij/HqGNAlyRGmY6E96LXAL2ga+Hq1ab87X3t54oT9+R2kvj2jv0ee/asF9+R2kvjyjv0ee/asH0eYzyb7yPCTeXcr/cOKtbjL+bB6Yv8A0yvmxQH78ntJ/H1Hfo89+1YH35PaT+PaO/R579qwfR5jPJvvJfCTOR+Cv44y+6gtuOFSVCxBGxGNULA9xh24SDAZYaTpbbQkBKB5AdMUH+/I7SXx5R36PPftWB9+R2kvjyjv0ee/asH0d4xyb7yTwizze5X+4cUSffl8umG1UtTxsijGIYOIAcAKitJUd78txik335HaS+PaO/R579qwkTftP59Tp5MRGzOi1OpSEhfucdJt+WKxYtfk+xOnVDqzGlvpCirYhmYRTGqvrSVQTGomHnlvJSlCk20o02532ucLbED3Uud3CWuK4XV6E21LPNR9uwx58yntXdoCSMlmXTKimknnpp17f/1rHce2R2kj/nyjv0ee/asMrfJ7irqhNJrQ3h4ydTxBrWAEaq/vDiSb8dV735YPRFf6VXzYoB9+R2kvjyjv0ee/asH9+T2k/j6jv0fe/asRfR5jPJvvJ/hFh3afgr/aIr/Sq+bA0RX+lV82KA/fk9pP4+o79H3v2rA+/J7Sfx9R36PvftWD6PMZ5N95HhGn5p+Cv7oirj30gdSRiLJ9nNHSbMCVUcmCbcamzS3GohCtZQtC7LS4jmlGnk5uknbbFVFdsjtJKFjPKNPlenntv/WsNpfaEzvemCZiZlRQiCdJc9zK9RRq1aL95vp1G9r88W7ToBiNEufcNaRw8ZV7m9NVuWkITGj3jEVDUr6gQXKlnSiCLWvMH8DC1IaKjphBPTSZzphcXMI6NjnyxBltvW9EuOKCUlxRABXYXJ5YGPsFrXpsoMaTsB3KlkcNCv/Z)
Maximize Profits With Volatility Stops
First is the stock has to hit a certain price and second it tells TOS to sell your shares at a certain price or better. A Stop Order has one condition trailing stop loss limit that needs to be fulfilled before TOS sells your stock. Can someone explain the difference between a trailing stop and a trailing stop limit?
But this is different from the advice to stay in the roll a coaster and ride out the dip in the market. The point of the trailing stop is to keep you invested long term. Of course, sometimes the market doesn’t agree with this plan. In this case, you sell and buy in somewhere else next month. A trailing stop will let you ride the market up, and get you out when it falls.
Now, Julio will sell if the stock drops to 90 cents because that is 15 cents less than the high price. These are ideas on how to implement a daily stop loss and how to manage risk. Plot your own method for controlling trade-risk and daily-risk based on your own personal style, strategies, and capital. This method of risk control may vary slightly depending on the winning percentage of your strategies though. If you have a very high win rate, you may be willing to risk slightly more on each trade, since a higher win rate is less likely to produce a long string of losses . The idea behind this guideline is that with several trades placed each day, even a string of losing trades won’t significantly draw down your account capital.