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0;margin-inline-end:5px}.elementor-control-responsive-switchers__holder{position:absolute;width:100%;top:0;background-color:var(--e-a-bg-default);border-radius:var(--e-a-border-radius);transition:.15s;border:1px solid transparent}.elementor-control-responsive-switchers.elementor-responsive-switchers-open{z-index:11000}.elementor-control-responsive-switchers.elementor-responsive-switchers-open .elementor-responsive-switcher{height:2.5em;transform:scale(1);opacity:1}.elementor-control-responsive-switchers.elementor-responsive-switchers-open .elementor-responsive-switcher:hover{color:var(--e-a-color-primary-bold)}.elementor-control-responsive-switchers.elementor-responsive-switchers-open .elementor-control-responsive-switchers__holder{box-shadow:var(--e-a-dropdown-shadow)}.elementor-responsive-switcher{all:unset;display:flex;align-items:center;justify-content:center;position:relative;z-index:2;cursor:pointer;height:0;width:100%;transform:scale(0);opacity:0;transition:.15s;font-size:12px;color:inherit}.elementor-responsive-switcher:hover{color:var(--e-a-color-primary-bold)}.elementor-device-widescreen .elementor-responsive-switcher.elementor-responsive-switcher-widescreen{height:2.5em;transform:scale(1);opacity:1}.elementor-device-widescreen .elementor-responsive-switchers-open:not(:hover) .elementor-responsive-switcher.elementor-responsive-switcher-widescreen{color:var(--e-a-color-primary-bold)}.elementor-device-desktop .elementor-responsive-switcher.elementor-responsive-switcher-desktop{height:2.5em;transform:scale(1);opacity:1}.elementor-device-desktop .elementor-responsive-switchers-open:not(:hover) .elementor-responsive-switcher.elementor-responsive-switcher-desktop{color:var(--e-a-color-primary-bold)}.elementor-device-laptop .elementor-responsive-switcher.elementor-responsive-switcher-laptop{height:2.5em;transform:scale(1);opacity:1}.elementor-device-laptop .elementor-responsive-switchers-open:not(:hover) .elementor-responsive-switcher.elementor-responsive-switcher-laptop{color:var(--e-a-color-primary-bold)}.elementor-device-tablet_extra .elementor-responsive-switcher.elementor-responsive-switcher-tablet_extra{height:2.5em;transform:scale(1);opacity:1}.elementor-device-tablet_extra .elementor-responsive-switchers-open:not(:hover) .elementor-responsive-switcher.elementor-responsive-switcher-tablet_extra{color:var(--e-a-color-primary-bold)}.elementor-device-tablet .elementor-responsive-switcher.elementor-responsive-switcher-tablet{height:2.5em;transform:scale(1);opacity:1}.elementor-device-tablet .elementor-responsive-switchers-open:not(:hover) .elementor-responsive-switcher.elementor-responsive-switcher-tablet{color:var(--e-a-color-primary-bold)}.elementor-device-mobile_extra .elementor-responsive-switcher.elementor-responsive-switcher-mobile_extra{height:2.5em;transform:scale(1);opacity:1}.elementor-device-mobile_extra .elementor-responsive-switchers-open:not(:hover) .elementor-responsive-switcher.elementor-responsive-switcher-mobile_extra{color:var(--e-a-color-primary-bold)}.elementor-device-mobile .elementor-responsive-switcher.elementor-responsive-switcher-mobile{height:2.5em;transform:scale(1);opacity:1}.elementor-device-mobile .elementor-responsive-switchers-open:not(:hover) .elementor-responsive-switcher.elementor-responsive-switcher-mobile{color:var(--e-a-color-primary-bold)}.e-units-wrapper{position:relative;margin-inline-start:auto}.e-units-wrapper .e-units-switcher{cursor:pointer;font-size:10px;padding:.5em;margin:-.5em 0;transition:all .15s ease-in-out}.e-units-wrapper .e-units-switcher:hover{color:var(--e-a-color-primary-bold);background-color:var(--e-a-bg-hover);border-radius:var(--e-a-border-radius)}.e-units-wrapper .e-units-switcher:not([data-selected=custom]) i.eicon-edit,.e-units-wrapper .e-units-switcher[data-selected=custom] span{display:none}.e-units-wrapper .e-units-switcher i.eicon-angle-right{transform:rotate(90deg)}.e-units-choices input{display:none}.e-units-choices input:checked+label{color:var(--e-a-color-primary-bold)}.e-units-choices label{cursor:pointer;display:block}.e-units-choices{display:none;overflow:hidden;max-height:0;position:absolute;top:-.8em;left:-.5em;width:2.5em;text-align:center;background-color:var(--e-a-bg-default);border-radius:var(--e-a-border-radius);box-shadow:var(--e-a-dropdown-shadow);animation-timing-function:linear;animation-delay:0s;animation-fill-mode:forwards;z-index:11000}.e-units-choices .elementor-units-choices-label{display:flex;align-items:center;height:3em;justify-content:center;font-size:10px;transition:.15s}.e-units-choices .elementor-units-choices-label:hover{color:var(--e-a-color-primary-bold)}.e-units-choices.e-units-choices-open{display:block;animation-duration:1s;animation-name:e-units-choices-open}.e-units-custom input{font-family:monospace;font-size:.85em}@keyframes e-units-choices-open{0%{max-height:0}to{max-height:100vh}}.elementor-control-type-gaps .elementor-control-gaps{display:flex}.elementor-control-type-gaps li{flex:1;transition:flex-grow .3s ease-in-out}.elementor-control-type-gaps li .elementor-link-gaps,.elementor-control-type-gaps li input{display:block;text-align:center;width:100%;height:27px}.elementor-control-type-gaps li input{border-inline-start:none;border-radius:0;padding:var(--e-a-border-radius)}.elementor-control-type-gaps li input:focus{border-inline-start:var(--e-a-border-bold);margin-inline-start:-1px;width:calc(100% + 1px)}.elementor-control-type-gaps li input:focus+.elementor-control-gap-label{color:var(--e-a-color-txt)}.elementor-control-type-gaps li .elementor-link-gaps{border:var(--e-a-border-bold);border-inline-start:none;background-color:var(--e-a-bg-default);padding:0;outline:none;border-start-start-radius:0;border-start-end-radius:var(--e-a-border-radius);border-end-start-radius:0;border-end-end-radius:var(--e-a-border-radius);cursor:pointer}.elementor-control-type-gaps li:first-child input{border-inline-start:1px solid var(--e-a-border-color-bold);border-start-start-radius:var(--e-a-border-radius);border-start-end-radius:0;border-end-start-radius:var(--e-a-border-radius);border-end-end-radius:0}.elementor-control-type-gaps li:first-child input:focus{border-color:var(--e-a-border-color-focus);margin-inline-start:0;width:100%}.elementor-control-type-gaps li:last-child{max-width:27px}.elementor-control-type-gaps.e-units-custom li.elementor-control-gap:focus-within{flex:2.5}.elementor-control-type-gaps .elementor-control-gap-label{color:var(--e-a-color-txt-muted);display:block;text-align:center;font-size:9px;padding-block-start:5px}.elementor-control-type-gaps .elementor-link-gaps.unlinked{background-color:var(--e-a-bg-default)}.elementor-control-type-gaps .elementor-link-gaps.unlinked .elementor-linked{display:none}.elementor-control-type-gaps .elementor-link-gaps:not(.unlinked){background-color:var(--e-a-bg-active-bold);color:var(--e-a-color-txt-accent);border-color:var(--e-a-border-color-bold)}.elementor-control-type-gaps .elementor-link-gaps:not(.unlinked) .elementor-unlinked{display:none}.elementor-control-type-icons .elementor-control-media__preview>*{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%)}.elementor-control-type-icons .elementor-control-media__preview i{font-size:70px}.elementor-control-type-icons .elementor-control-media__preview svg{height:75%}.elementor-control-type-icons 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	<title>Forex Trading &#8211; MARIA BAMBINA HIGHER SECONDARY FOR GIRLS</title>
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		<title>Morning Star Candlestick Pattern What Is And How To Trade</title>
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					<comments>http://demo.mariabambinahss.com/morning-star-candlestick-pattern-what-is-and-how-2/#respond</comments>
		
