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		<title>Bull Flag and Bear Flag Trading Explained</title>
		<link>https://eolpl.org/bull-flag-and-bear-flag-trading-explained/</link>
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		<pubDate>Thu, 15 May 2025 14:23:23 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[When you’re diving into technical analysis as an investor, one of the most popular and powerful patterns to recognize is the bull flag. If you’ve ever wondered how seasoned traders pinpoint potential breakouts in stock charts, the bull flag is likely one of their go-to tools. In the example below, …<p> <a class="continue-reading-link" href="https://eolpl.org/bull-flag-and-bear-flag-trading-explained/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p>When you’re diving into technical analysis as an investor, one of the most popular and powerful patterns to recognize is the bull flag. If you’ve ever wondered how seasoned traders pinpoint potential breakouts in stock charts, the bull flag is likely one of their go-to tools. In the example below, the bull flag pattern is forming after breaking above a previous resistance level in a long-term uptrend. The bull flag is retesting the previous resistance as support and even though the price is falling below the support level, it does not negate the quality of the bull flag pattern. Price is a dynamic concept and you do not always expect the price to react to chart drawings precisely; the overall idea of the setup and the context matters more than the precision. This article delves into the details of these patterns, explores their formation, and provides practical trading strategies.</p>
<p>On the upside, a decisive breakout above the descending wedge, particularly a close above $3,350-$3,360, would likely attract bullish momentum. Such a breakout would target a retest of April’s all-time high just below $3,500. You need to time your entry, ride the wave, and know when to bail. It&#8217;s a dance of patience and decisiveness, where being too early can be just as costly as being too late.</p>
<p>Trading bull flags by themselves, without additional confluence signals, is typically not recommended. As with all chart patterns, it is usually best to trade chart pattern-based strategies in a complete trading system with additional rules and concepts. Bear flags work the same and they occur during a downtrend, functioning as a trend continuation pattern to the downside. Here, the price consolidates in a narrow, upward-sloping range, again forming a flag on a pole, but this time it indicates the possibility of the downward trend continuation.</p>
<h2>Consider the market context:</h2>
<p>Bull flag patterns work best in bull markets, so be sure to take advantage of rising markets and train yourself to spot bull flags, but also be frugal in falling markets. The most popular timeframe to trade a bull flag pattern is the daily price chart as this timeframe <a href="https://forexbroker-listing.com/hotforex/">hotforex broker</a> is the most reliable with a 63% win probability for the daily timeframe. Learning to recognize a bull flag pattern on a chart is a skill you develop over time. The most important thing you could do today is look at some charts.</p>
<h2>Bull Flag Pattern Explained: How to Identify and Trade this Bullish Signal</h2>
<p>A price breakout occurs from the pattern after the consolidation phase leading to upward price movement in a strong uptrend over the next three months. Bullish flag formations are found in stocks with strong uptrends and are considered good continuation patterns. They are called bull flags because the pattern resembles a flag on a pole. The pole is the result of a vertical rise in a stock and the flag results from a period of consolidation.</p>
<h2>What Are Bull Flag Patterns?</h2>
<ul>
<li>Understanding the context in which the bull flag occurs is an important factor when it comes to reading trending markets and finding the best pullback opportunities.</li>
<li>That’s followed by a period of consolidation where some traders sell and others start to buy.</li>
<li>In this case, traders choose to wait for the price to break above the horizontal resistance before entering a long trade.</li>
<li>This is a sharp advance higher driven by strong buying pressure.</li>
<li>Gold&#8217;s daily retracement now gathers steam, sending the precious metal to the vicinity of the $3,290 level per troy ounce.</li>
</ul>
<p>Start by spotting a strong uptrend with a clear flagpole and flag formation. To set a price target, measure the length of the flagpole and add it to the breakout point. To identify a bull flag pattern, traders begin be observing a prevailing bullish uptrend in the market price action. This price surge is the identification of the flagpole. During this price consolidation period, traders <a href="https://bigbostrade.com/best-forex-indicators-best-forex-indicators/">best forex indicators</a> look for lower trading volume. When reviewing price charts, traders are always on the lookout for chart patterns that may indicate future market moves.</p>
<h2>What does the price of Gold depend on?</h2>
<p>Traders and investors use bull flags to identify a potential entry into the next leg of an uptrend. When traders use the phrase, &#8220;Wait for a pullback,&#8221; they are often referring to the conditions that form a bull flag. The flag formation represents a balance between profit-taking and sustained bullishness. During this period, traders assess the strength of the underlying trend, preparing for a potential continuation of the upward movement. As prices reaches higher levels, traders decide to take profits, resulting in a consolidation or price retracement. This profit-taking phase introduces an element of caution and a desire to secure gains among market participants.</p>
<ul>
<li>Please assess your investment objectives, risk tolerance, and financial circumstances to determine whether margin is appropriate for you.</li>
<li>After the breakout from the first flag, the trend continued higher with a second impulsive trend wave.</li>
<li>No representation is being made that any account will or is likely to achieve profits or losses similar to those discussed on this website.</li>
<li>Again, looking at real-world charts and spotting their patterns is important.</li>
</ul>
<p>Traders and investors use it to identify potential buying opportunities. The target for the bull flag pattern can be calculated by evaluating the length of the flagpole and projecting it upward from the breakout point. Trading bull flag patterns offers several key advantages that make them a popular choice among traders. They have very distinct setups that can be rather easy to identify once you get used to spotting them.</p>
<h2>How Can Traders Make a Bull Flag Pattern More Profitable?</h2>
<p>The first bull flag trading step is to identify the bull flag pattern on a price chart. To identify a bull flag, traders can use a bull flag chart pattern scanner or simply scan capital markets that are in a bullish uptrend and wait for a market consolidation period. In the recent market analysis conducted in 2023, Bitcoin shows a potentially bullish setup, with technical analysts identifying a bull flag pattern on the price chart.</p>
<p>In this case, the trading range narrowed in an ascending triangle. A Bull Flag Breakout occurs when the price moves above the upper resistance line of the flag, ideally on higher volume. This suggests that the buyers have regained control and that the uptrend may continue. It’s possible to use this pattern regardless of your trading style, but be aware of the other factors involved in the price movement.</p>
<p>Historical or hypothetical performance results are presented for illustrative purposes only. After identifying the pattern, watch for a breakout above the upper boundary of the flag. A flight occurs when the price closes convincingly above the upper trendline. This breakout often signals that the uptrend will continue, and traders may consider entering long (buy) positions. Remember that bull flag patterns are linear through all time frames. This means they can form on any time frame chart <a href="https://forexbitcoin.info/what-is-the-forex-grid-trading-strategy/">what is the forex grid trading strategy</a> from a one-minute, five-minute, 15-minute, or 60-minute to daily, weekly, or monthly charts.</p>
<h2>Key Insights to Remember</h2>
<p>The predictability and reliability of bull flag patterns are subjective, so when it comes to bull flags, the most important thing to do is react, not predict. Bull flag patterns are known to be particularly effective in bull and rising markets, offering reliable continuation signals. When they break out through the peak of the flagpole, it means the next leg of the uptrend. A bull flag pattern forex market example is shown on the weekly price chart of GBP/USD forex currency pair above.</p>
<p>Afterward, you gotta have that consolidation period. It won’t always look the same, so expect it to vary from flag to flag. We’ve looked at a classic bull flag and bull pennant flag already. Is it smart to watch for breakout patterns like the bull flag?</p>
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		<title>Magazyn energii Tesla opinie, recenzja, cena</title>
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		<pubDate>Mon, 23 Dec 2024 10:36:23 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Instalatorzy współpracujący z Teslą oferują montaż i sprzedaż instalacji fotowoltaicznej oraz pomp ciepła. Witam budynki domów jednorodzinnych w USA są zasilane jedno fazowo zabezpieczenie wynosi od 100 nawet do 250 ANatomiast baterie są Li-jon NCM lub NCA bardzo bezpieczne. Zużywają średnio 600 kWh energii elektrycznej miesięcznie. Rodzina postanawia zainwestować w …<p> <a class="continue-reading-link" href="https://eolpl.org/magazyn-energii-tesla-opinie-recenzja-cena/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p>Instalatorzy współpracujący z Teslą oferują montaż i sprzedaż instalacji fotowoltaicznej oraz pomp ciepła. Witam budynki domów jednorodzinnych w USA są zasilane jedno fazowo zabezpieczenie wynosi od 100 nawet do 250 ANatomiast baterie są Li-jon NCM lub NCA bardzo bezpieczne.</p>
<p>Zużywają średnio 600 kWh energii elektrycznej miesięcznie. Rodzina postanawia zainwestować w domową instalację fotowoltaiczną Tesli o mocy 4 kW oraz w elektrownię Tesla Powerwall 2, aby jeszcze bardziej obniżyć wydatki na energię. Powerwall jest ładowany zarówno z sieci elektrycznej, jak i z paneli fotowoltaicznych, co pozwala na elastyczne korzystanie z energii odnawialnej. Może być on stosowany zarówno w domach jednorodzinnych, jak i w większych budynkach takich jak biurowce czy hotele.</p>
<p>Poza tym nie ma siły, praca w trudniejszych warunkach to większe ryzyko i zapewne szybsza degradacja. Zatem jeśli chcesz zadbać o swój magazyn energii, to umieść go wewnątrz, w garażu, kotłowni, przedpokoju, gdziekolwiek, byle nie na dworze. Niestety zarówno NCA, jak i NMC są nieco mniej bezpieczne od LFP.</p>
<p>Tesla Powerwall to zaawansowane rozwiązanie, które może znacząco poprawić sposób zarządzania energią w Twoim domu. Dzięki niemu zyskujesz większą niezależność energetyczną, oszczędności finansowe oraz bezpieczeństwo i niezawodność. Nowy Powerwall 3 oferuje wyższą moc niż Powerwall 2 i ma pojemność 54 kWh.</p>
<h2>Prezes PSE: Odblokować sprzedaż energii z domowych magazynów</h2>
<p>Powerwall jest dostępny <a href="https://www.forexpamm.info/eurusd-silny-potencjal-niedzwiedzi/">Eurusd silny potencjał niedźwiedzi</a> w różnych wersjach, w tym Powerwall Tesli 2 i przewidywane Powerwall Tesli 3. Układ słoneczny rodziny Greenów generuje wystarczającą ilość energii, aby zrekompensować 90% ich zużycia energii elektrycznej, oszczędzając im około $150 miesięcznie. Ich Tesla Powerwall przechowuje nadmiar energii słonecznej, jeszcze bardziej zmniejszając ich zależność od energii z sieci. Przy tych oszczędnościach okres zwrotu inwestycji wynosi około 11 lat. Układ słoneczny rodziny Brownów generuje wystarczającą ilość energii, aby zrekompensować 85% ich zużycia energii elektrycznej, oszczędzając im około $350 miesięcznie. Powerwall został zaprojektowany do magazynowania energii generowanej przez panele słoneczne, zapewniając nieprzerwane zasilanie nawet podczas przerw w dostawie prądu.</p>
<h2>Green House Systems</h2>
<p>Federalne ulgi podatkowe w takiej samej wysokości w USA można otrzymać na inwestycje obejmujące jednoczesny zakup domowej instalacji fotowoltaicznej z magazynem energii.. Rozmiary nowego magazynu energii wynoszą około 110 x 61 x 20 cm, podczas gdy poprzednik Powerwall+ mierzył 160 x 75 x 16 cm. Jego poprzednik Powerwall+ waży natomiast około 156 kg. Nowy magazyn jest za to cięższy od Powerwalla 2 (około 114 kg). Energia wykorzystywana do wytwarzania energii elektrycznej to czysty i zielony i nie zanieczyszcza środowiska przynajmniej na poziomie zasobów nieodnawialnych wykorzystywanych w tym samym celu. Wszystkie te cechy sprawiają, że Tesla Powerwall jest przyjacielem natury i nie ma nic lepszego niż bycie nim w obecnej sytuacji.</p>
<p>Póki Tesla Powerwall jest niedostępna, sprawdź nasz ranking innych magazynów energii. A więc może warto kupić Teslę dla zasilania awaryjnego? Ponownie problemem jest wielkość i brak 5 / 7 kW to mało w porównaniu z pojemnością, ale dużo samo w sobie. Jeśli do zasilania awaryjnego wystarczy Ci mniej, Tesla to zbędny wydatek. Druga cecha chemii NMC to większa wrażliwość na degradację.</p>
<ul>
<li>Po uwzględnieniu federalnej ulgi podatkowej 26% ich koszt netto wynosi $53 280.</li>
<li>Koszty początkowe mogą być znaczne, ale bieżące korzyści sprawiają, że inwestycja jest opłacalna dla rodzin o wysokim zużyciu energii.</li>
<li>Przy tych oszczędnościach okres zwrotu inwestycji wynosi około 16 lat.</li>
<li>Ważne jest, aby zrównoważyć budżet i wymagania przy wyborze między tymi dwoma.</li>
<li>Do tej pory zobaczyliśmy, czy Tesla Powerwall jest wart swojej ceny, czy nie, a także co oznacza Powerwall.</li>
</ul>
<p>Powerwall 3 oferuje wiele znaczących udoskonaleń, takich jak zwiększona pojemność, <a href="https://www.tradercalculator.site/wyobrazenie-o-forex-online-handlu-na-forex/">Wyobrażenie o Forex online handlu na Forex</a> szybkie ładowanie i lepsza kompatybilność z systemami solarnymi. Niemniej jednak Powerwall 2 pozostaje opłacalną opcją dla umiarkowanych potrzeb energetycznych. Ostatecznie decyzja między tymi dwiema opcjami zależy od indywidualnych wymagań i ograniczeń finansowych.</p>
<h2>Maksymalizacja korzyści z Powerwall Tesli</h2>
<div style='text-align:center'><iframe width='566' height='314' src='https://www.youtube.com/embed/C_6S5kXXy9s' frameborder='0' alt='tesla powerwall 3 cena' allowfullscreen></iframe></div>
<p>Rozważając opcje, weź pod uwagę nie tylko koszty początkowe, ale także długoterminowe korzyści z domowego systemu baterii. Porównanie różnych modeli, takich jak Tesla Powerwall 2 i Tesla Powerwall 3, a także alternatywnych opcji, takich jak LG Powerwall i Generac Power Wall, może pomóc w podjęciu świadomej decyzji. Inwestycja w Tesla Powerwall może wydawać się kosztowna z góry, ale długoterminowe korzyści mogą przewyższyć początkowy koszt. Tesla Powerwall może pomóc właścicielom domów osiągnąć niezależność energetyczną, zmniejszyć zależność od energii z sieci i zaoszczędzić pieniądze na rachunkach za energię elektryczną.</p>
<p>Ten domowy akumulator kontynuuje misję Tesli polegającą na udostępnianiu czystej energii każdemu. Powerwall umożliwia wydajne monitorowanie i kontrolowanie zużycia energii za pośrednictwem Aplikacja Tesla, co pozwala na dostosowanie systemu do Twoich konkretnych celów energetycznych. Tesla Powerwall to inteligentny magazyn energii, który pozwala na przechowywanie nadwyżek energii słonecznej do wykorzystania w późniejszym czasie.</p>
<ul>
<li>Aby lepiej zrozumieć potencjalne oszczędności energii słonecznej, możesz zapoznać się z tym przewodnikiem zwrot z inwestycji w panele słoneczne.</li>
<li>To wyraźnie wskazuje, że wydajność Tesla Powerwall jest imponująca.</li>
<li>Posiada 10-letnią gwarancję, która obejmuje nieograniczoną liczbę cykli i 70% gwarancję pojemności na koniec okresu gwarancyjnego.</li>
<li>Jednym z takich urządzeń jest Tesla Powerwall, bardzo przydatne urządzenie, które wymyśliła Tesla.</li>
<li>Ponadto zakup Powerwall często wiąże się z zakupem paneli słonecznych Tesla lub systemu dachowego Tesla Solar, ponieważ są one zazwyczaj łączone w pakiety.</li>
<li>Ponadto Tesla Powerwall jest znany ze swojej pojemności, zintegrowanego falownika AC, zakresu temperatur i łatwości obsługi.</li>
</ul>
<h2>Kiedy Tesla Powerwall będzie w Polsce?</h2>
<p>Nigdy przenigdy nie naładujesz samochodu elektrycznego z Powerwalla od początku do końca, ale możesz go podładować, gdy na noc wracasz do domu po całym dniu w pracy po drugiej stronie miasta. Wtedy, gdy potrzebujesz dużego magazynu energii do ładowania nocą swojego elektrycznego auta. Sprawność i trwałość baterii w dużym stopniu zależy od utrzymywania właściwej temperatury ogniw.</p>
<p>Dodatkowo, wykorzystując zmagazynowaną energię słoneczną, właściciele domów przyczyniają się do bardziej zrównoważonej przyszłości, zmniejszając swój ślad węglowy. Układ słoneczny Smithów generuje wystarczającą ilość energii, aby zasilić ich kabinę podczas ich wizyt, eliminując potrzebę stosowania generatora diesla. Przy tych oszczędnościach okres zwrotu inwestycji wynosi około 16 lat. Ponadto Powerwall może pochwalić się długą żywotnością i jest objęty 10-letnią gwarancją na produkt. Ten argument na temat wartości Tesla Powerwalls pomoże Ci stać się mądrzejszym konsumentem. Ponadto Tesla Powerwall jest znany ze swojej pojemności, zintegrowanego falownika AC, zakresu temperatur i łatwości obsługi.</p>
<h2>Trzy miesiące do końca Mojego Prądu 6.0. Ile środków zostało do wydania?</h2>
<div style='text-align:center'><iframe width='560' height='314' src='https://www.youtube.com/embed/RC1YTbQN85Y' frameborder='0' alt='tesla powerwall 3 cena' allowfullscreen></iframe></div>
<p>Ostatecznie koszt Tesla Powerwall jest tylko jednym z czynników, które należy wziąć pod uwagę przy ocenie opcji magazynowania energii w domu. Uważnie analizując swoje potrzeby, budżet i długoterminowe cele, możesz dokonać mądrej inwestycji, która przyniesie korzyści zarówno Twojemu portfelowi, jak i środowisku. Aby lepiej zrozumieć potencjalne oszczędności energii słonecznej, możesz zapoznać się z tym przewodnikiem zwrot z inwestycji w panele słoneczne. Wyobrażamy sobie świat, w którym czyste, odnawialne źródła energii napędzają nasze życie, a recykling stanie się nieodłączną częścią codziennego życia.</p>
<p>No więc z Teslą go nie zrealizujesz, bo minimalna pojemność to 13,5 kWh. I nie ma siły, magazyn z 13,5 kWh będzie dwa &#8211; trzy razy droższy niż zestaw z 4 kWh pojemności. Pamiętaj, że póki obowiązuje system opustów, magazyny energii nie mają uzasadnienia ekonomicznego.</p>
