var _extends=Object.assign||function(e){for(var t=1;t<arguments.length;t++){var n=arguments[t];for(var r in n)Object.prototype.hasOwnProperty.call(n,r)&&(e[r]=n[r])}return e},_typeof="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(e){return typeof e}:function(e){return e&&"function"==typeof Symbol&&e.constructor===Symbol&&e!==Symbol.prototype?"symbol":typeof e};!function(e,t){"object"===("undefined"==typeof exports?"undefined":_typeof(exports))&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.LazyLoad=t()}(this,function(){"use strict";var r="data-",s="was-processed",o="true",l=function(e,t){return e.getAttribute(r+t)},a=function(e){return t=s,n=o,e.setAttribute(r+t,n);var t,n},i=function(e){return l(e,s)===o};function c(e){return e.filter(function(e){return!i(e)})}var u=function(e,t){var n,r="LazyLoad::Initialized",s=new e(t);try{n=new CustomEvent(r,{detail:{instance:s}})}catch(e){(n=document.createEvent("CustomEvent")).initCustomEvent(r,!1,!1,{instance:s})}window.dispatchEvent(n)};var d=function(e,t,n){for(var r,s=0;r=e.children[s];s+=1)if("SOURCE"===r.tagName){var o=l(r,n);o&&r.setAttribute(t,o)}},f=function(e,t,n){n&&e.setAttribute(t,n)},v=function(e,t){var n=t.data_sizes,r=t.data_srcset,s=t.data_src,o=l(e,s);switch(e.tagName){case"IMG":var a=e.parentNode;a&&"PICTURE"===a.tagName&&d(a,"srcset",r);var i=l(e,n);f(e,"sizes",i);var c=l(e,r);f(e,"srcset",c),f(e,"src",o);break;case"IFRAME":f(e,"src",o);break;case"VIDEO":d(e,"src",s),f(e,"src",o);break;default:o&&(e.style.backgroundImage='url("'+o+'")')}},e="undefined"!=typeof window,_=e&&!("onscroll"in window)||/glebot|bingbot|crawler|spider|robot|crawling/i.test(navigator.userAgent),t=e&&"IntersectionObserver"in window,b=e&&"classList"in document.createElement("p"),m=function(e,t){b?e.classList.add(t):e.className+=(e.className?" ":"")+t},h=function(e,t){e&&e(t)},p="load",y="error",g=function(e,t,n){e.removeEventListener(p,t),e.removeEventListener(y,n)},E=function(n,r){var s=function e(t){w(t,!0,r),g(n,e,o)},o=function e(t){w(t,!1,r),g(n,s,e)};n.addEventListener(p,s),n.addEventListener(y,o)},w=function(e,t,n){var r,s,o=e.target;r=o,s=n.class_loading,b?r.classList.remove(s):r.className=r.className.replace(new RegExp("(^|\\s+)"+s+"(\\s+|$)")," ").replace(/^\s+/,"").replace(/\s+$/,""),m(o,t?n.class_loaded:n.class_error),h(t?n.callback_load:n.callback_error,o)};var n=function(e,t){var n;this._settings=(n={elements_selector:"img",container:document,threshold:300,data_src:"src",data_srcset:"srcset",data_sizes:"sizes",class_loading:"loading",class_loaded:"loaded",class_error:"error",callback_load:null,callback_error:null,callback_set:null,callback_enter:null},_extends({},n,e)),this._setObserver(),this.update(t)};return n.prototype={_setObserver:function(){var r=this;if(t){var e;this._observer=new IntersectionObserver(function(e){e.forEach(function(e){if((n=e).isIntersecting||0<n.intersectionRatio){var t=e.target;r.load(t),r._observer.unobserve(t)}var n}),r._elements=c(r._elements)},{root:(e=this._settings).container===document?null:e.container,rootMargin:e.threshold+"px"})}},loadAll:function(){var t=this;this._elements.forEach(function(e){t.load(e)}),this._elements=c(this._elements)},update:function(e){var t=this,n=this._settings,r=e||n.container.querySelectorAll(n.elements_selector);this._elements=c(Array.prototype.slice.call(r)),!_&&this._observer?this._elements.forEach(function(e){t._observer.observe(e)}):this.loadAll()},destroy:function(){var t=this;this._observer&&(c(this._elements).forEach(function(e){t._observer.unobserve(e)}),this._observer=null),this._elements=null,this._settings=null},load:function(e,t){var n,r;n=e,r=this._settings,!t&&i(n)||(h(r.callback_enter,n),-1<["IMG","IFRAME","VIDEO"].indexOf(n.tagName)&&(E(n,r),m(n,r.class_loading)),v(n,r),a(n),h(r.callback_set,n))}},e&&function(e,t){if(t)if(t.length)for(var n,r=0;n=t[r];r+=1)u(e,n);else u(e,t)}(n,window.lazyLoadOptions),n});@import "conditions-api";

.e-site-editor-conditions {
	&__header {
		text-align: center;
	}

	&__header-image {
		display: block;
		margin: 0 auto $e-site-editor-conditions-header-image-button-spacing;
		width: $e-site-editor-conditions-header-image-width;
	}

	&__rows {
		margin: $e-site-editor-conditions-rows-y-spacing auto;
		max-width: $e-site-editor-conditions-rows-max-width;
	}

	&__row {
		display: flex;
		flex-grow: 1;
		margin-block-start: $e-site-editor-conditions-row-block-start-spacing;
	}

	&__remove-condition {
		color: $e-site-editor-conditions-remove-condition-color;
		font-size: $e-site-editor-conditions-remove-condition-font-size;
		display: flex;
		align-items: center;
		justify-content: center;
	}

	&__row-controls {
		overflow: hidden;
		margin-inline-end: $e-site-editor-conditions-row-controls-spacing-end;
		background-color: var(--e-site-editor-conditions-row-controls-background);
		display: flex;
		width: 100%;
		border: var(--e-site-editor-conditions-row-controls-border);
		border-radius: $e-site-editor-conditions-row-controls-radius;

		&--error {
			border: $e-site-editor-conditions-row-controls-error-border;
		}
	}

	&__conflict {
		text-align: center;
		margin-block-start: $e-site-editor-conditions-conflict-block-start-spacing;
		color: $e-site-editor-conditions-conflict-color;
	}

	&__row-controls-inner {
		width: 100%;
		display: flex;

		div {
			flex: 1;
		}
	}

	&__add-button-container {
		text-align: center;
	}

	&__add-button {
		margin-block-start: $e-site-editor-add-button-margin-block-start;
		background-color: var(--e-site-editor-add-button-background-color);
		color: $e-site-editor-add-button-color;
		text-transform: uppercase;

		&:hover {
			background-color: var(--e-site-editor-add-button-color-hover-background-color);
			color: $e-site-editor-add-button-color-hover-color;
		}
	}

	&__footer {
		display: flex;
		justify-content: flex-end;
		position: absolute;
		bottom: 0;
		right: 0;
		left: 0;
		padding: $e-site-editor-save-button-container-spacing;
		border-block-start: 1px solid var(--hr-color);
	}

	&__input-wrapper {
		position: relative;
		padding-inline-start: $e-site-editor-input-wrapper-border-width $e-site-editor-input-wrapper-border-style;
		border-color: var(--e-site-editor-input-wrapper-border-color);

		&:first-child {
			border: none;
		}

		select {
			appearance: none;
			-webkit-appearance: none;
			font-size: $e-site-editor-input-wrapper-select-font-size;
			height: $e-site-editor-input-wrapper-select-height;
			border-width: 0;
			padding: 0 $e-site-editor-input-wrapper-select-y-padding;
			width: 100%;
			position: relative;
			color: var(--e-site-editor-input-wrapper-select-color);
			outline: none;
			background: transparent;
		}

		&:after {
			font-family: eicons;
			content: '\e8ad';
			font-size: $e-site-editor-input-wrapper-select-arrow-font-size;
			pointer-events: none;
			position: absolute;
			top: 50%;
			transform: translateY(-50%);
			@include end($e-site-editor-input-wrapper-select-arrow-margin-end);
		}

		.select2-container--default .select2-selection--single {
			border: none;
			line-height: $e-site-editor-input-wrapper-select-height;
		}

		.select2-container--default .select2-selection--single .select2-selection__rendered {
			line-height:  $e-site-editor-input-wrapper-select-height;
			font-size: $e-site-editor-input-wrapper-select-font-size;
		}

		.select2-selection {
			outline: none;
			background: transparent;
			height: $e-site-editor-input-wrapper-select-height;
		}

		.select2-selection__arrow {
			display: none;
		}
	}

	&__input-wrapper--condition-type {
		position: relative;

		&:before {
			font-family: eicons;
			position: absolute;
			top: 50%;
			transform: translateY(-50%);
			@include start($e-site-editor-input-wrapper-condition-type-icon-start-spacing);
			font-size: $e-site-editor-input-wrapper-condition-type-icon-font-size;
			//color: $e-site-editor-input-wrapper-condition-type-icon-color;
			pointer-events: none;
			z-index: $e-site-editor-input-wrapper-condition-type-icon-z-index;
		}

		select {
			text-transform: uppercase;
			padding-inline-start: $e-site-editor-input-wrapper-condition-type-start-padding;
			width: $e-site-editor-input-wrapper-condition-type-width;
			font-size: $e-site-editor-input-wrapper-condition-type-font-size;
			border-inline-end: $e-site-editor-input-wrapper-border-width $e-site-editor-input-wrapper-border-style;
			border-color: var(--e-site-editor-input-wrapper-border-color);
		}

		&[data-elementor-condition-type="include"] {
			&:before {
				content: '\e8cc';
			}
		}

		&[data-elementor-condition-type="exclude"] {
			&:before {
				content: '\e8cd';
			}
		}
	}
}