		<dc:creator><![CDATA[mariabambina]]></dc:creator>
		<pubDate>Wed, 23 Oct 2024 17:34:17 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">http://demo.mariabambinahss.com/?p=1923</guid>

					<description><![CDATA[This article explores the MACD + RSI trading strategy and how it can be effectively employed to identify trade opportunities in the forex market. In addition, it is necessary to use graphical and candlestick analysis to determine more favorable entry and exit points. Therefore, it is possible to go long after the formation of the &#8230;<p class="read-more"> <a class="" href="http://demo.mariabambinahss.com/morning-star-candlestick-pattern-what-is-and-how-2/"> <span class="screen-reader-text">Morning Star Candlestick Pattern What Is And How To Trade</span> Read More &#187;</a></p>]]></description>
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" width="605px" alt="morning star forex"/></p>
<p><p>This article explores the MACD + RSI trading strategy and how it can be effectively employed to identify trade opportunities in the forex market. In addition, it is necessary to use graphical and candlestick analysis to determine more favorable entry and exit points. Therefore, it is possible to go long after the formation of the Morning star doji at the key support level.</p>
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<p><h2>Morning Star Pattern vs. Doji Morning Star Pattern</h2>
</p>
<p><p>What qualifies the size of the candles required to officially constitute  a morning star formation contains subjectivity. The range of the candles needed to qualify is debatable, making pattern identification less concrete. The morning star works best following a strong downtrend or period of sideways price consolidation. The morning star has the highest probability of success as a bottoming signal when the market is bottoming after a selloff. To establish an effective profit target, start by identifying potential resistance levels on the chart.</p>
</p>
<p><p>While the standard Morning Star has a small-bodied second candle, the Doji Morning Star candlestick pattern features a Doji candle as the second candle. Below is a breakdown of the morning star pattern and how to recognize it and trade with it. By recognizing whether a Morning Star or an Evening Star is forming, you can better gauge whether to prepare for an upward or downward price movement and adjust your trades accordingly. Usually, the market will gap slightly higher on opening and rally to an intra-day high before closing at a price just above the open – like a star falling to the ground. Yes, it is possible to trade the pattern automatically with a trading bot or algorithmic trading software.</p>
</p>
<p><img 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width="603px" alt="morning star forex"/></p>
<p><p>If this high aligns with a significant resistance level, it may be suitable for a profit target. We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools. We&#8217;re also a community of traders that support each other on our daily trading journey. It warns of weakness in a downtrend that could potentially lead to a trend reversal.</p>
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<p><p>Long candlestick bodies are indicative of intense buying or selling pressure, depending on the direction of the trend. A candlestick pattern is a way of presenting certain information about a stock. It represents the open, high, low, and close price for the stock over a period of time. Make sure that potential losses are lower while allowing for profit potential. Review and adjust risk management parameters based on evolving market conditions and trade performance. Buyers are willing to buy stocks at a price higher than the previous day’s close.</p>
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<p><h2>Trading Strategies with Morning Star Candlestick</h2>
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<h3>What is a star in forex?</h3>
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<p>The Morning Star is a bullish three-candlestick pattern signifying a potential bottom. It warns of weakness in a downtrend that could potentially lead to a trend reversal. The morning star consists of three candlesticks with the middle candlestick forming a star.</p>
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<p><p>Waiting for a confirmation on the 4th day may not be necessary while trading based on a morning star pattern. The best way to learn to read candlestick patterns is to practice entering and exiting trades from the signals they give. If you don’t feel ready to trade on live markets, you can develop your skills in a risk-free environment by opening a tastyfx demo account. The opposite is true for the bullish pattern, called the ‘rising three methods’ candlestick pattern. It comprises of three short reds sandwiched within the range of two long greens. The pattern shows traders that, despite some selling pressure, buyers are retaining control of the market.</p>
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<ol>
<li>However, it is crucial to continually backtest and optimize these systems to ensure they remain effective over time.</li>
<li>This allows for defined risk on the trade while capitalising on the upside implied by the pattern.</li>
<li>Conversely, in low volatility conditions, patterns may be less frequent but potentially more reliable.</li>
<li>Besides, the first pattern&#8217;s third long bullish candlestick opened with a large gap, giving a strong signal for a trend reversal.</li>
<li>This method relies heavily on a trader&#8217;s experience and intuition to recognize the emergence of the pattern among other market signals.</li>
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<p><p>So the order of the three candlesticks is reversed – the Morning Star turns from red to green while the Evening Star turns from green to red. The patterns look like mirror images and signal opposite reversals at potential market turning points. The key difference between a Morning Star and a Morning Star Doji candlestick pattern is that the middle candlestick is different. In a standard Morning Star pattern, the middle candlestick is a short red real body that gaps down from the previous long red candlestick. In contrast, in a Morning Star Doji pattern, the middle candlestick has little to no real body and forms a Doji star. This three candle sequence shows that selling pressure is abating as bulls regain control of the market.</p>
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<p><h2>TO BE A SUCCESSFUL TRADER?</h2>
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<p><p>Since the pattern indicates the downtrend might be reversing, it gives traders confidence to get back in and augment existing longs. Adding at the support levels identified by the Morning Star improves the average entry price. The small bodied second candle of the Morning Star tapping below the prior long red candle shows there is support and buying interest at those levels.</p>
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<ol>
<li>Depending on the strength of the trend, different levels are more likely to work better with the Morning Star pattern.</li>
<li>The pattern contains built-in entry, stop loss, and take profit levels which allows creating an objective trading plan.</li>
<li>Additional confirmation from indicators like bullish RSI divergences boosts the likelihood of profitable follow-through.</li>
<li>To use this strategy, we look for Evening Stars at the top of the market and use Bollinger Bands, the RSI, and the Crypto Fear and Greed Chart as additional indicators.</li>
<li>When spotted on a chart, they can suggest possible trend reversals or continuations&#8230;</li>
</ol>