<p>Powerwall 2 ma&nbsp;wbudowany system ogrzewania / chłodzenia&nbsp;dzięki czemu temperatura jest bliska optymalnej, a podane powyżej zakresy temperaturowe nie są przesadą. Tesla Powerwall daje małą moc jak na swoją &#8220;wielkość&#8221;, ale ponieważ jest bardzo duża, to i tej mocy potrafi oddać całkiem sporo. Bez problemu obsłuży telewizor, lodówkę i kilka komputerów. A z wersją Powerwall + masz jeszcze podwyższony limit mocy, nie musisz się zatem martwić, że zabraknie Ci mocy do zasilenia wszystkich niezbędnych urządzeń.</p>
<p>Przyjrzyjmy się więc ekscytującym zmianom i ulepszeniom, porównując Tesla Powerwall 3 i Powerwall 2. Te studia przypadków ilustrują potencjalne oszczędności i okresy zwrotu dla właścicieli domów, którzy inwestują w systemy Tesla Powerwall. Koszty początkowe mogą być znaczne, ale długoterminowe korzyści, w tym niezależność energetyczna, zmniejszone wydatki na energię i mniejszy ślad węglowy, sprawiają, że inwestycja jest opłacalna dla wielu rodzin. Rodzina Smithów jest właścicielem małej chaty poza siecią w odległej części Kolorado. Używają chaty jako domu wakacyjnego i podczas swoich wizyt zużywają około 300 kWh energii elektrycznej miesięcznie. Decydują się zainwestować w domowy system solarny Tesli o mocy 2 kW i Tesla <a href="https://www.forexformula.net/us-stock-market-looked-past-december-nfps-in-another-record-setting-close-live-trading-news/">US Stock Market Looked Past December NFPs in Another Record Setting Close</a> Powerwall 2, aby zasilić swoją kabinę bez polegania na generatorze diesla.</p>
<p>Ogólne wrażenie użytkowników jest pozytywne, choć wiele osób stwierdza, że nie warto na nią czekać. Niektórzy recenzenci sugerują, że Tesla Powerwall nie spełnia oczekiwań w stosunku do ceny i wydajności, co można zauważyć w różnych porównania. Kluczowe czynniki przy wyborze instalatora Tesla Powerwall to doświadczenie oraz lokalizacja.</p>
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		<title>Vantage: A Regulated Forex Trading Brokers Review 2024</title>
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		<pubDate>Thu, 15 Aug 2024 15:33:16 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[My tests have shown that trading fees at Vantage are fairly competitive but not the lowest I have seen. The ECN account is a good option for active traders looking for zero-pip spreads and low $3 commissions. Importantly, I was very pleased to see that there is no time limit …<p> <a class="continue-reading-link" href="https://eolpl.org/vantage-a-regulated-forex-trading-brokers-review/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
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" width="603px" alt="vantage fx broker"/></p>
<p>
<p>My tests have shown that trading fees at Vantage are fairly competitive but not the lowest I have seen. The ECN account is a good option for active traders looking for zero-pip spreads and low $3 commissions. Importantly, I was very pleased to see that there is no time limit on the demo mode, which is good compared to most online brokers who automatically close paper trading accounts after 30 or 60 days. This ultimately means aspiring investors will always have access to a risk-free environment  to test trading systems. Vantage offers a broad range of energy commodities, providing traders with access to the highly liquid global energy markets. Our energy trading options include popular commodities, such as crude oil, natural gas, and Brent oil.</p>
</p>
<p>
<h2>Funding Methods</h2>
</p>
<p>
<p>To find the best forex brokers in Ukraine, we created a list of all brokers that list Ukraine as a country they accept new customers from. We looked through the company’s trade ideas articles which largely had generic market information with some basic technical analysis for certain CFDs and currency pairs. Outside of these hours, we would sometimes run into a chatbot on live chat, or deal with a customer support representative who seemed less knowledgeable than their Australian counterparts.. All of the deposit and withdrawal options come with zero fees from VantageFX themselves, but some options may have fees from a specific bank or financial company.</p>
</p>
<p>
<ol>
<li>If you’re a rank beginner, you’ll probably find some of the articles useful for learning the terminology and basic concepts.</li>
<li>The MetaTrader 5 platform in particular has really been streamlined with this latest update.</li>
<li>Be careful if using a credit card, as the deposit may be labeled as a cash advance and come with added fees or interest charges.</li>
<li>I was able to access convenient account management features, as well as trade monitoring.</li>
<li>I can deposit using bank wire transfers, credit/debit cards and e-wallets such as Skrill, Neteller and AstroPay.</li>
</ol>
<p>
<h2>Ease To Open An Account</h2>
</p>
<p>
<p>In terms of where your funds are held, Vantage holds client funds in top-tier banks, and in trust accounts as funds that are separate from company funds. Next, there is the more recent MetaTrader5 (MT5), which is a more feature-rich version of MT4 and can be great for traders who need specific technical indicators or chart time frames. If you’re located in Australia or the UK, it’s a no-brainer to take advantage of the low commissions on the raw ECN account. The Australian Securities and Investment Commission (ASIC) and England’s Financial Conduct Authority (FCA) are both very tight on how much leverage is allowed for retail traders.</p>
</p>
<p>
<p>We could easily trade crude oil, natural gas, Brent crude, and even more exotic options like low sulfur gasoil. When all of that was complete, we were ready to deposit funds into the account. Just a couple minutes after we’d started the process, we were picking our desired currency to keep our account in, and the specific account type we wanted to open. Up next, we had to share some basic details regarding our trading history and experience. You can elect for an electronic funds transfer from an Australian Bank, or a BPay transfer, which will be fee-free but take a couple of days.</p>
</p>
<p>
<h2>More Forex Guides</h2>
</p>
<p>
<div style='text-align:center'><iframe width='560' height='318' src='https://www.youtube.com/embed/k_FIB5V5ln4' frameborder='0' alt='vantage fx broker' allowfullscreen></iframe></div>
</p>
<p>
<p>Additionally, social trading features are available through ZuluTrade and Myfxbook, which can be integrated with your Vantage account. CFDs and Spread Bets are complex instruments and come with a high risk of losing money rapidly due to leverage. 70.5% of retail investor accounts  lose money when trading CFDs and Spread Bets with this provider. You should consider whether you understand how CFDs and Spread Bets work and whether you can afford to take the high risk of losing your money.</p>
</p>
<p><img 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width="606px" alt="vantage fx broker"/></p>
<p>
<h2>Withdrawal fees</h2>
</p>
<p>
<p>If you’re a serious trader and you’re going to be doing a lot of volume, or making a large amount of trades throughout the day, you’ll probably want to save on trading spread costs with an ECN account. Lastly, we have the Pro ECN account, which <a href="https://traderevolution.net/limefx-forex-broker-review/">limefx courses scam</a> is extremely similar to the Raw ECN type. The biggest difference is that the account isn’t offered to Australian traders, and comes with a $10,000 USD minimum account opening amount. The advantage of this account is the higher leverage you can trade with but you will need to prove you meet the eligibility requirements set by the FCA. Prior to dabbling into margin trading, each reader should take the time to determine their individual investment goals, risk tolerance, and level of expertise.</p>
</p>
<p>
<p>Whilst you clearly won’t get the same experience as the desktop platform, you will get an abundance of real-time data and forex market research straight from the palm of your hand. During my testing, I was pleased to see a strong range of 12 chart types and 8 time frames, plus 100+ technical indicators and over 50 drawing tools. After opening a few positions in both MetaTrader platforms, I’ve found that <a href="https://limefx.vip/">limefx reviews</a> one of the main differences between the two is how many order types you can execute.</p>
</p>
<p>
<div style='text-align:center'><iframe width='561' height='313' src='https://www.youtube.com/embed/MunGLimeFXDjTL8' frameborder='0' alt='vantage fx broker' allowfullscreen></iframe></div></p>
]]></content:encoded>
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		<title>How to start forex trading: A complete guide for beginners Saxo</title>
		<link>https://eolpl.org/how-to-start-forex-trading-a-complete-guide-for-10/</link>
		<comments>https://eolpl.org/how-to-start-forex-trading-a-complete-guide-for-10/#comments</comments>
		<pubDate>Wed, 20 Mar 2024 11:28:42 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=2877</guid>
		<description><![CDATA[Success typically comes from managing risks while capitalizing on high-probability trading opportunities rather than seeking huge gains on individual trades. EToro makes no representation and assumes no liability as to the accuracy or completeness of the content of this guide. Make sure you understand the risks involved in trading before …<p> <a class="continue-reading-link" href="https://eolpl.org/how-to-start-forex-trading-a-complete-guide-for-10/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p>Success typically comes from managing risks while capitalizing on high-probability trading opportunities rather than seeking huge gains on individual trades. EToro makes no representation and assumes no liability as to the accuracy or completeness of the content of this guide. Make sure you understand the risks involved in trading before committing any capital. The currencies are listed by standardised abbreviations used in markets around the world.</p>
<p>The demand and supply of a country’s currency ultimately affect its value and exchange rates. However, some people profit from these exchange rates through forex trading. When transitioning from a demo account to a live account, it is advisable to start with a small amount of capital. This approach allows beginners to gain real trading experience <a href="https://traderoom.info/oanda-overview/">oanda forex broker review</a> while minimizing potential losses. Traders should determine the maximum amount they are willing to risk on each trade and set stop-loss orders to limit potential losses. It is recommended to risk only a small percentage of the trading capital per trade, typically 1-2%.</p>
<ul>
<li>The size of the position is measured in lots, with each lot equal to 100,000 of the first currency (the base currency) in the pair.</li>
<li>It works because those banks act as market makers—offering a bid price to buy a particular currency pair and an offer price to sell a forex pair.</li>
<li>On the other hand, a stockbroker runs 8 hours a day, limiting the trading hours for stock investors.</li>
<li>If you want to start trading forex, there are several things you need to accomplish, and one of them is to learn the basics of forex to know what you are doing.</li>
</ul>
<h2>Develop Your Forex Trading Strategy</h2>
<p>Selecting a reputable forex broker is crucial for a smooth trading experience. Brokers act as intermediaries, providing access to the forex market and offering trading platforms. When choosing a broker, consider factors such as regulation, trading fees, available markets, customer support, and user-friendly platforms.</p>
<ul>
<li>The tools and policy types used will ultimately affect the supply and demand of their currencies.</li>
<li>Whether you’re completely new to trading or have traded other markets before, the volatility of the forex market is a unique environment that takes time to understand.</li>
<li>This section explores the tools, tactics, and patterns used to confirm reversals, allowing traders to act confidently.</li>
<li>For beginners, it&#8217;s important to learn the basics, such as the different markets, the most traded pairs, and getting to know some of the simpler trading strategies.</li>
<li>It’s also advisable to set stop-loss orders to minimize potential losses.</li>
</ul>
<h2>Learn from your trades</h2>
<p>It&#8217;s recommended for beginners to start slow before trying this method. For beginners, the amount you need to start forex trading varies based on <a href="https://forexanalytics.info/trade-your-way-to-financial-freedom/">trade your way to financial freedom</a> your goals, risk tolerance, and the broker you choose. Many brokers have minimum deposit requirements, often ranging from USD 50 to several hundred dollars. Starting with a smaller amount can be wise, especially while you&#8217;re still learning the ropes. This plan should outline your financial goals, risk tolerance, and preferred trading strategies. Decide how much you are willing to risk per trade and stick to your plan, even when emotions run high.</p>
<h2>How to Start Trading Forex</h2>
<p>Neither tastylive nor any of its affiliates are responsible for the products or services provided by tasty Software Solutions, LLC. Cryptocurrency trading is not suitable for all investors due to the number of risks involved. The value of any cryptocurrency, including digital assets pegged to fiat currency, commodities, or any other asset, may go to zero.</p>
<p>Forex trading is also quintessentially global, encompassing financial centers worldwide. This <a href="https://forexhero.info/is-plus-500-worth-it/">plus 500 review</a> means that currency values are influenced by a variety of international events. Economic indicators such as interest rates, inflation, geopolitical stability, and economic growth can significantly impact currency prices. For instance, if a country&#8217;s central bank raises its interest rates, its currency might rise in value due to the higher returns on investments made in that currency.</p>
<h2>Understanding the forces behind oil and gas price fluctuations</h2>
<p>They are the most commonly traded and account for over 80% of daily forex trade volume. There are two main types of analysis that traders use to predict market movements and enter live positions in forex markets – fundamental analysis and technical analysis. By following these steps with focus and dedication, you&#8217;re setting the stage for a potentially rewarding trading experience. Stay committed, keep learning, and adapt your strategies as you gain more insight into the market dynamics.</p>
<p>Initiate your forex endeavor on a part-time basis, gradually enhance your expertise, exercise meticulous risk management, and stay attuned to the ever-changing market dynamics. Pepperstone doesn’t represent that the material provided here is accurate, current or complete, and therefore shouldn’t be relied upon as such. It does not take into account readers’ financial situation or investment objectives. Without the approval of Pepperstone, reproduction or redistribution of this information isn’t permitted. At the same time, the platforms employ secure SSL encryption to secure their websites from third-party hacks. Forex brokers are also insured with amounts enough to cover a certain percentage of traders’ funds, offering investors more reliability.</p>
<p>Instead, currency trading is done electronically over the counter (OTC). All transactions occur via computer networks that connect traders worldwide. Currency trading provides multiple opportunities for active traders, but forex trading can be intimidating for beginners. The primary currency pairs, such as EUR/USD and GBP/USD, enjoy significant popularity due to their excellent liquidity, ensuring smooth entry and exit from positions. For novice traders, commencing with major pairs is advisable before venturing into minor or exotic pairs.</p>
<p>When individuals from different countries need to swap one currency for another, the exchange is called foreign exchange (or forex). Similarly, the forex (or FX) market is a global decentralized market where people can exchange different national currencies for one another. As of April 2022, the forex market is the world’s largest and most liquid market, with a daily transaction average of $7.5 trillion. Multiple safety mechanisms are in place to protect retail traders from direct and indirect trading risks. A trader’s first job is to find a tightly regulated broker to ensure that these are indeed available.</p>
<p>A short trade, conversely, is a bet that the currency pair’s price will decrease. Traders can also use trading strategies based on technical analysis, such as breakouts and moving averages (MA), to fine-tune their approach to trading. By being aware of these common pitfalls, you’ll be better equipped to develop good habits and avoid costly mistakes. Keep practicing in a demo account, learn from any losses, and continue improving your trading plan and risk management. With discipline and experience, you’ll be well on your way to forex trading success.</p>
<h2>How much money do I need to start trading forex?</h2>
<p>The basic idea behind investing or trading forex is quite straightforward. If you believe the value of a particular currency may rise in relation to another, you can buy that currency and then sell it later for a potential profit. The 5-minute reversal indicator combines technical analysis tools such as price action patterns, moving averages, and oscillators to detect momentum and trend direction changes. It identifies key moments where price movement is likely to reverse, offering entry and exit signals.</p>
<p>A trading plan helps take the emotion out of your decision-making as well as provide some structure for when you open and close your positions. You might also want to consider employing a forex trading strategy, which governs how you find opportunity in the market. There are seven major currency pairs traded in the forex market, all of which include the US Dollar in the pair.</p>
<p>Remember to educate yourself, choose a reputable broker, develop a trading plan, practice with a demo account, manage risk, and continuously learn and adapt. Forex trading can be a rewarding endeavor, but it requires dedication, discipline, and a commitment to ongoing learning and improvement. Forex trading is far more common due to the market&#8217;s high degree of leverage, liquidity, and 24-hour accessibility. Forex traders typically use shorter-term strategies to capitalize on frequent price fluctuations in currency pairs. Tastylive content is created, produced, and provided solely by tastylive, Inc. (“tastylive”) and is for informational and educational purposes only. Trading securities, futures products, and digital assets involve risk and may result in a loss greater than the original amount invested.</p>