// This is a temporary fix that handles dark mode in select2.
// TODO: Remove it if already handled by the Select2 component.
.select2-search__field {
	background-color: transparent;
	color: var(--e-site-editor-input-select2-search-field-color);
}
<!DOCTYPE html>
<html lang="en-US">
<head>
	<meta charset="UTF-8" />
	<meta name="viewport" content="width=device-width, initial-scale=1" />
<meta name='robots' content='max-image-preview:large' />
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	document,'script','https://connect.facebook.net/en_US/fbevents.js' );
	fbq( 'init', '575354834857813' );	</script>
	<!-- DO NOT MODIFY -->
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	<title>atc &#8211; Page 27742 &#8211; My Blog</title>
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<link rel="alternate" type="application/rss+xml" title="My Blog &raquo; Comments Feed" href="https://atcspecialneeds.com.ng/webinar/comments/feed/" />
<link rel="alternate" type="application/rss+xml" title="My Blog &raquo; Posts by atc Feed" href="https://atcspecialneeds.com.ng/webinar/author/atc/feed/" />
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.wp-block-navigation .wp-block-page-list{align-items:var(--navigation-layout-align,initial);background-color:inherit;display:flex;flex-direction:var(--navigation-layout-direction,initial);flex-wrap:var(--navigation-layout-wrap,wrap);justify-content:var(--navigation-layout-justify,initial)}.wp-block-navigation .wp-block-navigation-item{background-color:inherit}.wp-block-page-list{box-sizing:border-box}
/*# sourceURL=https://atcspecialneeds.com.ng/webinar/wp-includes/blocks/page-list/style.min.css */
</style>
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	<h1 class="wp-block-query-title">Author: <span>atc</span></h1>
	 
	
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			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/08/16/pikachu-price-live-pika-usd-rate-market-cap-pika/" target="_self" >Pikachu Price: Live PIKA USD Rate, Market Cap &#038; PIKA Price Chart</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p>Easily find your token by price, marketcap, liquidity and more, check it for scams, rug pull, honeypot&#8230; You can buy PIKACHU INU on cryptocurrency exchanges like PancakeSwap V2 (BSC). Currently, the most popular exchange for PIKACHU is PancakeSwap V2 (BSC). With $ 2,211.62 in trading volume over the last 24 hours, PIKACHU INU is the #7263 cryptocurrency by volume. The trading volume increased by in the last 24 hours and is up in the last month.</p>
<ul>
<li>The live PIKACHU INU price today is $2.91e-12 USD with a 24-hour trading volume of $2,239.73 USD.</li>
<li>The PIKACHU INU price prediction for next week is between $ 0.0₁₁2322 on the lower end and $ 0.0₁₁2167 on the high end.</li>
<li>The quantity of all coins/tokens that have ever been issued (even if the coins are locked), minus all coins/tokens that have been removed from circulation (burned).</li>
<li>It is a quantitative metric calculating how many individual units of specific cryptocurrency coins/tokens were traded (bought &#038; sold) within the last 24 hours.</li>
<li>Meanwhile, the worst-performing quarter was Q1 2025, during which PIKACHU lost .</li>
</ul>
<p>PIKACHU INU traders use a variety of tools to try and determine the direction in which the PIKACHU market is likely to head next. These tools can roughly be divided into indicators and chart patterns. Based on our algorithmically generated price prediction for PIKACHU INU, the price of PIKACHU is expected to decrease by -25.51% in the next month and reach $ 0.0₁₁2205 on Dec 20, 2025. Additionally, <a href="https://cryptolisting.org/coin/pikachu">pikachu inu coin</a> PIKACHU INU’s price is forecasted to lose -18.36% in the next six months and reach $ 0.0₁₁2416 on May 19, 2026. Finally, PIKACHU INU is expected to trade at $ 0.0₁₁6417 on Nov 20, 2026, following a 116.80% value increase in one year. Based on multiple technical quantitative indicators, the current forecast for PIKACHU INU in 2025 is bearish.</p>
<p>Of course, as promising as Pikachu Inu appears, potential investors should always perform thorough research and approach cryptos with caution. After all, as with any form of investment, understanding is key to success on the path to financial growth. There are 0 cryptocurrency exchanges tracked by CoinCodex where you can convert PIKACHU to INR. You can quickly compare the Pikachu Inu price INR rate between five popular exchanges in the table above.View all exchanges There is currently no price data available to produce a price prediction for Pikachu Inu. As a rule of thumb, we need a couple of hours’ worth of historical trading data before a price prediction is generated.</p>
<h2>PIKACHU to USD FAQ</h2>
<p>Investors and enthusiasts alike are closely monitoring key trends that are shaping the digital asset landscape. Founded on the digital premise of convenient transactions and global connectivity, the age of cryptocurrency has revolutionized our perspectives on finance. It&#8217;s no longer about Bitcoin and Ethereum alone, but rather a plethora of alternative coins, each with unique aspects and potential for growth. To see the latest exchange rate, Pikachu Inu historical prices, and a comprehensive overview of technical market indicators, head over to the Pikachu Inu page. The current price of 1 Pikachu Inu in Indian Rupee is 0.0₇5337 INR. Communicate with professionals and beginners of the cryptocurrency market</p>
<p>The price is calculated based on rates on 0 exchanges and is continuously updated every few seconds. There are 0 cryptocurrency exchanges tracked by CoinCodex where you can convert PIKACHU to USD. You can quickly compare the PIKACHU INU price USD rate between five popular exchanges in the table above.View all exchanges The cryptocurrency market is buzzing with activity as November 20, 2025, unfolds, marking a period of dynamic shifts and notable developments.</p>
<h2>Most Visited Cryptocurrencies</h2>
<p>Each candlestick will display PIKACHU’s opening price, closing price, as well as the highest and lowest prices that PIKACHU INU reached within the 1-hour period. In addition to the simple moving average (SMA), traders also use another type of moving average called the exponential moving average (EMA). The EMA gives more weight to more recent prices, and therefore reacts more quickly to recent price action. Moving averages are among the most popular PIKACHU INU price prediction tools. As the name suggests, a moving average provides the average closing price for PIKACHU over a selected time frame, which is divided into a number of periods of the same length. For example, a 12-day simple moving average for PIKACHU is a sum of PIKACHU’s closing prices over the last 12 days, which is then divided by 12.</p>
<p>The lowest price since it&#8217;s ATH was $ 0.0₇2925 (cycle low). The highest PIKA price since the last cycle low was $ 0.0₇3037 (cycle high).The Pikachu sentiment is currently bearish, while Fear &amp; Greed Index is showing 11 (Extreme Fear). The cryptocurrency&#8217;s market Price changes in percent within the last 24 hours (1 day). Publicly circulating amount of specific cryptocurrency coins/tokens that were mined or issued to date, and are not locked/staked (are available to be traded publicly). Pikachu Inu (PIKACHU) cryptocurrency is marked as &#8216;Untracked&#8217; because of inactivity or insufficient amount of data.</p>
<p>Some traders try to identify candlestick patterns when making cryptocurrency price predictions to try and get an edge over the competition. Some candlestick formations are seen as likely to forecast bullish price action, while others are seen as bearish. 50-day, 100-day and 200-day moving averages are among the most commonly used indicators in the crypto market to identify important resistance and support levels. If the PIKACHU price moves above any of these averages, it is generally seen as a bullish sign for PIKACHU INU. Conversely, a drop below an important moving average is usually a sign of weakness in the PIKACHU market. Moving averages (MA) are a popular indicator in all financial markets, designed to smooth price action over a certain amount of time.</p>
<p>The market capitalization of PIKACHU INU can change significantly in a short period of time. The PIKACHU INU price prediction on CoinCodex is calculated using the historical PIKACHU INU price dataset, accounting for past volatility and market movements. In addition, the algorithm uses the cyclical nature of Bitcoin halvings, which introduce extra supply-side pressure on BTC every 4 years. This has historically played a pivotal role in cryptocurrency markets and is a major component of creating a realistic PIKACHU INU prediction. One of the most prominent narratives dominating discussions today revolves around the continued institutional interest in Bitcoin and other major cryptocurrencies.</p>
<h2>Where to store Pikachu Inu coin?</h2>
<p>Most exchanges need a minimum $50 deposit to exchange it for crypto. The table below offers a detailed overview of different  amounts and their respective costs. Advanced tools, low fees, high liquidity, wide range of cryptocurrencies.</p>
<h2>Pikachu Inu (PIKACHU) Price Prediction 2025, 2026-2030</h2>
<p>Trading is risky and you may lose all or part of your capital. The information provided does not constitute financial advice and/or an investment recommendation To see the latest exchange rate, PIKACHU INU historical prices, and a comprehensive overview of technical market indicators, head over to the page. The current PIKACHU INU Price in USD is 0.0₁₁2900 PIKACHU and has decreased -43.74% over the past 30 days.</p>
<p>Keep in mind that the bigger the historical price data sample, the more accurate the price prediction model. No part of the content we provide constitutes financial advice on coin prices, legal advice, or any other form of advice meant for you to rely on for any purpose. Any use or reliance on our content is solely at your own risk and discretion. Crypto exchanges are where users can buy, sell, and convert different cryptocurrencies. Here you can find list of all PIKACHU exchanges where you can buy and sell PIKACHU INU, trade PIKACHU with other cryptocurrencies including stablecoins, and fiat currency. You can search by exchange name to find out if is available on your desired crypto exchange.</p>
<h2>PIKACHU INU Stablecoin Exchanges</h2>
<p>The token page shows information such as price, total supply, holders, transfers and social links. The most complete and reliable API for cryptocurrency events. Once PIKACHU starts trading with any stablecoin we will display the pairs here. PIKACHU INU is currently not trading with any fiat currency.</p>
<ul>
<li>With $ 2,211.62 in trading volume over the last 24 hours, PIKACHU INU is the #7263 cryptocurrency by volume.</li>
<li>The table below offers a detailed overview of different amounts and their respective costs.</li>
<li>The market cap is calculated by multiplying the circulating supply of the coin by its current price.</li>
<li>Currently, the most popular exchange for PIKACHU is PancakeSwap V2 (BSC).</li>
<li>Governments and regulatory bodies worldwide are working towards establishing clearer frameworks for digital assets.</li>
</ul>
<p>They are a lagging indicator, which means they are influenced by historical price activity. In the table below, you can find two types of moving averages, simple moving average (SMA) and exponential moving average (EMA). The Relative Strength Index (RSI) momentum oscillator is a popular indicator that signals whether a cryptocurrency is oversold (below 30) or overbought (above 70). Currently, the RSI value is at 33.82, which indicates that the PIKACHU market is in a neutral position. Over the next five days, PIKACHU INU will reach the highest price of $ 0.0₁₁2960 tomorrow, which would represent 2.07% growth compared to the current price. The regulation of the cryptocurrencies market in the European Union&#8230;</p>
<p>Based on our PIKACHU price prediction chart, the price of PIKACHU INU will decrease by -6.68% and reach $ 0.0₁₁2167 by Dec 01, 2025 if it reaches the upper price target. According to our PIKACHU INU price prediction, PIKACHU is forecasted to trade within a price range of $ 0.0₁₁2960 and $ 0.0₁₁2322 this week. PIKACHU INU will decrease by -21.54% and reach $ 0.0₁₁2322 by Nov 24, 2025 if it reaches the higher value target. PIKACHU INU is predicted to gain 0.00% and reach a price of $ 0.0₁₁2960 tomorrow. Based on our PIKACHU INU prediction chart, the price of PIKACHU INU will increase by 0.00% and reach $ 0.0₁₁2960 by Nov 21, 2025.</p>
<h2>Convert PIKACHU to INR — Pikachu Inu Price in INR</h2>
<p>PIKACHU INU ranks 7263 by trading volume and is trading on 1 crypto exchanges. You can exchange PIKACHU INU with 1 other cryptocurrencies. The current average price of PIKACHU INU is $ 0.0₁₁2900, which is a weighted average across 1 crypto exchanges. The PIKACHU INU price decreased by -8.76% in the last 24 hours and was last updated a few seconds ago.</p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/08/16/pikachu-price-live-pika-usd-rate-market-cap-pika/"><time datetime="2024-08-16T03:22:50+00:00">August 16, 2024</time></a></div>
		</div>
		