<p><img 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width="609px" alt="morning star forex"/></p>
<p><p>Finally, a long green bullish candle completes the pattern by opening above the midpoint of the preceding candle, indicating renewed buying pressure. Morning star candlstick is a visual pattern composed of three candles, and technical analysts interpret it as a bullish signal. Morning star pattern formed after a downtrend, indicating that it started to climb upwards.</p>
</p>
<p><p>Before incorporating candlestick patterns into your trading methods, you should do extensive research and backtesting to enhance your performance. However, traders should not rely on the Morning Star as a sole indicator when making trading decisions. Other <a href="https://g-markets.net/helpful-articles/morning-star-definition/">morning star forex</a> essential factors that should be considered are the asset’s fundamental analysis, market conditions, and risk management strategies. It can be found in almost all financial markets and on various time frames.</p>
</p>
<p><p>Traders should not confuse the morning star candle formation with other formations, such as the evening star, which is the complete opposite. Strike offers a free trial along with a subscription to help traders and investors make better decisions in the&nbsp;stock&nbsp;market. The morning star provides no indication of how long or deep the preceding downtrend should be before having validity. This makes assessing pattern quality more ambiguous without clear prior trend guidelines. Lastly, determine your profit target and monitor your trade if you need to adjust your strategy in light of new market conditions.</p>
</p>
<p><p>You can improve the Morning Star pattern’s effectiveness by combining it with other technical indicators. Indicators like RSI, MACD, and Bollinger Bands can provide additional confirmation of the reversal, helping you to make more accurate trading decisions. The evening star pattern is considered to be a reliable indication that a downward trend has begun but it can be difficult to discern amid the noise of stock-price data. Traders often use price oscillators and trendlines to help identify it reliably and to confirm whether an evening star pattern has in fact occurred.</p>
</p>
<p><p>The hanging man is the bearish equivalent of a hammer; it has  the same shape but forms at the end of an uptrend. Depending on the strength of the trend, different levels are more likely to work better with the Morning Star pattern. Another popular way of trading the Morning Star candlestick is using the Fibonacci retracement tool. To find a bullish RSI Divergence we want to see the price on a downtrend first, making lower lows and lower highs.</p>
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<h3>Is Morning Star good?</h3>
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<p>Key Takeaways. Morningstar is a highly regarded mutual fund and exchange-traded fund (ETF) rating agency. The agency&apos;s research is used by many big names in the financial sector, including the Financial Industry Regulatory Authority.</p>
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		<title>Zaskakujące wyniki sprzedaży detalicznej  Ekonomiści załamują ręce</title>
		<link>http://demo.mariabambinahss.com/zaskakujace-wyniki-sprzedazy-detalicznej/</link>
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		<dc:creator><![CDATA[mariabambina]]></dc:creator>
		<pubDate>Fri, 04 Oct 2024 16:11:40 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">http://demo.mariabambinahss.com/?p=10768</guid>

					<description><![CDATA[Główna ekonomistka banku, Monika Kurtek, wskazuje na trudności w&#160;identyfikacji przyczyn tak głębokiego spadku. &#8220;W ujęciu nominalnym jest to najsłabszy wynik od lutego 2021 roku&#8221; &#8211;&#160;informuje w&#160;swoim raporcie. Spadki dotknęły wszystkich kategorii sprzedaży poza pojazdami samochodowymi i&#160;motocyklami, a&#160;ich średnia skala przekroczyła 6&#160;proc. PKO BP w&#160;swojej analizie wskazuje na wpływ czynników kalendarzowych. &#8220;Mniejsza liczba dni handlowych i&#160;jedna &#8230;<p class="read-more"> <a class="" href="http://demo.mariabambinahss.com/zaskakujace-wyniki-sprzedazy-detalicznej/"> <span class="screen-reader-text">Zaskakujące wyniki sprzedaży detalicznej  Ekonomiści załamują ręce</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>Główna ekonomistka banku, Monika Kurtek, wskazuje na trudności w&nbsp;identyfikacji przyczyn tak głębokiego spadku. &#8220;W ujęciu nominalnym jest to najsłabszy wynik od lutego 2021 roku&#8221; &#8211;&nbsp;informuje w&nbsp;swoim raporcie. Spadki dotknęły wszystkich kategorii sprzedaży poza pojazdami samochodowymi i&nbsp;motocyklami, a&nbsp;ich średnia skala przekroczyła 6&nbsp;proc. PKO BP w&nbsp;swojej analizie wskazuje na wpływ czynników kalendarzowych. &#8220;Mniejsza liczba dni handlowych i&nbsp;jedna sobota mniej niż we wrześniu 2023 wpłynęły na wynik&#8221; &#8211;&nbsp;czytamy w&nbsp;raporcie banku. Istotnym czynnikiem była również wysoka baza statystyczna w&nbsp;sprzedaży paliw, związana z&nbsp;promocjami na stacjach benzynowych w&nbsp;poprzednim roku.</p>
<p>Spadek sprzedaży detalicznej we&nbsp;wrześniu jest najmocniejszy od&nbsp;czasów pandemii &#8211; wskazali analitycy w&nbsp;komentarzu do&nbsp;danych GUS. Ich zdaniem rozmiary powodzi nie uzasadniają aż&nbsp;tak dużej zmiany w&nbsp;sprzedaży detalicznej, a&nbsp;osłabienie konsumpcji powinno być przejściowe. Dane wywołały lawinę komenatrzy&nbsp;w&nbsp;sieci. &#8220;Choć sprzedaż detaliczna obniżyła się w kwietniu o 7,3 proc. rdr, to w ujęciu odsezonowanym w porównaniu z marcem widać było pewne odbicie wolumenu zakupów (+1,1 proc.). W jednostkach handlujących meblami, rtv i agd jednak kolejne rozczarowanie. Cięcie wydatków na dobra trwałe trwa&#8221;. Ogólny obraz sprzedaży detalicznej nie zmienia się jednak w porównaniu do tego, co widzieliśmy w marcu i w poprzednich miesiącach.</p>
<p>Po wyeliminowaniu wpływu czynników o charakterze sezonowymsprzedaż detaliczna w cenach stałych we wrześniu 2024 r. Była o 6,7% niższa wporównaniu z sierpniem 2024 r. Sprzedaż detaliczna we wrześniu fatalna i aż trudno uwierzyć w tak dużą pomyłkę konsensusu prognoz oraz sam wynik. Słabość widać po całej linii. Gdyby nie sprzedaż samochodów, byłby dużo gorzej” – skomentowali dane GUS ekonomiści mBanku.</p>
<p>Odnotowane zmiany (wzrost/spadek) dynamiki sprzedaży detalicznej w poszczególnych grupach rodzajów działalności przedsiębiorstw mogą zatem również wynikać ze zmiany przeważającego rodzaju działalności przedsiębiorstwa oraz zmian organizacyjnych (np. <a href="https://www.forexrobotron.info/admiralmarkets-forex-broker-recenzja-forex/">AdmiralMarkets Forex Broker Recenzja Forex</a> połączenia przedsię-biorstw). Nie ma to wpływu na dynamikę sprzedaży detalicznej ogółem. Co więcej, jest to już czwartymiesiąc z rzędu, gdy dane o sprzedaży okazały się niższe od oczekiwańwiększości ekonomistów. W sierpniu liczono na wzrost o 3,4%, a GUSzaraportował 3,2%.</p>
<p>Była niższa niż przed rokiem o&nbsp;3,0% (wobec spadku o 0,3% we wrześniu 2023&nbsp;r.). W&nbsp;porównaniu z&nbsp;sierpniem 2024 <a href="https://www.forexpamm.info/gbp-usd-para-walut-nie-mogla-wznowic-wzrostu/">GBP/USD: para walut nie mogła wznowić wzrostu</a> r. Notowano spadek sprzedaży detalicznej o&nbsp;5,7%. W okresie styczeń-wrzesień22024 r.</p>
<p>GUS podał, że w styczniu 2025 r. W porównaniu ze styczniem 2024 r. Notowano wyższą wartość sprzedaży detalicznej przez internet w cenach bieżących o 9,4 proc.</p>