<p>High liquidity also enables you to execute your orders quickly and effortlessly. Japanese rice traders first used candlestick charts in the 18th century. They are visually more appealing and easier to read than the charts above. The upper portion of a candle is for the opening price and highest price point of a currency, while the lower part indicates the closing price and lowest price point. A down candle represents a period of declining prices and is shaded red or black, while an up candle is a period of increasing prices and is shaded green or white.</p>
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		<title>Awaria w PKO BP  Nie działa bankowość online</title>
		<link>https://eolpl.org/awaria-w-pko-bp-nie-dziala-bankowosc-online/</link>
		<comments>https://eolpl.org/awaria-w-pko-bp-nie-dziala-bankowosc-online/#comments</comments>
		<pubDate>Thu, 14 Dec 2023 07:01:36 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Pracujemy nad przywróceniem pełnej funkcjonalności. &#8211; informował Bank PKO BP w poniedziałek (9 grudnia) komunikacie na swoim Facebooku. Analizując powtarzające się problemy techniczne, można zauważyć, że PKO BP boryka się z wyzwaniami związanymi z obsługą nowoczesnych systemów cyfrowych. Wzrastająca liczba klientów korzystających z aplikacji mobilnych i zdalnej bankowości stawia wysokie …<p> <a class="continue-reading-link" href="https://eolpl.org/awaria-w-pko-bp-nie-dziala-bankowosc-online/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p>Pracujemy nad przywróceniem pełnej funkcjonalności. &#8211; informował Bank PKO BP w poniedziałek (9 grudnia) komunikacie na swoim Facebooku. Analizując powtarzające się problemy techniczne, można zauważyć, że PKO BP boryka się z wyzwaniami związanymi z obsługą nowoczesnych systemów cyfrowych. Wzrastająca liczba klientów korzystających z aplikacji mobilnych i zdalnej bankowości stawia wysokie wymagania dotyczące stabilności oraz bezpieczeństwa. IBAN działa na zasadzie podobnej do zwykłego numeru rachunku bankowego. W praktyce więc korzystanie z niego jest względnie bezpieczne, warto jednak zadbać o jego odpowiednią ochronę.</p>
<p>&#8220;Pracujemy nad jak najszybszą dostępnością aplikacji. Przepraszamy.&#8221; &#8211; pisze PKO BP w&nbsp;krótkim wpisie na Facebooku. Będziemy śledzić ten temat i&nbsp;na bieżąco aktualizować tekst, gdy wyjdą na jaw nowe fakty. Eksperci zauważają, że banki powinny inwestować w bardziej wydajne systemy i zwiększać redundancję swoich serwerów, aby zapobiegać takim sytuacjom.</p>
<ul>
<li>Sprawdźmy zatem, gdzie go znaleźć, jak wygląda i czym różni się od kodu BIC/SWIFT.</li>
<li>Warto ponadto regularnie sprawdzać historię swoich transakcji, by w razie wystąpienia podejrzanych aktywności błyskawicznie zareagować.</li>
<li>Bank PKO Bank Polski obsługiwał na koniec 2023 roku blisko 12 mln Polaków, a drugi po nim Pekao S.A.</li>
<li>We wtorek, 10 grudnia, klienci PKO Banku Polskiego znów zaczęli zgłaszać problemy z dostępem do aplikacji mobilnej IKO.</li>
<li>Awaria znacząco utrudnia codzienne funkcjonowanie użytkowników, zwłaszcza tych, którzy polegają na niej w codziennych transakcjach.</li>
</ul>
<h2>Najpopularniejsze w BUSINESS INSIDER</h2>
<p>Przede wszystkim zadbaj o to, by nie dostał się w niepowołane ręce. Umieszczaj go wyłącznie w rzetelnych serwisach bankowych i podawaj osobom, którym ufasz. We wtorek wieczorem klienci PKO BP mają problem z korzystaniem z bankowości mobilnej. Informują o trudnościach z logowaniem czy z płatnościami Blikiem. Jeśli nadal masz problemy z usługami PKO-BP pomimo podjęcia powyższych kroków, warto skontaktować się bezpośrednio z bankiem.</p>
<p>Szkolenia systemów uczenia maszynowego lub sztucznej inteligencji (AI), bez uprzedniej, wyraźnej zgody Ringier Axel Springer Polska sp. Wyjątek stanowią sytuacje, w których treści, dane lub informacje są wykorzystywane w celu ułatwienia ich wyszukiwania przez wyszukiwarki internetowe. To już nie pierwsza sytuacja w styczniu, kiedy klienci zgłaszają podobne problemy.</p>
<h2>Jak bezpiecznie posługiwać się numerem IBAN w PKO BP?</h2>
<p>Problemy mają dotyczyć logowania do serwisu iPKO bądź infolinii. Według map zgłoszeń publikowanych w serwisach monitorujących, takich jak Downdetector, problemy najczęściej raportowane są z dużych miast, jednak awaria dotyczy klientów w całym kraju. Klienci informują o niemożności zalogowania się do aplikacji oraz o błędach przy próbach wykonania przelewów i innych operacji finansowych. Awaria miała charakter ogólnopolski, co potwierdzają licznie składane raporty od klientów. PKO BP w godzinach popołudniowych wydał komunikat, w którym poinformowano, że usługi zaczynają działać poprawnie, choć część użytkowników nadal zgłaszała problemy.</p>
<p>W obliczu ograniczeń polskiego sektora bankowego w finansowaniu największych przedsięwzięć, z nadzieją patrzy się <a href="https://www.forexformula.net/forex-trade-powinien-inwestowac/">Forex-Trading-należy inwestować</a> na procesy konsolidacyjne. Eksperci wskazują, że potencjalne połączenie PZU i Banku Pekao mogłoby być impulsem do rozwiązania problemu niedoboru kapitału dla strategicznych inwestycji. Informacje o awarii w PKO BP pojawiły się również w mediach społecznościowych.</p>
<p>(PKO BP) jest największym bankiem w Polsce i jednym z największych w Europie Środkowo-Wschodniej. Ma długą historię sięgającą 1919 roku, kiedy to został założony jako Bank Polska Kasa Opieki Spółka Akcyjna. Od tego czasu przeszedł wiele przekształceń i zmian, stając się wiodącym bankiem w Polsce. Jeszcze przed świętami mBank chce dostarczyć swoim klientom innowacyjne rozwiązanie – możliwość z&#8230; Poszkodowana zwróciła się do policji z prośbą o pomoc.</p>
<h2>SYGNAŁ CZYTELNIKAMów, skąd masz pieniądze! Bank wysyła pisma do klientów i blokuje konta</h2>
<div style='text-align:center'><iframe width='560' height='317' src='https://www.youtube.com/embed/Gq2eT_lqpQo' frameborder='0' alt='pko bp problemy' allowfullscreen></iframe></div>
<p>W przeważającej części wskaźników spółka wypada podobnie na tle szerokiego rynku. Aplikacja IKO jest kluczowym narzędziem dla wielu klientów PKO BP. Zdalne zarządzanie kontem, płatności mobilne, zakładanie lokat, opłacanie parkingów i kupowanie biletów komunikacji miejskiej.</p>
<p>Liczba zgłoszeń w&nbsp;serwisie downdetector spadła do minimalnego poziomu. Znakomita większość zgłoszeń spływających do downdetectora w&nbsp;sprawie awarii w&nbsp;PKO BP dotyczy usterki związanej z&nbsp;bankowością online. Część osób sygnalizuje również problem z&nbsp;aplikacją mobilną banku. Użytkownicy donoszą o problemach z dostępem do usług banku PKO BP, które pojawiły się po godzinie 13 7 stycznia 2025 roku.</p>
<ul>
<li>Wzrastająca liczba klientów korzystających z aplikacji mobilnych i zdalnej bankowości stawia wysokie wymagania dotyczące stabilności oraz bezpieczeństwa.</li>
<li>ING i Santander, co może sugerować zwiększoną presję na infrastrukturę technologiczną w branży finansowej.</li>
<li>Na chwilę obecną PKO Bank Polski nie opublikował oficjalnego komunikatu w sprawie awarii.</li>
<li>Poprzednie tego typu incydenty miały miejsce w sierpniu i październiku tego roku.</li>
<li>Mimo wyzwań związanych z finansowaniem wielkich inwestycji, polski sektor bankowy pozostaje rentowny.</li>
</ul>
<p>Klienci powinni także zachować ostrożność, by nie paść ofiarą oszustów, którzy mogą próbować wykorzystać zamieszanie, podszywając się pod bank. Wysokie zyski polskiego sektora bankowego to zasługa wysokich stóp procentowych, a nie marż bankowych &#8211; mówi Tadeusz Białek, prezes Związku Banków Polskich&#8230;. Jak poinformowano w aktualizacji informacji na Facebooku, &#8220;aplikacja IKO jest już w pełni dostępna&#8221;. Bank przeprasza klientów za wszelkie niedogodności, jednocześnie dziękując za cierpliwość i wyrozumiałość.</p>
<h2>Spotify nie działa. Globalna awaria aplikacji i strony Spotify</h2>
<p>PKO Bank Polski walczy z&nbsp;awarią, w&nbsp;wyniku której nie da się zalogować do aplikacji mobilnej IKO. Jak deklaruje, problemy nie dotyczą serwisu transakcyjnego <a href="https://www.forexgenerator.net/aquis-wprowadza-dark-pool-do-europy/">Aquis wprowadza Dark Pool do Europy</a> iPKO, a&nbsp;karty płatnicze działają bez problemu. Utrudnienia potwierdziło przeszło 1500 osób, które w&nbsp;ciągu kilku chwil zgłosiły problem w&nbsp;serwisie downdetector. We wtorek, 10 grudnia, klienci PKO Banku Polskiego znów zaczęli zgłaszać problemy z dostępem do aplikacji mobilnej IKO. Do serwisu Downdetector zgłoszenia napływały od godziny 11. Przed południem bank potwierdził awarię w mediach społecznościowych.</p>
<p>PKO-BP ma dedykowany zespół obsługi klienta gotowy do pomocy w rozwiązywaniu wszelkich problemów, które mogą wystąpić. Uważaj, aby nie udostępniać swojego IBAN-u w miejscach ogólnodostępnych. Niestety nie brak sytuacji, w których użytkownicy publikują wrażliwe numery bankowe w mediach <a href="https://www.forexrobotron.info/zloto-wzmocnione-w-zakresie-1791-1809-usd/">Złoto wzmocnione w zakresie 1791-1809 USD</a> społecznościowych czy na forach, narażając się na ryzyko.</p>
<p>Aplikacja mobilna IKO, dostępna na telefonach z systemami Android, iOS i Huawei, zadebiutowała na rynku już ponad dekadę temu. Umożliwia ona zarządzanie kontem i finansami przez 24 godziny na dobę. PKO Bank Polski chwali się na swojej stronie internetowej, że jego aplikacja mobilna i bankowość online zdobyły prawie 10/10 punktów w międzynarodowym rankingu Finnscore. Nie jest to pierwszy problem z&nbsp;dostępem do usług, ponieważ w&nbsp;9&nbsp;i&nbsp;10 grudnia bank PKO BP miał podobne problemy. Na tę chwilę brak komunikatu o&nbsp;problemie na portalach społecznościowych prowadzonych przez bank. Występują losowe utrudnienia w dostępie do aplikacji IKO.</p>
<p>Jest niezbędny przy przelewach SEPA oraz SWIFT, bo zawiera kod kraju, do którego wysyłane są środki lub z którego przychodzi transfer. W 2024 roku liczba klientów Banku PKO BP wzrosła do 12,1 mln, czym sama instytucja pochwaliła się w wynikach finansowych. Bank ten ma w swojej ofercie ma kilka rodzajów przelewów zagranicznych i walutowych, m.in.</p>
<p>Alternatywnie mogą skontaktować się z infolinią banku. Warto również sprawdzić inne opcje autoryzacji, np. Tokeny sprzętowe, które mogą działać niezależnie od aplikacji mobilnej. PKO BP to największy i najpopularniejszy bank w Polsce, a jego klienci mieli spore problemy z zalogowaniem się do aplikacji mobilnej IKO. Tak przynajmniej wynikało z doniesień użytkowników w mediach społecznościowych oraz licznych raportów w serwisie Downdetector.</p>
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		<title>Learn How to Get into Crypto: A Simple Starter Guide</title>
		<link>https://eolpl.org/learn-how-to-get-into-crypto-a-simple-starter/</link>
		<comments>https://eolpl.org/learn-how-to-get-into-crypto-a-simple-starter/#comments</comments>
		<pubDate>Mon, 11 Dec 2023 09:26:05 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=2879</guid>
		<description><![CDATA[If you’re still not feeling sure about which trading form you should go for, swing trading probably is the best choice for you. To make it easier for you, we have summed up some points for each trading style, that may help you make your decision. However, since daytrading isn’t …<p> <a class="continue-reading-link" href="https://eolpl.org/learn-how-to-get-into-crypto-a-simple-starter/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p>If you’re still not feeling sure about which trading form you should go for, swing trading probably is the best choice for you. To make it easier for you, we have summed up some points for each trading style, that may help you make your decision. However, since daytrading isn’t suited for a beginner, we’ve chosen not to include it below. Having been presented with four different trading styles, you may wonder which one suits you best. After all, the trading style you should go for is highly dependant on your personal preferences, as well as the goals you have set as a trader. To provide some perspective you may be able to swing trade by spending as little time as 15 minutes each day only.</p>
<p>Nowadays, most online brokers require no minimum deposit to open an account, commission-free stock and <a href="https://traderoom.info/city-index-forex-broker/">city index review</a> ETF trades, as well as the availability of fractional shares. As a result, new traders can start trading with a small investment such as $100. Customizing your workspace can also help you organize your tools and data in a way that&#8217;s most effective for your trading style. It&#8217;s also important to practice using the platform with demo accounts before investing real money. This allows you to gain experience and become more familiar with the platform&#8217;s features and capabilities. Violating this rule can result in restrictions on trading and account suspension.</p>
<ul>
<li>Most traders feel like they need to find a setup each time they sit down in front of their computers.</li>
<li>Others will have a footer on all their web pages that says who they’re regulated by.</li>
<li>Swing traders will use tools like moving averages overlaid on daily or weekly candlestick charts, momentum indicators, price range tools, and measures of market sentiment.</li>
<li>This strategy is particularly well-suited for beginners who are new to trading strategies, as it requires minimal time, expertise, and active management.</li>
</ul>
<p>In addition, StocksToTrade accepts no liability whatsoever for any direct or consequential loss arising from any use of this information. This information is not intended to be used as the sole basis of any investment decision, should it be construed as advice designed to meet the investment needs of any particular investor. Past performance is not necessarily indicative of future returns. That’s because they’re great resources that can help you in your day trading journey. You see a stock that you want to buy at $1.20, and you like $1 for your stop loss. For less than half of your account, you could take a 100-share position and risk 2% of your account.</p>
<h2>Assessing the risks and benefits of day trading</h2>
<p>This can be a combination of cash, stocks, and other securities that can be quickly sold. Most professional day traders work for large financial institutions, benefiting from sophisticated technology and significant resources. Individual day traders face steeper challenges, competing against these institutional players and high-frequency trading (HFT) algorithms that can execute trades in microseconds. Day trading can be lucrative as long as you do it properly (though there is never a guarantee). However, it&#8217;s typically challenging for novices and often a losing way for newer investors to trade.</p>
<h2>Login to Your Account</h2>
<p>Furthermore, capital is tied up for extended periods, limiting access to funds for other opportunities. Once you’ve chosen your market, decide <a href="https://forexanalytics.info/videforex-fx-broker-review/">videforex broker review</a> whether you want to buy (going long) or sell (going short) the asset. For example, if you expect a stock’s price to rise, you would go long. As a beginner trader, understanding when to go long or short is key to successful trades. ETFs are investment funds traded on stock exchanges, much like stocks, and hold assets such as stocks, bonds, or commodities.</p>
<h2>Mind Math Money</h2>
<p>With only about 5% of the global population owning cryptocurrency, there&#8217;s significant room for growth. However, focus on established cryptocurrencies and avoid get-rich-quick schemes. The DeFi ecosystem continues expanding, offering genuine utility beyond speculation. While you might have seen stories of altcoins gaining 10x or even 100x, remember that sustainable wealth building requires a systematic approach, not gambling on moonshots. Bitcoin&#8217;s fixed supply of 21 million coins creates natural scarcity.</p>
<p>For instance, a swing trader might identify a stock with a bullish chart pattern but also confirm its strong earnings growth and positive industry outlook before entering a trade. Support and resistance levels are crucial for swing traders, serving as entry and exit points to maximize profits and minimize losses. Swing trading represents a compelling strategy for beginners venturing into the world of trading strategies. This makes it an ideal choice for those seeking more active involvement in their investments without the pressure of intraday trading. If you&#8217;re looking for trading strategies for beginners, swing trading is definitely worth considering.</p>
<p>She holds a Bachelor of Science in Finance degree from Bridgewater State University and helps develop content strategies. For over 25 years, Deriv has been a trusted partner of traders worldwide. Trading is difficult to succeed at, because there are many ways to screw it up. Whether trading or investing, here are some important tips to keep you from blowing up your portfolio. Those are just some of the many questions you may want to ask yourself as you begin trading. Many different approaches can work, and you’ll need to find one that works for you and your temperament.</p>
<p>For forex trading, use a specific type of chart that uses a New York close. Each 24-hour session closes at 5 pm EST, which is considered the forex market’s unofficial closing time. It is possible to use the 4-hour charts for swing trading, but usually the daily works best. As a rule, price action signals become more reliable as you move from the lower time frames to higher ones.</p>
<p>Your first trade can seem daunting, but with the right approach and guidance, you can confidently execute your first trade. The bond market, also known as the debt market or fixed-income market, is for trading debt securities like government, corporate, and municipal bonds. While a day trader usually focuses on more liquid and volatile assets, bonds can still contribute to a diversified strategy. Cryptocurrency offers unprecedented opportunities for wealth creation, but success requires education, discipline, and patience. Whether you choose to invest steadily through DCA or actively trade the markets, the key is starting with solid fundamentals. This guide draws from my personal experience of transitioning from losing money as a beginner to developing profitable strategies over 5+ years in the crypto space.</p>
<p>This approach focuses on studying historical price data and chart patterns to predict future price movements. Traders using technical analysis look at trends, support and resistance levels, and indicators such as moving averages, the Relative Strength Index (RSI), and Bollinger Bands. Technical analysis is based on the idea that price movements often follow patterns, allowing traders to make predictions based on past behaviour. This method is popular among short-term traders and those in markets like forex, where price patterns can be highly influential. Before transitioning to live trading, aim for consistent profitability and a thorough understanding of your chosen strategies in your paper trading account.</p>
<ul>
<li>Soft commodities are plant and animal resources like grains, sugar cane, coffee beans and cattle and other livestock.</li>