	</li><li class="wp-block-post post-702 post type-post status-publish format-standard hentry category-novosti-kriptovaljut">
		
		<div class="wp-block-group alignfull has-global-padding is-layout-constrained wp-block-group-is-layout-constrained" style="padding-top:var(--wp--preset--spacing--60);padding-bottom:var(--wp--preset--spacing--60)">
			
			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/08/03/onlajn-monitoring-obmennikov-valjut-luchshie-kursy-4/" target="_self" >Онлайн мониторинг обменников валют лучшие курсы обмена валют</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p>Наш сервис постоянно совершенствуется, внедряются новые технологии, позволяющие отслеживать лучшие курсы обмена электронных валют максимально эффективно и таким образом осуществлять более выгодный обмен. Наш мониторинг обменников показывает вам лучшие курсы направлений обменов в режиме реального времени. Рейтинг обменников RateEx предлагает полную информацию о направлениях обмена, помогая выбрать максимально выгодные и удобные курсы.</p>
<h2>Как работает мониторинг обменных пунктов</h2>
<p>При выборе обменника, учитывайте не только выгодную цену сделки, но и отзывы пользователей о нем, не все обменники работают с минимальными комиссиями. Как правило, в этом случае для обмена необходимо связаться с администрацией сервиса, получить от администрации реквизиты для оплаты, зайти и осуществить вручную платеж по полученным реквизитам, уведомить администрацию сервиса об оплате, собственно подождать, пока обменник переведет деньги на счет получателя. После получения средств обменник в автоматическом режиме отправляет деньги получателю в другой платёжной системе (согласно заявки). Далее система обменника автоматически отправляет на сайт платежной системы уже сформированные данные для оплаты и на стороне этой платежной системы пользователю остается нажать кнопку «оплатить». Некоторые обменники предоставляют вознаграждение за обмен.</p>
<h2>Преимущества ExchangeSumo:</h2>
<p>Пользователи самостоятельно принимают решение о выборе обменника и несут ответственность за совершаемые сделки. Великобритания официально признала криптовалюту новой формой собственности Вам осталось лишь указать необходимое направление обмена</p>
<ul>
<li>Мониторинг ExchangeSumo собрал для вас надежные платформы и лучшие курсы, отсортировал их по выгодным условиям.</li>
<li>Популярные валюты — моментально показываем лучшие курсы для BTC, USDT, ETH и других часто используемых монет.</li>
<li>Мониторинг обменников OKchanger создан для людей, которые обменивают электронную валюту и хотят делать это максимально быстро, безопасно и выгодно.</li>
<li>Пользователю нужно на сайте сервиса оформить заявку на обмен, где нужно обязательно указать свои реквизиты и сумму.</li>
</ul>
<h2>ExchangeSumo.com — мониторинг обменников</h2>
<p>Популярные — общий рейтинг обменников криптовалют, которые чаще всего выбирают пользователи. Для просмотра полного списка обменников по конкретной валютной паре просто выберите нужную пару в удобном меню слева. Мониторинг ExchangeSumo собрал для вас надежные платформы и лучшие курсы, отсортировал их по выгодным условиям. Ищете проверенные обменники валют с выгодными курсами?</p>
<p>Среди мошеннических сайтов иногда встречаются, увы, и обменники электронных валют. В виду того, что электронных платёжных систем появлялось достаточно много по всему миру (например, Webmoney, Paypal, Яндекс Деньги, Mastercard, Perfect Money, Scrill, OKpay, Bitcoin, VISA и т.д), а способов прямых переводов между ними не было, то эту нишу прямых переводов между различными платёжными системами заняли частные компании – обменники электронных валют. Показан курс обмена, резерв валюты на момент совершения перехода из мониторинга.</p>
<ul>
<li>Для просмотра полного списка обменников по конкретной валютной паре просто выберите нужную пару в удобном меню слева.</li>
<li>Великобритания официально признала криптовалюту новой формой собственности</li>
<li>Ищете проверенные обменники валют с выгодными курсами?</li>
<li>Проверьте, соответствует ли ваш обменник критериям, описанным на данной странице.</li>
<li>— мы собрали для вас базу обменников электронных валют, которые прошли жесткий отбор, для того чтобы все обмены были безопасными.</li>
</ul>
<p>Все обменники проверяются администратором, поэтому мониторинг обменников содержит только надежные обменники с хорошей репутацией. Мониторинг обменников Pro-change собирает информацию более чем от 1000 онлайн сервисов в интернете, все новые обменники и направления сделок моментально добавляются к нам на сайт в левое меню. — мы собрали для вас базу обменников электронных валют, которые прошли жесткий отбор, для того чтобы все обмены были безопасными. Мониторинг обменников RateEx, помогает выявить лучшие курсы и совершить выгодный обмен в необходимом направлении. Вы можете выбрать любую валюту в таблице слева и вам будет показаны список надежных и проверенных нами обменников по всем доступным парам.</p>
<h2>Конвертация крипты по выгодному курсу</h2>
<p>Мы не торгуем криптовалютой, у &#8220;своих&#8221; обменников, мы оцениваем обменники по строгим критериям и реальным отзывам. — мониторинг выстраивает рейтинг обменных пунктов и направлений, чтобы вы могли безопасно и выгодно совершить обмен по интересующему вас направлению обмена. — ежедневно, с периодичностью 2-5 секунд, наш мониторинг обновляет резервы обменных пунктов и курсы.</p>
<p>В каждом из обменников, свои комиссии и свои курсы обменов. Вы собираетесь совершить обмен через обменник, о репутации которого на данный момент ничего не известно.Имейте ввиду, что используя новые обменники, Вы делаете это на свой страх и риск. Чтобы выбрать другой обмен, используйте боковую панель и не забудьте выбрать тип валюты в выпадающем списке.</p>
<p>Например вы выбрали пару Bitcoin (BTC) на Tinkoff (Rub), затем выбрали обменник, перешли на него, ввели свои персональные данные ФИО, почту и проследовали инструкциям сервиса и получили деньги. В этой ситуации провести выгодную и быструю сделку можно только через надежные онлайн сервисы не требующие верификации. Обменять криптовалюту на фиаты полностью конфиденциально на современных крипто биржах становиться все сложнее. Вы можете напрямую найти обменик в поисковой системе, но это не всегда безопасно так как это может быть сайт однодневка, специально попавший в топ поисковой выдачи, в таком случае вы можете потерять свои деньги. Мы предоставляем вам информацию по популярным направлениям взаимодействий между электронными деньгами, валютными парами и криптой. Процесс передачи электронных денег от клиента сервису чаще всего проходит в автоматическом режиме через мерчант платежной системы, т.е.</p>
<h2>Наличные</h2>
<p>Порядок взаимодействия с нашим онлайн сервисом очень простой, в графе “Отдадите” вы указываете валюту, которую хотите поменять, а в графе “Получите&#8221; то что хотите приобрести. После этого справа в основном поле вы выбираете обменник по резерву, режиму работы, цене и отзывам, переходите на него и совершаете сделку. Популярные валюты — моментально показываем лучшие курсы для BTC, USDT, ETH и других часто используемых монет. ExchangeSumo помогает найти лучшие обменники крипты, предоставляя актуальные данные о курсах, комиссиях и надежности обменных платформ.</p>
<p>Пользуйтесь встроенным калькулятором, системой уведомлений о выгодных курсах и функцией «Двойной обмен», если прямого обмена нет в наличии. ExchangeSumo отбирает для мониторинга только те обменные платформы, которые прошли тщательную проверку на надежность, прозрачность и стабильность работы. Избранное — отдельная вкладка с тем обменниками, которые вы отметили звёздочкой для быстрого доступа.</p>
<p>Курсы и комиссии различных обменников существенно отличаются. Нужно быстро обменять — выбирайте проверенный обменник с помощью мониторинга крипты ExchangeSumo.com; хотите активно торговать — выбирайте биржу. Онлайн-обменники выступают промежуточным звеном между разными платёжными экосистемами.</p>
<h2>Присоединяйтесь к мониторинговой платформе ExchangeSumo в соцсетях</h2>
<p>На нашем площадке Pro-change можно подобрать надежные онлайн-сервисы для вывода любой криптовалюты из топ 10 в рейтинге coinmarketcap в фиат. Мы отбираем для показа вам только надежные обменники, имеющие твердую репутацию в сети по множеству технических и репутационных параметров. Иногда функции обменника дублируют функции самой платёжной системы по вводу или выводу электронных знаков.</p>
<h2>Как не попасть на мошеннический сайт?</h2>
<p>Пользователю нужно на сайте сервиса оформить заявку на обмен, где нужно обязательно указать свои реквизиты и сумму. Конечно, некоторые платежные системы можно вводить и выводить через промежуточное звено, через те же наличные деньги в некоторых случаях. <a href="https://coinranking.info/blog/kak-budet-homjak-po-anglijski-homjachok-perevod-na/">как будет хомяк по английски</a> Они автоматически подбирают контрагентов, рассчитывают курсы и мгновенно проводят конвертацию средств. При обмене через наш сайт с возможностью удвоить его за реальный отзыв</p>
<h2>Вознаграждение за использование сервиса</h2>
<p>При правильном подходе к выбору обменника Вы получите скорость, надежность и высокое качество обслуживания. Но это неудобно, часто долго, а самое главное очень невыгодно, поэтому, сервисы обмена набрали большую популярность ввиду простоты, скорости и лояльных комиссий, особенно в странах СНГ. Если ваш обменник подходит под перечисленные критерии, заполните форму добавления обменного пункта в наш листинг &#8211; она находится на той же странице. Проверьте, соответствует ли ваш обменник критериям, описанным на данной странице.</p>
<p>Ниже в списке представлены популярные направления с лучшими курсами различных обменников. На главной странице ExchangeSumo представлена таблица с наилучшими обменными курсами по самым популярным направлениям у различных обменников. Ниже в списке представлены популярные направления с лучшими курсами обменников. Ежедневно, в интернете появляются все новые и новые обменные пункты. По выгодному курсу вы найдете все возможные варианты конвертации крипто валюты на наличные.</p>
<p>Чтобы вы всегда могли наблюдать актуальную информацию, по интересующим вас направлениям обмена. Укажите сумму обмена в верхней части таблицы, это позволит видеть расчетные данные по обменниках. Лучшие варианты обмена с наиболее выгодным курсом обмена размещены в верхней части таблицы мониторинга.</p>
<p>Также возможен обмен внутри одной платёжной системы, но разных по типу электронных знаков, например, обмен wmr на wmz в системе webmoney. Обменник электронной валюты – это интернет-платформа, которая принимает от пользователя электронную валюту в одной платежной системе и отдает электронную валюту в другой платежной системе по своему внутреннему курсу. С нами вы можете быть уверены в безопасности и выгоде своих операций, используя надежные криптообменники, популярные криптообменники.</p>
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			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/08/03/onlajn-monitoring-obmennikov-valjut-luchshie-kursy-4/"><time datetime="2024-08-03T00:44:47+00:00">August 3, 2024</time></a></div>
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			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/04/29/7-greatest-foreign-foreign-money-trading-apps-in/" target="_self" >7 Greatest Foreign Foreign Money Trading Apps In 2025</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p>That stated, simply because an app is straightforward to make use of does not imply it is easy to earn cash. If you select to use a foreign broker, guarantee they&#8217;re extremely regulated, as the Reserve Financial Institution of India (RBI) has warned against unregulated brokers. Moreover, bear in mind that the Central Financial Institution of India has restrictions in place that may make it tough to deposit and withdraw funds with foreign foreign exchange brokers that are not regulated by SEBI. Access crucial market knowledge and evaluation from Reuters, enabling merchants to make data-driven choices based on accurate and up-to-date information. Access to real-time news and market knowledge is important for making knowledgeable buying and selling choices.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="Best Forex Trading Apps" src="https://www.xcritical.com/wp-content/uploads/feed_images/currency-market-the-role-of-forex-liquidity-provider-img-2-768x512.webp"/></p>
<p>I suggest IG Group to anyone on the lookout for a top-tier trading platform with glorious buying and selling instruments. Out There as both an internet dealer and a mobile trading app, the broker’s in-house platform contains 28 indicators, 19 drawing tools and alerts for chart recognition. Based in 2002, FxPro is headquartered in London and is globally regulated. It offers 2,100 instruments with competitive spreads from five trading <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> platforms, including the beginner-friendly FxPro cellular app.</p>