<p>Chodzi o&nbsp;sprzedaż detaliczną wyrażoną w&nbsp;cenach stałych, a&nbsp;więc po&nbsp;wyeliminowaniu inflacji, przy czym w&nbsp;ujęciu miesiąc do&nbsp;miesiąca (w&nbsp;stosunku do&nbsp;sierpnia), spadek sprzedaży jest jeszcze głębszy i&nbsp;wyniósł aż&nbsp;6,7&nbsp;proc. Tak głębokie spadki sprzedaży detalicznej miały miejsce w&nbsp;niektórych miesiącach pandemii covid19, kiedy mieliśmy do&nbsp;czynienia powszechnymi lockdownami, dotyczącymi zarówno handlu jak&nbsp;i&nbsp;obywateli. We wszystkichpozostałych kategoriach we wrześniu odnotowano spadek sprzedaży detalicznej.I tak sprzedaż paliw zmalała o 4,8% rdr, żywności aż o 7,6%, odzieży i obuwia o12,5%, mebli, rtv i agd o 8%, a prasy i książek o 2,8%.</p>
<p>W przeszłości&nbsp;Kostrzewa&nbsp;był m.in. Prezesem BRE Banku, był także związany z Grupą ITI jako członek rady dyrektorów, prezes, dyrektor generalny. Działa obok Rafała Brzoski w zespole deregulacyjnym.</p>
<p>Santander Bank Polska zwraca uwagę na poprawę wskaźników koniunktury w&nbsp;październiku w&nbsp;większości sektorów. Szczególnie optymistyczne dane płyną z&nbsp;sektora sprzedaży detalicznej, gdzie indeks nastrojów rośnie nieprzerwanie od czterech miesięcy. Bank odnotowuje również istotny wzrost cen produktów rolnych w&nbsp;skupie &#8211;&nbsp;o&nbsp;2,2 proc. Miesiąc do miesiąca we wrześniu, co stanowi najwyższy wzrost od września 2022 roku. PKO BP w swojej analizie wskazuje na wpływ czynników kalendarzowych. „Mniejsza liczba dni handlowych i jedna sobota mniej niż we wrześniu 2023 wpłynęła na wynik” – podaje raport banku.</p>
<p>W maju 2014 roku uzyskał mandat Deputowanego w wyborach do Parlamentu Europejskiego. Pracuje w Komisji Budżetowej oraz komisji Rolnictwa i Rozwoju Wsi. – Z tego co widziałam, to spadają głównie nie rzeczy pierwszej potrzeby, tylko raczej takie, bez których czasami możemy się obyć. Tekstylia z punktu widzenia klimatu to nawet dobrze, jak będziemy mniej tego typu rzeczy kupować, bo to jednak powoduje właśnie emisję &#8211; powiedziała minister Paulina Hennig-Kloska w Polsat News. Pogłębiająca się recesja konsumencka niepokoi ekonomistów i&nbsp;daje paliwo opozycji. Kamil Sobolewski z&nbsp;Pracodawców RP w komentarzu dla money.pl ostrzegał pod koniec maja, że nadejdzie kryzys.</p>
<p>Dla skoncentrowanego na walce z inflacją NBP to jednak dowód na skuteczność jastrzębiego przekazu. Urodzony 19 września 1956 roku w Komorowie woj. Absolwent Politechniki Świętokrzyskiej w Kielcach Wydział Ekonomiczny w Radomiu oraz Szkoły Głównej Planowania i Statystyki w Warszawie – obecnie Szkoły Głównej Handlowej – na Wydziale Finansów. Od roku 1979 do chwili obecnej jest wykładowcą akademickim Uniwersytetu Technologiczno Humanistycznego (wcześniej Politechniki Radomskiej oraz Wyższej Szkoły Inżynierskiej w Radomiu). Pełnił funkcję Wojewody Radomskiego, Ministra, członka Rady Ministrów, Prezesa Rządowego Centrum Studiów Strategicznych, Marszałka Województwa Mazowieckiego.</p>
<p>Ich zdaniem wsparciem dla handlu w kwietniu była wysoka skala zwrotów z tytułu rocznego rozliczenia podatku PIT. &#8220;Kasowe wpływy do budżetu z tego podatku po marcu były niższe niż po lutym, co mogło nieco podbić zakupy w kwietniu&#8221;- zauważono w komentarzu. Eksperci PKO BP podkreślają jednak solidne fundamenty konsumpcji. Mimo spowolnienia, tempo wzrostu realnych wynagrodzeń utrzymuje się na historycznie wysokim poziomie, a&nbsp;bezrobocie pozostaje rekordowo niskie.</p>
<p>Dynamika tych pierwszych wyhamowała z&nbsp;4,0&nbsp;proc. R/r, a&nbsp;tych drugich spadła z&nbsp;1,6&nbsp;proc. Widać, że dynamika wydatków konsumentów jest bardzo słaba, co wynika z dwóch czynników. Po pierwsze &#8211; ze słabnącej siły nabywczej dochodów, przede wszystkim z pracy, i wysokiej inflacji. Z drugiej strony &#8211; nie ma już efektu napływu uchodźców. Tu może pojawiać się negatywny efekt ze względu na to, że uchodźców jest mniej niż w ubiegłym roku.</p>
<p>Wciąż słabo radzą sobie dobra trwałe – ich sprzedaż spadła rok do roku o 8 proc. Niższa była też sprzedaż żywności, a o niemal 5 proc. Notowano wyższą wartość sprzedaży detalicznej przez Internet w cenach bieżących o 9,4 proc.</p>
<p>Wzrostu r/r (sprzedaż w&nbsp;cenach stałych). Obecny apetyt na wydatki osłabł w wyniku spowolnienia realnego wzrostu wynagrodzeń. We wrześniu <a href="https://www.forexeconomic.net/10-filarow-udanej-malej-firmy-nadchodzacy-kurs-akimbo/">10 filarów udanej małej firmy Nadchodzący kurs Akimbo</a> płace w sektorze przedsiębiorstw wzrosły realnie o 5,2 proc. Rok do roku &#8211; najsłabiej w 2024 roku. To według analityków główna przyczyna zaskakująco negatywnego odczytu, który we wtorek opublikował GUS.</p>
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		<title>How Much Is a Reddit Gold Membership?</title>
		<link>http://demo.mariabambinahss.com/how-much-is-a-reddit-gold-membership/</link>
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		<dc:creator><![CDATA[mariabambina]]></dc:creator>
		<pubDate>Tue, 01 Oct 2024 17:28:29 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">http://demo.mariabambinahss.com/?p=1595</guid>

					<description><![CDATA[This act fosters a sense of camaraderie and goodwill within the community. Reddit Gold is a monthly subscription to extra rewards and site features on Reddit. Reddit culture promotes the idea of redditors gifting each other Gold, or “gilding” them, for comments they love and consider exceptional. Subreddits It is not for asking for help &#8230;<p class="read-more"> <a class="" href="http://demo.mariabambinahss.com/how-much-is-a-reddit-gold-membership/"> <span class="screen-reader-text">How Much Is a Reddit Gold Membership?</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>This act fosters a sense of camaraderie and goodwill within the community. Reddit Gold is a monthly subscription to extra rewards and site features on Reddit. Reddit culture promotes the idea of redditors gifting each other Gold, or “gilding” them, for comments they love and consider exceptional.</p>
<h2>Subreddits</h2>
<ul>
<li>It is not for asking for help with some Reddit feature, or complaining that you got banned.</li>
<li>To become a Reddit Gold member, users must purchase a monthly or yearly subscription, which grants them access to the premium features.</li>
<li>The recognition and appreciation received through awards motivate users to strive for excellence and contribute meaningfully to the discussions happening on Reddit.</li>
<li>Additionally, you’ll be able to see three times more comments once you open a thread – for 500 comments loaded for regular users, you’ll get 1500.</li>
<li>If he or she responds to your note, you can find out the person&#8217;s username.</li>
<li>However, if you want to continue enjoying it for many years, note that buying additional features such as a premium account or virtual currency will contribute to that goal.</li>
<li>Reddit’s mascot, Snoo, comes in the same old form for non-premium users.</li>
</ul>
<p>I start here because it makes it easier to map goals later based on the areas I care about. I can adjust my approach more quickly when something isn’t working or my goals are misaligned with my vision. Dopamine reward cycle with frequent goal <a href="https://www.forex-reviews.org/finexo/">broker finexo</a> accomplishments keeps me motivated and engaged. If I set a goal in a January, I feel energized but then by March my motivation drops.</p>
<h2>Why Reddit’s Shift to Gold Is Controversial</h2>
<p>One new feature that the community responded well to was Reddit’s achievements; at least they got a hit with that. Yes, downvotes on posts or comments subtract from your karma score. However, losing a few karma points due to downvotes does not significantly impact your overall standing within the Reddit community.</p>
<h2>Is Reddit Gold Worth it?</h2>
<ul>
<li>This will cost you 1800 Coins, so you’ll need to save up to spend these or buy extra Reddit Coins to cover it.</li>
<li>I.e how much did the goal itself increase vs how much % of that goal was actually achieved.</li>