<li>It&#8217;s a passive investment strategy centered around buying and holding index funds or ETFs (Exchange-Traded Funds).</li>
<li>Once you learn the setups and patterns, you’ll begin to figure out how you like to trade them.</li>
<li>Day traders should keep accurate records and consult with a tax professional to ensure compliance with tax laws and regulations.</li>
<li>Index funds frequently occur in financial advice these days, but are slow financial vehicles that make them unsuitable for daily trades.</li>
</ul>
<p>A platform with quick speeds (low latency), real-time data, and advanced charting abilities is a must for day traders. These traders often require tools like Level 2 quotes that provide detailed liquidity information about the order book and hotkeys for rapid ordering. The buying and selling of financial instruments through CFDs happens via a trading platform. Most brokers offer access to multiple trading platforms, including their own and third-party options like TradingView, MetaTrader 4, and MetaTrader 5. Some features overlap across platforms, while others may offer unique tools.</p>
<p>Some investors want their investments to align with their personal values. <a href="https://investmentsanalysis.info/tradeallcrypto-broker-review-trading-successfully-is-easy/">Tradeallcrypto Broker review</a> For example, some people don’t want to invest in oil and gas companies. These are commonly called “socially conscious ETFs,” “eco-conscious ETFs,” or similar terms. In general, these concerns fall under the umbrella term of ESG, or environmental-social governance.</p>
<h2>Always use a stop loss</h2>
<p>You can take less risk, focusing on percentage returns while building up your trading capital. Day trading is risky for traders of all experience levels, but particularly for beginners. It requires a good understanding of how markets work and why strategies can turn a profit. Also, don’t miss the day trading community where beginners can ask questions and learn from our experts and other day traders.</p>
<p>Many investors combine elements of both, such as day trading options or using options to hedge day trading positions. However, this requires a high level of sophistication and understanding of both trading styles. Watch out for hot tips and expert advice from newsletters and websites catering to day traders, and remember that educational seminars and classes about day trading may not be objective.</p>
<p>There was a time years ago when the only people able to trade actively in the stock market were those working for large financial institutions, brokerages, and trading houses. The arrival of online trading, with the instantaneous dissemination of news, has leveled the playing field. Easy-to-use trading apps and the 0% commissions of services like Robinhood and Charles Schwab have made it easier than ever for retail investors to trade. You can go either long or short when trading asset’s market prices. Short selling is especially risky, as market prices can keep rising, theoretically speaking. When short-selling, your risk increases as the asset’s price increases.</p>
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		<title>What Is Trade Execution?</title>
		<link>https://eolpl.org/what-is-trade-execution/</link>
		<comments>https://eolpl.org/what-is-trade-execution/#comments</comments>
		<pubDate>Fri, 24 Nov 2023 10:46:37 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=1836</guid>
		<description><![CDATA[Thomas&#8217; experience gives him expertise in a variety of areas including investments, retirement, insurance, and financial planning. The Rising Stars initiative recognises key buy-side individuals who have gone above and beyond the call of duty within their roles, playing a key part on their desks through day-to-day activities, thought leadership, …<p> <a class="continue-reading-link" href="https://eolpl.org/what-is-trade-execution/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is trade execution/images/what_is_trade_execution_(1).jpeg" width="451px" alt="what is trade execution"/></p>
<p>Thomas&#8217; experience gives him expertise in a variety of areas including investments, retirement, insurance, and financial planning. The Rising Stars initiative recognises key buy-side individuals who have gone above and beyond the call of duty within their roles, playing a key part on their desks through day-to-day activities, thought leadership, and innovation. This browser is no longer supported by Microsoft and may have performance, security, or missing functionality issues. For the best experience using Kitces.com we recommend using one of the following browsers.</p>
<p>It is the client, in a purely directed brokerage relationship, who assumes the responsibility of determining whether the client-directed broker provides the best execution of the desired transaction pursuant to whatever factors the client deems relevant. The trade lifecycle in investment banking is the foundation of financial markets, ensuring smooth trade execution and settlement. We’ve covered the five crucial stages and the challenges and opportunities in today’s market. To succeed in this ever-evolving field, being flexible, adopting technology, and complying with regulations are vital for financial institutions and market participants.</p>
<p>Your broker has different options for filling the order, which determines the transaction&#8217;s success. Please refer to the Regulatory Disclosure section for entity-specific disclosures. These brokers tend to have additional features that make it easier to invest and reach financial goals. If you are looking for a new stockbroker or want to get started on your journey, these trusted brokers can help.</p>
<h2>The Broker&#8217;s Options</h2>
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<p>This includes a comprehensive insight into individual asset performance, macroeconomic factors, and industry dynamics. The order specifies a threshold price at which the trade should be closed if the market moves in favour of the trader. For privacy and data protection related complaints please contact us at Please read our PRIVACY POLICY STATEMENT for more <a href="https://forexhero.info/introduction-to-computer-vision-using-opencv-and/">opencv introduction</a> information on handling of personal data. Brokers are required by law to find the best way to place your trade, and this can take varying amounts of time.</p>
<h2>Stage 3: Trade Clearing</h2>
<p>Trading has undergone a significant transformation, becoming more feasible and accessible than ever before. In contrast to a few decades ago, when trading was often met with uncertainty and numerous questions, today’s stock market sees around 158 million active traders daily. This remarkable achievement stems from the increased consistency and confidence in everyday trading, a development that has taken considerable time to establish. A broker executes a trade by placing a fulfillment order for a specific trade. That order is then sent electronically to a clearinghouse, also called a clearing broker, who makes sure the trade is legal and possible, then performs the trade on the appropriate exchange. The relationship between an executing broker and a clearing broker is one of the most important relationships a brokerage can cultivate.</p>
<h2>Request for Online DEMO</h2>
<p>They usually need participants to help with indemnity, which caters as the financial cushion in case of the counterparty’s disappointment. Trade facts validation comes next to counterparty confirmation and includes an extensive inspection of the trade documentation. This step assures that the agreed-upon phrases line up with the trade implementation and inner histories of both parties. Confirmation includes consensus between opposite parties on the terms of the trade, ascertaining trade details, and optimizing technology to develop efficiency.</p>
<ul>
<li>However, your brokerage can deal with securities in several ways, and you need to understand this process to ensure your best interest is being met.</li>
<li>Regulatory bodies oversee settlement processes closely to assure the stability and integrity of financial markets.</li>
<li>Trade settlement is the critical phase of the trade lifecycle in investment banking, which involves the actual exchange of financial instruments and funds between the buyer and the seller to complete a trade.</li>
<li>There is, however, the debate over whether this happens, or if brokers are routing the orders for other reasons, like the additional revenue streams we outlined above.</li>
<li>Creation and redemption of Units are through PDs if investors are clients of the PDs, who have no obligation to agree to create or redeem Units on behalf of any investor and may impose terms and conditions in connection with such creation or redemption orders.</li>
<li>Trade idea generation is the beginning of the trade life cycle, where participants of the market determine opportunities and cultivate strategies.</li>
</ul>
<p>Look up the meaning of hundreds of trading terms in our comprehensive glossary. Executing a covered call usually does not count as a day trade unless you close the position on the same day you opened it. PhillipCapital Group of Companies, including PCM, their affiliates and/or their officers, directors and/or employees may own or have positions in the Products. Any member of the PhillipCapital Group of Companies may have acted upon or used the information, analyses and opinions herein before they have been published.</p>
<h2>Get Realtime Experience of Training Quality &amp; Process We Follow During the Course&nbsp;Delivery</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is trade execution/images/what_is_trade_execution_(1).jpeg" width="453px" alt="what is trade execution"/></p>
<p>Trade executions allow you to buy or sell shares at the price point you designated. Trade executions that are done properly increase trust in brokerage firms and the stock market. These trade executions impact your buy and sell prices, which affect your total returns. A trade execution indicates your stock order has been filled based on your specifications. Some traders set market orders that get executed regardless of the stock’s price, while limit and stop-loss orders must fulfill conditions before getting executed. While trade executions seem straightforward, there are a few things that happen in the background each time you place an order.</p>
<p>The broker can execute your stock order through the floor of a public stock exchange, such as the New York Stocke Exchange (NYSE). Order to the floor is a common way to execute stock trades, but it is not the only option. Where applicable, fund(s) may invest in financial derivatives and/or participate in securities lending and repurchase transactions for the purpose of hedging and/or efficient portfolio management, <a href="https://traderoom.info/white-label-payment-gateway-pros-and-cons-medium/">white label payment gateway reseller</a> subject to the relevant regulatory requirements. PCM reserves the discretion to determine if currency exposure should be hedged actively, passively or not at all, in the best interest of the Products.</p>
<p>With trading, you can take a long position, which means you’ll make a profit if <a href="https://forexarticles.net/exchange-traded-fund-what-it-is-and-how-to-use-it-4-2/">publicly traded fund &#8211; what it is and how to use it</a> the security’s value increases. Alternatively, you can take a short position and make a profit if the security’s value decreases. These processes include due diligence checks, compliance documents, and other legal processes. Most financial institutions still function on obsolete infrastructure, making it challenging to execute new technologies effortlessly. The shift to a more progressive system needs cautious planning to ensure a polished combination process.</p>
<h2>Why Does the Trade Date Differ From the Settlement Date for Stocks?</h2>
<p>The products and services offered by the StoneX Group of companies involve risk of loss and may not be suitable for all investors. However, it is perfectly reasonable for an adviser to focus on a custodial broker-dealer&#8217;s fees and costs as applied to the types of accounts, transactions, and products that the adviser manages for clients. An adviser that does not invest in mutual funds for its clients may justifiably underweight mutual fund trade costs in its best execution analysis.</p>
<p>However, your brokerage can deal with securities in several ways, and you need to understand this process to ensure your best interest is being met. All of these methods of execution are regulated by the Securities and Exchange Commission, which ensures brokers of the best execution prices possible in the over the counter (OTC) market. A broker may provide the execution at a better price than the public quotes, but that broker must report the details of these better prices.</p>
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		<title>What is Forex Spread Betting? How to Spread Bet on FX Markets</title>
		<link>https://eolpl.org/what-is-forex-spread-betting-how-to-spread-bet-on/</link>
		<comments>https://eolpl.org/what-is-forex-spread-betting-how-to-spread-bet-on/#comments</comments>
		<pubDate>Mon, 20 Nov 2023 15:40:06 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Plus, you’ll only put up a percentage of the trade size, for example 5%, at the outset of a trade. Leverage can magnify your profits and your losses, because they’re based on the full position size and not just your deposit. Spread betting is a derivative product, which means you’re …<p> <a class="continue-reading-link" href="https://eolpl.org/what-is-forex-spread-betting-how-to-spread-bet-on/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is spread betting forex/images/what_is_spread_betting_forex_(2).jpeg" width="450px" alt="what is spread betting forex"/></p>
<p>Plus, you’ll only put up a percentage of the trade size, for example 5%, at the outset of a trade. Leverage can magnify your profits and your losses, because they’re based on the full position size and not just your deposit. Spread betting is a derivative product, which means you’re trading via leverage – without taking ownership of any currency outright. Trading on leverage also means you only need to put up a small deposit (called margin) to open a larger position. However, as your total profit or loss is based on the full size of your position, either could significantly outweigh your margin amount. Spread bets, on the other hand, do have fixed&nbsp;expiration dates&nbsp;when the bet is first placed.</p>
<p>That difference is called the spread; that’s the ‘commission’ you’ll pay the broker for the spread bet you might take. This article discusses the best tips and strategies for currency spread betting, along with the differences between spread betting vs CFDs. It <a href="https://forexarticles.net/easymarkets-forex-broker-en/">brokerage firm easymarkets</a> is important to find a suitable trading method for you in order to trade forex successfully. On the other hand, you will lose multiples of your stake for every point the price moves against you. Please note that profits or losses are based on the full notional value of the position, so you may lose more than the initial margin required to open the trade. In spread betting, the &#8220;stake&#8221; refers to the amount of money a trader is willing to risk per point of movement in the price of the underlying asset.</p>
<h2>Forex Spread Betting: What It Is and How It Works</h2>
<p>This article discusses the best tips and strategies for currency spread betting, along with the differences between spread betting and CFDs. We offer 300+ <a href="https://forexhero.info/inside-bar-forex-trading-strategy/">inside bar trading strategy</a> forex pairs on our online trading platform, including major forex currency pairs, such as the EUR/USD and USD/JPY, as well as minor and exotic crosses. When spread betting Forex, you must control fear, greed, impatience and overconfidence. It is essential to develop a comprehensive trading plan that outlines your strategies, risk management rules, and position sizing based on your account size.</p>
<h2>What Are the Downsides of Transacting in the Foreign Exchange Market?</h2>
<p>A forex spread betting broker is a financial intermediary that provides traders with access to the forex market through spread betting. Spread betting is a sought-after way of speculating on price movements in the financial markets. Before getting started with spread betting forex, it is important to choose a reputable broker. Look for a broker that is regulated by a recognized financial authority and offers competitive spreads, reliable trading platforms, and a wide range of currency pairs to trade.</p>
<p>It’s always recommended to consult with a legal professional or financial advisor to ensure compliance with local regulations. Traders can choose to go short (sell) or go long (buy) depending on their market outlook. The outcome of their bets depends on the accuracy of their speculations and whether the market moves in the anticipated direction or against it. However, it also carries significant risks, particularly for inexperienced traders or those without a robust risk management strategy. It involves placing a bet on whether the price of an asset will rise or fall over a specified time frame.</p>
<p>In this article, Benzinga takes a deeper look at what forex spread betting is, how it works and the advantages and disadvantages of using this trading strategy. To place a spread bet, you decide whether you think the asset’s price will rise or fall and then place a bet accordingly. Find out everything you need to know about spread betting on forex markets with this one-page guide. The majority of U.S.-based brokers do not offer spread betting, as it may be illegal or subject to overt regulatory scrutiny in many U.S. states. The spread is usually computed in the smallest unit of the price change of a currency pair. Let’s say that a broker is providing a fixed spread of 2 pips (pips stand for “percentage in point”) for the EUR/USD pair.</p>
<ul>
<li>If an investor is trading physical shares, they have to borrow the stock they intend to short sell which can be time-consuming and costly.</li>
<li>The advantage of forex spread betting is that it allows traders to use the concept of leverage when they&#8217;re placing a trade.</li>
<li>It is important for traders to carefully consider the impact of the spread on their trades and overall profitability.</li>
<li>After conducting some fundamental analysis on the market, you think it will rise.</li>
<li>The below table is a summary of the differences between spread betting vs CFD trading.</li>
</ul>
<h2>Understanding Forex Spread Betting</h2>