<ul>
<li>WR Trading isn&#8217;t a broker, our digital simulator provides solely simulated buying and selling of a demo account.</li>
<li>In phrases of supported markets, Libertex provides a huge vary of forex pairs.</li>
<li>Furthermore, Oanda presents numerous educational instruments and sources to assist merchants improve their skills and make better buying and selling decisions.</li>
</ul>
<h2>Finest Crypto Buying And Selling App</h2>
<p>Its AvaTradeApp is progressive and well-equipped, providing a user-friendly expertise for beginners. The app supplies a basic analysis of the financial markets using a spread of real-time charts which includes historical information, in order to monitor prices and quotes. Via this app, you can also easily swap between totally different financial instruments in addition to both SL and TP values on charts, together with visualization of trading data. Like others, the app is powered by the cloud, letting you access analysis instruments, commerce data, and value alerts from any system. It supplies streaming quotes for all major foreign forex trading, cryptocurrencies, indices, treasured metals, and commodities.</p>
<p>The spreads on Pepperstone’s Normal account average 1.12 pips on EUR/USD with no commission, but the RAW account averages zero.1 pips with a small commission of $3.50 per lot traded. I was capable of customise the Market Watch solely to show the markets I wished to trade and find great trading opportunities. I did this under by hiding all markets except the forex majors, and I really feel like this cuts the unimportant details out and permit you to focus on the markets that matter. Cellular apps are primarily used to realize quick entry to the account and the market. Merchants use them to place new orders or regulate existing positions if necessitated by changing market conditions.</p>
<p>The broker also supplies free Virtual Non-public Server (VPS) internet hosting for low-latency trading, available to funded accounts with a minimal of $1000 and a monthly traded volume of $0.5 million. The “Trading Account” part tells you all the broker’s obtainable account sorts, currencies, present bonuses, demo performance, and even assist for an Islamic account. Here, it is possible for you to to compare and contrast the what quantity of account types being supplied by every broker <a href="https://www.google.com/search?q=Non-fungible+token&amp;num=10&amp;sca_esv=8ecf68fec1b05011&amp;ei=_sdWZ5rBEM6fhbIPm5qB4A4&amp;ved=0ahUKEwiauJ7pvpqKAxXOT0EAHRtNAOwQ4dUDCA8&amp;uact=5&amp;oq=Non-fungible+token&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiEk5vbi1mdW5naWJsZSB0b2tlbjILEAAYgAQYkQIYigUyBRAAGIAEMgsQABiABBiRAhiKBTILEAAYgAQYkQIYigUyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgARIvgRQAFgAcAB4AZABAJgBtAGgAbQBqgEDMC4xuAEDyAEA-AEC-AEBmAIBoAK5AZgDAJIHAzAuMaAHhwY&amp;sclient=gws-wiz-serp">AML Risk Assessments</a> and see which broker has the most attractive accounts in your specific use case. She has coated personal finance and investing for almost 20 years, and was a senior writer and spokesperson at NerdWallet earlier than changing into an assigning editor.</p>
<h2>Td Ameritrade – Top-rated Forex App With Seasoned Merchants</h2>
<p>Talking of ECN brokers, I consider IC Markets as a solid choice for MetaTrader 5 as a result of having low common spreads. As for the broker, I selected Pepperstone as finest suited for the MetaTrader 4 platform. This is thanks to having low spreads, which I find excellent for varied buying and selling kinds, from scalping to day buying and selling.</p>
<h2>Newbie Traders</h2>
<p>This information will map out how finest to get started trading forex in India and list my prime picks for the best brokers to determine on when doing so. Create personalized watchlists to observe specific currencies and monetary devices, permitting for centered and efficient trading methods. Tailoring your watchlists helps in tracking essentially the most relevant market actions.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="Best Forex Trading Apps" src="https://www.xcritical.com/wp-content/uploads/feed_images/currency-market-the-role-of-forex-liquidity-provider-768x512.webp"/></p>
<p>To point you in the right course, below we explain the steps wanted to decide on the best forex broker <a href="https://www.xcritical.com/blog/mobile-apps-in-the-forex-industry/">forex mobile apps</a> app for you. Irrespective of whether you go for AvaTradeGO or a third-party app, AvaTrade offers you access to dozens of forex pairs. You can commerce with leverage and all fees are built into the spread – meaning AvaTrade is commission-free. This includes licenses with the IIROC (Canada), FSA (UK), and Central Bank of Eire. Traders must also be cautious about opening an account with an unregulated offshore dealer. Such brokers may supply a straightforward account opening course of, bonuses, and excessive leverage levels, however consumer funds are sometimes not protected.</p>
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			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/04/29/7-greatest-foreign-foreign-money-trading-apps-in/"><time datetime="2024-04-29T22:34:27+00:00">April 29, 2024</time></a></div>
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			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/03/20/gross-wages-what-are-they-and-how-do-you-calculate-4/" target="_self" >Gross Wages What are they and how do you calculate them?</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="regular pay vs gross pay"/></p>
<p><p>Then those taxes, along with other deductions, are subtracted to arrive at net pay. You can adjust your W-4 withholding, increase pre-tax retirement contributions, or negotiate a higher gross salary. Keep in mind that benefits and taxes will always affect your take-home pay. Understanding this difference helps business owners avoid confusion when  hiring. When you offer someone a job, they’ll likely want to know what their “take-home” pay will be. If you only discuss gross pay, they might feel misled when their paycheck is smaller than expected.</p>
</p>
<p><div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/BaIuDQ4-L9A' frameborder='0' alt='regular pay vs gross pay' allowfullscreen></iframe></div>
</p>
<p><h2>Wage Tax Forms</h2>
</p>
<p><p>California Labor Code section 226(a) requires employers to provide employees with an “accurate itemized statement in writing” at the time of each wage payment. This statement must include nine specific items, plus  potentially others depending on the pay structure. Your pay stub, also known as a wage statement, is more than just a piece of paper or an electronic file you get with your paycheck.</p>
</p>
<p><h2>Step 4: Calculate total earnings before deductions</h2>
</p>
<p><p>In this article, you’ll learn exactly what gross wage or gross wage means, how to calculate it, and why it should matter to you. Providing fair and competitive compensation helps companies stand out in the job market and attract highly skilled professionals. It ensures that salary offerings align with industry standards, making the organization more appealing to top talent. After checking the IRS’s Tax And Earned Income Credit Tables for your current year, you find that you have to withhold $111 from the combined regular and supplemental wages.</p>
</p>
<ul>
<li>Gross pay is the total pay before any deductions are taken from the employee’s pay.</li>
<li>For businesses, gross income includes revenue minus COGS, but before deducting operational expenses.</li>
<li>Famously, Netflix has given executives the option of either stock or cash compensation.</li>
<li>If you have ever gotten a pay stub, you know that you see two main amounts.</li>
<li>It is essential for employees to be aware of the specific laws in the state where they work.</li>
</ul>
<p><h2>The Importance of Understanding Gross Pay</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="regular pay vs gross pay"/></p>
<p><p>If an employer fails to provide a wage statement, or provides an inaccurate or incomplete one, an employee who suffers an “injury” can seek penalties. When you hire your first employee—or pay yourself from your business—you become responsible for payroll. That means it’s time to understand the numbers that go into an employee’s paycheck, including the difference between gross pay vs, net pay. If you run a small business, understanding the difference between gross and net pay isn’t just helpful—it’s vital. Payroll is often one of your biggest monthly expenses, and even small errors can lead to compliance issues, strained employee relationships, or financial surprises. You’ll also learn how to set it clearly and consistently, so situations like this don’t take you by surprise.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="regular pay vs gross pay"/></p>
<p><h2>Time and Attendance</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="regular pay vs gross pay"/></p>
<p><p>You also enhance your control over various career-related financial aspects. Bear that in mind when considering job offers or other significant financial decisions. Your gross pay influences your tax rate and chances of getting loans or credit facilities. The net amount influences your ability to purchase goods and services. Our free payroll solution is specifically designed for small businesses—there are no subscriptions or hidden fees.</p>
</p>
<p><h2>Ensures correct tax withholding and deductions.</h2>
</p>
<p><p>The final amount should also include any additional holiday or overtime pay. For employers, <a href="https://www.adprun.net/gross-pay-calculator/">gross pay vs net pay</a> maintaining accurate YTD totals is essential for preparing employees’ year-end Form W-2 Wage and Tax Statements. While not always explicitly required by law on the stub itself, the inclusion of YTD data is a widespread best practice driven by its utility for both employees and employers. The Pay Date is the specific day you receive your wages for that pay period. It’s typically a few days after the pay period ends to allow the employer time to calculate hours, deductions, and process payroll. Base pay refers to the initial rate of compensation an employee receives, excluding any additional earnings or benefits.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="regular pay vs gross pay"/></p>
<p><p>The state’s PFML program provides wage replacement for workers who need time off to care for family or personal medical needs. Contributions to this program will be mandatory for eligible employees and businesses and must be factored into payroll deductions. Accurate payroll processing depends on correctly calculating both gross and net pay. Errors in payroll calculations can result in over- or underpayment, leading to administrative burdens and potential financial liabilities. By understanding these concepts, businesses can ensure employees are paid correctly and on time. For hourly employees, gross pay equals the number of hours worked in the pay period times the hourly salary.</p>
</p>
<p><h2>Basic pay(Regular earnings)</h2>
</p>
<p><p>Adopting payroll software to automate calculations for wages, deductions, and tax withholdings can help reduce manual errors. Since these items are taken out before tax, they reduce taxable income and, ultimately, net pay. Stipends for reimbursement for expenses such as classes, wellness programs, or items such as monitors for home offices are added <a href="https://search.yahoo.com/search?p=online+bookkeeping">online bookkeeping</a> to gross pay. In most cases, these stipends are taxable and don’t reduce net pay like pre-tax benefits. Other deductions include wage garnishments or court orders requiring employers to withdraw a portion of a worker’s salary to reimburse a debt such as unpaid child support. Other deductions are life insurance premiums, charitable donations, and union dues.</p>
</p>
<p><p>You can typically find information about your state’s requirements on your state Department of Labor’s website. Understanding this document is crucial for verifying that you’ve been paid correctly, tracking your deductions for benefits and taxes, and keeping accurate personal financial records. As an employee, it is important to understand the distinction between base pay and gross. Managing payroll isn’t just about cutting checks—it’s about protecting your business, supporting your team, and staying confidently compliant.</p></p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/03/20/gross-wages-what-are-they-and-how-do-you-calculate-4/"><time datetime="2024-03-20T08:11:19+00:00">March 20, 2024</time></a></div>
		</div>
		