<li>You may tailor your Reddit profile to your requirements with these options.</li>
<li>Unlike the old method where you’d buy Coins and redeem them for awards, Gold keeps things straightforward.</li>
<li>Reddit Gold is also tied to the Contributor Program, where creators can earn payouts based on the Gold they receive.</li>
<li>Gold members get three times that much, with 1,500 comments loaded whenever you open thread.</li>
<li>Instead of juggling multiple awards, users can now directly buy and gift Gold to highlight meaningful contributions.</li>
</ul>
<p>Users are encouraged to participate in discussions, provide helpful insights, and reward exceptional contributions with awards. This engagement contributes to  the sense of belonging within the community, establishing connections and fostering a collaborative atmosphere. Awards on Reddit are virtual tokens given by users to others as a form of recognition, appreciation, or to highlight unique content.</p>
<p>R/theoryofreddit is a place for discussing theories about reddit and what makes Reddit tick. It is not for asking for help with some Reddit feature, or complaining that you got banned. Topics are expected to be more substantiative than an idle anecdotal observation; low quality posts will be removed at community and moderator discretion. Reddit allows you to save your favorite comments, but its standard site doesn’t allow you to sort those favorites. Gold members can view their saved comments by the individual subreddit they originate from, helping you organize favorite arguments from r/politics or whatever struck your fancy in r/gonewild. Depending on which subreddit you’re visiting, you’ll see many variations of Snoo all over the site, but that doesn’t mean you can’t make your own.</p>
<h2>Fifth step: Create a system—your ideal day and week</h2>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/HB2Bd1zGND8' frameborder='0' alt='what is daily reddit gold goal' allowfullscreen></iframe></div>
<p>Sometimes, you see awards on posts that don&#8217;t look silver, gold, or platinum. The mods of each subreddit develop these to cater specifically to the theme of the community. Their prices correspond to the length of the premium subscription they get as a reward. When users give Reddit Gold to others, they not only provide them with premium features but also promote high-quality content by showing appreciation for valuable contributions.</p>
<p>Get daily tips, tricks, guides, and special offers delivered right to your inbox. Reddit themes don’t bring any significant changes to Reddit’s user interface, but they’re a pleasant aesthetic change of pace from the normal grays of the site. You can also buy 12 “creddits” (get it?), which allows you to give one month of Reddit Gold at your discretion 12 times. There are several the changes being a Reddit Gold user makes to the site experience. A passionate writer with a keen interest in social media and marketing. Always exploring the latest trends and strategies to engage audiences.</p>
<h2>Features and Benefits of Reddit Gold</h2>
<div style='text-align:center'><iframe width='567' height='313' src='https://www.youtube.com/embed/ileWxf5n_kY' frameborder='0' alt='what is daily reddit gold goal' allowfullscreen></iframe></div>
<p>However, if you want to continue enjoying it for many years, note that buying additional features such as a premium account or virtual currency will contribute to that goal. If you take that into account, a six-dollar price is really not that much. In terms of the value proposition, whether or not Reddit Gold is worth it greatly depends on how a user <a href="https://www.forex-world.net/blog/best-stocks-to-day-trade-best-stocks-for-day/">Best stocks to day trade</a> interacts with the platform. For regular users who spend a lot of time on Reddit, Reddit Gold can definitely enhance their browsing experience and interaction within the community. It also gives them an opportunity to contribute financially to the platform they enjoy so much. For casual visitors, the free version of Reddit might be sufficient.</p>
<h2>Recent Posts</h2>
<p>This blog post was written in reaction to a TIL submission discussing reddit&#8217;s continued attempt to become profitable. One of the most visible results from this post is a new front page metric that monitor&#8217;s the daily reddit goal. This membership can be purchased by visiting the Reddit Premium page if you’re accessing it through a website. If you’re using an app, all you have to do is open your profile menu and choose the Reddit Premium option. The Reddit Premium membership or the additional Reddit Coins you purchase will be added to your account immediately after successful payment. As we’ve mentioned, there are a few ways to gain a Reddit Premium subscription.</p>
<p>Other times, Reddit gold is given just because someone in a subreddit happens <a href="https://www.forex-world.net/">https://www.forex-world.net/</a> to have a lot of money to spend. The practice of awarding a post is referred to as &#8220;gilding.&#8221; Reddit Gold is purchased with real money, and the funds go towards supporting the site and keeping it running. It is a way for Reddit users to financially support the platform while rewarding others for their contributions. If you really want to show your support to a user, you’ll want to gift a Premium award. This gifts a month of Premium membership to that user, along with 700 Coins and a Platinum label next to their post.</p>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/GAnjP5KVVVE' frameborder='0' alt='what is daily reddit gold goal' allowfullscreen></iframe></div>
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		<title>A Guide to Trade Accounts</title>
		<link>http://demo.mariabambinahss.com/a-guide-to-trade-accounts/</link>
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		<dc:creator><![CDATA[mariabambina]]></dc:creator>
		<pubDate>Mon, 17 Apr 2023 08:29:08 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">http://demo.mariabambinahss.com/?p=37571</guid>

					<description><![CDATA[Trade credit is used to give tradespeople immediate access to tools and materials on credit. Before you can get trade credit, you agree the credit limit and number of days until repayment must be made. Repayment terms vary, but on average repayment is usually required within 30 days. You can open a trading account with &#8230;<p class="read-more"> <a class="" href="http://demo.mariabambinahss.com/a-guide-to-trade-accounts/"> <span class="screen-reader-text">A Guide to Trade Accounts</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>Trade credit is used to give tradespeople immediate access to tools and materials on credit. Before you can get trade credit, you agree the credit limit and number of days until repayment must be made. Repayment terms vary, but on average repayment is usually required within 30 days. You can open a trading account with a registered stockbroker who works as an intermediary between you and the stock exchange. When you open a trading account, you are assigned a unique user ID mapped to your account.</p>
<h2>Interested in opening a business trading account with Alpaca?</h2>
<p>Less formal operations often make that assessment internally based on existing relationships, but it can be risky. There are credit risk management companies out there too to help you manage this more comprehensively. Fast forward to today, trade accounts continue to be the lifeblood of B2B trade for companies across almost every industry where there’s an established relationship between the seller and buyer. In this post, we’ll explain the key elements of trade accounts so that you can understand what they are, how they work, and how you can start offering them to your customers.</p>
<h2>Is trade payable a debt?</h2>