<p>It’s crucial to remember that when trading with leverage, profits <a href="https://investmentsanalysis.info/forex-correlation-forex-correlation/">Forex correlation</a> can be magnified, as can losses. Therefore, it’s essential to create a well-structured risk management plan. Leverage is at the heart of spread betting – you can’t spread bet without it. But as part of your strategy, you might want to consider depositing more funds to cover more than the margin, and to limit your risk with a stop-loss order.</p>
<div style='text-align:center'><iframe width='565' height='315' src='https://www.youtube.com/embed/v6wzH8vfJ3Q' frameborder='0' alt='what is spread betting forex' allowfullscreen></iframe></div>
<p>Commission-based spreads require a trader to pay a separate commission for every trade they make. Commission-based spreads usually demand a separate commission fee on trades in addition to the usual ask/bid spread. Some brokers charge you a commission on every trade you make instead of widening spreads. While spread betting is restricted, limited or prohibited in certain countries globally, spread betting is legal in the UK, where it’s regulated by the Financial Conduct Authority (FCA). The FCA oversees the spread betting industry to ensure that it operates in a fair and transparent manner and that customers are protected. At Capital.com, we’re proud to have won the ‘Best Spread Betting Platform’ award at the ADVFN International Financial Awards 2022.</p>
<h2>Spread betting risk management</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is spread betting forex/images/what_is_spread_betting_forex_(1).jpeg" width="456px" alt="what is spread betting forex"/></p>
<p>This trading plan should dictate all your trades rather than making impulsive trading decisions. In forex spread betting, the trader does not actually own the underlying currency pair, but rather places a bet on the direction of the market. The trader selects a currency pair and decides whether they think the price will go up or down. They then place a bet, or “stake”, on the price movement of the currency pair.</p>
<p>The bigger the stake, the greater your exposure to the instrument and market you&#8217;re trading. For instance, you would win or lose 10 times more with a £10 per point bet compared to a £1 per point bet. Low-cost trading broker&nbsp;Easy-to-use proprietary trading platform for beginner traders. AI trading uses advanced machine learning algorithms to analyze market data and automatically adjust trading strategies.</p>
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		<title>Opinie Rena Polska Sp  z o.o. Wykroty</title>
		<link>https://eolpl.org/opinie-rena-polska-sp-z-o-o-wykroty/</link>
		<comments>https://eolpl.org/opinie-rena-polska-sp-z-o-o-wykroty/#comments</comments>
		<pubDate>Tue, 07 Nov 2023 15:42:43 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=1814</guid>
		<description><![CDATA[Nasz sklep internetowy oferuje Państwu największy wybór karniszy w cenach producenta. Opinie o Rena Polska Sp. z o.o. w Wykroty Praca zdalna jest udzielana po wypisaniu wniosku i zgodzie kierownika. Pula dni pracy zdalnej to 24 w ciągu roku. Jako ferezer praca na 2 zmiany, bez języka i wyjazdów. Jako …<p> <a class="continue-reading-link" href="https://eolpl.org/opinie-rena-polska-sp-z-o-o-wykroty/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
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" width="608px" alt="rena pl opinie"/></p>
<p>
<p>Nasz sklep internetowy oferuje Państwu największy wybór karniszy w cenach producenta.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/f_kmSepuMqo' frameborder='0' alt='rena pl opinie' allowfullscreen></iframe></div>
</p>
<p>
<h2>Opinie o Rena Polska Sp. z o.o. w Wykroty</h2>
</p>
<p>
<p>Praca zdalna jest udzielana po wypisaniu wniosku i zgodzie kierownika. Pula dni pracy zdalnej to 24 w ciągu roku. Jako ferezer praca na 2 zmiany, bez języka i wyjazdów. Jako operator frezarki CNC praca na 3 zmiany też bez języka i wyjazdów. Jesteśmy firmą, która od 2005 roku zajmuje się sprzedażą artykułów wyposażenia mieszkań. Naszą specjalnością są rolety i karnisze wraz z dodatkami.</p>
</p>
<p>
<p>Wspólnie zadbajmy o sens merytorycznych opinii. Pytali z rysunku technicznego i suwmiarki. A tak to standardowo ile <a href="https://www.forexdemo.info/metoda-waikoffa-w-handlu/">Metoda Waikoffa w handlu</a> chcę zarabiać, co wiem o firmie, skąd wiem, że szukają do pracy. Poniżej zobaczysz opinie byłych oraz obecnych pracowników o firmie Rena Polska Sp. Zobaczysz tutaj też opinie kandydatów do pracy w Rena Polska Sp. O przebiegu rozmowy kwalifikacyjnej.</p>
</p>
<p>
<p>Dane zostaną udostępnione pracodawcy po uzyskaniu przez niego dostępu do usługi GoWhistle (w tym darmowej wersji systemu). Czyli wszyscy od początku umowy o pracę? A jak ktoś jest na okresie próbnym to też ma w tym czasie normalną umowę? Może wiesz na jaki czas zazwyczaj firma proponuje ludziom te pierwsze umowy? Chciałbym dostać umowę na rok i nie wiem po jakim czasie mogę się tego spodziewać.</p>
</p>
<p>
<h2>Rolety Thermo</h2>
</p>
<p>
<p>Hurtowe ceny dostępne dla Klientów kupujących nawet pojedyncze egzemplarze sprawiają, że nasza pozycja rynkowa wciąż się umacnia. Dzięki temu cały czas wprowadzamy nowe kategorie produktów&nbsp;w równie atrakcyjnych cenach. Zadbaj o kulturę pozytywnego <a href="https://www.forexeconomic.net/wiekszosc-nowych-oplat-za-zgloszenie-biznesowe-w-kalifornii-kosztuje-teraz-0-usd-bezplatne/">Większość nowych opłat za zgłoszenie biznesowe w Kalifornii kosztuje teraz 0 USD (bezpłatne)</a> feedbacku, nie pisz tylko negatywnych informacji o Pracodawcy, zwróć uwagę na stosowne aspekty i realia w swojej opinii. Wszystkie oceny są wartościowe.</p>
</p>
<p>
<h2>Dzięki nam, Twój sygnał dotrze do Pracodawcy!</h2>
</p>
<p>
<ol>
<li>Dane przetwarzane są w celu umożliwienia zgłoszenia nieprawidłowości.</li>
<li>Dzięki nam będziesz miał gwarancję, że firma otrzyma Twoją informację o chęci zgłoszenia sygnału.</li>
<li>Zadbaj o kulturę pozytywnego feedbacku, nie pisz tylko negatywnych informacji o Pracodawcy, zwróć uwagę na stosowne aspekty i realia w swojej opinii.</li>
<li>Dane osobowe przetwarzane są w celu utrzymania konta w serwisie (na podstawie art. 6 ust. 1 lit. b) RODO &#8211; wykonanie umowy).</li>
</ol>
<p>
<p>Dzięki nam będziesz miał gwarancję, że firma otrzyma Twoją informację o chęci zgłoszenia sygnału. Praca w tygodniu musi wynosić 40h jeżeli np. Nadrobisz po pół godziny od pon do czw to w piątek masz 2 h na + i możesz wyjść 2 h szybciej z pracy.</p>
</p>
<p>
<h2>Najnowsze opinie pracowników, klientów i kandydatów do pracy o Rena Polska Sp. z o.o. w Wykroty</h2>
</p>
<p>
<p>Administratorem danych jest GoWork.pl Serwis Pracy sp. Dane osobowe przetwarzane są w celu przedstawienia informacji handlowej w odpowiedzi na złożone zapytanie tj. Marketingu bezpośredniego (na podstawie art. 6 ust. 1 lit. f) RODO – prawnie uzasadniony cel tj. Więcej informacji na temat przetwarzania danych znajduje się w Regulaminie.</p>
</p>
<p><img 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width="602px" alt="rena pl opinie"/></p>
<p>
<p>Serdecznie zapraszamy do <a href="https://www.forexgenerator.net/lseg-oglasza-silny-pierwszy-kwartal/">LSEG ogłasza silny pierwszy kwartał</a> współpracy sklepy, hurtownie i firmy dekoratorskie. Gwarantujemy szybką, miłą obsługę i bardzo atrakcyjne ceny. Podziel się wiedzą o zarobkach w firmie Rena Polska Sp.   Dodaj pomocną opinię, którą sam chciałbyś przeczytać o swoim potencjalnym Pracodawcy.</p>
</p>
<p>
<p>Podziel się swoimi przemyśleniami, a poniższe przykłady możesz potraktować jako podpowiedzi o czym Użytownicy lubią czytać odwiedzając profile firm. Zgłoszenie sygnału wymaga weryfikacji. Prosimy o zapoznanie się z treścią przesłanej wiadomości na Twój adres e-mail i potwierdzenie. Po poprawnej weryfikacji poinformujemy Cię o kolejnych krokach. Firma nie ma zarejestrowanego Compliance Officera. GoWork oraz GoWhistle nie zobaczą treści Twojego zgłoszenia!</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/0kZ6IDbwbc4' frameborder='0' alt='rena pl opinie' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/opinie-rena-polska-sp-z-o-o-wykroty/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Opinie Rena Polska Sp  z o.o. Wykroty</title>
		<link>https://eolpl.org/opinie-rena-polska-sp-z-o-o-wykroty-2/</link>
		<comments>https://eolpl.org/opinie-rena-polska-sp-z-o-o-wykroty-2/#comments</comments>
		<pubDate>Tue, 07 Nov 2023 15:22:11 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=1816</guid>
		<description><![CDATA[Nasz sklep internetowy oferuje Państwu największy wybór karniszy w cenach producenta. Opinie o Rena Polska Sp. z o.o. w Wykroty Praca zdalna jest udzielana po wypisaniu wniosku i zgodzie kierownika. Pula dni pracy zdalnej to 24 w ciągu roku. Jako ferezer praca na 2 zmiany, bez języka i wyjazdów. Jako …<p> <a class="continue-reading-link" href="https://eolpl.org/opinie-rena-polska-sp-z-o-o-wykroty-2/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
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j6qtfLinyYt0uVMrTH2d/8AUG+nH1VZbZvlhpqgyCohbSaNGj9kdL0mrXq4xM040t7c6urG/WOcyuoTKVs56plQ/wCyLbvdG/GC9M2+t5OBKz4QunGtJYV4csG3ayjPCRp98K5o71BKcMcD76cam2QXkr6SvJKK+FeHL6SvJVTbh6iGograPJ5eYYdLZMDxrVlol/Is/hwbleCZWXccLbt0rbtrqbSMObw7Qs/bb/DJwcD74XLVot9dU97EXtbu37/kWwdldlrlDgmR5b2HK92HUuX01Kz+2lT0lfUuByA8MHkjY1nztKxBO7yfN/f519q9et4dvk1ODvG8OIPyrzED3wduOh2R4wNX5F3EotMeuGN34OCfxSW/kXm4bHWiqD31tOHVO5rKgOcHaAO9a5oOHAHPj3q3slzZFTN153ySBu55yRodjvGnHs1NeThlPWy1DJo9Qija4Al7d5djgQ08CFM96bw8tF7Zcn9I2nnFLEI6hgdJG5jnnpCwE9GQ9xGHDI8RwoLGeC6v5UdnKeCKOaBmjv8AS7eTnPD2RXKcww9w7HEfKV5P6q7mP+2Op5fUXzKLybchS7kg2Yp7pd6e31T54oJY6qR76YxiYdBTSztDDMxzd5jA3jgerioitl82NpO01EAMkwXEAdpNBUABMfLWM7vWzuy2zF1kbRWisvdHcpmONGy9wW80tTK1hkFOZLe4mB7mtdhzt3YHHDThOTvY1lXNXvuMslBb7PA6e6SsY19QwtkdEykgYcg1UkrXtGQR9zPE4BlnJfya3S23Ciu18hFpttse2rqKipqKbU50LC6Ongihlc+aZ8oY3SBvBOCTpa6wsFw7psXKDV6Szuqq2eqdBxlndF+q5tBxu3a8buxa/wArr3+qraNmtnLwZaKyfVehurYJZqKK5SUs1PcTAwyvp9UHfQ1Jja4jB0gNce+wonsts7DU2e/XF75my2llpdTsYWCOX6oVr6aXpw5hcdLGgt0lu/jkblmebef8K7L/ALep/s+sVzsl/iDbvxOsH9tTpO/8mpf5/wCNaSOwCewE/AFtvbXZbZG2VLaKsk2qlqO5qaoe6k+oroP2REJA1hnDH7s9Y98rUU57x34p+Yrf3LbsjQVN0bPPerZbpHW+3NNLUsqHTNDaZgDyY24w7iFImM7NZ0/1rd1z9Kdpu4Ojh7l6Ntn7u6bvu6O6Q93Q9D7DRo38cqUbX7NbIULKB0km1b3XK1Ut2ptAsjmxw1gk6GOo1aSJQYzqDNQ37nFa32ioYqeqmp4aiGuijLAyrpw8QzB0bHkxiQBwDXOLDnrYVNeW79r2U/3NsfzVKDEcoOzEFJDaK2jfNLRXa3tqWOndG6SKshf0VfSl0TGtIikMYzjPfHjjKbVbMQUdps1U98xuN1ZPWOpyY+ggtzX9HSSaQzX0s3swdRGGuGM71LOSm0m+2mbZ3UG1NFcaS50Ti4Nc2hqpmUd3YzP3sbJRUafvnuCinLBtFHX3mrmgwKOAsoaBrfYMoaIdBB0f+jeWvlH+2Vvja2TW3zk+2Ygr4b1rfOyqt9pnudJHEY9E3cjm9PHKHMLnd69mAwtOc8eCvORLYeO83N1FNNJTQspZKh80YY5wcJoIImDWMZdLUMHvFV+b9cGQ7RW5sn7RWOmt07fbsroXwMZ787ofgWb5P5H2W07Q17/2+nvFotMZ6zLb7h3bXsHjdDCN3iUhJEG2L2Ykq71SWiUujfLXCkqDHjXG2KRwq3R6gRrbHHKRkEZaMhSKwbF21z73X1tRVx2Gz1b6WN8AhkuFwkfUPipYIS5oibI6NrHvcWhrRIOAy5s4goG0G2e01yaMxWu3XO+U7x7F81fSRvhDDw759fO0eNh7FCbaMbB1Y/8AuuAE9uLTHx7d+9XWv5Na/lWfs1YblR181hNzpa+20r6+WguLoJ2VdDCR3RJSywDU2eMOaS12c5aAN5c2P2nZiGXZ+5Xdz5hPRV1FSxxNMfQPjqca3SAsLy8dWHAdoKkPNs/xvWDqNiuwPjHRRqhssf8AAi+/xtaPmCf/AE7Xv/lryIZc0drgPhIC2Dy7cnjbJcI4IJJZ6Kph6WlnmMZkL4ndFVQSOia1rpI5NJ3NGGzMG8gla9pz37Px2/zgujOVZv1TrNrLGe/rLXPBfbQOLnxtt1Ey6UTAOOprhK1gyXPkJ+8Uk7Em40/tpsxDSUFhq4XTyS3ajnqJo36HNZJFO2JjKdrGB2CDwcXHPX1KUXrZ3Zm0SNt94N3r7o2KJ9f9TJKSKloJJo2ytp4un31EzWPaS5x0nI9jktFTa4g0nJ91g0/vEG506j/OAP8AhPev4WP6CFL2/j/i3t/H/GW+xzRNv1monVU8tlvscc9DXRiOGqMc8cjYopGyRua2oZUdCx408JBuaThsRsOzEk96gsziWyPuYt8z2jewMqTDUSNaetjGSOwfaqX7d3B9PZdg6uPfJSxXSpj8b6a6U0sYz+MwKYRUMVNt1d7oBmlobZW7SxOx3sjai3M77xkz1k2O0sV0ajUnKrs0213WroI3vnhhEMkEzgNU0M9NFOx+GDB3yFu72im0nJfQtv8APZTPWHuSxur6p4dB0jbgylZUugb9xwKbTLFuILt575XNfaDcq3YCo/bPqjQUFDVHGekksdV0VwefwjFn4quNgLz3bthtDWZ1Nnob+YzxzBGxsNOfMRxpJCSb/wBoZsNs1bjbJ77epKttBHWMt9NSUHRCrra10IqHt6SfvIYGQ98TxOHYILQH1tqNmrVPapr1YXVscVHUQ01xoLiYZJafuo6aWphmg3Pp3yd5h2XaieAGDR5OdpbcbdPYb2JmW6pqWV1NXUzekntlwbCIOnMOCZ6d0QDXNaC4DVgHXltpt3sVXWyOOVs8dbaa8jua40MpdRVZYXPZHKwO+51DdLj0b84LXaS7S7E+k+mQoIdjpDDEBtlJUSmOMRwssBEk8hawMhD35OqQgNzv3hWHLJs7QWy7TW+gmqaiOmiiFQ+qMLntqntMksTXQRtYWMjdCOG52sZ3LL8h1LHTvr9o6pofTWCDpadj9zam7VOYbfAO3D3F5I3tPRlRfZC2y3W80dNMXTS3K4M7qedzniabpa2U46+j6Z+7sT6Ndkn5TOTiO22mz3Bks0k1WGRXOGUx6aStnooK+CCIMYCPuL5c6i72IwRvWN2H2WoZKGrvF3nqYLZSzx0UcdE2J1bXV0sfTCmpzP8Ac49EOJHOeDuO7gVO77eBd27fU4IPQzxXmgHECGyyC31MjAOAdQRwDdw19ah0n7h4/wDfKT+wWK2Ta2R9u2y9pqrZWXOwy3EG2OgNxt90bTOnbT1DzHHV0s9IAySJrwQ5hGQMkkAND69Fs7s7T2az3K7Pv7p7sbppjtX1LMMQttaKY6hWhrgXNkiO4u3h/sdwMApK+eJszIZZomVEfRTsilfG2eLOTFM1hAljzv0uyFtubZ2krNldkzVXShtJhdtL0YrGzONR0l2j1mLogcBnRtzn3Vqk7pO7Xe2Bsn3D6jfVn997p+q4t49z6DufuAn/AE2rX+BjrWAys7tnYqajfE2muNHdWyNe576NsrWwlpADH9KBkuBJGParArNZr6mV5REesqwu0hGjBx7L/pV6sfeWOPR6QT7LgM+1XXofnjeHla91v9sfhQVjx98V4bQzHgx/wFV47NUu4Ru+BfR3Xdktn71KJQ0vdg8N63jybSkvack58fkWjbVs7VCRriwjHiW9uTKglbp1NIAHFbnhittNO4eRfCV5DuHkQuXDTQSvhK+Fy8kq6HGlJQsYWlo354cVLLbYZ5iwBpwSN+Ope+TbZ18rmy1O4biG/lK3fb4aWFg9iMAdi549OXu52POwmzTIYm6gM4HUpnFTMHUFEJNraeM6dQ+FX9BtVE8bnBdJcZ2WWNebR7qyq07iKicjxfdHEKyje7OXYyWuBx42kLK7aua6tlkb7GUMkGO3QGu9/U1x99YNzu+A7N58XYP79i67Ej2eax0JDiNz3uGd3e6Wajv6twUx5Kq+CKrqnl2GGBrQdLt7hIOrGeo71re3VLAZGF+CIJTp0u35xvBxjO7hxUs2Ar3wtqqhjWmJoijfJI06WuOp2nOdzt7fhSzcJdVK+U/aGCaNlPCS52sOcdLhgDhxC5OqfZv/AB3fzit4bd7ZsLJKmZ0QEDHaGMIBe771oGclznYC0J3fGd5dvO8967iePUvJ/VY9pJ+rOW7V0ipGoZ2/I78y8Grj9t/5XfmXk+PL1WNVcLZXNl/dLR/we4/2fUrV3dcftvkd+Ze4bi1jg5kjmOGQHML2OGRggObg7wSPfVmGUvirJZd6bN5J5mXW3S7LVb2id+a7Z6olO6C5MicZqJ0hzpp6mPVu4B2s73OZirySW99RR7U7On7jc7hT0LqSnmLYnSVdjrZamahzIQ1tQ7UW6SRjQ88GkjVTK5gIc15a5pDmuaHgtc05aWkDIIIByOxVWVwc/X0jnSag/WS/XrB1B+s79WcHPHKswy9VZv03HyKbHXG3XaO9XamqLbbrNHVVNTPWROg6RxpZqeKnp2yYM8r5Jm40Ag6cZy5oNjyS2urr7HtnT0kL6irqG7PvbBFjU4i6VM8gbqIGGsa87zwatd3W/wBXUNayrq6yqaw5jbU1NRUNYcYyxsz3BhwSN3arWK4viyY5ZYtWNXRPkj1YzjVoIzjJ49qvHKfVXWvpIdp+Tq+UVJNV1tBU01NGGiSaTo9DTI9sUYOl5O972t4cXBbM5duT691t2bVUNBVVNO63W5jZomsLC5lM0PaNTgcgrR9RfJHtLJKieRhxlkksz2nByMtcSDvAPvKoNopwABVVQHAAT1GAOwDKnC+qmv0q82ksFbQz9zV8EtJOY2yiKUAP6N5c1r+9J70ljx/wlTPlu/a9lP8Ac2x/NUrW9Tc+kOqWV8jsY1SGR7sDgNT8nG87vGvklwDtOqRztDQxurW7SxvsWNz7Fgydw3Jwy9VNNoc2kkXyTGR/4VdOH8Hz84HwLWEPsW/ij5l8guAadTJHMdgjUwvacEYIy3qI6l47qj9t8jvzKcMteKWXS+t9c+CaGpi/bKaaKoj/ANpBI2Vn/mYFu7nQ9BBT0VNSlrorvcK/aWTHtqqGnhgcfxmyVG/xeNaD7rj9t8jvzL3NcQ7Trke/Q0MZrMjtDG+xY3V7Fg6gNyswy14qzetN+7bVrPrOiuwfme9UFhsD/b9LZKq5yVkjj2StgjafxR2qMcndE+5bM3ayUeJLlDcqe9U9Lqa2SrgbA2kqGwBxGt8bW6y3r1tA3laqdcQWCMyPMbSXNYTIWNceLms4AntC+U9xDHtkjkfHIw6mSRmRj2OHBzHtwWu8YKvHL1VtvpuTkr2er7RHd73daea308NpraKmZWMdTzVlfWBjKenhhlAe5veuJdjAyDvAcW0OTawVlbshfKSggkqqg3W1ubFFp1FsbQ57u+IGA3fxWq7rtFPUlrqurqqtzMhjqqoqKksB4hhmc7SDgcOxUqS8OjyIZ5o9RyRE+Zmo43EhmMnCcMvVP9JRftgL1QRsqa+hqKWDpo4+ll6PT0jzlre8eTk6T8CmfK3tFNbdva65QZL6Sto5SwHHSxG20jJ4cngJIXyMz1a89S1g6prJm6S6tnbkHS7uqVuRwOkgjO/j41ciy3GVxeaeskc7GXyRTanbgAS6QZO4Dj2KcMvqVP8ADbfOLFLSO2VmoCJaJkNVX0YYA1pppa+Gup4WdjWxyMYPE0LG8s+w9zrbxPdbVS1Fzt146Gro6qiidOwh8ETJI59Ge55GyseD0mBjG/IcBA/rSu7w0Gnnc1gwwPkYAxp34aHv70Z6gsla9n9o6djo6V1dSxvJL46a4dzseSMEvZDUAPOMcR1K3HK/VW3f0y/Le1tNT7PWNzmPq7Pbp+7xG9sjYKq4TMqH0pe04MkYYM43Ye3tUvvdaz6ymXcOxU19rtWyw9ti23GudUF3aZKSIb+wBau+sG6nJMBySST01OSSTkknpd5J35Vb6xrtoEZjkMYdqEfdMGgOIwXBnTYDsE78Jxy9X9jbZ3IjXxjZ2ouDy3ujZSa71VIDxDbna3siaOwuqzL/AHChfNsbi6VY7LFdh8EDAsNHsPdGtc0RSNa/GtoqYGtfpOW62ibD8HeM8F6g2IubDlkL2EgtJZUwNJa7cWktm3g9iccu3a9v0N3t28K2yuwwuNjlqbYJ6q8UVYG1lAx7HOdbZIcxVVNAG65HCfvCA4+xO7hmRUlrrLZshfY7xHLSNudTbW2qhqmmOodVU0/TVtWynf38LRA2IFxA1dEB1tzHKHZC6wyNlgjlglZnRLDVQxSszuOmSOYOb7xVW5bM3iof0tU2eplxp6SprI55NI3huuWcu05J3Z604Zeqm9J1t9ydXyGz2exW+31U7GNN1us8IZ0c10qQWNg1F4LxTwgx5xggs62lYvke2erbPcbldLnSPgksljqbjDBOQ0yVFV0tHRNywnS2QsrGZ45YVHBYb1/rPpzPp1Tl2cuztWtkz9Ya12qridqa0lzWu1Td8A4kgHgSU4Xzqrv70mnJDt5bnXikpfqJbKCO4l9tnqaeWqMoirWmIR4leWua+boWkHtzxCxdq2VqaiwXTZ2mHTXaz7SyV7qXLWzVdIyjNrlfTNeR0j2SR6yAT3pbjJc0GryR2R1LdoKivh6KKOOcw1BEFSykrDE4UtU+nbITM2OTvgACQ7SerIwV42WuLKyV8L5Kstmc5lw6VsMtQ4nJqMSy9Kx7iSe+OrenDLXi/sbuu6pScnT6S1XK4X2CajeYm01mppXGCoqK+R41TdATqMEMY1O1AAhxxnAWauOxV0uGy2yX1PpZqvuZ20om6ENPR9PdYjFq1OHsuikx+IVF63Z+7Su1ztlmfjTrmqopX6ezXJMTjxL1DZbwxoawTsaM4ayrja0ZOThrZsDeSffThfVT/TE7SbCXSgbG+4Us9I2VxbG6UNAe5oy4DDjvAOVhhRqV1NiusgAlbLIBvAkqo3gE8SNcpwVbnZqu9x/9an+kU+PL1WdekeFGF6FK1Zp9hqxxjA/loPpFby26ZvsmtH8tD+mp8eXq/sarHinapXye2qGU1PSNB0CHTn8Iy5/mhRmUEcSwfykf6SyWzG0UdL02og9II8YIPsOkzw/GXTo42Zy2aaxxu2xWWSmH3g+RVRb4Bwa35FAqnlCb96CVjajbyU+xGPfXv5x14VtJlPECMNb8Cmdj0NjHAFc6Dbmcf+6ylNymStaAdX9/fU5SnGuie6B2j4V96Ydo+Fc+R8qL+vUrqPlT7c/Kp2XVb56TxhfC9af2e5R2zSiPO89q2db6vWwOV0m2k4bt0MOpm9wG4DtUfr9qa15IJx8JUcbtI3SA48PfV5s5cYZpwCR4sry5ZXKanZz1teRVMrnanFx+FSaxzndgkHyqYW2xxSxDSxuSOON6qUWxLhKHcBneMLN/pqzxWVwkh6KIdIO6B7Njj3xa4ZGkHqaR1dqxznAAk7gBknyLYUtjjElLqYxxJlaCWNJwIicZI4KvTbM0kbulDCXA5aHOc5rXcQQ08SDwznC9mM1JHRFtnqKJ0LS4N6Q5dIDjIJJIznqDSB7y1vy97OT01VSTvBEFVTkRccMkheRIxw4BxZJE7xhx7Ctysoo45mSNGl3Sxj2Tg0BzwDhudI49ikvKLspBdaCSjmOh2RLTz6dToKhocGSAffNw5zXN3Za9wyDgi5eCOK+iHHAz5Fm+44t3ej4T+dSG4ckm0Mcrom0T58HDZYJYHQyDqLHySNLQex4afEFjTQSj2Y0Abt5B39mAV4+vbNM51bGnZ2fOvBpY/aj4T+dZJtEe0LPUPJ9eJo2TQ0FymhkaHxyw0FVJHIw7w5j2MIc0jrC4TLL3WN1Du5Y/aj4T+dO5Y/aj4T+dTGv2BusLDLUUFzhjaMukloKmONoHEue6MBo8ZKwzaFna4/B+ZOWXum6w/ckftR8J/OvrKZgOQ3Hvn86lFj2anq5eho6eoq5cZMcEckrmtzjU/QO8Zn752As7duTG800RmqLZWMiaMueI+mDGgZLn9C52hoHEuwAnLL3V/uQAsb2LzJE08R86zTYmdTW/AFIGbF3bohO223HoTH0omFBU9EYtOsSCQR4MenfqzjCc8vdJagQo2e0z8Zehbx7mfgcs+Fe2e01dVIYqOnqKuVrDI6Omglne2MFrS8siaSGBzmjPDLh2pzy903UWFr/0fy4+cr0LT+A0f8X5ipVebJW0hY2tpqqkdIHGNtVTy05eGkBxYJWjUASM47QruHZC7vhbUMt1xfA+MTMnbQ1LoXQubrbK2QR6XRlhDtQOMb05Ze6d0MFmHYz4XL2LMzrx8DvzrKgrOUOx93mjZNBbrlNDI0OjlioamSORp4OY9kZDm+MFOeXupuogLLF1/Jn869CzQdhPvrJzRuY5zHtcx7HOY9jgWuY9pLXNc072uBBBB4YWTs+zVyqozLR0VdVxNeY3SU1JPPGHgNcWF8TCA8Nc0444cO1OeXum6jgtNP7TPlc786rRUMDeEcZ/HY2T+kBUnm2JvbWlz7ZdWtAyXG3VgAHaT0W4KPnr7QSCOsEbiCOo5Tnl7puq9NUdH+1x0rfGKKjz8JhyshDtLWt3Mlaz8SCmb80Sw6ytm2cuNUx0lHR1tXGx/RvfS0s87Gv0tdoc6JhDX6XNODvw4dqvPP3f3N1cfXfcvCHebh+jT67rl4Q/zcP0axNwpJoZXwzxywTRnTJFMx0UsZIDgHxvALTgg7x1hW5djeeAU55e7+5us99d1y8Jf5uH6NPruuXhD/Nw/Rr5XbHXiGN809uuUMMTS+SWWgqo442NGXPe98YDGgdZOFgspzy939zdZ07XXLwh/m4fo18+u24+EP8ANw/RqystkrqsvFFS1dYYg0yilp5qgxh+rQZBE06A7Q/GeOk9i8Xe01dNIIqunqKWUsEgiqYZIJDG4ua14ZK0EsLmPGeGWnsTnl7p3ZD67bj4Q7zcP0a+fXbcfCHfEh/QVrYbBW1khioqaoqpAAXNgifJoBzh0haMRtODvcQNyyO0WwN8o4nT1VurY4WgufKIulZG0DJdK6EuETB2uwFeeXur3W/123Hwh/xIf0F8O1dx8Id8SH9BRd9cAM9WM5PDHas3cdlb5DFJPPbLpBBEwySzS2+rjijjaMufJI+MNYwDeSTgKfJl7qd159ddw8Id8SH9BfDtXX+EO+JD+go7aaSsqpRBSQz1Uzg5whpoZJ5S1oy4iOIFxAHE4VzdtnrnTvgiq6OupZKpxZTR1FJPA+oeHRsLIGSMBlcHSxDDc75GjrCfJl7p3Zc7WV/hDviRfoLw7a6u8Id8SL9BUvsf7Qf5pvP/ACyt+iT7H9//AM0Xj/llb9EnPP3V1X122Fd7u74kX6CpO2vrvdn/ABY/0Vh7rQVFNK+CrhmpZ49JkhqInwysDmh7dccgDm5Y5rhkcCCsy7YW+BhkNquwjDdZebdWaAwDUXl3RY0435Tnn7p3UX7VVx/fn/Az9FZLYymu92robdRyZnn1kOkd0cUbI2l75ZXtYS1gA6gSSQACSFEC4Yz1cc9WFsHYK1bU2uvp7lQ2q6GWLUNMlrrnwzRStLXxyBsYJY5pzkEEEAjgkzy91Z5eeVvYG72SWBldNHNFVNkME9PJI6NzotHSxvbI1pjkGthxvBDtxOHBsCfv45PlcfzrbnK3W7XX2WnfV2W5QQ0rXiCnp7XcNIdLo6WSR74yZJDoaBwAA3DJcTqetppYpHwzMkhmicWSRSsdHJG9u5zHseAWOB6iEyyy35uly7Xst+ib2fOresaG6cDGc/kV1lWV2d7D/i/Ir08ryXC3agXL5qVv0i+a163oXGpfCVbmROkQVtS+FyoOkXnpFUSfYVwFUHHdjHzromzXCMRN74Lli3yPa8OacFTKi2mqWtA/Kuky7aYs7td2SzVFRI1kYJBO89QW79huS5jQySQHXxyVFeSy407MFxaHbltaq23iijGnfu6lx6XHW652pjZrTHC0Anh41nKd8Z3DC0Y/bioqJNEOR494U82K7qwDKcrtjlL4XG7XO0t5MNUYZYqh7pHYpejjkc1wxuEZYMB2OPXxUhj1dEzXufpbq/Gxvz414u8v3SjJI3SvJycYBhkbk9gyQMqvUnctrUZv1F0jxq3sA70dWes+VS7ZCGRlKxkhccOd0eokkRbtI39WdWPFhYmsfiNx7HR/LIwflUqa5SpFdnEeVcj3P778c/OV1ox+8eVcmXLr/HP/AFLx/wBT9M9RSiO4LuPkXeG7N2hxzhtuhccccBmdy4ahO4LuPkbaTszaQN5NtiAHjMeAuXS8tdHyxnJxyz2m71TaOnZWU1Q9jpImVkcLRMGN1vbG6CaQawwOdg43NJGcFaf51+xVPRVFPc6SNsMVcZWVMUYDYxVRtEjZWMG5plYZNQGBmHPFzispyDcjd5orvSXC4xxUsVEyVwYJ4ppJpZKeSna0CFzg1gErnEk/egYOcjIc9O6xCkt1DkGZ001YWji2KKF8DS4dQc6Z2O3ondit7491u7h/c2dsPYqLZ+x9+GximpTV3GcNy+aZkXSVEhx3z8YLWM34Aa0LH8l/K/b7zVS0cEVVTTxxOnY2pEWJYmvax5a6KRwEjS9mWnqdkE4OMny5/ucvP8Bl/Iuc+aj+6OP+A1f/AOJat1ZGrlqyTwuedXsjBQ3OGqpmNiiucU0r4mANY2qgcwTvaBuaHtmhcQPvtZ++XTmwQzabYDw+p1F/Vo1ovnrHfY/xbr//ADVt6gvLaLZukrn746W1UU8u4n7jHBC6YgD74R6yPGApO1pj2yrkfle2X+pd5rKJrdMGvuik6gaWfL4mt7Qw64s9sJW/uaVsr3PbJbnI3E1ykxFkb20lO5zI+PDXKZneNvRnsVbnJ8n8l0baqikGZ21cVFNI0A4o62Rrend7ZsMmHY7JnrYpq4KGS0WqBrWtmEkEMXudJQ0bnFze3S8UzP5VMcdVMcNZbaG553/xdo/g1Z/S062/sZ+5Gg/3dpv7NYtPc9A/syz/AMGrP6WnW4di/wByFv8A93Kb+zWJPzVZ+euIqeNztDGAue/SxjRxc92GtaPGSQF+guzVtjo6OiomEaaamhpmdrhBE1mR2nDcri3kJsjqu/2mJzcsjqG1UnDAbRsNSNX4JkiY3/jXVe2l/wCgv2zdHnArH3PX4uiox0WfLI/CnT7d2el2m3LfL5aO5NornGBhk0wrI/whVsbPIR4undMP+Fb15nv+Iqr+Naj+qUKh/PHsmKu2V4BxNBLRyOA66d4mhz4yKib4imPNAZix1WP861H9UoUxmsjGazSCn5ZLSby6xvZWQ1Lap1G2aWOHuWSoDtDGNfHM541vw1pcwbyAcZUD53GxdOKWK9wMbHUMnjgrCwBonimBbFLIB7KZkgYzVxLZd5OloH1/IrcptqXXaaSljoBdRcRplkfUPbFO2eKMR9GGtLnMaCS7cCeJ3KQc7a7xRWJtI4jpq6qgbGzI1aKZ4qJZMe1aWRtJ7Zm9qt3q7au7jduSMrqfmaj/AMIuGf8AOjv6lRrlkyYXU/M2ObRcP40d/U6Nc+n5cul+ZpDl4jJ2lvH8JZ/VoFCKmDvH7/vHfMVO+Xj90l3/AISz+rwKEznvH/iu+YrOXlm+a/QyvpI5opYJmiSKaN8UrHb2vjkaWPYR2FpI99cG7abOOt1wrLfJkmlmdG1zuMkRw+CU/jwujd/xLuLau9Mo4GVEmOjNVRU8hP3orKqGkDyeoNfO1xPY0rVnLjyam43myVEbT0VTMKK5Fud0EDZKtryR7EuhjqYtR++dEOxdupNvR1Mds1zadle4bJFM9umouRFbJkYcInNApY+3Ahw/B4OmetP87RjnbQwMYNT3Wukaxva51XXNaPfJC6Xku7GXGntrA3U+hqawgbujjp5qSnibgcA41D8f7ErnLnNH/C22/wAEtn9o1aZzWOkzmsdN62egt+z1kORop6KAzVUrGAy1M2kCSQj7+aR+GtBO7LWjAAxjOSnlat97mqKanjqKaogjE3RVAi+6QFwYZI3RPcO9c5gcDjHSNxnfjxzlnY2Wup/BpP6/SrQvM3cTtHP/ABNV/wBctqW6si3LWUjCc7XYuC3Xd0lIxsVNcqV9UIWANZFUNc6OpbG0bmxkmKTHUZXAYAAXaVRSRzU7oJmtkimhdFLG7e18cjCx7HDrBaSPfXMfPlbme0fwS4fz6VdF7TXltFSxVMn7UKihglPtWVlVDR9IT1NY6dryexhTHtlTHtlXL3IVsvJa9vH26TJ7lZXsje7jLA6ASU0pOMZdA6NxxwJI6lLOeLVtguWyNU8Ocylqa6oe1mC9zIKmyyuawOIBeWsIGSBnG8LY+2OzmnajZ68xN9n3Za6wgcWOoKyoo5HY4ASMlYSeJljHUFq7nw/tmz/4l3+e1LOU1jWbNY2fq2Pyact9svNeLfSU1yhmMEs+uqjpGxaYiwObmGqkdqOsY73G47wsnyucqtBYXUTa2CuqDXNqnRdxspnhnchphJ0vdFRHgnupmNOr2Ls43Z505on7pW/xfWfzqdS/nxj7ps/+Jd/51qVmd47WZ3jtrHai4QbSbXxSU0U7Ka6VlugdFUiNszYIoaeGrLxDI9uBHDM4YcdwHA7l3MdByw6T3u9m496cje32pwR7y455odjE+0QqS3LLdRzzh3U2aYCkjB8ZjmqCPxF0XFtJ/hhJa896Nno6rju6VtwexzMe26KRjvJlOn43fs6fjftw5ttZTRV9wt2CO5KqqpWas5McUj2QvJ6w6MMdnscuoKXnSWKOJjXUV6+5xta4iG347xoBIzX8Ny1dzt7F3PtJLOAQy4UtNV5+96RjTSSNHjxTRuP+18axPNy2J+ql9p2yN1UdBprqvI71wicO54D1HpJw3LTxZFIsTcuo5zcy1HbFDdGvoo62ZklGx1M2pljqujZLTMMYle2o6N7mNexudWlzgC07yvz227vbK66XGvjaWR1lZUVEbXeyEckjjHqHU/RpyOo5XVHPA2y7ktLLXC7FRdi5kuDvZQRFpqM9nSOMcWDxa+X2q490FXq36a6uX0ZWNvr8dH/x/wDSslpKwu00biIsdRf/ANCnS/NGOn+ZZdKvvSrHPbIOpeekeOIK9b0siZV4MqsenK+GZBeOlXqKRY50quaR2UGVinwsrSVJIWBYspQcFuM1V2MtL8iRxw3O4flU3qHMazviM4UTs14DWAdYC9z1bpHFxPkHUF5Ms5J+rzZ1I9ma1rKlp6sjPwrf+zVXG+JuMcAuZKJxBC2XsLe5gWsw7HDP/ur0Orq6TC6TraeorYqkCKn7ojqXtZHIHsaGO6POh4eQWgBjjnh76zsDXNiYx5Bc1gDiOGesDxDh7yx01br7nJyTFMJHYBOGdHI0nd198NyyMkoLQQcgjIPaF73ZHtpYHSOa1xPRgZ0gkNc7PFwHEjcpRsX0rabTIXOAeREXkk9Hhu7J3lodqx+pYusdiN57Bn5QpLG/cFfpIvGP3jyrlO4/ffjH5yupGO3jyrl2rbqLh+EfnXj/AKr6/wBs9RaxcAu5uRd+nZq0O46bdC7HbhmVw22A8Mj4F1Jyccr1gpbHQUNRUyNqaehZBKwUdW8CRrC0gPZEWuGesHC4dO6XpWS90Vrec9Wvi/Y9tpYJHNBD5auWpY0kdcbIYi74wWk9rr/V1889ZWyunqJQdTjgBrQCGRxsbujjaODQMbyeJJNpBA0NaMbwAN5zwCrALFyt8sXK3y7i5W6WSp2eusdM0zSTW+Z0LIwXOl+59I1sbRvc5wGABxJC515pFBM+/Pnaxxhp6KoE0mO8Y+R0TI43O6pD3xDeOGOPUpdyMcuVLBRw2+8mWM0zGxQVrI3zsfCwBsbJ2RAyNka3DQ5rXBwbk4Pstg3Xlv2bhjL2Vbql2C5sNNTTukeezVIxrGO/Hc1du177d/7crLtrfnpkOfZGgjU2O5uI6wHm3hp98sd8C2btBFq2Jnaf/pl3yWzP5Fy3ypbZz3i4SVsreiYGCGmgDtQhgYXFrS7A1SFznOc7HF2OAC3dcuVuxP2altramQ1brG+iEfclWG90mgMAZ0hi0AdJu1Zx15wpMpuszKbtSPkS5R7c+x0LK6uoqaqpY+45WVVXBDK8U+I4ZcSvBeHQiIl3ttQ6isTZ9p4rjt2wU8kc1LbrXUQwSxPbJFJJJ0L6iWN7SQ4EyMjyDj9jrlxbA5Adp6K23juyvkdFT9x1EOtsUsx6SR8JaNETXO4MdvxjcszPxGZ1N6id88j/AOLtH8GrP6WnW3djf3JUH+71N/ZzFz/zkNtrddai3yW6V0zaeGoZKXQzQ6XSPicwATMbq3MdwWw9m+V6wRbP0lvkqZBVRWeGjfGKSrcBUMomwuYJGxaSOkBGoHHXlalnKtTKcqjHM6tGutr64jdTUsVMwnhrqpOkfj8INpm+9L41vXaHYehrLhRXOfp+6qAsNN0czmRtLJDL30YGHaicHtAwtJc3rlDsVptT4a2ofHVz1Uk8rG0lVKGtDI4Ym9JFEWkaItW47ukK1jt/tpVVV0uFTT1dYynmqpTTtZUVELRTtPRwkRBw6MmNrDjA3k9akykxJlMcZ9uj+dHaO6Nn5ZQMvoainqm446dRppfeEdQ5x/E8SxvND/xHVfxrP/VKJWf2X9n6qxdwV9VKypqbWKWqHcdZJpqJKXopSJGREOxISQ4E9SjPN15S7Pa7VNTXGd8M8lfLO1jaapmHRvp6WMHXDG5o76J4xnO7xha3OW15Tlv9G1dheUbuy9XezTxxxSUEr+5XMLiaiGKTo5i8O4SNLojgcQ8+1K0TztrRWQ3plVLJLNSVlO3uTWcspzAGsqKWMDc1uosl8fTnjpKjlx20bBtPNe6FxkiFxlqI+9dGZ6aRxbLGWyAFmuFz298NxcD1LaPLfyk7LXe0TUrKuTuuIipoi6hrW4qYgcRl5hw1sjHPiJJwOkz96s27iXKZSyubGtyuq+ZoP/CLh/Gjv6nRrlaGQLfnNx5SbParfVwXGd8Ms1c6eNraapnBjNNTx6tUMbgDqjcMHfuWene7n07rJBOXf90l3/hLP6vCoLU+wf8Aiu+YqT8qd5p6293GtpXGSnqJ2vheWPjLmiGJhJZIA5vfNdxA4KMT72uA4lpA98FZy8s5eXaPOQj1bMXQcMNpHZ6+8r6V27sO5e+T7lOtdTa6Kesr7fT1T4GNqYZ6ynglbUR5imJikeHNa57HObkb2uaetQPlj5XrDXWSvoqSpkkqZ2RCJjqSrjDiyohkdl8kQa3vWOO8jguZXSLrlnq9nfLqavZ1VyW7RNuW2V8q43CSnp6BlDSuaQ5roIalmXscDhzHzCaQEcRIFAOdLO2PaqgkecMjobdI89jWV9a5x94ArC827be3WqtrprlK6GOaljijLIJ5y57ZdZGmBji3vesrG84zayhut4jq7fI6anbboKdznwywnpWVFY97dEzWuI0ys34xv8Szct4s3LeP6um+cFb5qjZq7Q07HSy9BHKI2NLnubT1ENRIGNbvc7o4nYA3laF5l1DK+81lWxpNPDbZaeSUDvBNPU0ckcWrgXlkEjsdQHjCmPI9y+0baOGivhlhmp2NiZXNikniqI2ANjMzYWukjn0gAnSWuxqy3OBNL9y87NU8Tnx1T6uTBLYKWnnL3ns6SVjI2HPtnBb7W723/bbvbVnPce11Xa4wRrZRVj3N6w2SSJrD5CYn/FW5eX2AP2WurTw7kY74ksTx8rVx5ynbaVF3uFRX1ADDI0RQQtdqbT07A7ooQ8gajlznF2Bl0jjgAgDoflP5Z9nqyyV9FS1UklTPTdHEw0dZGHPy04L5IQ1vA7yViZTuzMp3bE5HNpW3ayUVVLh9RHphqu0VlKW6nnHsS/EcoHZMFp3nxezsH4l3+e1KMc3HlLprTUVcNwkfHQVUbZA9scs3R1URDWkRxNLsPic4EgfvUa986Db213d1pNtmfOKRtwE+unng090Gh6LHTsbrz0EnDONO/iFblvD9S5S4fqx3NCz9czf4urP51Ophz6D902e/2d4/nWla55ve1FDa72K24SOhpxR1MJe2KWY65DEWDRC1zt+g78Y3KQc6Xb21Xh9odbJnzijbcRPrp6iDQag28xY6eNuvPc8vsc407+IWZZwZlnDTYXMlsui3XK4OBDqusZTMJ++ho4tQc3sHS1UzfLF4gtrs2BoBenX8d0fVB8fQk9O7oOi6FsGgQ4wG4Y13429ak5G+VzZi12G30EtVKKiGF0lQxtDWvxU1EklRMwSNh0uxJK5ocDjDRvwudYNtLs2pZWGsrXSNqW1Zi7tqRE57ZhOY9PSY6IuGnTjGN2MLfKST7b5ySfbofnuWfNFa7iAc09TNSSEcOjqoula5/YA+kwD2y+NTPmxbGi2WKOedojq7lprqkv710cJb+xYXZwWhkJ1lp9i+aQKKcrPK5spc7VNQ91SPc6WknYx9vrg1zqWrhqDG4vg06XsjfGc7sSFSn7YfZPw2b/ltx9XV3jy3tZx5b25g5Y9pai73qsrxHOafV3PRAxSd7RwFzYTgty3WS+Yg8DOR1KFvBBIcC0jcQQQQfGDwXao5w2ynhs3/AC64+rrkzlbvNPW3y511I4yU1TU9JC9zHxlzOjjbkskaHN3tO4gLnlJ53tzzk872je5U5o2nGrx4TKsbrUFujHXq+TT+dXpfmiYeVV9FGepW0ttYrdteVUZXL2O6lJamqzntXYsr3YENQCgjVVQELzStxuUhma0qxfThRragw71lqHgsaISshSbhvWozV5s7ZJZnABpDesqfDZNjWAAanY4qQU1LDE0Yw3d8K+uubQQG8O1Yx6OMnfu4WbWGz+xOpwc7h2dS2RZdnoo2jcFEBtQ2MAAaj4lKtmrs6ZoJBGVvDDGeDGRbbS0NcyWN1HJC2OeSOJ7ZQ/VG5zSNTdI75uG8N3FZ2CLo4mR5LtIwXHdqJJLjjq3k7lQu0wc6Ng9lFJHM7qHeg4bntOV7FQHsDhwPyEHBB98LpXS+GF2lZJJpj1ObGQS4NJbrOeDiDvA3bvGs/sUZRTubI5z2tfiJzyXO04GW6jvLQeGe0jqVnUOGh+cbmk/As7Tv7xoHDSMfAtXwzF62TgtPv5Ma8knpaLeSf2yo6z/B1tfWmtcs+nMvJZtqj7F9w91ofO1Hq6fYuuHutD5yo9XW2Na+61j8PgnCNTfYuuHutD52o9XT7F1w91ofO1Hq62zrX3Wp+HwOEal+xdcPdaHztR6un2Lrh7rQ+dqPV1tsOX0FPw+BwjUf2Lrh7rQ+dqPV0+xdcPdaHztR6utugoXhPw+BwjUf2Lbh7rQ+dqPV18+xdcPdaLztR6uttunC8dOOpX8PgcI1MeS+4e60XnKj1dfG8mFw91ovOVHq624Hr0CFPw+BwjUn2Lbh7rQ+dqPV18PJdcPdaHztR6uttvnaOsKzqLiwdafh8ThGrXcmVeP32i85Uerq1q+T6tY0ky0eB2ST5/oFsWvvrBneFFb9tINDsHqKv4fA4RqfaSo7lf0chDnf6PJH/nDVhjeGHqf8A/SVLbWs6ScnyrCMdvXPLo4tfHEijurR7f4B+dXUF4Y4hu8E9o/Mo41XVtjzKwdrgpOjifHGwbXZZpWhzHRb/bGQfNGVfDZKrPB0HxpPo1MNh7N9yaT2BTGmtTR1Lp8GLPCNRs2HrTwdB8eX6JXEXJ1Xn76m+PL9CtyQUTR1D4FeRwtHYp8GDXxxpdnJhcD9/Secm+gVyzkquHulF5yf6Bbj3Be2OWb0cV+ONOHkouOP22h85UerrD3Tk9rY/ZPpj+K+U/PCFv17lENpKhrTvIT4cThGoIthaxzsAw/Gk+jWWg5Ma/GddKPLJL+SFTOK8RMOchUbvtvFG3cRlX4cU4RBa3YarYcF9N7z5fyxLw/YesxnVTnyPkz/AEa+1u27nS5GdOVkYNtGkYK1+HxS4RFarZ2qa7SQ0+ME4+VquIdlapwz9zHlc7P8xShl+hec7vkWZobrDjqWvw+CcY11LsvUjqZ7xd+irOWzzt4t+DP5lt7umB3YqUlLA7s+RPw2CajTdRSyNG9p+BYqapwcFknwN/SW7qiyxO6m/IsVVbKRH70fAE/C4L2aypO+HDHl/Urk0x8X9/eUzm2WDfYhY+osMg4ZUv8ATYrJii74SrSto9YG7hn5cfmUjntUg6lZyUjx1FTHoTG7a1jPCMS2s9StX0DgpPI09YKouA7F04tbRiSmeO1Uu/HapM+NvYqD6Ziml2wHTO60FR5VmJKJpVs+3jqTS7WkU6uWv7F8bbzlZKgoAd7vgVkRkK7aiRzhvOkeNXVLfHP9kcDsyoeRvVzTBeHLqZX7ea1sey1ULnNyQd44ra2zj4gwaSFzxQylpBC2FsZdZnYG8tG5dej1e+qY1N9srMZXxTR1E0BdLFFKI9JD2OOnPfDvXgYGeG4bll4oWxxtjbnSwYGTlx6yXHrJOT76xEtc04jkc1mksk7479TTqb73BX9PV9JGHjG/IyOBwSMjxbl7HX6YzaPpHNbG1zmMdnUWktLvwSR1eLrWX2KMwieyRznsa4dGXkucAR3zdR3lo3Y7Mqi8jS7O/DXHt4BZmgcOjZjAGhvi6gVpIvA5egVQdO0dYXzupqjS6C+qxdVhU3VqIyeoL4ZQsQ+rKpOqvGoM06oCpuq1hH1oHWreW5tHWhtn3VapPqvGoxPe2jrVhPfexDaYOrB2rz9UWDrUFku0h4ZVF1VI7rKqbTya+sHWFj6naUdRUS0uPEkqrFSk9SaNsnVbRPPDKxk9xmd1kK6itpKu4bUrpNo/LE93Ekq1q7a4tO7qU3htg7FXloGhp8idhzjtbbXtkzhYBrCDvBW79qLQxzzuHFRmo2XaTuCzentuZoDC1ZrZikc6pi3HAcOpSak2VAPBSOx2Nkb2nHBSYFybO2UiDYW+QLOByxFn3MACyGpSrF0Hr0Hq0Dl6a5ZWLrUqkZVswqtGlVaXqt6NhPYFqLau+Pe8hvAFbG2wJ6M4zwK1ZW03FbwjOVR6srZT1lY2Yuce+JKztTSqwmpl07Oe2OjiGVW6IL7IwhedRVV7ZH2K7ilkHBxVi2VXMEqIvG3CYcCVcR36Yccq3YQV76NpQZWk2ld15Cy9NtE08Soi6nCpOhPUg2BHeYz2KsKuJ3YtcBrxwJXptVM3rKI2FIyE9nyK1fboz1BQxt4lHHPwq+pL8etTQy1TYmHgAsZV7Nt6gr2G/N6yrkXhh7E0qMTbNnqWMqdnpR1LYUFZG7sVY9EexTS7rU01qlHUVZyQSA4wVt6ejjIPBYGS2sL8YHFOJyQSKJ3WrmNh6lNa+xtDMgBYmhtJc4hXickHhpDxwrunpSsazbq3j97qviQ/Sr2Nvbf7nV+bh+mXz8+hPqsXp30z0FKTgLZewVMxoAwMrUNDyjW1py6KsPkjgPzzLOW/lftUZyIrh70VP6wr0sON3VxwvpuHa6y0s7Inysy5ksLQ5r3sJY6ZoLXaCNTd548MlZURtawMYA1jQGtaNwAHABafl5drU7DTBcCwAHHRU2S4HIJ/ZHVgYVSDl6tWnD4LiSCcHoqY7urJ7p4r1co6ca2DtE6UtaxjnMDs6y04cRu73I4DfvWHO0rqJrIZZHya8ujDiXPa0YBGTv0Z4DxFRGp5dLQ4Y6C4e/DTesqH3blItss7peird53ao4cgDgP27cPEtc8fZxrac22UrntwDglTC03AvjDicHyrn4cpVt3YirMj/RwY/plkqXliomNx0db5uD6dTnica3w+uaOtW0t1YOsLSEnLFRn97rfNw/TqieVmgPGOtP8AJwfTpyxONbonvo6irGe+E8FqT7K1u9yrfNwfTr03lXtvuVb5uD6dOUTjWzZLnIVRMzz1la8bys2z3Ku81T+sKtHyu2ofvVf5qn9YV5Y+zjU9EZPjVeKlJ6lBYuWWzjjDcfM03rKu4uW6zD94uXmaX1pOWJxqeQ0J7FfQW3tWvmcu9lH+T3LzNL60qreX2zDhT3PzNL60nyYnCtkw24divYqNoWrPtgLN4Pc/M0vrSfbAWfwe5+ZpfWk5w4VttkLQqgAWoPtgLN7hc/M0vrSfbAWb3C5+ZpfWlOc9nGtwKnUexK1IOcDZvcLn5ml9aR/OBsxGOgufmaX1pTnDjUru0eXq1bEoTV8tlncciC5e/DS+sq2PLNauqG4eapvWFv5J7TjWxWMCqwnDh5VrT7M1r9xuHmqf1hVIuWi0ggmG4+ZpvWVOePs41vu0v70K/Dlo+j5wFmYMGC5+9DS+tK5HOIsvg908xSetrHKNyVukOXtpWlBzibL4PdPMUnra9t5xll8HuvmKT1tZuUa03a1XDDuWjm84+yeD3XzFH62qo5yVi8Hu3mKP1xTcXTbF80lpBWurvENRwsBW84WxvB+4XYfyFH62o1X8s9pe7LYbjj8KKmHzVK3jlGcsUrmhVpNTKKnletR4w1/mqf1hUZeVq1nhFX+/FT+sLpM8fbnxqRzUg3qylpFgZOVS2n96rfNwfTq3fym24/vVZ5uD6dXnj7XjUg7kX1sGFHDyl2/3Os83B9MqZ5SaD3Or83D9Mpzx9nGpYMr22QqHu5SKD3Or83D9MvH2RaH3Or83D9Mpzns41NhKvutQf7ItD7nVfEh+mXz7ItF7nVfEi+lTnPa8anQevpIKgZ5RKL3Oq+JF9Kvo5RaP3Oq+JF9KnyRONTWRgXnoAoaOUej9zqviRfSr2OUii9zqviRfSp8kOFSqSArxof1EqMHlIofc6v4kP0y+DlHofc6v4kP0yvyYnCpZFPK3rVZt0lChx5SKD3Or+JD9MvLuUWgP71V+bh+mTnj7TjU9jvbsb8qpQXPv8la8PKFQe51fm4fpl4+yBQ9UdX8SH6ZXnj7ONberbmwx43KnY525JWpncolHw0VXxIvpV7puUmkZwZVfEi+lTnj7ONasREXjegREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREH/2Q==" width="608px" alt="rena pl opinie"/></p>
<p>
<p>Nasz sklep internetowy oferuje Państwu największy wybór karniszy w cenach producenta.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/f_kmSepuMqo' frameborder='0' alt='rena pl opinie' allowfullscreen></iframe></div>
</p>
<p>
<h2>Opinie o Rena Polska Sp. z o.o. w Wykroty</h2>
</p>
<p>
<p>Praca zdalna jest udzielana po wypisaniu wniosku i zgodzie kierownika. Pula dni pracy zdalnej to 24 w ciągu roku. Jako ferezer praca na 2 zmiany, bez języka i wyjazdów. Jako operator frezarki CNC praca na 3 zmiany też bez języka i wyjazdów. Jesteśmy firmą, która od 2005 roku zajmuje się sprzedażą artykułów wyposażenia mieszkań. Naszą specjalnością są rolety i karnisze wraz z dodatkami.</p>
</p>
<p>
<p>Wspólnie zadbajmy o sens merytorycznych opinii. Pytali z rysunku technicznego i suwmiarki. A tak to standardowo ile <a href="https://www.forexdemo.info/metoda-waikoffa-w-handlu/">Metoda Waikoffa w handlu</a> chcę zarabiać, co wiem o firmie, skąd wiem, że szukają do pracy. Poniżej zobaczysz opinie byłych oraz obecnych pracowników o firmie Rena Polska Sp. Zobaczysz tutaj też opinie kandydatów do pracy w Rena Polska Sp. O przebiegu rozmowy kwalifikacyjnej.</p>
</p>
<p>
<p>Dane zostaną udostępnione pracodawcy po uzyskaniu przez niego dostępu do usługi GoWhistle (w tym darmowej wersji systemu). Czyli wszyscy od początku umowy o pracę? A jak ktoś jest na okresie próbnym to też ma w tym czasie normalną umowę? Może wiesz na jaki czas zazwyczaj firma proponuje ludziom te pierwsze umowy? Chciałbym dostać umowę na rok i nie wiem po jakim czasie mogę się tego spodziewać.</p>
</p>
<p>
<h2>Rolety Thermo</h2>
</p>
<p>
<p>Hurtowe ceny dostępne dla Klientów kupujących nawet pojedyncze egzemplarze sprawiają, że nasza pozycja rynkowa wciąż się umacnia. Dzięki temu cały czas wprowadzamy nowe kategorie produktów&nbsp;w równie atrakcyjnych cenach. Zadbaj o kulturę pozytywnego <a href="https://www.forexeconomic.net/wiekszosc-nowych-oplat-za-zgloszenie-biznesowe-w-kalifornii-kosztuje-teraz-0-usd-bezplatne/">Większość nowych opłat za zgłoszenie biznesowe w Kalifornii kosztuje teraz 0 USD (bezpłatne)</a> feedbacku, nie pisz tylko negatywnych informacji o Pracodawcy, zwróć uwagę na stosowne aspekty i realia w swojej opinii. Wszystkie oceny są wartościowe.</p>
</p>
<p>
<h2>Dzięki nam, Twój sygnał dotrze do Pracodawcy!</h2>
</p>
<p>
<ol>
<li>Dane przetwarzane są w celu umożliwienia zgłoszenia nieprawidłowości.</li>
<li>Dzięki nam będziesz miał gwarancję, że firma otrzyma Twoją informację o chęci zgłoszenia sygnału.</li>
<li>Zadbaj o kulturę pozytywnego feedbacku, nie pisz tylko negatywnych informacji o Pracodawcy, zwróć uwagę na stosowne aspekty i realia w swojej opinii.</li>
<li>Dane osobowe przetwarzane są w celu utrzymania konta w serwisie (na podstawie art. 6 ust. 1 lit. b) RODO &#8211; wykonanie umowy).</li>
</ol>
<p>
<p>Dzięki nam będziesz miał gwarancję, że firma otrzyma Twoją informację o chęci zgłoszenia sygnału. Praca w tygodniu musi wynosić 40h jeżeli np. Nadrobisz po pół godziny od pon do czw to w piątek masz 2 h na + i możesz wyjść 2 h szybciej z pracy.</p>
</p>
<p>
<h2>Najnowsze opinie pracowników, klientów i kandydatów do pracy o Rena Polska Sp. z o.o. w Wykroty</h2>
</p>
<p>
<p>Administratorem danych jest GoWork.pl Serwis Pracy sp. Dane osobowe przetwarzane są w celu przedstawienia informacji handlowej w odpowiedzi na złożone zapytanie tj. Marketingu bezpośredniego (na podstawie art. 6 ust. 1 lit. f) RODO – prawnie uzasadniony cel tj. Więcej informacji na temat przetwarzania danych znajduje się w Regulaminie.</p>
</p>
<p><img 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Y3/7LSLiwozOAxy2mJhRl193RP7TwEAaOMQowDQltTV1YgFPMMlb2ahlroF03h7aF11zdXwH1YMnWrbc9SygeNJbpKvqdHQMbPcx86i5iFZfUUOZ4vJNj1HLOk6zNF8kuc021NBB3kJqSWaQn3j7/ZhampqfqCF2n2+XiEVsZmphgn7Cn2T/hG2rf+d1lWl8nN5bKpHs9WKJ/mfAgDQliFGAaDNaGpqUsmkbEYKj8PIz8sxPkMeywqLj24MMKxUP8bRbCKJTvdRM9aMnb2ampY0bYVh1U/7vmMWfmZl03PU1plLv/fby45Prqmq/t2tn/cvtLf8p8isr6+TS4QcanyUkZOlbmr+J+uGksZVysQ8djo5SkuKWlpaMLseAAAxCgBtgDHaCgs0XGYql0XPVlEji8aULMjND7JdtbCLlcOA8Y5mX7gNm7ZmzKx14+asHjXTefBk4xad1j1GrBo144T39vSI+Kqy8n92DnV1tTKJkNpr9H9YN7SutkaYQU1mEgsydI0N/+xMAACeJYhRAGgbGhvqScBxWWkSYUZ9Xa2xBUs02l3L1i3+fIiT+SQnC2r5+jVjZ7uN+NrF4kunwZPs+owhJeoxZcmVo9/nK37bBol80dz0eClp/HU11dViYaZxXnxhQf7j/gnGfNVq8nhsOjnyc7Mf9xMAAJ49iFEAeNoZZ6dr8/NaK1DbulpnVXl56Lpti7pYOZpPcraYvHr0zLXj5rgOm7LcfOLSfuNseozYMGnh1aM/lBUUt36KYRnS//HKeFVlhSiTy2GmCjI5lRVlLY9/qV2v00lFfPK3CHjsqqqKf/AJAADPEsQoALQBjY2NEmEmm5Eilwh0jdR8dvJ4OfTkgi6Wywd94WL1lfvoWWvGzF5h9ZWj2Rd2vUeTJ7/z212cb1h/tKmp5YnWXmlxEZ/LJCejlEt1hk2eHr0mja8sLy0lVc1lpSvlEoQoADznEKMA0AaUl5VxmNSen8Z5SwQnLtmh//il/ca6WH7lTm2nNGvFkCnLzb6w7j5s9aiZydcjWwzlRy359ARrz1COTU363GwVi56cyWWWlZW0/KOhTbVKTg30sumlJcX/7BMAAJ4NiFEAaAM0+bkseoogg11dVUm+LcrL3/y1rXX3Ec4Wk91GTFszbo7r0KmOZhMXdx1Kvs5ITG8xDJ02P84+SY/o/s2jVSI+j5WenK1WNDXr/8kn1FSTP4f0qEIqIsn8xM8TAKCtQIwCwNOO1FuWSsGmp4gFPPJtbVXN8c0hpDtJia6wmkLqc+WI6U7mkxZ3H75m7Gx2bCJ5ja6h8bF27Hx05GPramsKtPkSYSaHkSIScI19/A+GNnOz1dSeTBxGVWXFv3CmAABtA2IUAJ52pPNUCmp5UYlEQL6N+fmKTc8Rywd94Wzx5Zpxs9xHzyRf2PYcudx80t2LN1oMM4T+javeJENJd2arFfwMDsHNyMzgsrnMtMLCgpZ/FKM11VU8NoPHpmsM9x7gSj0APJ8QowDwtCOVRhKQzUhVKCRiBmfVyOn2fcY4W35FvlgzdrbzkK8c+o+z7zv2wsETLYYNmZ7cmGjrNkt6vb6qolytkGVw6NS691ymIO2mMOEnPjuFy2ZIBBk11dUtj1+TOl2jiM/lMNOVCuk/eDsAwLMBMQoAbYA2P5fLTuMy0/e6eC7pNtTZ8ssVQ6asHTfbbdi05WYTl3QbtttpQ3khNZdIr9P97ac9OpK21VUVOWpFBpfJphaWovMzM8Upl6VHR8p2fiC5ujWTR61gn5OlbDKk5GMFpa6xQcTncVlpKrnkcd8LAPDMQIwCQBtQWVHOz2Alx8VsmLzAod9Y1yFT146dvWrEdGfLyTa9Rq77Yr6IwWkxTlr6X5Ku9b2tWVldXZWrVmbymGxGKo/DEHDSJTyWkhmlODZO5EETe9EUB3qIE05xuFxhBuP+iqF/uY7pg+dbv2huLirU8FhpGax0bT4u0wPA8wsxCgBtgF7XKJeKSBRe/+G098ylK6y+WjN2lovFl/Z9xiztN/baiTMt1KSlhv+t5+6/t1lfV1udn5cjyGCzmWlcNp3PZYnZydmMuAJeavadEInfS6Jt7SW73lEf6i6/tDKTQ+ewGDlqmV7/26T45vvuf/O739TY2FhYXMrnCzkspoDHrKut/R9OGwCgbUOMAsDTzphypcWFPDZdLhfFXb3uM2+569CpywaOX9J9WOg6v5qKKmpMUv8PFkj6XSeSr+vqG7SFpSKhgE2n7gfN5DKlnLRs1l0NI1LLitUy7ihPThdupkkCXlDs75oVbq46PlIU/yM3U5TBTsvLUdXX1/3VHaskVRsa6quqKgq1uTKJgBtzJvNakJARX1xa3tLyr0z8BwBoExCjANA2kJhTSsVcZppIwDnmFWTdY/jibkN3LF2rzaKucT9eiRr2F215+NJ5UzO1YFN+riiTwYn7iZMen8llizmpKva9fGZMISNCQ4/QcO7lRR+RBL8j8qZJQ95Uh5mpjlmpjvSWn13Cp8dxM4RcVppYwMnLUZaVFFZXVdTWVNVWV1ZXlleUlxRp83LUcrmET422shhsFlN44iuRF039s02Trs5wPuhRAHhOIUYBoM2orqoUCUiOJu9asXHhZ1bBNiuzRHLyvL7xESctNbf8aTsmvU5XVVmen6MSZbKpBZsueot2fCr+eZmSnahhRmsZEVpGZD79joYVo2VGq09bC7fQxH4vKPZ1UYdbqcIGq45aqMMGys8tFSZfzczgkU8gn8LlcTMyePxMHj+Dl5nBzeByyVNsNpfN4fG43EwOU5RyRXZ4kJh81Nb2hZGe1MhoU+OT/t8CAGgbEKMA0GY0NzcXFxVyWenXT535IXiPSiBuMaxv/7dv+8Pe9ORzdLpGkraFWo1aLuZz6Gw2i5sh4Asl0p/sxZtpkqDX8uNOaNnxmvQ7Gkakhn5Hy7mXf+9HCelUb1rW7reywy3Ux4aqwy1V4Raqo4PVof2UJyfLbgXIWFECbjqPRaf6k8MmB4/LzmAzM9mpQnaiJO2aNHKv7OIq1fdTVEcHSYNfEmyliXw7V/LOUqeFfZgA4LmEGAWAtsS4L7xQmCnPyikpr2hoaGh5aLbQnz38Xr1OV1tdU15apMlVK6RCIZ/NYTHYbDYvgy9gJYvvnVNF7cr9xVbk31G0taPqp6Uazj0N4w51gZ4RpWHHZ11wE5N29HuBHfSJaH8f5YFuyiP9VeHU4Kgq3Ep1pB9J0uzT01XnbOUXVsh+3Sy9sU16favs6mb5JXfFz/bKM3Ozvp+kDh2oPtRDTb3RQnmgh8S/k3ArTXmwd0Ox1PDnoUcB4LmDGAWANoS6t1Kv0+cIk7m/+mcknM/Jya6vr//LVzc3NTY21lRXl5cWF2iysxQiCZ+TyWVy2Ew2i8HhsDM56RJmpDT+G8XFFepvx2YdG5wVbikNeoVEp2x/Hy39lmFY9LaWHZ+fekl+0FzqTWNte/nWutfpXi9KfNtLgl5XHulLjY+GmZMeVR61VB7uqz7US32kjzqsvyp0ADnUof3V5DWHe5FDdaSvoVyHUvF61EJ9zFKx+0OxL03k3U5zzYU646aGP99IAADwbEOMAkCb0dxMDRw2lmfnnP5a6N2R/908LiNZJuaXl5boGnV6vV6n0zU01NfUVJH6LNTk5WUrVTKhOJOVwaZz2Gw2N4PD5fK4LD47SZxyRXJnt/zSKtWZOVnHh6j3fy7f+Y7iQA/SiPLd74u8aZKAV3Ij9mrZCfnpt7ScxJzb2yWBnSU+HThbX8zc2i4nuJ0soINwG02+6z11uAV182iYGXmv8thQ5bFhhty0pLrzqCX1xbEhKvLkseGqY0MNTw6+f1iow8ykwa+JSPvu/Lg2O5n6G/W4eRQAni+IUQBoIwzX3JvqK/MvLeNvokm3dZCcWpiRKWSzGHxOmlIqUstFSqlAJsoQZbIzeUwui86ip7KYbA5PwOWwM+nxguSr4rhvpZfXyE5+KQ8fog4dpD7US3W4typ0oDTkTZFve0lAZ9WRPurDvUU+NPG29qof52m5yfn021pWXNYZW1KoooDO8oCOSn/aJZf2N1Z1UgXQxMFvqI4OIrmpPmZluGRvbjgM1+5/d5g/9KMHhzlJVeWBbmLf9sIt7bU33Ki/kprJhMFRAHiOIEYBoO1obipLDaXms/t2Uux6W31mjjQmNJOTwuVlsllsNpvD4lCThjgcHpeatM6QCNhSZqQk+ojk6mb5Tzaq7ycrD/eR+b8g2UqT+NBku95TH7WkRivDBkj8O4p9aWIfmiToJdXhPtKQ10h6yg/21aReMVyjv6o8OpbvQX5vZ6UP7ZL7BwumTzjs3DsngCYKep1kpfJQL+W+z6jFnsItfp+bf3tYZFGDo68LvWjy/b0biql9QVuanuSOpgAATznEKAC0GQ0lMtmuj0mMSoNeVh3upz46SHXUTPGLoyz2mDDpgiDpgjjhlDg6VHIzSHZlPXk+68rK7LNzycuUh3tlhfZT7ftQ6ttevI0m8qGJfDuIfNsr9n6iPmahCjOXBr5ESlRs+Kl059vyPR+KSLD6v5p7I0CbQdekXVOfWiL0pilCXr+7c9SGNW5L3PwPec7h+3SSBbwoP9hTGvIWiVflga7U/aOPF6OD1dTg6OciclZbO5cm7W7B4CgAPGcQowDQFlDLM+lL7u0SeBp2P9rzqSp8CClRVejArMN91ceGqU5OVH33heqbMdTz1JO91Yd7GK7C96UmEoUPVocOlAa/JvZpJ/alyUJep4ZCfaiPUh/ppzpmKdvxNjUy6tuOOvzay3e9K/LvJPJurzq9SEvNqY/IS/wp/4aX4pr/4b27ndy3rd8SErx5RdrWd1X+NGHga1L/ztR9nzveVB81Do6aP0aPkteHDpAEvCTaQss6OZr8mc1NeqyBDwDPD8QoADz9DHeLNlSrvx0n3EyThrxm6EvDGKRhWrrqyABqAjt19KN+RIqQ+pFl6/2a4ZbqcCvZrvfEvu1JMiqPDs275a/6ZrLYpwPpUfnOd7OOWSmoGzepGJX4UU9Kg14meUpeLD/QNz/5spYVm8+IKslMlSTHbN++x3XlWs9tO/18vGK3fp7lT+OTz/FrT70r8FX1kYGGwdHHiVHDScp3fSDcQpPt/KBWnUj9wbhSDwDPDcQoADz1DMOEuopc2f6uwi3t5Lvf/9PoI1WcrcfR+w1q/JFh007Fge6SgBeo+zIPDtTcO13AS81PuSTd35u6Fu/XQbG/mzrMXOLfifQo+VZCytKvo5TE6Daa2P/13Kj9Wk5SXuqNIk60LOHazqDtzis3bNgc4L5+yy8egxT+NBH1xg7U9f3Al9Qkix87RqluVh7qQS1iurWDYUOmlmZ9Pa7UA8BzAjEKAE+7ZkOM1uexZDveE3q3l+/7mJq6bhz+/JvDXG0IU9mOd0Xb2ot9X8y9GVTATdGk36ZWa7oVLAnoTBJQEtBJeaSvfOcHVH0GvEBdzacytJPIp51oWyf1ueVabkJ++u0CZlQ+I/LHY2HLXTe4uXu4bfA/5Ttd6kMTedFEvtTIqDjwJWph0WP/KEbDBkgCXxZ60rJ/nNSsb2jBlXoAeG4gRgHgaWeM0WrJLUnAi+JtHZT7P1NTU+AfIUbDzNThVspDfcRBLwu30BThY7SGdZo06beoHT7ZCeqfHYwX66Uhryn2dRH5dhD7dpAd6CPZ/ZloK03s11HsTZMfMqd2YGJGaRh3ClnR0oTrd87/eP30N3FXLwnvnFQdGyvb00O+r6vIhyYJfEkd+o9GRqlpTBbyXe+Tk5Tv+rhGHk391foGU//HAwD8f0CMAsDTzhij5cyT1FV1307K/Z+rjw15tBilFvIklSn27STeSsv5dYuWfVfDjNQwIgxHZH76LeXxcWKqO9vLQt6SBr0s8qLJDg5QnbWlRjr9XxRto0l2fahJ+kXDitXQb5O3FLCiCtnRBazIQnZMATMiP+l8ftxxxbHR1BuDX6N2+/xHMUqd54Gu1NAsNad+H/VX6+pbmnGlHgCefYhRAHjaUTHa3FQcHyLwoEkCO6sO9FCHP+JleguShvJd71MVG/RGfuwJLTtRQ79DbfJJjvTbVGImnZfv7yPa2k7s31ES+BI1h4la0clP/eNc4WYaVYeBb+dEHtKwEzSG3UHz6REaeoSWfMGIyE+/qeUmaZkxivBR1Myq4Nf/hxi1UB0ZKPV/SbSZln/RppmaU68z7jgFAPBsQ4wCwNOOWtapSae94c7fSJOGvKo43Ff1SMFnTgpPfdRctuMtoRdNtq93fuJPWqop78cote/8LfJMbswRScjbhrmr+x8AACAASURBVPtEXxT7dRB5tVOftdfSbyqPjycxKt3bPT/xZw2zdWTU0KNUkuZTOUveHqdJv6k4OpyaCx/yhjrs4Rh9tCQ1rpNPnepg2fY3SdQqjwxoLJG3YGtQAHg+IEYB4ClHXapu1tflnpnJ96BJt7+pChv0+x3e/zpGjxoL7y2qFEOH5Kdc0rLu/i5GGYZhTl5K9o0AsX8nahVSvw6SbTTZgb6atFt56bdzbu3Mi/tGy4whL3voXfcPEqPUB95UhA0jESnb/ja1xSi1VT3VwVnHrB7tPC3uP1oo9n5KTlUS+GGV9HYLYhQAng+IUQB4uhnum9RX5ZPIo4Jv59uPPF3dODI6WL7jbeqGzr09NElntex7v49R4/2jURrO3ewLK6mL8r7thNs6SANfKkr+rkTMKhGkFGYk/ecSbR0ZvatJu64IHWKMUVXoIGpZ02ODlQe6yne9rz7S37DU1KPeNqo83Js6h22dSxKxFRMAPC8QowDwdDOu61TAl+38QOTdTrbjXWr20qPflBluQe3tua2dOKBzTvQRLSfxTzFKDvJMlJYVl33OId2z6zWXifHrh/JP78y8dIZ/4aQq5lIRJ8Y44en3R5QhRuOpGD0yROhJk+14WxU2UH18qPIgtawptbv93o9U4YMfbXzUsEp/WH9JQCfhFlreResW49L3WOAJAJ51iFEAeLoZaqxGnSz26yjyaS/f9WHWo8domDlVriQN/V8UetGUZxZqeIlaVsyDuz9/Nz7KitHSb99Y7/LDYvuzS5f/7LDsJweHs0vtL7uvzPjpm0JubH56xP17RiOoaUyMqHz6LS3nribtqvywpWFk9C1V6CD1MUtpyBtiH5rIh6bY88Fjxag6zEy2/Q2BB019fFhTfSU1KtyEGAWAZxxiFACebobL9DXyKMMCTB0Uez/KOv7oI6OGK/VhA6UhrevYZ93w0XLTNPTov7gHNPLy2jWnliz5yd7ujK3tWXLY2f64cNHFla7yO+eLeHF5qXeKubHlmXdLefHkiyLW7UJeUhHjetZhS7EnTbrzHTX5pYd7SwI6in2pmfjKfZ+1zk961JlM5vLdHwg8afJD/RqKxdSf34QJ9QDwjEOMAsDTzRCj1bIIkRepyY7yPR8/0sgoCTuSoccs1dSjlXJ/V2q3z600SeBr2Tf8CrjJGmb0H6685zMiCljRt7w9Ti+2Pmtvf9bO7oyNDfnijLXNGRtbzuljpcJETfodafyVu+e/vf1j2JUTB38J3XUudO9PYftvBoznbaEpdryZdXyYYu/HVPj6djCMjH6sPj5URZ3wo81kolZF/YxaJWrHJ9WYwwQAzwfEKAA83R6MjHpTI6NUjB63oqar/90Qo2LPR7KQ10mGGnrUUrb7Q7Ffe/IhkoDOWZfcqcvrrHgNvXVCvWGppogCdnSkn/epxUtIif5sb39hhQv54rS1zS0vD1XMlWJeHOP66RCPNRuWL13rYLvGzsbdznqt/UJX26VeTotiPd5TBLRTHOwl2/4WiVFqA6dtNEnQi4pd7yn3db2/TejfTWYKt1Qe7C4k0ez3UmnS3hbEKAA8BxCjAPB0M94zqoqjtkTy7SDf/bf3jJqrwq0UB3tK/F+ghkL9OyoOdFMdtaKm1e/+QOzbXrytHXlUfj9Pk3KpgH23mBtTzLtbyIk1xmhMsM/pJdZnbGwvuK0Q3/hJfue87Na5nKQbZZkJ+fTIk7sD1jnY+bi7+a9zD/HcsMPLc7f3xt2+fueO7sjYbyElAer/ErU4lN8LqqODJP6vCTcbktS/kzSwMzW96XAf9X8fIg23VB3qQ94u3ELT3lzVgk1BAeA5gBgFgKebIUbrstMkAZ0NE5je/7vZ9Oat1+X92lPp6UOTBr+iChtACjXrqKXywOfUBvc+7YVbaYqDfSXXdsSd/+7upTMZcdc0zKgiXlzS4V2nFi0+Y21zwdUl697VQm5sMS82O+22MPZy4sXvQzzWbVhuf+LAXqVEUpifV1RYUFFeVlNZ3tzSUqu+qzjYm9QnfyNNGTa0Pp9TknJIFT5YGvKm0KsTdY+BD00S0FF1sOd/u2RPYjR0oCzoNYEHLffnmdTf3qTHhHoAeLYhRgHg6WZIsYYisXzvJ0Jvmnznu4bF5P82RrtJ/DpQU9p924l8ybveI5GnOtKfRCppUxKpAp920i20mM1d1i+zXe+4LHDjmnNhe0l0yu+c/8Vp+anFS+J2+hdQO9FHJ1384Yi/d9CG1T7uKz2cHTY62sfdvkVOqemhee7GfTvrNVzt9ZV5F5bU5qQan9fXltQq75alhmZ//4XYr6N4G42EpvoP9xgYbm9tLdRwS8OWUe9QE+q/GdFYmUd9SpPu//9/HQDg/w1iFACebsZF76u16nDD8kk731If/S+L3lNzgNTHhyn2d6V2mSc96ttB6EVNbJf4dyTfirbShFtoAk8af0s75e53E8MdAjeu81rh6O3ksNHe5uqJA0WcGPHNn3g/f5ubcquYG8eLOB+wbvXaZfZUhi5fSsr1QIBvbnYWOSVdY+Pv1qMnPdrc/Ns5U4OautYnm5ua68rVxyxJTJNzUIX2/21w9Jhl1lEzdZhZ6yai1Cr9FrLdH5AYJfXcUMBvaV36HgDgmYUYBYCnnHE70Prcn2YKNtGk29+gxjj/45VuqucsyE/VR/rId79LLZC0p3tRlIcy1IK/kSb0bCfwbC/w6iTb8X72d+MLY30aCgWN+ub8rCxmbNR2r00bHB2+9dtSkH67lBdbwo0tZkWVcWOjfwj1cHTwdnMO3RkccfVyYnRkoVZDnU/zf9oYiaSncZn61p8aklTfSI6mxtrsH74QUXOw2ikP971//paqw32kwa9IAl5SHuxOelR5dDB5lO/+iJy88mCvuhx6C+YwAcCzDjEKAE87Ku2adAU31pCmpG4APdjLMI5o9nCJUjvCh/aX7X5fGviyyLeDaFtH/lpa7s9LSMXW5dK1N9zyLloX3FxVkri7Rh7VrKszfrDesIpnUnnVuLPnex0I9Qo9rEm7U86MLEmnHmsz4hN+OuG9zNbLwTrq6q/klXq9nmRo039ZiN44Jvoww4sbCoTqsEEiapp8exKgxp3o1aFm5GypiVk+NGnIq6qwwa0xuscQo4d61+UxWzAyCgDPOsQoADztmqm8ay5LDxV5kZjrqNjbhZrDFGb20KV5K2reT8jrom00oTdNtO0Fsd+rOT9Mrtdyqff/6Z5LkpOk8Br1OvLRjJKy969H0a5E0q7HvvZrxMzIqM1xUQHxUQF3o4NTE9dHRswKDFy90jXxDnWfaEN9/X8YE6UC9K93kDf0bpX0jmLvZ9Tsfr8OKsOG9aSe5bvfNy4RQMVo4MvK0IGGwV0z2U5qWFd9YlhjefZ/PH8AgGcJYhQAnnbNhsHF+px02fa3hN7t5bs/UBtWEm1dyCl0IDVj6WBP0qkkRhUHexRcd63MPKevKzW8Wd+sb2zW1Rsfm3S1LdRiSYb7UA0FuVem6nThZufLt1+4eJN26Rbt0u3fHb9G0i7f7n/mwj0htR9Svd64H1Jrej6o0PtfND/40UNnT72lnHlStuNtapknv47q0P6qY0OUh3qLqY2a2reOjAa9rAwjMWqlPNxPEvASidGcn+ZQb8dsegB41iFGAeCpZwi9poYqdfgQwWaaJORVqufCrVRhZvLdH8mCXlXt66I62F3s20m0hVYc5294S1Nzk675wV6arVfPqc9pbGysra2trKqoqKpoaajflinseOHmi1ejzGOTu9yOe+Na1OvXIl+/GkGONwxHp8ukSu+4cAXkvbpm8rm/y80miv6vL9w3G2O0NGG7NOgVKkYDOlP714dbyna+LdrWThLUWRr8qmgrTRr8GrWSf7ilcv/n1K2lPi8UJ2xvwQ2jAPAcQIwCQBtAxaS+oSjSU0BtCtpJsa+L+vgQ5eE+Ev8XDFPUX5DvfEfs+4LIu33J3RDq9br6BwOKzQYt1B2fuqKiAqlImMll8zh0LoeeyWPdZTOWRMe/cjVyVhJjSRpnRgprWiprSgrzyyTml8mMkQlpr1+Pol26OTwuSZqXW16o0RRoy0uKy8tKy0tLSooKNXm5udlqTV5OaUlRbW3NH6u0uTVGi2K2SQI6kRgl0akOt1Ae7EXtF7q1vXHneqEnTbbzHfUxK9Kp0pDXSXArDvRpNEylx970APDMQ4wCQFtgqMn6nFSxf0eRTwfZ9jezwi2pK9qBnUV+7cT+7SWBncT+Lwq9aIW31hpuCdVTBzUw2VqiDfX1WSo5h5XKTE9m0VPYjFRy0OnJclbaqaTE13+981504qBE+vCE1FHxyaPiU4bGJptH3+t2K7bT5TvtLt+2S0wV8TlpKQmM9GTqvXRykA9JYaaTI4kc5Ek+j5WXm9XY0PC70zbUZHGsL2lo0VaafMc7qqPm5PxF3jTpjjdLE3cpQwdQS1btel99fKhi32ckWMlfUXB9RYtx6tJ/uRsVAOCZgBgFgDajqb4y54evBJtp0oAXlId6q8PMJYEvibbRqCVF/TtIg17me9ByTs9oqjXeLUoNUhpLtLamWiYWkgwl7Sji8/JysgoLNFptviYvR6yQzYtNoN2IeeXYqVf3HaduG70WSd0qejWCdjWSdvtux5+v9nXc6OEdImAxZXIhl5nOZdEzOIxMLiuTyyQBSj5QkMHmstJZ9GRmWpJSLtXpHlxbbx0ZLUveLw54kcSoYvfHin3UGqiiLTTNZfv63HRJ4Muibe3lez5Sh5lJAl8UbKHJ9/So13AMfwGmLgHAsw8xCgBthGGIsDLjZ6EXTezXUbbj3axwC0nQa6TwxH4dxH7txYEvCj1p8oPmpSp6TZ2utrqioa6usaG+srxMLMhgGkY05VJxdXXVwx9Zr9Od0hSN2H98mtWUOQPGf7Iz9LVLt944f+3Nn6++febypz/9OtZ7p+37A5a8NyDI3l2RKahvqC8pLiouKijQ5JeXldbUVJPSra2uLikulIoFHGY6+UVFhQW/nbZxNn3meWngKyJvEpofSkNeNdw8+lpjkahGHkPdZhD4kuqYlWLfZ9Sftq1z6T3DnQb6egyLAsDzADEKAG2Eocx05Wp12GCBZ+uCo7Kd71G7KwV0kvi2I4Uq2UYTB73Du3WAwxMIeAyZSCCXijK5TGOJqhTSxsaGlvt3kVIzjwyz4yV3U1ZbTF70dh/r9wcummI922HtbNtV861X2S50WTnNZu3Y2UsHTpj7mdXXb/TeMt1OxqFmMpEYFWZyC7Ua40x/4/grCVORIIORlqiQSYy/iGIY3ayWR0iDXzNMVHpV4t9JsJmmuUZdiK8UXBZuJk++rjpqLg7ozN9Eyzk9rbmhkrrHoBnDogDwXECMAkBbYVw9qaks5bDQkyb2e0G28235rg9JjEqDXpFvf1vs21Hk2168jZZ51onFYjPSkugpd9NTEphpSVw2PS8nS6/TPfiYlvsFmSWSug2fPvOd/gt7jFhu9dWGUTPcB05Y/rmVS88Ra62+XD9y+qoR0+36jbXrPXpJj2FTXu2+bsJcGZevLcxLvhvDSk/R5uc2GxafMk5dyslSkvAVZHDqamtbz9oQo1WSm9Kg10Q+VDeLvGjyPZ80lsrJ+yr5lwwjo50lfi8KNtIUB/s3aDMN78IkegB4XiBGAeD/lXFK0Z+X43y0N1PBpytTZ3833jA4+qp836fUovFB78pPjBUHvSXyaS/ypKnPzi/QanJyclRysUomyVYpSouLmgyDoMYANT42NjZotXkhdqtmvNNvUffhdr1HOZp94Tp6xuK+Y+Z0sZr7+RCbgePdxs5aOWrGxi8XLOkx3Kb3CNs+o79+o7fPXMdshVKhENNTEvg8dmVFeYthjSfymJ+bzaKn8DNYtbU1LcY7CwyX6WuzUyQBb4i8aaKtnURb25UxvjH+QXUarnT72yRDqRn0B/tXyyKoZ7GcEwA8TxCjAPDvIuWn0+mojTSbmvSN9bqGel1jo66hTq/7B8nVOjW+RhYpCXxZ7NdZtud9iW9Hsf/bop+Wig4PF2+hiQI7F8cHG15K+pP8Zl3zQzOZHnxKk75JW5B3+dvvF3axWtjFkpSo2/Cvt8ywdxgwbtHnVos+H0KeJ4/LBo5fOfzrn3aHHd3ov6jLEIeBE+Z/akGOyB8vNOgbuMx0ZlpSlkppvNyvb9KrFFLyjIjPq68zjow2G5c4bWqsyTk1VehJE3q10151ofYjNS4CpdeVJh9Qf/NF/iX7GlUc9QZ9wz8sdQCAtgkxCgD/ogfXr5vv++1Hhts2H3uOjnFoU1dXcMdD4EGTBL1MbWK0rZ3grFPm7f2igLckXu3K0kNbDMvFP8jQP/xe8lhZXiYUcHet2LjgE4vFXYcuGzTed77zfhdPm54jyLekRI2P5Fsns4nb7dwjfvhl7bg5ywdOsOs7Zvpbfb7xplakVyvl6SkJIgGvprq6vq4uS63I5DK4rDRBBjs3W1VbW/3wOTcUCovjA0tS9utqigxbNd3frqlZr6vKa2o0xCumzwPA8wcxCgD/FmOG6nSN+dnq4oICkl0FKgE39kL6tZOsiDOlGrXhNfr/sNv7f2dIzMZiqeqImdCTJgmmJqcLTtlyOZzM087SXZ+XcM7oqVfpW/5UwMYdOwmVUs5mpm6YvGDOh+Y2PUasGjl94+RFrkOnLu03blHXoYs+H0KOBYZBU4f+Y1eN+Np/oSupVdchU+36jJ76Wo+D7lvJZxUXFjDTk3gchlolFwkzWNQ0qTQWPYVJp5YyFfA5VVUV939t85//hN99Tc5J34gxUQB4DiFGAeBfYbxyXV1ZeefKpR1ensf377/27Z5Dy0Z7jnxr07BXPEe/GeoyVslNbDFuPf94Pdq6E3yV6Lo0+F3+BprE782s2B0ZQhnr3g1h0gWFmKtSKgs0+brGP98JYLjKX13Fz+Ck3Yt3GzV99nuDlvYdt37CvJXDv142aIJt71HzP7M0XLtvPRZ1HbJi6LS14+esmzDXddjX5JlZ7w34MfgA+ZyS4iIOM43LSuMwUhlpiSRGMzhMhUwkFQsyuAx6SoJCJta3bmdPLRpKDdZS69g3/fGUmrEBPQA8vxCjAPDkGQcj62qqL/343aZldj4rnTxXOK+ZO2HV4JfW9Kets2y/1qz9ip60nQsGqDJTWow9+pi/wfAuXSX/Ys6ZGSV3A3U1JTk5OSxGOidDwGbR05MTWPTUstKSFsMArWFL+d+mLmnyc7is9LSEu64jps3/eLBd71FOgyc5DBhv02vk/E8GL+46dEn3YQs+szSOj87/1GJJt2GrRkxfNWqGXb8x8z+xmPuR+S8HTpDPKS0u5rLoHFYaqU/SnbnZ6ory8sbGhrraapGAy0xPkggzflvjqeWhS/MAAHAfYhQAnrAHV8aTYyLWOdicPbBDkXj9fOgejxVOfkvG7JjdJWhmF5+Jb3mOfNGlOy3UeUKZNpu8WNfY2KR/zDsmqRHSpqaG6iZdHfmutLSExUjmMFMyuAw+j0XqsKam+o/vMJyYTCxk01MyOAyvOfYz3+m/6HPq9lBDZZqR7nS2mGzdc4R1j+ErR02f94n5oq5DSKEu7TfW0Xzioi5UoU5/s88+V0/SuJWVFSRq2YzUwgJNIzn/+0O85EwEfA6J0YICzWPfhAAA8JxBjALAE2a8VVSTk7Vji8fW1a6cqCsNsrR7F7/zXrM6cIX1niVm2+d2D5nTy3vC65uGv+DWmxZ7es+DmUZN9y9qPypj6hkeiwq1TMOF8sICbV1drXFPzvra2qLCgvy8XPKkcdd4cnpiQSZ5ZSaPmXgr0m3Y13PeH7SoCzUI6jBgvNvwr12HTpn/8WDy9fEtwc5WX835YNDibsPmfzp4wScWpFnt+oya9W7/1WNmKfmihsZ6LjONRU8uKtI++MPr62qlYkFqQtzBDVu/8dlVUVLW8vu5/AAA8DDEKAA8SQ+GRe9GRqxYNGe/r5ck/le9ih5/4TtPN1cfl8U7Fg4Imdll58J+wTO6eE94xa0fbc9ii1wJt7iwqKK8zLAM0mNdsjfecEn9xsICDSM1icdmlJdT/ddQ35CfmyPiZ3BY6Ux6CoeZJhFlGvcCFQsz2PQUNiOlsqIiT64Ktlk99yOzxd2HrRw5ff0X81ysvpz9wcCl/ccxohJObNnx1Uvd7PuOWdKNunDvMGDC+i/mL+kxnBRq/IXr5KPYjFQmPblQm0/dCEDOQ9+kkIiFIu7VU6eXdB825dUeUT9dNv6PoEcBAP4jxCgAPEnGoU2tSrB/vc16Bzv/datvnDzIj71yYof/phUuwS6zdy7oFTK7e8jcXjsX9Pb58t31lh02D+90YNPyff6+h4L92ampjxmjFGPnlZeVcFnpXHa6VMzPzlJKRXzyNT0tiUVdkU/nMFNZ9GSRILOutkYmEZKIJM9XV1FtuneFx/S3+lr3Grlq1Iy1Y2c7W0ye8+EgEqDyDJGIzln4+ZAFn1o6DJzgNnSa+5hZGyYusO8/duprPU5u3VVbWyPgc9JT7hUVUiOjNdXVapWcnZ7C4zKSoiI3TFowuXPXvc4eNRVVLYhRAIC/gBgFgCfGeLW9qrTwR89Fqwe/6G339eaVbj6rVwSuW7llldtWF7sdS4bsnNstZG7P7eSY1zt4Vjfv8W94fNltk928dcvs1zvY+q1bJeRx/tlv1zfpc7LV58OO+9m6XjxxkpWenHovns9hafNzyktLVXIJKy0pPfmeRMgXZnJ5bDp5gSY/N1emWDtu7sz3+tv1HUNakxyO5hPnfDDIYcB4BU9YXVEZbLNqxtv97PqMWTVy+tpxc1aPnklq9es3e2+YtFDKzVSqpGmJ8WqVLDdXLczkMNOSk+/GZOcoi/Lzfec7f/Vyt62zHSpKSlsQowAAfwExCgBPxoML9OnXv1s3pN0Gi3beX37s67Rgs5uLxwqnrSvsgqxHbJ/dfbuxRMkxp+eOub18bSd7uThsXbXikP+WgA3uG5bZHg4KMG6w+Vj1ZhyRLdYUBFq7jad9dHDd1qxsRUVlWX1dvfFz9Hp9Xm4Wj8PgsNK5jFQuK52ZmiSR8K99f3px9+HzP7FYbvbFmnFzWmP0w4GOZhNVfDF5Y8Llm/M+Nl/QxWq52cQ1Y2evGTPbdciUOR+ZLe465Po3Z7KzFMy0JB6LzmWmMVISuay03NwsCSczdL3vcotJ097ovdtpY01F5eP+OQAAzw/EKAA8GcblmWorS095Wbv2onlNeDVg2kc7Fw0Msh0bZD8peOHg7XN7bJ/Xmzrm9to+t/f2Od2DF1n6rHTauGLFET8vWcLVX48f2OLq4uHkwEhMaPlHMZqvzNoy3W5Sp0/3ungI6ZxsiVzJF6uF0myRTJuVq83OYacmp96N5TDTMjjMDDZTwOeEeQXOfHfAoq5DVwydQlrTfexsJ8NlesfBk1RCCfnMojzNxskLZ73Xf2nfcatGziDB6jZ0mm2vUdNe7xlk7aaWSQV8EreJXGa6UiHJUSmvhH6/auRM5/FTNzrYrZ25gHcvtQXrOQEA/DXEKAA8Gc3NVA5WFOWFr5y02ozmM+md7bO77yABOqfrjtmf7yTHnG47ZnfdTo453ahh0dmfBSydvHWVq6fL8tiz4XWSZOb1n/zWrlrvYHvn4i+GxUEfO0aLcjVb5yz/8qXP7fqMXjpgvKP5RGeLya7Dpq4eM3PthLkbJi7cOHnRxi8Xfr99nzY/t7GxUSmX+FqvmPXuQOsew1ePnOE+ZhbpURfLyXM+GLTM7AtFhoh8pq6h8fz+Y1Ne7U4CdMWQKeu/mLdm7BxHs4lzPhi4pNuwuHNXS8tK6KlJmTxmRhp9p8O6uR8Mmv5uv9VzF3i5u+z23lxWUtKCYVEAgL+GGAWAJ8PYW6UFeb+eOfbNfv/d9iMDp320a2GfkPl9/e0m+TrN93ee6+cwzd9mbNCSoSELzYMWDvZztfVY4bx7y0Zh9KUaUWLixe9Im25cbnf31lXDMvWPMZOpdaf7lpa7l24sH/SFw/BJ6xYvsRsyfuobvae93nvKaz2nvdF7QQ8r6z4jJ3b6zHOKdXkR1YjanFzXEdNJPjpbfrlu/NzWGLX6au6HZg4DJ4hZGcYPZ8YkzHqv/+JuQ53MJ60dP2fNhLmuQ6fa9Bw59dUeW2c6ZEuVUqmAy6FfOPrtvE8sJnfuun7C7LBtW33WuHk6L+Mx0v+F/2wAgGcHYhQAniSlQv7rtZs37kQdWDPPcxhtx6KBfk7zvFat3OzqvMnFaYuby9ZVLttWOm1zW+7r5uS/xm3NUruzh3ZqmVHF3NjzYbs3OC71We2qlghb/rSd+99qvTe0ofHmz+e2uCz3cl8Rsto9dOXafctcd9m7+lo7b3Fy8ly2LNDOLflqlHGnULVQat1j5NyPzX0XOVMxOnrm2nFznC2/mveR+dJ+44RpbOMni+hs254j5n9i4WhO3TbqPmY2eXQcPHHep4Nnvz/w3N7wrCwFl5OeEhvz7Rbf7zZtUsT+yo+6GLxpnbvtkrMnwutqa1swOAoA8BcQowDwxNTX199LSLh89cb5H4/7TOu23py2eewrXtaTPF3dAtav2b3N22fN6k0ujhudHDc6O21ycV6/zGH/Ng9B9KXyzLuyhCu7tmxY62B7JNi/vq72cRfmJC827gIv4HF3+Wz2cFnmv35V8q8/VooSSzJiS/iJP4fv3+jssN3bM0etajHMZyKPqbdiFnxmseBTyzXj5tj3HWtvmDJPjYx+ZGbXdwz7borxw2WczOUDJ8z9yNzRbOL6CfNWj57pZDFp2cDx5DUz3u7rNHjy3as3xZJMLiutQJhamhlXmhlfyI4+tX/7umV2ARvWZCmVLYhRAIC/gBgFgCdGo9FcvHDhxu2IGxdO71wwcPUAmvekd/wWD/dcbuO/YX38r+cE8dfunf824tTRy8f3Xwjbd/vHo5L4K8Zh0fRrp33c3dY72EWc//HBvqCPGHCGrChMuwAAIABJREFUS/TUNXqpgL9js8f6pbbeq1ZEngkv4cbk0iPK+Qnc2+d2bdnotnjBmRPhtTU15JV6HfUron++MuOdfvM+Gjzr3f6z3hsw/1MLuz6jjeuM2vYZzYxOMH6+hMmz7z923ieDHQZMcBw8ybb36HkfmZM3LuhitaT78Blv9Q22X81OS83gseXMuyRDc9JuV/AT4s6d8Fnj5m67OPrmtaamx9xZCgDguYEYBYD/lTEZdTodg8E4f/789evX0xnMpJhbp3d7/vLDsUvnz4V4blhjb3MubG8RN7YsI66AFVXAitawoos4sYXsmNz0OyXc2OQrp7auXOHhsuxwwNbk2Kj87Cxjkj5KjxpLNEul3OPrvc7BZoub87VvDxexY7TMyJy0O6R0r5w4sMnJYfMKRx6D3vLQvqO5MtX6ifPnf2zmZDnZdfi0eR+ZLfx8qH3fMQs+s7TuOSLlZpTx8+U8gaPZxHkfD7bpOXJRF6uZb/ez6TnCddjX8z8ZTA7yYpveo34JOy4Q8ETMJA0jKj/9TiErWnnv+iF/L3e7JQeD/ctLMY0JAOA/Q4wCwJNRUVFx8+bNS5cuRUZGMhhMDpeXlJx67QZ57vaJA/s3LLPzX7uSeeNsGS+e1KeWGaVhRJIjnx6Rl36H5Kkq6cZBX491y+w2OS8jL9622vXMsTAJj9Ns2GL+r7XOWyrIzzsSErTW3trT1flC+EEtM4bkYHbqrRJunDzhKonC1TaLj4QEts5tb2puuZ+G3LS0U/sOJ0ZEZolkq0fOnPXeAFKcC0mMdh+e9Oud1j+tuNR3vuPkFz6b99HgaW/28Zpux4xOKNEWXg3/0WHA+Mmdu8x5b8DpnQf4gowMVmoOI1rLiCB/Y1lG/KVj+7e4uaxbastOTf2X//sBANoqxCgAPAEk7KRS6cWLF69e/fXevXtMJovJZCTcS/jlwi9R0dF3o6KCPdatsll8LnS3hh5RwIzOS48wxuiDJC1kxwiiL36/N8jX3c1zheNGR4d1S222rnS69P3xssKCP/yuB0OMxhItLy09eXDfOlKiLo4/HtqXy4ov5FADruS3lPLi7l383sfdde1Sm9hb1423ij54e1OTTqWQZmay5DJqFafYc1fnfjx4YRerBZ8Mtu01MuVmdIthxJc8ipkZQdarNk+1uXDwRElB4YNfLWFlfOuz8/qJMzKBgMdlsBmpatbdAkYk+dWF7GhB7JVgj7Vr7K3Dd+8wTmMCAIA/QIwCwBPQ0NCQlJT0yy+/3Lp1KzU1lWmQkJBw/vz5yMio7OyscydPrLReGOKxln3z51JubB79zsMxajwKWNF59AhJ3JV7509+s8PPb+1KjxVOm52X7d66+W7kneLCQmMXGj2YsUQi79LpH9c72G12df5273ZFWnQhOzYv/Q4JXPKZhazo86F7Ni5f6rNmZZZC1vL7a+W1tTU8Np2ZmqhWUj/S6/RH1vrMfLf/vI/N7fqOFjO4LdQKpk3Gd9XV1FRVVFLfGq7y65uaqGv998u4sqJMwGMxGWlydqKWGZXPiKAKmxt/JnT/ZlcnD6dl6XfjqVfiSj0AwO8hRgHgf2JMseLi4hs3bly6dCkmJoZkKMMgLi6O5OnNGzdqamv5HLaXm/Papbbf7g7MTrtTwovP//3gqGF8NFLLiCpkRxdzYwtZMcmXfzjkt8XTZfkGx6UbltkFblp//oeTqQl3VXJZTXW18T5REneJMZGbltttclp2JHCb7N4N8t486jaAyDzDjZs5abdDg7attFl8bM+O0uKiBydsfCzU5nOYaWx6Spnhnk6ivKh417J1cz42377Uvb629sHa+4bkvP/Fg3FZw8yp1ltmGxvkEgGDnipip+RRV+qpEyjmxvHib4V4bljvYLvXx6sMd44CAPwJYhQA/lekroRCoXHq0r1791gsFp1OJ4/GGL1z505JSYmusfHsN8fW2i/xXOH03b4QUo0lvDgt64+Dow8f5RnxOam3b35/eIfnWk9XR5Kkq20Wudsu9l2z8nBIwPmT3/I5HKlAQM2Osluy23tTRuSFsow4koDGt5Mvijgx8oSr+302uy1ZePn0D3WGefQPxWizVMxn0VMEGezGhoYHP2qorePEJZVoC1oeZzo/eczLVpJP47LSsplxWsO9B/lpt4sEKVe+P7F5hfP6pTYXfviu0bC+KXoUAOABxCgA/K9IYJEGJTF6+/bt9PR047Aok8mMjY0lMRoZGVlURA1J5mVnHwwJJD260dFhp5dH/KUfc+mR1CAoO1rDiPpzjBomNkWXcGJld69Gnj56NMh7u+c6H/eV65cvXWW7mITpFlfnYM/1ni7LvN1c7p77tiwzPiet9eq84e0R5MP50Rd2e1GLOkVcuWS8yv9gaLOivCyTy2SmJeXkZP1Wh/d3cnqs6+mtu0+VFmVw0lmMNCUr4cE5FLBjlPT4Q4E+G50cPJwcoq5fNa63DwAARohRAPhfkda8cuXKr7/+SurTOCxq7NHo6GgSozExMWVlZcZX5udmf3Nw7ybHpesd7Da5LD+2MzDl6tl8elQpN7aIHf1giv3DE5uMc5uKuXGFrChx3JXY89/+cnTv8R1+wRvXkKj1dFnuucIxcP3qjIjzlYKEnNTbD7csiVHOnXM7N29wWzQ/IeJ26+neX5Q0Wy1nM1J5LHpVVaXx+fs/p+5GbU3SR2OM0caGeomAx6SniFkpGiY1p55Edl7a7aKMREb0teBN6zY5Ong4Olz4/v/au+/wuIqDUeO4EIptXHC3kW2KTMpNQrjJzRfCB+mFlBs+ijtuGONeaaYFTO+dawyEAO5dstUsyarb+666ZHXJ6lav3ju7Y21kI60lIelopff3KEJend09q/zzPnPOzOwsyM4mSQFAIkYBfCuiw5KSkvbs2RMQECCvzssY1ev1IkNFjEZERJw9e9bZOi29proqLODYc5s3bFq8YPXCua5ZRy89E7Pv08zYQNfdoq6VR89XqWeMM18bUuD+udh08qw96qw9ukAbKupz/4evbVv90JblS7Y+uOy9Z59Ijjxc7Jq65BkZDSo1R6iPfPncprWr5t6riY5ytlkev76uLjHBolPHpqUk9siK9LJHc7NOG7Qqs16Ta4hwx6g4k+A8TUipPUYlzmTj6o1LF62Zf/8/N67du3OHRauulh3MhXsAgxgxCuBbaWxsFLm5f//+4OBgk8kkMtQzMhoaGioiNSoqqqqqytl6fVy2YEFuzr5/ffr8lg2bli1as2DuIw8ue+3xLQc+esMQ8PXp2IAiQ1iRa8n6UNcqpNrgtgOlIjFz1a75SRXWyHJr5MmvP3pyzUNbH1y6bvHCd595PD36mGhZ2aO56hNl1siwr3c8vmrFpiULbUa9s02MFp8pNOnVBm18cVEX7g31wnPp32rSG3SqNGNMgS60sM0wbakp3HR89/vPPr5tzcr1ixc8PPfeLcsXv/P8M7rY6Ib6Os+JAcBgQ4wC+FbKysoOHz586NAhkaRyWNQToyEhISJG4+Liat1LbLbOHDq/LJL4Oclh2/3Zjpce27Jl2aK1i+atXzT/sYeXf/jctuB/f+g4eUAkaam8fN96vb5A21ql7tYUP5SYwiN37Xh2/er1ixc9/vCKuIOfn7WdErWa5z6+1BK598M31z+w8J8b12WlpzndezW5su9cS0Z6ikET57AY6uvrOvdBL1GrrXPqG1OTHXqtymFQ5Z+/Uu/p0ZBS08ms+MCgLz74fy8+vX3L+i3Ll65bNP+RB5cc2/N1Y11923n6ADB4EKMAuk/EU2Ji4v79+0WPxsbGykWdPDEaHBy8e/dutVrd0GauuuReo7NZPpKZnhYeeOz/vf7KsxvXbl2+eN2COesfmP/S1vV73nvVELgrW3XizPkqPdl6+f58m8roLDGe1Ad8JfJuz7uvpEUdPmN0LVYqjqywRhqD9r7+5KMP33/Pp2+/UXW2wvW+7qVJa6oq7Wa9iNGs02kiTbv0eS/524L8XJNebdJrThuizuhCCtvcbyBOuEAfWm6NFI+Yju8+8OEbz29e71rhf/GCQ1/+q7mpiR4FMAgRowC6TwRlTEzMvn37AgMDRXReNDIqYnTPnj3in9+MUfc/XU/3JGlleXmC1Xzoyy/eePapJ1atWLtg7tpF859Zv/rTV58/tf/zhIjD2eoTRUZRpRHyvlLXBvd693VwbUipKbxQF5qvCxG/LTaFl5jDxW/1gbvee/7JzcsXb166KD4ywtnmGn1BXo6IRaNOVVFR3slPWldbW3ymoKzkgoX3LyLnPFVXVSdYjXqdKtmoOmM8WWIKE33c5v5X0dAnRE+XWSJEXscd/NfLj2zY+uDSRx9ceirouPyT0qMABhViFEB3nC/IysoTJ07s378/LCxMr9d7MlT8rNFoxK9EjIp/etZUaveFmhobm9sUXmlxSczJ0M/fe+ufm9ZuXLpw3cJ5m5Y+8Nym9Z+89vyxz96LOfAva+iBjNjjcvjzjD5MfLnWz9eG5KmD0qOO2kP2xR38fPe7rzy7Yc3mZQ9sXrLwwL+/qK2pdrZeoxe1l5xg12vikhKsTZfY+P688rISh9Vg1MUZtarsrAwvsSh/lXU6zTWNyaCOOfJ12JcfpkcfFd2Zf8HNryHZqhPiI5RZI4yBX7+wee2WB5c8u2G1RePawp4eBTCoEKMAuuP8FfbMzAMHDhw5ciQqKqrtok5tY9RoNMoK9N5wLe5RUs8knpqqSoMqbt/nO195YuujK5auWzh35Zx7V827f+uDy15+bPPHLz771TuvHPzkncDPPzz+xcdHPn1vz/uvffH69o+2P/XKo5seWbFs1bw54inbVj90+Ouvqs66Zqx79lIqKy2xmfU6dUxhfl5nmq+qqtJm0hu08Raj1qCNE8+tqnS9YLtrP8kXLC8vtVtN8VERL217dMOShZ+9/lxmXGCpOfz8na/uHi103/mapwkqt0Se2v3JoyuXb1y66KVHN6XaLe6zbe7S/QMA4LuIUQDdJMLLbDbv3r07MDBQ7kff7Ri94GXdt5PKn5ubmnMzM9VRkXs+2/H+S9u3P7Jp64OLV825b8W9dz8k2nT+nHWLFqx7YMHqBXNXzr13xX3/s+K+ex6ed9+W5Yu3b9342Xtvm7SahoZ654VbgLqHLeOtRl2Ne7jUO/H0pESb63iT3mY2mPVqs0FTUuxtAr57//mW0+kp2viod196fvPShRuXPvDJy8+mRB4ut0aecS8R0HaUtFAXXGwIO7zjra0PLt24ZMGrT2xJS3A43be3upO0U/9fAIDvIkYBdFNjY+OpU6f27t0bHBysu1DbGDUYDOf3ke9KWLlmOLkm9JwfHRQ/lJUWJ1jN4ccD9n3x6afvvvHu9mdffHTLsxvWPLt+9fYtG1578rEPX3r+8/fe2vv5ztBjRxKt5jr3FH7PaKt899qa6kSHVauKyUhL9iRvR8RT8vNy9O4xUZvFlOCwm41ag06Vk33a2fEOTfKNSouLbBb9qbATbzyzbePi+RuXLHr/uSeNx3cXmyPKLOEFbZasyhffXYUasvvdlzcvX7LhgQWvPfVYaqJD/hEkrtoDGMCIUQBd1noxuvzYsWOHDh0KDw83Go2eYdGu3TN6iTdquejyvXydmqqqwry89OQkkacJVlOyw56VkV5SdKauptbzLq05+59/iu9nCvLcU5fiS0uKLnlKVdWVVpPWqFdbzYYEhyMhwWExig8Wl5aaLPrQ6x/nXHNTc0qSOF4bG3nyo9de3rhk4bpFc5/fvPbwJ+8mnzpWZj1VbDyZpzm/ealrlymD687X3e+98siKZesXL3jpsS3qqAh5q+s5OdZ6oS5tEAUA/RkxCqDLzu82lJu7b9++o0ePyhtGZYbK2fRyjSc5m16lUtXX/+daefferjVKLw7Tb5IN6vpqbmm74bzTtQVUY1pKgkETm2i3yFPysnpoS3NLRnqyQRtnNensNmuCI8Fut9tEjWpik5Mc4uW9fCJ5hiXFZ0w6ldmgTUmwH9n11dPrVq1bOGfLg0vffmZb2J7PMlXBpZaIQvdto3KxKtGjBdrggx+9/viqFRuWLHj84eW7d36cYDGfdU/5/8ZaBOdaLvWnAACfQIwC6DIZRqmpqTJG4+LiZH3KMVERpkajUXyXOzDFx8e3XfS+R8jRwdY6bWqN1OaOrmjLBysqyqwmvajJvJwsLxl3/uDyMpNebTFqbK5h0QSH4IpR8VhscoJN7izf8W2jrl+I9k1Ncmjjo1OTHeIvYNKqP3j5hU1LF66ef/8Tq1d++vqL2uN7zxgjyiwRokFzNa41U0WPijwN+tcHz29Zt2HxwjXz73tmw+ovP/ogKjQkwWzKSk89nZoivgrzcj33wnIRH4CvI0YBdIcIILvdvnfv3mPHjqnVan0rkZ7R0dFRUVGRkZEnTpwQtarVauXdmQo2k3zr7MwMo2uoUlNTXen9eBG4KUkO9wx6ncNuS0hwx6jD7rCaDNo418BqbZ3T6yeSvyrMz7cYtNr4qKIzheKfxYWFIUcOvfTYlrUL5qxbNP+5LRv3fPCm/eShEnNkqSlc7nR6