	</li><li class="wp-block-post post-646 post type-post status-publish format-standard hentry category-novosti-kriptovaljut">
		
		<div class="wp-block-group alignfull has-global-padding is-layout-constrained wp-block-group-is-layout-constrained" style="padding-top:var(--wp--preset--spacing--60);padding-bottom:var(--wp--preset--spacing--60)">
			
			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/03/13/orfografija-v-chem-raznica-mezhdu-pri-tom-chto-i-56/" target="_self" >орфография В чем разница между «при том что» и «притом что»? Русский язык</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p>В некоторых случаях ПРИТОМ ЧТО ― это явно присоединительный союз, причем его изъяснительная часть может выражать разные значения (соответствие или несоответствие ранее названной ситуации). Синтаксические конструкции, начинающиеся с союза при том что, выделяются с двух сторон знаками препинания. @ В «Русском орфографическом словаре» РАН рекомендуется написание «притом что» (слитное). При этом союз может целиком входить в придаточную часть (и не разделяться запятой), но может и расчленяться (в этом случае запятая ставится между частями союза, перед словом «что»). В сочетании с последующим &#8220;что&#8221; он крайне редок и скорее всего потребует запятой (Он работает притом(,) что учится).</p>
<ul>
<li>Притом, союз (`он работает и притом учится), но местоим.</li>
<li>А в Нацкорпусе грамотность проверять некорректно, только примеры употребления.</li>
<li>Синтаксические конструкции, начинающиеся с союза при том что, выделяются с двух сторон знаками препинания.</li>
<li>Также ЧТО не согласуется с определяемым существительным (в главном предложении) в роде и числе (это надо учитывать при построении предложения).</li>
<li>При этом первый знак препинания может ставиться либо перед составным союзом, либо между его частями.</li>
</ul>
<h2>Войдите, чтобы ответить на этот вопрос.</h2>
<p>Правильно слитное написание, оно кодифицировано «Русским орфографическим словарем РАН» под ред. При этом первый знак препинания может ставиться либо перед составным союзом, либо между его частями. Здравствуйте, скажите пожалуйста, в каких случаях пишется &#8220;притом что&#8221;, а в каких &#8220;при том, что&#8221;. Это действительно союз ПРИТОМ ЧТО, можно заменить синонимом К ТОМУ ЖЕ. Там тоже много ресурсов тяжелой нефти, притом что это гораздо более освоенный и пригодный для жизни регион, чем Восточная Сибирь и Арктика.</p>
<h2>ответ 1</h2>
<p>Придаточные предложения, присоединяемые союзом «при <a href="https://cryptocat.org/news/piter-shiff-cherez-10-let-vlozheniya-v-bitkoin-obestsenyatsya/">питер шифф</a> том(,) что», выделяются (или отделяются) запятыми. Есть союз &#8220;при том что&#8221; (с запятой перед или внутри) и не существует союза &#8220;притом что&#8221;. Предложение должно начинаться с присоединительного союза, тогда &#8220;и это все притом что&#8221; ― такое составное союзное выражение?</p>
<h2>ответа 4</h2>
<ul>
<li>Хотя ЧТО (в паре такой ― что) заменяет одушевленный предмет (что не очень естественно), такие предложения встречаются в тексте.</li>
<li>Есть союз &#8220;при том что&#8221; (с запятой перед или внутри) и не существует союза &#8220;притом что&#8221;.</li>
<li>(4) В свое время Петра Первого ругали за то, что он, присоединив кучу иноземцев, заставляет теперь русский люд защищать их от врагов ― притом что те неблагодарны и презирают русских.</li>
<li>При этом союз может целиком входить в придаточную часть (и не разделяться запятой), но может и расчленяться (в этом случае запятая ставится между частями союза, перед словом «что»).</li>
</ul>
<p>_ Притом что_ &#8211; сложный союз, употребляется в значении &#8220;хотя, несмотря на то что&#8221;. ПРИ ТОМ(,) ЧТО, союз Найдите ответ на свой вопрос, задав его. Хотя ЧТО (в паре такой ― что) заменяет одушевленный предмет (что не очень естественно), такие предложения встречаются в тексте. Как ветер, что к ним летел с небес, Умытый студеной звездой&#8230;</p>
<h2>ответ 1</h2>
<p>Устал тот ветер, что листал страницы мировой истории. Также ЧТО не согласуется с определяемым существительным (в главном предложении) в роде и числе (это надо учитывать при построении предложения). У Розенталя (в учебнике для вузов &#8220;Современный русский язык&#8221;) есть такие сведения по применению союзных слов который, какой, что в СПП с придаточными определительными. Какие существуют правила употребления слов который, какой и что?</p>
<h2>Войдите, чтобы ответить на этот вопрос.</h2>
<p>(4) В свое время Петра Первого ругали за то, что он, присоединив кучу иноземцев, заставляет теперь русский люд защищать их от врагов ― притом что те неблагодарны и презирают русских. Поэтому, думаю, вариант слитного использования &#8220;притом что&#8221; скорее всего надо отнести к некорректным вопреки встречающемуся написанию. Напротив, в приведенном примере очень хочется написать раздельно и с запятой. А в Нацкорпусе грамотность проверять некорректно, только примеры употребления.</p>
<h2>ответа 4</h2>
<p>Есть союз &#8220;притом&#8221;. В отличие от причинных союзов аналогичной структуры (см. § 3031, 3041), расчленение уступительных союзов не сопровождается позиционным разобщением их компонентов.&#8221; Большинство этих союзов образовано на базе непервообразных предлогов, в своем лексическом значении заключающих уступительный элемент. Притом, союз (`он работает и притом учится), но местоим.</p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2024/03/13/orfografija-v-chem-raznica-mezhdu-pri-tom-chto-i-56/"><time datetime="2024-03-13T23:33:40+00:00">March 13, 2024</time></a></div>
		</div>
		