<p>Understanding <a href="https://forexbitcoin.info/what-is-the-forex-trading-secrets-and-tips-of/">what is the forex trading secrets and tips of success</a> its nuances and avoiding common pitfalls is essential for sustainable success. Furthermore, comparing trade accounts with other concepts helps clarify their distinct roles in the trading ecosystem. A trade account is the financial gateway for traders to access the Forex market.</p>
<p>That <a href="https://bigbostrade.com/hombro-cabeza-hombro-trading-how-to-use-a/">hombro cabeza hombro trading</a> discount can have a significantly positive effect on your profitability. Research reveals that 47% of companies pay one in ten invoices late, while 16% admit that they pay one in five invoices late. Only a paltry 5% of businesses assert that they always pay their obligations on time, whereas one in 12 firms never monitors its payments processes at all. You may use the supplies in your operations, and you can pay the suppliers after you collect the payment. Aside from that, a business can retain and attract new clients or customers.</p>
<h2>Develop, test and execute your algo trading</h2>
<p>You can print off your statements and invoices by going online to the &#8220;Statement and invoices&#8221; pages within the account management website. Here you will be able to select to view your recent invoices and statements. Aside from that, it would be best if you gave attention to bookkeeping. In order to do that, most companies are offering discounts if their customers will pay their debts on or before the given discount dates. Moreover, some companies are extending the date of payment to retain and attract new customers.</p>
<p>This approach enhances cash flow and enables businesses to continue operations smoothly, even with tied-up capital in receivables. Late payment feesIn the business world, getting paid on time isn&#8217;t always a sure thing. The pandemic has made it even more common for buyers to delay payments. When buyers don&#8217;t pay on time, sellers might charge them a late payment fee. This can be a problem, especially if sellers also struggle with their own bills. So, it&#8217;s important for buyers to stick to the payment agreement and avoid these extra charges.</p>
<ul>
<li>That&#8217;s because, when it comes to trading in the stock market, there may be times when things may not go as planned.</li>
<li>Extending this trust towards your customers helps to build customer loyalty and increase repeat business over time.</li>
<li>Trade debtors are significant not just because it’s part of standard business transactions but also because they have an important role in a company’s cash flow.</li>
<li>Boost B2B sales for rental services, subscription plans, and big-ticket items to drastically improve cash flow and increase B2B sales.</li>
</ul>
<p>&#x200d;Business trade accounts allow a company to purchase goods or services on credit from another company. This means they can receive the goods or services now and pay for them at a later date, usually with interest. One of the most popular ways for B2B firms to get paid quickly is with debt factoring. This is where a third party, such as a bank or financial service provider, will quickly pay you 80-90% of the invoice amount upfront, and then collect it from the buyer when the payment terms expire.</p>
<p>For example, if Solid Builders Ltd needs a shipment of timber, concrete, and steel for a new project, they can order these materials from BuildPro Supplies and use them in their construction work. Instead, they have a grace period to make use of the materials in their project and then pay BuildPro Supplies for the materials according to the agreed net terms. Businesses can also work with a third-party trade account service to take care of different parts of managing their trade accounts. These providers can give many different services, such as buyer onboarding, credit checking, processing payments, collecting debts, and more. The way a business is structured can impact various aspects of its financial management, including taxation, liability protection, and access to specialized financial services. This knowledge is essential for businesses when considering trading accounts and leveraging its benefits specific to their organizational needs.</p>
<p>Sellers struggling with cash flow can find themselves unable to pay their invoices on time, resulting in further charges they need to pay. However, even with these precautions, sellers must maintain an effective accounts receivable process to proactively address overdue payments and keep their financial operations running smoothly. Late payments not only strain their cash flow but can also jeopardise their business relationships and long-term stability. In an effort to mitigate the impact of late payments, sellers often resort to credit checks on their customers, filtering out those with a history of paying late. Additionally, some B2B merchants offer incentives for early payments by providing discounts to buyers who settle their bills ahead of schedule. Credit and fraud risk As a merchant, you take on the credit and fraud risk for trade credit purchases.</p>
<p>President Donald Trump is likely to speak this week with his Russian counterpart Vladimir Putin as discussions intensify on brokering a ceasefire in Ukraine, Trump’s foreign envoy Steve Witkoff said Sunday. This post has been updated with additional comments from the defense secretary. “The difference here is, one, going after the Houthi leadership and, two, holding Iran responsible. It is Iran that has repeatedly funded, resourced, trained and helped the Houthis target not only US warships, but global commerce, and has helped the Houthis shut down two of the world’s most strategic sea lanes,” he said.</p>
<h2>Revolving Credit</h2>
<ul>
<li>Everyone brings unique experiences and perspectives to the table, and only by considering all views can a team achieve the best possible outcome.</li>
<li>Besides, you also benefit from instant notifications on any transaction you make via email and SMS.</li>
<li>Late payment fees will of course apply, depending on the agreement they have with the seller.</li>
<li>Trading accounts typically involve fees and charges, including brokerage and transaction costs.</li>
</ul>
<p>Trade accounts work in various ways when using a third-party provider, depending on the specific services included and provider capabilities. Here are a few things to keep in mind when deciding whether to offer trade accounts in-house or partner with a third-party provider. Just like other current assets or liabilities, trade accounts payable have a significant impact on your profitability. The single most critical thing you can ever do to maintain good vendor relations is pay your bills on time. Unfortunately, accounts payable management can get hectic and unwieldy.</p>
<p>To learn more, read our comprehensive guide on the different types of trade credit. Without trade references, suppliers might not want to take the risk of giving you credit. Most businesses that use trade credit often have more work than they would otherwise, as they’re able to take on more of the opportunities that come their way. Join our email list to receive in-depth insights on the evolving B2B payments landscape and the latest product updates and news from the Mondu team.</p>
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<p>Today, through a single window and platform of your trading account, you can access any or all stock exchanges for seamless trading. Consider your trading account as an online investment account that you use to transact in securities and monitor your trades. Just as your demat account holds all your investments in one place, your trading account enables you to conduct transactions — buy and sell in the stock market on any stock exchange.</p>