Rh9aYo4wBO767NXnXIOpD8xbef896xfOf3r96le3PfryE1tf2fbIu9uf/fLjDzQxUTU1NU45r58eBeCziFEA3SGn0osYDQwM1Gg0clg0IiLi6NGjR44cOXjw4KFDh/bv3y9iNCUlxdkPSrSutkZEpE4Vk56a1Oxl4Xo5/aikSGarzWw6Pywq2UVbxtmtpprqKmcnPlR9Q714U70mLtFhra93Dw+3tKQmJe757JNtax5eM//+zcsXv/7UY8e/+Dg16liZNbLIeDJHdSJXc6LEFJ6tOhF36F+73335rae2PrX24Q1LFq6eP2fNgrmrF8xZOec+8dxtqx/64sP3MlKSGRkF4NOIUQDdIQLIZDLJvZfk1fm4uDhRogfdDh8+LH4+fvy4CNYev0bfjVN1uqYu5bsWCtXEl7inLnV0rPhfY0NDksNq1Kldd4va7W1aNMFutxlFjJoNlZVnnZf6UPK3eTlZJp3KpFeVlZZ4bnitqa4xqlU73nxt64OL1y2a98Tqhz584ZmTu3ZkxAaUmiOKDKHZccfzNMHFppPie8LJA9H7Pg389N0jO946svPdwzvf++rdV15+dOOmpQ9sXLzglSceTbSanV7ufgWA/o0YBdAdorQMBkPbGI2OjpYZarVai4qKCgoKysrKvGye2Wfn6XStV9qUnpKoVbumLjXU13l/SkF+nl4TbzZqbVZT6wV6d4qKn0WM6lQiUsvLSp2di9GaWtfuoAZNXFpyoixRz5JSFWVlcRHhbz/37MbF89fMn7Ntzcr3n38y5MuPT8eIJA0vNIRlq44X6EJKTOFlFteCUCXmcPF4iSUiTxdiCtrz5dsvPbV21ep597/+1BP5OTnud2Q+EwDfQ4wC6A5RWkajce/evQEBARqNRsRoTEyMvDqfm5vrVHQotK3zuy6VlVgtrl2X8nKzvBdbXV2tzWIw6V3Doo62F+jdNepw2OS698VFhc5OfMbWe1XTDdo4i0Fbefb8eGrbLQDyc3PDAo+98uRjaxfOWbtw3pNrVr733JPB//4wOfJwqdm1f32u2nUvaaEu5Iwh9IxrB9TQImOYqFLxw8GP3nhyzcOr5t4TsG9Pt9fPAgBlEaMAukNEj8izffv2iRhVqVQGgyE+Pv7w4cMHDhyw2WxO11zyJsUnenuaLycrw6CJsxh11VWXmLqUnek60mxwL+eUkHBhiwp2s1Fj1Kny8+RIZKdi9GxFuc1s1KljxYu3fYrn9MT3vJyckCMHX3xsy+r5961ZMPexlcvfevrRIzveSjh5oMwaUWoKz9cE56iDWteBCslVnyg2hWfFH//ohadXzbv/reeeKisp7swpAUB/Q4wC6DJZPBkZGXJpp+joaLnovZw+HxoaWlXlmt/T3NysdIy6b9CsqUqwm3Rq165LTU2NHRzpvqReU2016UVrWsyGC0P0PzEqitagjW/dhOnSn04ek5aa6NrX3mKoq7tgGr5cm0n+LH7Iy8kOPXbk5SceWbdw3sNz733koWWvPrFl7wev2oL3yYv1hfqQXPekexGj+drg2qS4Pe+9unHpou1bN+RlZ8mX/JZ/NADoY8QogC47v25RYeGBAwcOHz588uRJEaM6ne7UqVPySr1KpZI92vkt6XvxPAvyjHqVQacqdY8deiES06hzrXIvQjQxMfHiGnWtNGp3bcKkjcs8ndbJ7JNBXFx0xmLU6jWxZwrz2z1Pzx9KJGlBbk5E0PG3n39m4+IFq+bd98iKZS89smH/h69ZQ/bmaoJLTeEV1shSS3i+LkR75N9vPfWoa8emx7cWFxY4GRkF4IOIUQDdJHIzODhY9OiJEyfkrktqtVr8LHs0LCwsIyNDwQlMMssamxpTUhJ06tikBJsclezoyLq6WtcyojpVbGxMfHx8eyXqGhy1i2M0sekpSc3NXfhoTY3NiXarURefZLd6GZ31jJI2t7QUFRaooiI/fv3lzcseWLdo3iMPLX/5sU2fvf78gY/ePPLJ2wc/fvPz1194Ycv6Rx9atmb+/Uf37GpsbHASowB8EDEKoJuam5t1Op1c9z46OlruCKpSqUShihiVg6ZWq1WpHvWsGGoz6XTqmML8XO+hdqYgT8SiXhMXHBR0LCBA9GhSUpJrC1CbTXxPSHQxmc16nUYck+xK284uWSWPKcjPNelVJn18qbe1pVw8+3yKJ1ZWnjWo4j985cWtDy5Zu3Dumnlz1j8wf8PihesWzV+7YO66hfMefWjpoa//LadGsfQ9AF9EjALojvOBVVAgx0FDQkI8O4JqtdrIyEhRqPv37z9y5EhmZqZToRG7c85zWafT9epYm9lQ7b5toCPNLc3Jia6Z8hqd5lho6ImAgOCQELPZnCwlJVktlrjYWPFgUFBQTHSkw2qsPFvh7MpqSnU1NXazQfRuWkpiZ2Y+eZJUfK8oL9Or4v798ftvPff09q2bnt247vmtm15/etuXH71vNWjr3Cu5AoCPIkYBdF9TU5Nard67d+/Ro0dPnTplMBjk9XohNjY2MDBQ/CoqKqq6utrZtz0qG1H0YoLdrI2PycpIa/G6JWl5WYlJr7YbNZ+ZjS/HqU8GBAQEBgaHhopPp9XpYmJixM/ikRPHjoUHnVDFRlsMmpLios5/qPOT+t1T9S0mbWvIXuq5be8lbW6urak5W1ZekJuTk5Gen5NTWloiHjnXcq7zpwEA/RAxCuBbKS8vF9F58ODBAPel7bY9GhERsX///sOHD2dluSZ6991KT+Jd3G+Un5vtWqfJqK0oLzv/eAfHp6UkGnUqk0m3zWRbbrR9fCo6ODDgRGBAwPHjx44HBhw7FnzsWNiJ43vCIz7RaNUGrVUbn9u51Z1a38F1WGXlWatJr9fEZWakde0DMUkewMBFjAL4tjIzMw8cOHDo0KHjx4+r1WrZo+K7SqUShbp3716NRtOXS7KfX6epujrRbtWqotNTExsb2p/cc34d0LMVZqPOoVftMxpXGG3LjLaHTfY349SHQkOCTpwIO3HiREjIwcioj7TGVUb7BrMjwqS3a+NS01Kau/6h0lOTDdp4m9lQW9ud0eK2S5MyGgpgYCBGAXxbzc3NZrNZDoLKmfW6VmFhYXLL0KKiLlzU/jY8leZa0UmnNupUJcVnvBwu/nc6I82gizcZtC8YrUuM9oeMtgeNtuUm+ya95RW1/i2t/gWjZY3JLh5ZbLKvMNkOmY0iRu02c011Vec/lGdClVzjKT8vuyc+LgD4PGIUQA9obGxUqVSiO0WPBgUFyR41GAwxMTFHjx7du3ev0WjsmzORzddQX5+SZNeqopMT7R1Ne5eP1NbUWMwGh0513GQQGbqi9Uv06DKTfYkpQQToYrND/PyQe8R0hdHxgcls1aksBk1p1zc9amlpTnJYDdp4h83U0RpPADCoEKMAekZdXV1sbKycQS96VG5Yr1arQ0JCRKSKR4qL+2K/Svn6JcVnzAaNQRN3piDP+5H5eTkGjcpm0LxtMi9xF+eK9r7k4w8bbUuMjqdMVp1Ba9bGnc7MaDvHqJPOFOYbdSr3kO0l1ngCgMGAGAXQA2SNVVdXR0REyPHR4OBg0aMGgyE6OlrkqXjQbrf3wXk43XP8M9JStKroBLu5psbbrZmNjfUOm8miU0UZdWvcU5faLdG2SbrUaFtrsga6r9Q77JbOrzbq0VBfZ7cYDdr41CQHE5MAgBgF0JPa9mhQUJBcdvTEiRN79+4NDw+vqHAtaeTZZ6jHySisKC+zmnU6dWxudmZHmSgfP1OYZ9SrHXr1R0bzEpOto2HRi74WG+3vm8ziWSaDuqjojLPrw705WZl6dazVpDtbUd6NpwPAQEKMAugxMqqqqqpOnTol5zMFBweLGBX/lBsy5eXlOXutveTLNjc352Rl6NUxdquhqvKsl7dramxy2M0WnSraoN1ock2i70yJrhLfzY5tJmu0UWfRuOfUn98XtAvTmKoqKyxGrVEX37rGEzEKYPAiRgH0JE+PyvHRQ4cOiR6Njo4+duzY3r17ExISznX9JssuvXV1VaXDatKpXQvdd7T0khyaPZOfZzBoEvXqT4zG5e4ZS5csUXHMOrNjnSVB/LzPaEzWxZvN+sqzXR7dFAenpyToNbEOm6m2tqarTweAgYQYBdDDPD0aGRkpAvTgwYOBgYEnTpzYs2dPXFxcXV2dsxfa63zgnjuXn5et18RZDNqK8tL230jeV9rY6HBYLdr4WKN2i8m61NjZa/QrTfaHTfbFRttbZqvZqDOoY3Nysrp6quJ7SdEZk15t1MXLKVbneu3WBQDo54hRAD1PDj1WV1eL+ty/f/+hQ4cCAgL27dsXHh5eWVnp7J0Ydbpm9NcmJdjcC90nNTTUt/tGrauQ5hr0aodB/anJuNRo70yG/qdHjdbFRuuT1gSV3erQxdsd1lpygi78AAAgAElEQVSv06Ta1djQ4LCZDZq41GRHS0tzj/0hAMDXEKMAeoUss/r6eoPBINd72rt3b3BwsJzD1EtXpYuLzrgXuo8vKsxv/13On1Vdgs2coFOpjLrN7gnyKzp3mV5+rTbZlxmsG2zJMekZaWadVhtXXCTX1e/iNKacTHGqIkgr3fe2AsDgRIwC6C3nWhdaSk5OPn78uEhSvV7f0MHOnN/yncQ38cppyYmuhe4TrLU17d+IKR/JzT5t1KoitKoXdPrlJvtK16JOdvF1UY8+eOGXa2kn18GutUjvjtf/LFK9UmuMtpjMmtjkZEdHA7FeVFdXWlxX6lXZWeldfS4ADBjEKIBe5JmuVFBQkJSU1KvX6MvLysxGrUEbl9fBTZznF346W5Zo1p9Ux/8+LGp6UOSfo+M26Y1PmCyPmWybzba1Jvtqs/xyrDI55A+un82Oh90DovdqjP87SjUl5NSwo6GTAsJ2qOKTxZsa1KVFBV097ZaW5pQkh0Ebn2i3sBsTgEGLGAXQu3pp7nzbN3C6VnRqyjqdplVF2y2GyrPt3QkgD6utTrKb7QZ1qFb94+CIYUfDxhwLuyMkfEV01MMxsYviVH+N1fwxTvvHON1fVPq/q4x3q413a0ziS/z8m1jtj8NjJp+IHHMsZNLR4ClBkUsiTuo14ckmjVYbn+4wNdZWe96ok4oKC3TqOKtJV1pS1M45A8AgQIwC6Astbr23olNVZYXNrNdpYk+fTpPTpy58L3nHQENuqt2ki9cbtOnG2IPxobeHhI0JPDn02MnLjoYNPxp6xbHQK4+FXhUYPuJ4xKhjoWMCQscHhE84fvLawJPXHA278nDw8KMhY4+F/ve7H8x56qnXDu7ONEWU6kITDbEmo9aijSvJTXee6+xUJHl6NdXV4rQN2nhR0s7e3A4AAPotYhSAD5NJ19Lckuve08hm0pWXlTi/McQo/3m2MNduUJv0GptBk6OPKNeHaDWhWyNP3hFy8pbgk98POjk76OR3gyJ+eDDgf+09NDM4anxg2LWBYeMCwiYEnrwuKPL7Iad+qzZt0hn/+c+n1/3jLzuefSwj6mix6WS6Ntxq1Bp06jSLuq6ia9vNi/pMT03SqWOTE6zyrlMWwAcw2BCjAHxY6/hild1i1KliTqcnNzU3Or8Zo+KrqTEzUURjvEGvSdedKtAGZ2qCi7RBFbqQZE1IZHxIQGzI4fjQr0MPP/b45o3r124PDt2Zd+at5PR30k5/mJH1VXZeTHFpcWOjs7n5+MH9D8y556HFi458+k6FNSJPF5KgjzUZdRZdXHFmkrPTd3/K+xcK8vMM2jiLUVteWux+kMFRAIMLMQrAt51racnLOa1Tx1hMutLzPdfOsGhpUaHFNSyqTbVois2RZebwUktkkSWy1BpZY4tstEc22yOdidEl8QHPrn7woXv+vuP5p521NS0XvlSz+zJ6TnbWC49tWXL3319+dGNyxMEKS3iq5qRJr9aq47KSLM0NdfJdL33mrVtGWU1agzY+Py/HyZV6AIMPMQrAt1VVnrWZ9Xp1bEZacnPzN2/ZlMtLNaYlJyZYjUk2U67xVIEuKEd9/HRsYFpsYEr0scRThxPcX4mnjiTEBe369OP1yx5YPvfePV9+0eR01osnt7Q0njvXdO5cS+tkrPDjASvuv+fh+XMOfPR6TWJMdVJ8ZoLBYNDYzLqaqir3u3b2antzc1OC3WLQxmWkp7QwLApg8CFGAfgwEYqZ6Sk6dazVrC8rbeduUTnQWFiQZzaoP/90x7qVyx+af/ey+/628B9/vv+vf/jHXX/4+x9+89ff3Sm+/ub++r93/WHe/fetXDBv89JF2x/bUu5+zZY2jXv+BfPz3t7+7NpFc5/esOqtp7fs/+Bl7cmjSQ6LyaDJy8luPYdO9ah4QZHRek1ckt3S2PXFSgHA1xGjAHySLLbi8zu8q7JOp7a3xL0rHCvPViQl2CLCgn784x9edtllQ4YMuexSZkybNu/vd3324Xt1tTUXLU3l+oe7R/d8+cWif/z1z7++8/LLv3Pt2DH/59YfP/7o1phT4YkOS3V1Vec/hXsR1jyDJs5mMtS4n0iMAhhUiFEAvsdzt6XdZtJr4hLspppquZz+xZe5xSMZackmnUoTH/373//uiiuuuGbUyFHia6Tr+zWjRrX9Eq655pqRI0eKHh1/7biPPvxQvEJj4wUTkkSJyhjdvn37iKuumjRh/LChQ4e6A3f8+Gu//OKzRLs5KzOjS7d+lpeVGnXxFqOmvLzUSYwCGGSIUQC+5fw4ZX1dbVqSw6CJMxk0hQV5Tvf17rYZJ++/LCspErWaaDMFBhz+61//4ud33XXX+UkzZsyY6Tarlfj5+uuvF7+6/PLLLxty2UMrH3K6dxm96O3lnalffPHFVVddNWTIkBFXXy3S9sorrxg9Zsz7776TkmizGLVVZ886O52VVdVnjTqVyaAuOlPY+WcBwMBAjALwDW0vl9dUV6WnJBm08e4L9Gkt52cWXXAx3ekK1jq7xWgxavSa+Hnz5ky/7robb7zR39//Jjfxs+e75xHxW5Gkw4cPF5W5ZMli5zdGRp2uKUeuGC0sLLz33nsvu+yyUaNGTZkyRSTspMmTly9datCpRYxmpCc3t3R2Afz6+lqzQSM+S35utpMYBTDIEKMA+rHWre09D9Q31J85k5+UYBXpZtTFZ6QmNzTWt/sk8Z/s0+lyPfnnnnnKPeQ544YbbrjeK3HA1KlT5a2lK1ascLrmSDV98/VloX7xxRdXXnmlOHLixInf+953Z8yYOfvmm7/4/JMkh8WoV5/t9DX3hoYGu8UgPo7ch4kYBTCoEKMA+h33HKGWtrPRxSPVVVWF+TmpyQkmg1qniTXp1Zmn0765a1Hrc51FhfnquKhEu2nPrn/f8pOfTJ023d/f/4ZLuemmm6ZMmSJidNiwYZs3b3a2NzLqeVClUonjxcFjx46dNWvWzTffPGnSpLlz7lXHR1mM2iSHtcl9if+SadnU1CgONmji0lISncQogEGGGAXQv3hSTPynsaGhqvJsYX5eemqKw2Y2auO1qmiDJj4xwVpUVNj8jTFLp2cGfWWFUadKsBjiY6P+9re/Tp4y9cYbXVfhOxOjEyZMEH15xRVXvPHGG87Wi/IXkTGq0WhEgIqDx40bd/3118vYnTlr5ttvvp5oN+vUcQX5eZ35yC0tzelpyXp1THKi3XmuhRgFMKgQowD6ndqamtKSotzsrJREu81iMOnVOlWMJj7KpFOnJDnOFObX1dW2+0SZcXW1tUkJNpNBY9KpNqxbc52f38yZM0VlXrJEpdGjR4u+FN+DgoKcXmM0Pj5eHO+eRz9ePvfm2bOnTJ36m9/8Ojws2GE1Wgy62g5O9YLTbmnJycrQqmIS7ZbGxoZLHg8AAwkxCqAfaWpsyM/NSXTvNK9VRWvjo0SiGbXxSQ5Lbvbp8rKShob6jgYO5dX5+vq6tOREi1779huv//z//Gzq1KkzZ866qRNjosKNN94ostU1lf6yy/z9/TMzM50dXDSXMXrq1Knp06eLg6dMmeIZdr3J33/ylClbt2y2Wwx6TVxGeuoll3kSb1GYnyc+qd1qrKlhqVEAgwsxCqDfOOfMy8k0alUGTZzZoHHYTCnJjrycrLKy4tqamgtHKC/efV7Wm0jV5CSHw6KPi4n45S9vkwOcs2bN6swFehmjMi6HDBkyZ86choaGjjpSrvcUFhY2ceJEcbx4lhx5vf7662fPnu3nN+OHP/zh/r1fJzlctxaUl116JlNZSbFOHWsz68vK3Hs+sUM9gEGDGAXQL7hKraUlKcFq0Ma7Zv8kWM8UFlw0U17uftS6Rfx/yF9VVJQnJdg18dGpSbZ9e74WXSgy8Vr33Zydj9Fx48aJZ1155ZVfffWVs4Nr9M4LY1SUq+hdf39/ORlffL/55psnTpp07z13i5NxV7W5daJVh6qqzoojTXp1Xm6Ok5FRAIMJMQqgn3Bv73mmwKxXix4VZZZgN2emp+bnZhcXFYpWa2pqbDfQRC+ePVuek3XabjUaNHE6VXRJUcE777wtglJk5aRJkzpZorIj5bPEU+Q1eu8xGhUVJUdS28aojFrhuunTX9j+nMNmMmrjsrMyvPdlY0NDksOqU8eeTk9xEqMABhNiFEA/4hrgLC9LTnKY9RqdOkYXH23UxFmMOpF0SYm21JTEjLSUrNNpOZkZoj4zT6elpyWlJNodVpNRF6/XxJoM6vw818jimjVr5ADn1KlTOzl1SRw2efJkudz92rVrne4VRjuKQnnPqN1uv/XWW8UbTZw40XOZXr6aaNMZM2b8+Mc/PLhvV6LdLPK6pLjI2XFltrS0ZGel61Qx4pNWVsrdm7hSD2BQIEYB9DtNjY1nK8qyszKSE+1Wk15Ups41mSla5KleE2fUxpv0KvElCs/1K3W0VhVj0qvTUhJLS4vF04uLi++66y7RiCNHjhRF2PkYlfPoR4wYERAQ4OxghVFJjphWV1cvXrxYbsI0a9Ys8QqeGBVmz549ffq0f/ztb+q4KIfVYDHpq6ran5wkHykrLTHq4406dV5ulvMbu5sCwEBFjALop0SNNTU1VVdXlRQX5edlZ6anpSYlJNjMVpPOYtSKL6tZn2i3pKcm5eflnK2oaG5uko0YGRk5c+ZM0YhjxoyRF80vWaLiGFGTV111lXjWrbfeWlNTI969o2v0ktyZaefOnUPcJkyYcNEbyY1Gp0yesm71aptZL3LZbjHV1dV0/IKNKYl2gybWbjFWure2ZxoTgMGAGAXQH100Jij3VRK52dDQWOdS6/6qa2psEA975jDJscwdO3bIGfETJ07s0jz64cOHiycuWrTI6XVYVJKpmpGR8d///d/iWSJkPXPq277s9ddfLzL3xReed1hdKz2Jeq6tqXGeHw29eOCzorzMZNAa9arkRHtdrecwABjIiFEA/Vxna0xe1xbfN2zY0FEderlGLzdeGjZs2FtvveVsb0v6i0/r3Dl5zJtvvjl06FC5D9M3B2LFK8+cOdP/phtd2zI5XGsF2C1GudhTux8hNztTr40z6tRJdmt1daWTHgUw0BGjAAYIOZaZlpZ2++23e+7jlGOTnenRa665RjxLfNdoNM6O59G3JWM0PT39tttuk/Ol2s1f8YjfdX7f/d5333n7jSSH2axXm/Sq7OzTbTdb8hRnc3NTZnqqQRNr1MXbrcaS0uLW3VHPXTxcDAADAjEKYICQyy1FRERMnTrVs0Vn528YveKKK8SzRLnW1NR4li/1znNjwEcffSTXhBo7dmy7b+pa6ek6vxtvuumfzzxtMWgS7SaDNt5hM58pLLiget1vKno0KzPdqFPJJa6yM9MuuUwpAPguYhTAQOCZb/TOO+8MHTp02LBhU6ZM6eQ1encpXjdkyBBRk/fee6+zK1fGZYzm5OT87ne/E08XRStSuN0Cdu01OmvWzFkz5827/8ih/Qk2k9WkE8WZYDMX5OfU1ta0fVPxcYoK8i3uA0x6lcNqLDqTLyK1F/5yAKAwYhTAQCBLtKKiYs6cOXJ5JtGXF6215CVG5Q2jomL/9a9/Obs4jV2OyO7cuVNOxu9ocFQ+eP0NN06bNv0nt9yy7fFHT4WH2sx6s0Ft1qutZn3m6fTS4qKGhnpPk1ZXVaUkOQzaePElqjQl0V5eWnr+3LhqD2CgIEYBDAQyRs1m8y233CLnEnV+S3rRrCNHjpRznux2u7OLc4bkWxcWFt5xxx2yg2fMmOHlrV1DpDNn+vn53X77bb/85S/uvvv/ngoPsRg0WlWMqFKHzZyRllx0pqC2pvpcS0tTc9OZwvwEm9ls0Bh18SaDJjUl8WxFBSEKYMAgRgH4PNGOsgg/+OADOcA5YcKEzl+jF2kobxj97W9/W1dX5+xijHruHF2/fr2cj9/RlfqLCni8ezh2yNAhSxY/kJ+bIy/K6zUxetfsJZXFqE2wmbJOp5UWFxUXnUlLTbKaDGa9SFKVaNaMtJTa2tpe+nsCQF8iRgH4PHnlOj8//y9/+YvIu6uvvlrOar/kNXpxgDjs2muvlSuMvvrqq86uLzXvidE33njj8ssvF6/TmT1I5awpOe3Jz29GWXl5fX19QV5uZnqK3Woy6tVGXbxBG6fXxOnUrjZ1WI0JVpPFoDUbNaJTxYOJCZb6OlePnuv06lcA0A8RowB8m2dY9Ouvvx42bJhou9GjR3f+Av2MGTO+853viGdNmjTJarU6O7eo00VkjO7evVt0rXipyZMnd3IW/7hx49zrSY0KDAx0uteKEh+nrq6mrKw0Lzc7NdFhtxitJp3ZoHHvfRon7x81uVPVpFOVu7c/BQCfRowC8G2yHTMzM3/961/LxT6nTJnS+RWdRowYcZnbtm3bnN3dEV4uOKrRaGbPnu19DtNFKSyyVRwvavjll18Sr1Bff8ESTi3NLY0N9VWVZ88U5mdnZmSkJiUn2hLslgS72W4xZWWkyblTAODTiFEAPsyzotPOnTvl3aLjxo3r5LCoMHr0aLmi0+9+97uKigpnd7c7EucgnlhdXf3b3/5WxuW0adM6c6VeHCbOWZzDypUrna0x6p4o3/5puLd9ahSHNTY2sDMTgIGBGAXgw2SJ5ubm/ulPfxIVOHLkSD8/v87cLSqOmTRpktzG8wc/+EFiYqLzW2y8KZ4oByk///zzMWPGePZ/8t6jIkY9Nwn84x//cLov93dwDuc6uQ4/APgcYhSAD5MxGh0dLXddEn3ZybVFxTEjRowQMXrFFVfI+zW7Om/pIk1NTeIVysvL//znP8sx2okTJ15yjNZzn8Add9xRV1cnPs63PA0A8DnEKABf5RksfPvtt+UqoX5+frNnzxaF5z1DRbCKeJXLOT3wwANyPPLbjzvKaUxhYWHTp0+XuzGJ87lkj15zzTXi4O9///uZmZnO1ttPAWDwIEYB+Co5iNjQ0LBp0ya50H1n7hYVMerv7z9x4kS5nNOXX37Z7Pbtz0fkrLzpc8uWLfIGAHFKN3Q8k0mcifiVvKw/efLk2NhYZ2vRAsDgQYwC8FUyRktLS+fNmyd6bvz48bNnz75kjMo6HDt27JAhQ8RTbDab81vcLXoRGbU5OTk//elPxSldfvnlXgZHPaucyntM9+3b52zdXBQABg9iFICvkjFaUFAg17oXVefv79+ZGL3BPY9ePGXWrFlFRUXOnotRz0ym559/Xt4GMHHiRFGcHfWoZ3Wnq6++eseOHc5vrO4EAAMeMQrAV3k2XpJzhjp5mV4eM2rUKPGUW265pbKy0tlzMepsvc6u0+muv/56OcFfXo7v6GSmT58+dOjQ73znOy+88ILTPTLKrHkAgwoxCsBXeWL0rrvuEtk3ZswYL9nXtv/EYTJGf//739fU1PTsWTW3uvvuu+Wao16u1IvHxW+HDx8+bNiwrVu3Ols3YerZUwKA/owYBeCrLrpM3/kYnTlz5tVXXy2esnTp0t64LC6v1L/66qty63m54FRHJzZjxozLL798yJAhK1ascBKjAAYfYhSAr5IxmpeXJ1e8Hz16tKjMzmzCOXXqVLnU/GuvvdYb63rKGD116pSfn588MS8jo7NmzZIns3jxYicxCmDwIUYB+CrZkdnZ2b/5zW9EzF1zzTWXjFHPBPbLL79cPCUoKMjZozeMek5MqK2tvf322+UCqOLEOtqNSfxKjozKHUGJUQCDDTEKwFfJGD19+rRsvtGjR8+aNaszc5hGjhw5dOjQ8ePHZ2Rk9NK5yWlMDz74oDgxEZrTpk1r98TkMO2wYcNEjz711FNObzuCAsDARIwC8FUyRtPS0n7xi190Mkbl7HV5K+fcuXN7fPaSh4zRjz76SISvXNP+mycmh2lFE4sDRowY8dlnnzlZ2gnA4EOMAvBVMkaTk5N//vOfy3XjvV+m9+x4JK/R79+/39kL1+glufq9TqebMmWKZyumdsntQP38/AwGg5MdmAAMPsQoAF/lidH/+q//umSMyl1Ap02bJtei//Wvfy2Xu++NCUzO1ttGKysrv/e978nVRtsdtRUPXnXVVeKAO++8s6mpSSRsL50PAPRbxCgAXyW7LTU19Ze//OUlY9Sz1r0cFj148KB8hV4aGRWvLMpSvPivfvUruS/oN89N/FOu6yQOuOeee5yseA9gUCJGAfgq2W0pKSm33XbbJWNU3p0pF1G6//77KyoqnL02LCrPrampSfywbNmyIUOGDB06VHTnN2PUz89PxuiCBQvEwbW1tYyMAhhsiFEAvkp2W1JSkpzA5CVGZfbJC/TXXnutXq939trdopInRpcvX+4lRsWD8qz+53/+x+mO0d4+MQDob4hRAL5KxqjFYrn11lvlfZntxqictO6Zt/T444/LGeu92nzi3ESMlpeX//jHPxZvKoqz3XMTD8qp/bNmzfrTn/60Zs2ampoalhoFMKgQowB8W3h4uL+/f0cxKmfQ+/n5yXlC06dPj4uLc/b+6KPchOnNN9+U7ytS2HPf6kW3sY4YMUIcMGzYMLk8/ltvveV5OgAMBsQoAB9WV1f3ySefTJgwQcboN/eml8Oi48aNGz58uDjmvvvuy8/Pd/ZyjMrlmVQqlYhjOXvpuuuu6+j+gdGjR8sYlfezigeNRqOTNZ4ADBrEKAAflpKS8vDDD8thxVGjRrU7LCqK8Oqrrx4yZMgVV1zx4osvnj17tldPqbm5uaGhoaqq6q9//avcfkm0svdpVTJGR4wYIYt5wYIFTU1N4kXkYqUAMLARowB8lQi+gwcPyhXvhw4dOmbMGNF2IkDbxqi/v//06dM9g467du2Sk4R6yblz5+QNqa+//rq8GVQk8jfHa9uOjE6ZMkXOcBLnLxfAF3kqF+Rna1AAgwExCsAntbS0JCQkrFq1Su63efnll0+dOrXdGBWPyxi99dZbNRqNyLteWj5JvLK81/PQoUOTJ0/2foHeE6MzZsyQA6KiRKdNmyZ//ulPf1pQUOBs3ckJAAYwYhSATyorK9uxY4e8KXPo0KHtDkDKG0b9/PyuvPJKeZn+ww8/lHsj9UbkyRKNiYkRby3PasKECeIEvMeoOEk5yUnOuB83btxlbhs3bnSyDD6AQYAYBeCTDAbD7bffLm/KlAOQFw2Ltg0+UXgiDeWs9g8++ECuANqzkSdfMycnx3NWY8eOvdGtoxL1kFfnhw0bJrpZ9KgcxxWf6OTJk05m1gMY6IhRAL5EFmRZWdnKlStlwAlTpkzpqEQ9RBqKQJRTnV544QVZeD3Vo56h1tWrV8txTdGXXm4VvaiV5TV9kcvjx4/39/efMGGCOFXxyJw5c+Q0Ji7WAxjAiFEAPsPTjrt375YT5EVcTpw48ZIleoP7kr1IveHDh4vmE9937dolX7BHelQOix4/fnzq1KkiIsW5+fn5daZEb2jdHUpWsniinP4vb4SdPn16cHCwk2WeAAxoxCgAnyEnHhmNRnmrqAi4cePGydsuL9l88v7RSZMmyUnut912W1FRkbMnBkc9w6ILFiwQryxKd/LkyeK9OlOiN7Qufe9ZbXTatGn+/v7iFeR9BYsXLxZnyOAogAGMGAXgG2Q1FhYW3nnnnfKi9siRIzs5+ughGlFknxyGDA0NdfZEjHruFhWBK15WvP6sWbO6dGKeK/Xy+r6IUVHbo0aNEv/80Y9+lJCQ4HkXABh4iFEAPqOurm7t2rWyRK+66irRfJ0fgLyhdXB04sSJV1xxhXiRr776ytlzMepwOG655RbxsnKwtqsxKupTzqkfPnz4tGnTxKnKK/Xf/e53DQaDkxgFMHARowB8gEzGXbt2yRL1Pn1ekRhNS0v72c9+Jl527NixnZy61JY8MTkNf8SIEXJYVLjnnntqa2vllfpv/2cEgH6IGAXQ38lezMvL8/f3lyvJy5syu1SiN7SugT9+/HjxCuJ1Dh486Oyhe0ad7lHbu+66S7ysSMnOz17yEMfPmjVLVrJMUvH9lltuMZvNToZFAQxoxCiA/k4uU//aa6/Jq9jf3Paz8zEqniieLu83jY+Pd7am5LchclbOdt+2bZvsyEmTJnU1RmWPyn3qZYnecccdJpPJ6S5R1r0HMIARowD6NdlhdXV1f//73z3jjl26VbRt7YkelSvM//znP8/Pz3f20FKjcuRSpVLJsdtRo0bNnDmzG4OjcmWoYcOGPfTQQ1VVVSKUWdQJwIBHjALo1zzX6H/0ox/JyebdGxaVs51E7cl5QqtWraqtrXX2UIyKapQ9KiJSDm2OHz/+htZlmzofo1OmTJF3nf773/92uhOcMVEAAx4xCqBfk5fRk5KS/Pz85MJJ3+YavVz3XryOXPS+ubm5p2pPxqjFYvnhD38oN5oX4ds2Rq/vgKdExfcxY8aI54onshEogMGDGAXQr3lidMaMGXJz+e7FqMxBeY3e39//9OnTzp64YdRDRK1sx507d8oV7K+++mqRlTI0vSz25PntddddJycw/eQnPyksLPTcigoAAxsxCqBfk73Y9jJ9N+YGyWv0ovbk9kuPPPJID16jb3uqske3b98uVwkVcTl27FiRpKKk246DeuJY8vPzmzx5snyKOMNXXnnF6d4ClGv0AAYDYhRAvyaDTLTjX/7yF9Fqotjk/kZdHRz19/cfN27ckCFDJkyYIGep90bqebbufPvtt+VsJDkhSSSmOPPRo0ePaUP8U7S1eFz8Vm4KJdx9993FxcWeLUYBYMAjRgH0d6LwmpqaNm/eLAcOReTNnj1b9OhNN93kfa+jm1qJEhXPksOiTz/9tBy/7KVxRxGR8v7RoKCgP/7xj55d5r2Tlbx06dKCggJnj94/AAD9HDEKoL+TY4RHjx6Vo4wjR46cPn26HBmVMXpTB8QBM2fOFAdfe+218nbMX/3qVzk5Oc5erj1Zz+J7XV2dSNKnnnpq0aJFf/jDH2699dabb75ZNrTo6R/84Ae/+MUv7rrrrsWLF2/bti0gIEB8Us/EfI4NG74AAApoSURBVAAYJIhRAP2dHMKsrKyUV+rldqAiSceOHTthwoRJkyZNdptyoYkTJ44ZM0YcNnz4cDk2+bOf/UxuaNQH445y+lHbwdfy8vL09HSLxaLT6bRarclkSkhIEGVcXV3tOYYSBTAIEaMAfICsOqvV+qtf/eo73/mO3KOoM+SRolmXLVsmWtDpDr4+mxgkk7ShocHLbCQZoN6PAYABjBgF4BtkqOXn57///vuiLO+88055J+i4ceNGjRo1cuTIEW5XX321nCo0adKkm2666be//e2mTZsCAwNramqcCm2tKWcjNbqJ6Kxv1eAmTqkv+xgA+htiFIDP8EwwFwGXmpoaExMTEBCwb9++L7/88rPPPvvUbefOnZ9//vmuXbuOHDkSFRWVlZUlL3zLeUU0HwD0N8QoAF8ihxi7dNOnfAoZCgD9EzEKwPfI+yzlVe+LXPSgvAiu9PkCADpEjALwbec6pvSpAQAujRgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAD0nXMXIkYBAADQ6851gBgFAABAD+soPYWWCxGjAAAAOK/zEenR3LG2xzS10dgGMQoAAODzvERkl3RUnF6is7EDDQ0N9R2ora2ta0WMAgAA+Lx+GKPee5QYBQAAGDj6IEbb7dFvXnYnRgEAAAYjRWK021fqiVEAAIABhRgFAACAYnokRr33aLsl2u4ceY+OYtTTo8QoAADAQKBUjHofHCVGAQAABoWeilEvPdqNGL3klXpiFAAAYCDogxjtxpV6YhQAAGBQUDBGZY8yMgoAADB49c8Y9XLbKDEKAAAwoPRBj3YjRr0PjhKjAAAAA0QfxKiXHiVGAQAABjVlY7R7t40SowAAAAMEMQoAAADF9M8Y9d6jxCgAAMDA0Qc9SowCAACgfX0Qoz07h4kYBQAAGDiIUQAAACimf8ZoY8dL3xOjAAAAAwcxCgAAAMUQowAAAFAMMQoAAAAl9UGMttujTW7EKAAAwKCmVIw2e11qlBgFAAAYFPpnjHa0uhMxCgAAMKAQowAAAFAMMQoAAADFEKMAAABQDDEKAAAAxSgbox31KDEKAAAwKPRUjHrv0XZj1MvgKDEKAAAwKPTPGO2oR4lRAACAAYUYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAohhgFAACAYohRAAAAKIYYBQAAgGKIUQAAACiGGAUAAIBiiFEAAAAopg9KlBgFAABA+4hRAAAAKKOnSpQYBQAAQJcRowAAAFAMMQoAAADFEKMAAABQjLIx2uRGjAIAAAxSisdol0qUGAUAABhQiFEAAAAoowdLlBgFAABA1xCjAAAAUEyfxWhPTaUnRgEAAAYOYhQAAACKUTZGu7GuEzEKAAAwQPRsiXYjRoWOSlRot0SJUQAAgAGiz0qUGAUAAMDFiFEAAAAops9itKMSJUYBAAAGL2IUAAAAiumbEvUSo16m0hOjAAAAA1x/jtGO1nUiRgEAAAYIYhQAAADK6MES9R6jXm4YJUYBAAAGqb4p0W7fMEqMAgAADGT9OUa9lCgxCgAA4PN6sES9x2iPX6Ovq6sjRgEAAHxb35QoMQoAAIB2KB6jTa2IUQAAgMGlB0u02zHa3PHeS95vGCVGAQAAfJvvxmidGzEKAADgwxSP0W9zjZ4YBQAA8G2Kx6iXYdHGjrekJ0YBAAAGgj6L0W5coydGAQAABri+KVFiFAAAAO1QPEa9lCgxCgAAMJD1YIl6j9HuDYtecl0nYhQAAMCH9U2J9kaM1rUiRgEAAHxSD5Zot2PUyy6gxCgAAMBA1mcx6mVYtHtb0hOjAAAAPq9vSrQ3YrSuDWIUAADAJykeo9/+Gj0xCgAA4Kv6c4x28ho9MQoAAOCTerBEux2j335YlBgFAADwScQoAAAAlNEfStRLjHb+Gj0xCgAA4Hv6Q4x2b1iUGAUAAPBt/aFEiVEAAIBBihgFAACAMvpJifbICqPEKAAAgI/p/zHapWFRYhQAAMCX9IcY7cFhUWIUAADAl/TzGO3qsCgxCgAA4Ev6LEZ7/Bp9uyVKjAIAAPiMPivRbsdoV4dFiVEAAACf0R9itMmNGAUAABhc+kOJ9vgNo8QoAACAb+gPMep9WLQbN4zW1NQQowAAAP1dn5WolzFR78OiXq7Rd1SixCgAAIBv6Ccx6qVEuzEsKlRVVRGjAAAA/V1/iNHuDYt6v0ZPjAIAAPiAvinR3ohRL8Oi1dXVxCgAAEC/1oMZeskY7cth0dra2io3YhQAAKD/6rMS7eMYlcOixCgAAEC/1h9itNsL3XcUo7W1tcQoAABAf9cfStT7sGj3FrqXU5eIUQAAgP6rL0u0N2LUy92inmFR4f8D9fmdazIuF04AAAC0ZVhJZklJKgAIAAAABgASAQMAAQAAAAEAAAAaAQUAAQAAAFYAAAAbAQUAAQAAAF4AAAAoAQMAAQAAAAIAAAATAgMAAQAAAAEAAABphwQAAQAAAGYAAAAAAAAAOGMAAOgDAAA4YwAA6AMAAAYAAJAHAAQAAAAwMjEwAZEHAAQAAAABAgMAAKAHAAQAAAAwMTAwAaADAAEAAAD//wAAAqAEAAEAAACEAwAAA6AEAAEAAABvAgAAAAAAAJiS/xYAAAAASUVORK5CYII=" width="602px" alt="rena pl opinie"/></p>
<p>
<p>Serdecznie zapraszamy do <a href="https://www.forexgenerator.net/lseg-oglasza-silny-pierwszy-kwartal/">LSEG ogłasza silny pierwszy kwartał</a> współpracy sklepy, hurtownie i firmy dekoratorskie. Gwarantujemy szybką, miłą obsługę i bardzo atrakcyjne ceny. Podziel się wiedzą o zarobkach w firmie Rena Polska Sp.   Dodaj pomocną opinię, którą sam chciałbyś przeczytać o swoim potencjalnym Pracodawcy.</p>
</p>
<p>
<p>Podziel się swoimi przemyśleniami, a poniższe przykłady możesz potraktować jako podpowiedzi o czym Użytownicy lubią czytać odwiedzając profile firm. Zgłoszenie sygnału wymaga weryfikacji. Prosimy o zapoznanie się z treścią przesłanej wiadomości na Twój adres e-mail i potwierdzenie. Po poprawnej weryfikacji poinformujemy Cię o kolejnych krokach. Firma nie ma zarejestrowanego Compliance Officera. GoWork oraz GoWhistle nie zobaczą treści Twojego zgłoszenia!</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/0kZ6IDbwbc4' frameborder='0' alt='rena pl opinie' allowfullscreen></iframe></div></p>
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