	</li><li class="wp-block-post post-568 post type-post status-publish format-standard hentry category-finteh">
		
		<div class="wp-block-group alignfull has-global-padding is-layout-constrained wp-block-group-is-layout-constrained" style="padding-top:var(--wp--preset--spacing--60);padding-bottom:var(--wp--preset--spacing--60)">
			
			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2023/12/15/izuchenie-znachenija-koshel%d1%8cka-defi-bezopasnost%d1%8c/" target="_self" >Изучение Значения Кошелька Defi: Безопасность + Плюсы И Минусы</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p>В CoinPayments доступны быстрые транзакции, а также удобный интерфейс для управления средствами. Еще один популярный некастодиальный сервис позволяет получить хороший пользовательский опыт, поддерживает востребованные и нишевые монеты. В Exodus можно быстро обменять одни активы на другие, получать доход от стейкинга, просматривать котировки криптовалют, выгружать приватные ключи. Приватные ключи хранятся внутри в безопасной среде, недоступной для хакеров. Сфера DeFi быстро развивается благодаря доступности и безопасности рабочих платформ.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="defi кошельки" src="http://www.jlsigrist.com/defis09/imagesd9/defi0941sol.png"/></p>
<p>Сервис обеспечивает безопасность благодаря шифрованию данных и многоуровневой защите аккаунта. DeFi-хранилища востребованы у криптолюбителей, которые ценят анонимность и контроль над личными деньгами. В условиях растущего интереса к цифровым валютам увеличивается число угроз в сфере кибербезопасности.</p>
<ul>
<li>Они обеспечивают максимальную безопасность, так как приватные ключи хранятся в отдельных устройствах, отключенных от интернета.</li>
<li>Тем не менее, они имеют определенные недостатки, которые будут подробно рассмотрены в этой статье.</li>
<li>Аппаратные кошельки, такие как Ledger или Trezor, обеспечивают максимальный уровень безопасности, так как хранят приватные ключи оффлайн.</li>
<li>Чтобы уточнить, Binance Web3 Wallet генерирует три отдельных «акции ключей».</li>
<li>Eidoo &#8211; это еще один DeFi кошелек, который является мультивалютным и имеет функцию обмена криптовалют с HD-безопасностью с одной резервной фразой.</li>
<li>Децентрализованные сервисы обычно поддерживают широкий спектр криптовалют, включая топовые и стабильные монеты, токены DeFi, NFT и другие.</li>
</ul>
<p>В 2024 году появились новые модели с улучшенной защитой от физического взлома и расширенной поддержкой DeFi-приложений. Сфера децентрализованных финансов (DeFi) продолжает стремительно развиваться, и вместе с этим растут требования к безопасности цифровых активов. В этой статье мы рассмотрим ключевые тренды, которые будут определять безопасность DeFi-кошельков в 2025 году, а также предложим практические рекомендации для пользователей и разработчиков. Аппаратные кошельки, такие как Ledger или Trezor, обеспечивают высший уровень безопасности, так как ваши приватные ключи никогда не покидают устройство.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="defi кошельки" src="https://i.ytimg.com/vi/qvCCHN0_Xoo/hqdefault.jpg"/></p>
<h2>Технология Defi: Определение И Использование</h2>
<p>С момента своего запуска в 2012 году Брайаном Армстронгом и Фредом Эрхсамом, Coinbase выросла в одну из ведущих криптобирж в США и стала важным игроком в области финтех в целом. Свыше 108 миллионов пользователей по более чем one hundred twenty <a href="https://ru.wikipedia.org/wiki/TRON_(%D0%BF%D0%BB%D0%B0%D1%82%D1%84%D0%BE%D1%80%D0%BC%D0%B0)">trx криптовалюта</a> странам это платформа для покупки, продажи и управления цифровыми активами. Этот же подход, ориентированный на новичков, сохраняется и в процессе настройки. Простой стартовый гид проведёт через каждый шаг без технического жаргона или запутанных запросов.</p>
<h2>Trezor Protected Three: Лучший Аппаратный Кошелек Для Defi</h2>
<p>Важна также интеграция с DeFi-протоколами и dApps, чтобы вы могли полностью использовать DeFi. Для участников крипто-рынка и пользователей dApps подойдут программные кошельки. Их выбирают за удобный интерфейс и возможность работы с разными блокчейнами. Аппаратные кошельки, вроде Ledger и Trezor, защитят активы наилучшим образом. Вы единственный, кто владеет приватными ключами, что делает ваши активы более защищенными. Среди них безопасность активов, поддержка мультичейн и кроссчейн-свапов.</p>
<p>После <a href="https://www.xcritical.com/ru/blog/defai-chto-takoe-defi-na-baze-ii-i-kak-rabotaet/">defi кошельки</a> отправки платежа вернитесь на Floatchange, нажмите кнопку «Я оплатил заявку» и ожидайте поступления биткоинов на ваш кошелек. Ситуация с биржевыми кошельками для российских пользователей неоднородна. Азиатские криптобиржи (Bybit, OKX, MEXC) продолжают активно работать с Россией, предоставляя полный функционал, включая P2P-торговлю за рубли через СБП и банковские карты.</p>
<p>DeFi Pockets — это криптокошелёк, который даёт пользователю полный контроль над приватными ключами. В отличие от централизованных кошельков, он не требует посредников, что обеспечивает независимость и безопасность активов. В завершение, выбор кошелька зависит от ваших нужд — хранение, торговля или работа с NFT.</p>
<p>Это автономное хранилище значительно снижает уязвимость к взломам и кибератакам. Аппаратные кошельки обеспечивают максимальную защиту криптовалютных активов, но предлагают меньше удобства по сравнению с программными кошельками с точки зрения гибкости и простоты использования. Главное &#8211; убедись, что кошелек поддерживает любимые токены, интегрируется с используемыми dApp и, что самое важное, обладает надёжными функциями безопасности для защиты активов. Просто подключи его к приложению SafePal для доступа к более чем 200 блокчейнам и их токенам.</p>
<p>Например, в рейтинге Crypto.ru можно получить информацию о forty four DeFi-сервисах. Trezor хранит секретные <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> ключи пользователей в безопасной среде, недоступной для хакеров. Можно создать код для восстановления входа из 12 или 24 слов, инсталлировать оригинальное ПО для синхронизации с аппаратом на ПК или использовать сайт. Сервис занимает высокие позиции в рейтингах DeFi-кошельков благодаря надежности, функциональности и удобству применения. Большинство некастодиальных криптокошельков мультивалютные — поддерживают разные монеты и токены.</p>
<p>В постоянно развивающемся пространстве DeFi неизбежны новые риски и слабые места в системе безопасности. Надежный кошелек DeFi должен иметь надежную команду, которая постоянно исправляет ошибки и добавляет новые функции в приложение. Надежный и безопасный кошелек всегда будет стремиться к совершенствованию. Однако криптография с открытым ключом &#8211; это стандартный метод, с помощью которого кошельки DeFi гарантируют безопасность и анонимность.</p>
<p>Эти Условия распространяются на всех посетителей, пользователей и других лиц, которые получают доступ к Сервису или используют его. Пожалуйста, обратите внимание, что файлы cookie не позволяют нам каким-либо образом получить контроль над Вашим компьютером. Они используются исключительно для того, чтобы отслеживать, какие страницы Вы находите полезными, а какие &#8211; нет, чтобы мы могли предоставить Вам лучший опыт. Кошелек без косточек может легко позволить пользователям вносить ETH наряду со стабильными монетами. Некустодиальные кошельки также работают с токенами ERC721, Axies, стабильными монетами Dai, ERC20 и другими.</p>
<p>Среди различных кошельков DeFi, которые обслуживают несколько сетей блокчейнов, экосистема Ethereum по-прежнему считает кошелек наиболее важным и широко распространенным вариантом. Вот несколько известных кошельков DeFi, на которые стоит обратить внимание. Я составил этот список, учитывая их возможности, отличительные особенности и надежные меры безопасности.</p>
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			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2023/12/15/izuchenie-znachenija-koshel%d1%8cka-defi-bezopasnost%d1%8c/"><time datetime="2023-12-15T19:38:44+00:00">December 15, 2023</time></a></div>
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			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2023/09/29/cannabis-tolerance-how-to-reset-without-a-full/" target="_self" >Cannabis Tolerance: How To Reset without a Full Break</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p>If you have heard of the 2-day tolerance break, you are not alone. It is when you temporarily stop using weed to reset your body’s sensitivity to THC. A tolerance break or a T-break is an interesting concept. It is not intended as medical advice and should not be considered as a substitute for advice from a healthcare professional.</p>
<h2>Cannabis Tolerance</h2>
<p>If your best weed just isn’t giving you the same high it once used to, then the advice you’ve probably heard is that you should take a break from smoking. A tolerance break can reduce your Cannabis sativa tolerance. This is the best way to lower your cannabis tolerance.</p>
<p>You may experience withdrawal symptoms if you use cannabis regularly. Reducing your CB1R receptor density is as easy as taking a cannabis break. Some states have legalized marijuana for medical or recreational use. Early studies show that long-term use of cannabis can reduce the effects of its intoxication. It might be time to get to the root of why you are using weed. If your weed use feels out of control &#8211; even after a T-break &#8211; you are not alone.</p>
<h2>Find Cannabis Addiction Treatment in Los Angeles</h2>
<p>All online transactions for Surterra and its affiliated brand products are performed on surterra.com Our products are all cared for in our state-of-the-art facility, without using any harmful chemicals or ingredients in the growing process. We&#8217;re a passionate group of patient advocates, experienced cannabis professionals, industry leaders and philanthropists. Their products are consistent, well packaged and their website is easy to shop and order. Every time I come in, I have a special gift, discount, or amazing staff to guide me!! At the end of the day, how you choose to alter your tolerance is up to you.</p>
<p>This method helps maintain a balance between using cannabis and preventing tolerance buildup. Microdosing involves taking small amounts of cannabis to experience mild effects without overwhelming the ECS. By abstaining from THC for a certain period, your CB1 receptors have time to recover and regain their sensitivity.</p>
<ul>
<li>Exercise impacts the endocannabinoid system in ways similar to cannabis, as a 2015 study from the National Academy of Sciences reveals.</li>
<li>Cannabis refers to all products derived from the plant Cannabis sativa.</li>
<li>Learn about cannabis dosing and build a routine that will bring you the most symptom relief.</li>
<li>In other words, if you smoke every day, try smoking every other day.</li>
<li>High there, I’m Marco Cadisch, the founder of Highlife Media.I’ve been in the cannabis game for over a decade, building platforms that celebrate the plant we all know and love.</li>
</ul>
<h2>How to Lower Weed Tolerance: Tips for a Tolerance Reset</h2>
<p>There are a variety of reasons that people seek to lower their tolerance to cannabis. Applying for your medical marijuana card is easier than ever. Our services help patients across the U.S. use medical cannabis safely, legally, and with confidence. Learn about the role the endocannabinoid system plays in the body and how it affects the way you experience cannabis.</p>
<p>Over time, this causes your body to become dependent on external THC and leaves it unable to respond to endocannabinoids. This means these receptors decrease in number and don’t respond as well to THC or endocannabinoids, the cannabinoids your body naturally produces. Repeated use of cannabis, especially high doses of THC, causes downregulation of CB receptors. Cannabis tolerance develops when your cannabinoid (CB) receptors become increasingly less sensitive after exposure to tetrahydrocannabinol (THC). Tolerance occurs when your body becomes less responsive to the effects of a medicine or substance after repeated use. We’re here to empower you to unlock all the benefits of cannabis with safe, high quality products that are designed to help you feel your best.</p>
<h2>A Person&#8217;s Unique Biology</h2>
<p>If you’ve been smoking daily, try switching to edibles, tinctures, or vaping at lower temperatures. If you’ve identified with any of the signs above, don’t worry—tolerance isn’t permanent. This may also increase your risk of experiencing side effects like paranoia, anxiety, or dependency.</p>
<h2>Treatments for Alcohol Use Disorder</h2>
<p>But not much is known about tolerance to the effects of extended high-dose cannabis use. If your weed use is affecting your life, it is time for more than a reset. While taking a T-break is said to have its benefits, the CNN reports that <a href="https://sober-home.org/therapy-for-drug-and-alcohol-addiction-treatment/">therapy for drug and alcohol addiction treatment</a> there is not much evidence whether it really allows the body to recalibrate the body to the weed levels.</p>
<h2>Microdose Instead of Consuming Large Amounts</h2>
<p>The study showed how your brain uses the CB1R receptors to increase your cannabis tolerance. Taking a “tolerance break” may help you avoid or reduce a high tolerance for cannabis. If you are considering a tolerance break, you mainly need to be prepared for withdrawal symptoms. Basically, weed tolerance is related to CB1 receptors in your brain, as we mentioned previously. It is the too-good-to-be-true option for resetting your weed tolerance, but there is a reason why it is popular. High tolerance to weed (also known as cannabis, marijuana, pot) occurs when you use weed frequently.</p>
<p>But if you’re dreading missing out on the benefits you get from medical cannabis, you don’t have to give them up entirely! This distillate gives you every compound from the cannabis plant, so you’re getting all the effects of flower in a very specific dose. Before long, your body will adjust and cannabis will start to pack the same potent punch you’ve been missing. Small changes like these get you out of familiar patterns and help your body drop its tolerance. Maybe you prefer smoking flower and want to give your lungs a break.</p>
<ul>
<li>Tolerance occurs when your body becomes less responsive to the effects of a medicine or substance after repeated use.</li>
<li>Maybe you’re not getting the effects that you used to, so you’re wondering how to lower or reset your cannabis tolerance.</li>
<li>But after a while, some patients report that they don’t feel those effects as strongly as when they started.</li>
<li>Sure, “take a run” might not be the advice you were hoping for, but if tweaking your routine hasn’t lowered your weed tolerance, giving exercise a shot could be worth it.</li>
<li>At the end of the day, how you choose to alter your tolerance is up to you.</li>
<li>Your body may have built up a tolerance over time, and the higher the tolerance gets, the more cannabis you need to consume to get the desired effects.</li>
</ul>
<p>Tetrahydrocannabinol (THC) &#8211; the main psychoactive compound in weed &#8211; overloads the body’s endocannabinoid system, which is responsible for many of the body’s functions. In this article, we shall look into how T-breaks work and tips for lowering your tolerance without quitting cold turkey. In theory, a T-break lasts for 21 days, as it has been estimated that it takes nearly 3 weeks for THC (an active ingredient in weed) to leave your system. The balance of federal cannabis prohibition could potentially be at stake if so, begging the question, is…</p>
<p>How quickly THC is eliminated from your body depends mainly on your metabolism rate, which is enhanced with better activity levels. Moreover, you can also consume an antioxidant-rich diet so as to allow your body to detoxify quickly. Drink plenty of water, as it will flush out the THC from your body because water acts like the body&#8217;s own detoxification system. It does not produce the same high as THC, but it has anti-inflammatory and relaxing effects. While these withdrawal symptoms can be intensely unpleasant, they begin to subside within 72 hours. You can also ask your family or friends to come over so that they can be a shoulder you can rely on when these symptoms become overwhelming.</p>
<p>In one study, peoples’ CB1R receptor density returned to normal levels after about 4 weeks of not using marijuana. The more CB1R in your system, the more dependent on and tolerant of cannabis you are. Apart from alcohol, marijuana is the most commonly used drug in the U.S. People use cannabis for two primary reasons.‌ THC is responsible for the intoxicating effect of marijuana. Marijuana refers to parts of or products from the plant Cannabis sativa that contain amounts of delta-9-tetrahydrocannabinol (THC).</p>
<p>Research shows that, while THC can deplete your CB1 receptors, they can recover over time and return to their previous levels. There’s no strict timeline for how tolerance develops. This means the same amount of THC won’t affect the CB1 receptors in the same way, resulting in reduced effects. If you ingest THC often, your CB1 receptors are reduced over time. Fortunately, it’s pretty easy to reset your tolerance.</p>
<p>So, it leads to some intensely unpleasant symptoms known as withdrawal symptoms. But even as you consume more, your mind and body will need even more to experience the same high as you did initially. What this means is that you need more quantities of weed to achieve the desired effect. It also impacts your brain’s reward centers, mood, sleeping patterns, and memories, which is why you keep going back to weed again and again. THC binds to the endocannabinoid receptors in your brain, typically, the CB1 receptors, and gives rise to a high or euphoria.</p>
<p>Learn about cannabis dosing and build a routine that will bring you the most symptom relief. They can help you develop a plan to lower your tolerance and achieve a safe and effective dose for your health needs. Others try changing product types, like switching from smoking to edibles.</p>
<h2>How to Reset Your Cannabis Tolerance</h2>
<p>If you’re experiencing cravings or emotional distress, or cannabis is causing problems at work, school, or home, consider reaching out for support. With a slow dose reduction, tolerance also tends to stabilize and no longer escalate in the future. This can eventually lead to dependence and cannabis use disorder, which should be avoided,” he adds. “However, at higher doses — typically 20 milligrams of THC or more — tolerance can escalate. It’s also possible to reduce tolerance by gradually lowering your dose. As a result, you may need a higher dose to experience the same medical benefits.</p>
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			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2023/09/29/cannabis-tolerance-how-to-reset-without-a-full/"><time datetime="2023-09-29T01:17:21+00:00">September 29, 2023</time></a></div>
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			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2023/01/17/majkl-dzhekson-biografija-skandaly-i-nasledie/" target="_self" >Майкл Джексон: биография, скандалы и наследие короля поп-музыки</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p>В 1988 году музыкант представил на суд зрителей свою новую работу Smooth Criminal. Впоследствии в интервью Опре Уинфри музыкант признался, что движения эти вышли непроизвольно, музыка требовала такой раскрепощенности. Журнал Time назвал музыкальное видео на эту песню «позорным», и все из-за чересчур сексуальных и вызывающих движений Джексона. По словам критиков, 13-минутный «Триллер» — это, скорее, полноценный короткометражный фильм, чем видеоряд к песне. Затем на экранах появился клип на песню Beat It, а между музыкантом и каналом наладилось долговременное сотрудничество.</p>
<h2>Майкл Джексон</h2>