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<p>The move to invoke the Alien Enemies Act is already facing a legal challenge, and a federal judge has temporarily blocked the administration from conducting deportations under it. It is the latest instance of staffers from the Elon Musk-backed initiative being rebuffed from entering independent agencies. However, USIP has publicly stressed a desire to cooperate with the Trump administration. “We don’t want people in our country that are going to be committing crimes and undermining our national security or the public safety.</p>
<p>CNN’s Alejandra Jaramillo and Sam Waldenberg contributed reporting to this post. Speaking on Sunday, aides to Trump described ongoing peace talks as productive, but did not say how the matter of territorial concessions would be resolved. Witkoff did say the Russian leader “accepts the philosophy of President Trump” in wanting to see the war end and voiced confidence a pause in fighting could arrive within weeks.</p>
<p>You may notice that your neighbour has started discussing stocks with you. While several stockbrokers in the market offer the facility of opening a trading account with them, it is essential to compare and choose the right one. Here are some tips to help you select the right broker to open trading account. Here are a few considerations to keep in mind when weighing up whether or not to manage trade accounts in-house. Trade accounts have been instrumental in facilitating business-to-business transactions for centuries. Their roots can be&nbsp;traced back to ancient trade routes&nbsp;where merchants from distant lands depended on trade credit arrangements to obtain <a href="https://g-markets.net/helpful-articles/5-best-trading-journals-and-how-to-journal/">best trading journal</a> silk, spices, and other precious goods.</p>
<p>Please ensure you continue to pay by other methods until the Direct Debit is active with your bank. You will need to contact the store where you made the purchase and they will be happy to help you. You are also able to find the contact details of each store on the Screwfix.com and DIY.com websites. Now, imagine getting cash discounts from all of your vendors and having enough cash on hand to take them. With support for some of the most popular E-Commerce platforms like WooCommerce, Magento, and CraftCMS, Two’s E-Commerce Checkout gets you up and running straight away.</p>
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		<title>The U S. Trade Balance with Every Country The Motley Fool</title>
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		<pubDate>Mon, 10 Apr 2023 12:14:56 +0000</pubDate>
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					<description><![CDATA[The largest decrease in non-EU exports was&#160;in SITC 33 &#8211; Petroleum, petroleum products &#38; related materials (down £1.0 billion, 73%). The largest&#160;decrease in non-EU exports was to the USA (down £0.7 billion, 24%). Wales’ exports of goods to EU countries were worth £10.0 billion (down £1.5 billion, 13%). The largest decrease in EU what is &#8230;<p class="read-more"> <a class="" href="http://demo.mariabambinahss.com/the-u-s-trade-balance-with-every-country-the/"> <span class="screen-reader-text">The U S. Trade Balance with Every Country The Motley Fool</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>The largest decrease in non-EU exports was&nbsp;in SITC 33 &#8211; Petroleum, petroleum products &amp; related materials (down £1.0 billion, 73%). The largest&nbsp;decrease in non-EU exports was to the USA (down £0.7 billion, 24%). Wales’ exports of goods to EU countries were worth £10.0 billion (down £1.5 billion, 13%). The largest decrease in EU <a href="https://forexbitcoin.info/what-is-etoro/">what is etoro</a> exports was in SITC 33 &#8211; Petroleum, petroleum products &amp; related materials (down £1.0 billion, 50%).</p>
<h2>How frequently is trade balance data released?</h2>
<p>Ultimately, this may result in lower exports and higher imports, causing a trade deficit. It&#8217;s important to note that the balance of trade and the balance of payments are not the same thing, although they are related. The balance of trade measures the flow of goods and services into and out of a country, while the balance of payments measures all international transactions, including trade in goods and services, financial capital, and financial transfers. Sometimes, a trade deficit can be unfavorable for a nation, especially one whose economy relies heavily on the export of raw materials. As a result, its domestic businesses don&#8217;t gain the experience needed to make value-added products. Rather, its economy becomes increasingly dependent on global commodity prices, which can be highly volatile.</p>
<ul>
<li>Trump has several times said the revenue collected from tariffs will make the country wealthy.</li>
<li>The balance of trade is one of the significant components for any economy&#8217;s current asset as it measures a country&#8217;s net income earned on global investments.</li>
<li>Sir Keir responded by criticising the Conservative&#8217;s record on the economy, mortgages and the NHS.</li>
<li>StudySmarter is a globally recognized educational technology company, offering a holistic learning platform designed for students of all ages and educational levels.</li>
</ul>
<h2>Here&#8217;s the latest data on the U.S. trade-in-goods surplus and deficits by country.</h2>
<p>Graduated in Electrical Engineering at the University of São Paulo, he is currently pursuing an MSc in Computer Engineering at the University of Campinas, specializing in machine learning topics. Gabriel has a strong background in software engineering and has worked on projects involving computer vision, embedded AI, and LLM applications. For example, one dollar in U.S. currency may be equivalent to 0.86 British pounds. The values offered for currency exchange are relative to one another; the price of one currency is defined in terms of another currency. Shopping around for the best rates and taking advice will help them to manage the inevitable rise in rate.</p>
<p>The major component of the current account is the trade balance – trade in goods. It&#8217;s important to note that the balance of trade is typically measured in the currency of the country whose trade balance is being calculated. For example, if the country in the above example is the United States, the balance of trade would be measured in US dollars. In this example, the balance of trade is +$20 million, which means that the country has a trade surplus of $20 million.</p>
<h2>Views on economic impact</h2>
<p>The story is reversed on immigration with 51% saying they back the president’s approach. But the event raised questions over whether the president is becoming disconnected with the economic suffering in the country – one of the trends that led to his election victory last year. Vietnam later announced a number of deals between Vietnamese and US companies with an expected total value of US$4.15 billion, according to a statement on the website of state-owned PetroVietnam Power. Trump has several times said the revenue collected from tariffs will make the country wealthy. Last year, as Trump campaigned again for the presidency, he frequently proselytized his tariff plans and in one appearance suggested tariffs could help solve rising child care costs.</p>
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<p>For businesses, understanding the dynamics of trade balance is essential for making informed decisions in international trade and investment. Balanced trade is the third type, and as the name suggests, it is a situation where a country&#8217;s exports are equal to its imports. While balanced trade may sound ideal, it&#8217;s rare in reality because trade flows are determined by a multitude of factors such as relative prices, exchange rates, and the economic policies of trading partners, which can shift and change. Regardless, it&#8217;s a state that shows a perfect equilibrium in a country&#8217;s trade activities.</p>
<p>So, read on to understand the fundamental dynamics of global trade and how each transaction we make influences it.&#8221; Countries can shift from <a href="https://bigbostrade.com/hedge-fund-trading-strategies-hedge-fund/">hedge fund trading strategies</a> a trade deficit to a surplus by investing heavily in export-oriented manufacturing or extracting industries. It is also possible to move toward a trade surplus by placing tariffs on imported goods, or by devaluing the country&#8217;s currency.</p>
<p>They are available to domestic and certain foreign investors, including QFIs and those participating in Stock Connect Programs like Shanghai-Hong Kong and Shenzhen-Hong Kong. Foreign investments in A-Shares face various regulations and restrictions, including limits on asset repatriation. A-Shares may experience frequent trading halts and illiquidity, which can lead to volatility in KURE’s share price and increased trading halt risks. The Chinese economy is an emerging market, vulnerable to domestic and regional economic and political changes, often showing more volatility than developed markets. Companies face risks from potential government interventions, and the export-driven economy is sensitive to downturns in key trading partners, impacting KURE.</p>
<h2>Balance of Trade and Exchange Rate</h2>
<p>However, each of these actions can have negative consequences for an economy. Devaluing a currency is obviously inflationary as well and wipes out people&#8217;s savings. A trade deficit on its own is not necessarily a problem and doesn&#8217;t need fixing for <a href="https://g-markets.net/helpful-articles/3-best-technical-indicators-for-a-short-term/">best technical indicators for short term trading</a> the sake of fixing. A trade surplus or deficit&nbsp;is not always&nbsp;a viable indicator of an economy&#8217;s health, and it must be considered in the context&nbsp;of the business cycle and other economic indicators.</p>
<p>Both conditions have their implications and are influenced by various factors, including the country’s economic policies, exchange rates, and the competitiveness of its industries. Friedman argued that trade deficits are not necessarily important, as high exports raise the value of the currency, reducing aforementioned exports, and vice versa for imports, thus naturally removing trade deficits not due to investment. Since 1971, when the Nixon administration decided to abolish fixed exchange rates, America&#8217;s Current Account accumulated trade deficits have totaled $7.75 trillion as of 2010. This deficit exists as it is matched by investment coming into the United States – purely by the definition of the balance of payments, any current account deficit that exists is matched by an inflow of foreign investment. The balance of trade is a vital economic metric that reflects the difference between a country’s exports and imports. While a surplus or deficit can indicate various economic conditions, understanding the factors that influence these outcomes is crucial for policymakers.</p>
<p>Domestic industry competitiveness – Strong domestic industries are likely to export more. Economic stability – Often synonymous with political stability, a stable economy encourages trade and investment. Gabriel Freitas is an AI Engineer with a solid experience in software development, machine learning algorithms, and generative AI, including large language models’ (LLMs) applications.</p>
<h2>Balance of Trade vs. Current Account</h2>
<p>U.S.-China tensions raise concerns over tariffs and trade restrictions, which could harm China’s exports and KURE. China’s regulatory standards are less stringent than in the U.S., resulting in limited information about issuers. Tax laws are unclear and subject to change, potentially impacting KURE and leading to unexpected liabilities for foreign investors. Fluctuations in currency of foreign countries may have an adverse effect to domestic currency values. The trade balance is a crucial economic indicator that measures the difference between a country’s exports and imports.</p>
<p>The monetary balance of trade is different from the physical balance of trade9 (which is expressed in amount of raw materials, known also as Total Material Consumption). Developed countries usually import a substantial amount of raw materials from developing countries. Typically, these imported materials are transformed into finished products and might be exported after adding value. Most developed countries have a large physical trade deficit because they consume more raw materials than they produce. Balance of trade is the difference between the monetary value of a nation&#8217;s exports and imports of goods over a certain time period.1 Sometimes services are also considered but the official IMF definition only considers goods.</p>
<ul>
<li>The three types of balance of trade are a favorable balance trade, an unfavorable/deficit balance of trade, and an equilibrium balance of trade.The components of the balance of trade are exports and imports of goods and services.</li>
<li>However, it&#8217;s not always a problem, and many successful economies have run trade deficits for decades.</li>
<li>A country may only be able to borrow a lot to run that deficit if it is deemed dependable and creditworthy.</li>
<li>The largest increase in EU imports was in SITC 09 &#8211; Miscellaneous edible products &#038; preparations (up £0.1 billion, 61%).</li>
</ul>
<p>In other words, the country is selling more to other countries than it is buying from them. A trade surplus is often seen as a sign of economic success, as it indicates that the country is producing goods and services that are in high demand internationally. Balance of trade is defined as the difference between the value of a country&#8217;s exports and its imports over a certain period. A positive balance of trade, also known as a trade surplus, signifies that the value of exports exceeds that of imports. In contrast, a negative balance of trade, or trade deficit, indicates that the value of imports surpasses that of exports. Explore the methods of calculating the balance of trade, understand the different types, and examine the relationships between trade balance, current account, exchange rate, and more.</p>
<p>Since his inauguration, he has worked briskly to try to radically reshape the government and has signed dozens of executive orders, many upending policies created by former President Joe Biden. Trump took stock of what he&#8217;s done so far and&nbsp;laid out his vision for&nbsp;the economy, immigration and foreign affairs. As a result of its global reach and relentless innovation, Mindray has been able to grow its revenue and net income consistently over the past five years.</p>
<p>A trade surplus can indicate a robust economy with strong demand for its products in international markets, while a trade deficit may suggest a reliance on imports and potential economic imbalances. On the other hand, a numerically negative balance of trade, also known as a trade deficit, occurs when a country imports more goods than it exports. This means that the country is spending more on imports than it is earning from exports, and it can be a cause for concern if it persists over a long period of time. However, it&#8217;s not always a problem, and many successful economies have run trade deficits for decades.</p>
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