<p>Для защиты от вандалов гроб залили бетоном и установили систему видеонаблюдения за захоронением. Музыканта похоронили в закрытом позолоченном гробу стоимостью в $ 23 тыс., покупка мест в Мавзолее (Джексоны выкупили сразу 18 мест) обошлась семье в $ 2 млн. Кроме того, фанаты уверяют, что не раз видели любимого певца в Англии, Мексике, Бахрейне и других странах. Также поклонники отметили, что сообщения о смерти певца уже выходили пару раз еще при его жизни, но Майкл их опровергал. Интересен факт, что семья музыканта отказалась делать ДНК-тест. В интернет просачивались слухи, что поп-звезда погребена 8 или 9 августа, затем СМИ сообщили, что похороны прошли в конце августа.</p>
<h2>Дата смерти</h2>
<ul>
<li>Кроме того, певец страдал витилиго — заболеванием, вследствие которого его кожа со временем потеряла бо́льшую часть пигментации.</li>
<li>Также летом этого года музыкант планировал концертный тур This Is It Tour.</li>
<li>Еще в 1993 году певцу инкриминировали действия сексуального характера по отношению к 13-летнему Джордану Чандлеру, который дружил с музыкантом и часто проводил время у него на ранчо Neverland.</li>
<li>В конце концов, семья Джексонов объявила, что оставляет лейбл и заключает контракт с Epic Records, группа получила новое название — The Jacksons.</li>
<li>Кроме того, Майкл Джексон записал свой новый сольный альбом, выпуск которого планировался на 2009 год.</li>
</ul>
<p>Сначала братья выступали в местных клубах, на лейбле Гэри Steeltown Recordsангл. был выпущен их первый сингл, затем коллектив показал себя на местных шоу талантов. Первоначально в группу The Jackson Brothers вошли Джеки, Джермейн и Тито. Количество проданных в мире записей Джексона (альбомов, синглов, сборников и&nbsp;т.&nbsp;д.) составляет 1 миллиард копий.</p>
<h2>2000: HIStory, «Призраки» и Blood on the Dance Floor</h2>
<p>Сумма колоссальная, вот только медики считают, что провести такое масштабное мероприятие для певца практически означало самоубийство, так как уже тогда он не отличался железным здоровьем. Уже на тот момент было продано билетов на сумму около $ 85 млн. Ни для кого не секрет, что в последние годы поп-идол был на мели.</p>
<p>Продажи альбома составили 6 миллионов экземпляров, что позволило ему стать самым продаваемым альбомом ремиксов в миреангл.. Пластинка представляет собой компиляцию из пяти новых треков музыканта, а также восьми ремиксов композиций предыдущего альбома. В качестве саундтрека к «Призракам» были использованы две ещё не выпущенные на тот момент песни «Is it Scary» и «Ghosts», а также «2Bad» из альбома HIStory. Первым синглом из альбома стала композиция «Black or White», призывающая к расовой гармонии и затрагивающая тему расизма; песня сопровождалась 11-минутным видеоклипом. На подготовку альбома и промо-кампании к нему у музыканта и продюсера ушло 18 месяцев, релиз пластинки несколько раз откладывался. Компания становилась спонсором следующего альбома и концертного турне певца.</p>
<h2>2005. People v. Jackson</h2>
<p>За период с 1980 по 1989&nbsp;год музыкант продал 110 миллионов своих записей по всему миру, и был признан самым продаваемым артистом десятилетия. Считается, что именно тогда Джексон получил закрепившийся за ним впоследствии титул, хотя и до этого момента журналисты писали о «поп-короне», принадлежавшей певцу. В 1989&nbsp;году на церемонии «Soul Train Music Awards»англ., перед тем как вручить Джексону награду за вклад в музыкальную индустрию, Элизабет Тейлор назвала его «настоящим королём поп, соул и рок-музыки». Список композиций пластинки включал в себя песни в жанрах фанка, ритм-н-блюза, госпела, поп- и хард-рока, джаза, свинга и блюза.</p>
<p>Сейчас он занимается защитой окружающей среды, как и старшие дети поп-короля. Многие надеялись, что именно он пойдет по стопам родителя и станет музыкантом. В 1999-м в личной жизни исполнителя состоялся еще один развод, после которого опеку над детьми получил отец. Сын Принс Майкл Джексон – младший родился в 1997-м, а спустя год супруга подарила поп-королю дочь Пэрис-Майкл Кэтрин Джексон. В 2013-м Джексон уже посмертно получил обвинение в сексуальных преступлениях, что стало сюжетом документального проекта «Покидая Неверленд» (2019) режиссера Дэна Рида. После смерти певца Чандлер признался в том, что оклеветать артиста ради денег его заставил отец, который затем покончил с собой.</p>
<h2>1986: Покупка каталога ATV, «We Are the World», «Капитан Ио»</h2>
<p>Песни We Are the World (соавтор), Man in the Mirror, Heal the World, Earth Song стали гимнами глобальной солидарности. Знаменитое видео на Billie Jean с его легендарной «лунной походкой», впервые публично продемонстрированной на шоу Motown 25 в мае 1983 года, взорвало телеэфир и сломало расовые барьеры на канале MTV, долгое время игнорировавшем черных артистов. На церемонии «Грэмми-1984» певец получил восемь статуэток за одну ночь. Джексон был также награждён «За выдающийся вклад в мировую культуру» за вклад сотен миллионов долларов в 39 поддерживавшихся им благотворительных организаций и его собственный фонд Heal the World. Ещё при жизни Майкла Джексона люди, с подачи Элизабет Тейлор, неофициально называли его «Королём поп-музыки», но это звание так сильно прижилось к Джексону, что музыкальное общество признало его таковым официально. На следующий день, 24 августа, команда юристов Джексона, который был в это время на гастролях в Таиланде, заявляет о невиновности певца и обвиняет отца мальчика в вымогательстве 20 миллионов долларов.</p>
<p>Вскоре выяснилось, что далеко не все приглашённые музыканты захотели участвовать в проекте, возглавляемом Джексоном. В марте жюри Санта-Марии обязало Джексона выплатить Авраму 5,3 миллиона долларов. 9 января 2002&nbsp;года Майкл Джексон получил свою 22-ю награду American Music Award как «Артист века». Это был первый студийный альбом Джексона после 1995&nbsp;года и последний альбом с новым и оригинальным материалом, который он выпустил при своей жизни. Джексон ожидал, что лицензии на его альбомы вернутся к нему в начале 2000-х, после чего он сможет продвигать материал так, как ему заблагорассудится, получая прибыль, но контракт устанавливал дату возврата на годы вперёд. Почти 30 миллионов человек посмотрели трансляцию шоу по телевизору.</p>
<p>19 января 1993&nbsp;года музыкант выступил на концерте в честь инаугурации президента США Билла Клинтона, он произнёс речь о больных СПИДом и посвятил песню «Gone Too Soon» Райану Уайту. В августе 1992&nbsp;года Джексон заключил сделку с компанией HBO на трансляцию концерта его тура в Бухаресте, и трансляция концерта музыканта стала самой дорогой в истории. Кроме того, певец страдал витилиго&nbsp;— заболеванием, вследствие которого его кожа со временем потеряла бо́льшую часть пигментации.</p>
<p>За пределами музыки Майкла уважали за его гуманитарную деятельность; по оценкам, за свою жизнь он пожертвовал на благотворительность более 500 миллионов долларов. Последний студийный альбом, Invincible (2001), стал его самым критикуемым альбомом, хотя ретроспективные отзывы были более позитивными. В 1975 году он присоединился к Epic Records и стал сольной звездой с альбомом 1979 года Off the Wall, который значительно отличался от предыдущих работ Майкла для Motown и был назван его прорывом. Его музыкальные видеоклипы, включая клипы на песни &#8220;Beat It&#8221;, &#8220;Billie Jean&#8221; и &#8220;Thriller&#8221;, считаются разрушением расовых барьеров и превращением этого вида искусства в инструмент рекламы. Майкл оказал влияние на исполнителей многих музыкальных жанров; выступая на сцене и в видеоклипах, он популяризировал сложные танцевальные движения, такие как лунная походка, которой он дал название, а также робота.</p>
<p>Несмотря на победу в суде, услуги адвокатов опустошили банковские счета поп-короля, а само разбирательство сильно подорвало здоровье кумира миллионов. В 2003-м поп-королю было предъявлено аналогичное обвинение. Полиция провела расследование, в ходе которого даже потребовала у музыканта продемонстрировать свои гениталии для сравнения с показаниями подростка. Еще в 1993 году певцу инкриминировали действия сексуального характера по отношению к 13-летнему Джордану Чандлеру, который дружил с музыкантом и часто проводил время у него на ранчо Neverland.</p>
<p>Он стал самым кассовым сольным туром 1990-х годов и самым посещаемым концертным туром сольного исполнителя. Эти двое стали очень публичными в своих отношениях, неоднократно появляясь вместе в течение последующих месяцев. Это привело к ухудшению физического здоровья певца, и в итоге 11 ноября он был вынужден отменить концертный тур, так как был истощен физически и эмоционально. Майкл Джексон выступил против этих обвинений в феврале 1993 года во время специального телевизионного шоу &#8220;Майкл Джексон говорит&#8230; с Опрой&#8221;, впервые открыв публике, что уже много лет борется с витилиго.</p>
<p>В детстве Джексон также внушал Робсону, по его словам, что если кто-то узнаёт об их связи, то они оба попадут в тюрьму. 26 января 1994&nbsp;года Джексон идёт на мировое соглашение с семьёй Чендлер, соглашаясь выплатить им и их адвокатам в общей сложности около 25 миллионов долларов компенсации. 23 августа эта информация попадает в СМИ и становится мировой сенсацией. В 1992&nbsp;году Майкл Джексон познакомился с семьёй Чендлеров и завёл дружбу с Джун Чендлер и её 12-летним сыном Джорданом, который был фанатом певца. Незадолго до смерти певец посетил вместе с Краучем христианскую церковь и исполнил несколько христианских песен.</p>
<ul>
<li>Вновь работая с Куинси Джонсом, Майкл усовершенствовал шаблон Thriller для альбома 1987 года Bad.</li>
<li>На съёмках двадцатилетний певец познакомился с продюсером Куинси Джонсом, занимавшимся созданием саундтрека к картине.</li>
<li>Этот фильм стал самым кассовым документальным фильмом в мировом прокате и вторым по кассовым сборам фильмом-концертом в истории.</li>
<li>Музыкант выразил желание приобрести его, и, чтобы избежать конфликтов, адвокаты певца связались с представителями Маккартни и Йоко Оно и получили ответ, что покупка каталога в ближайшее время не планируется.</li>
<li>В июне 1992 года Король поп-музыки начал свое второе сольное мировое турне Dangerous World Tour.</li>
</ul>
<p>В том же году состоялся релиз второй пластинки Майкла&nbsp;— Ben, титульный трек альбома стал саундтреком к одноимённому фильму, песня получила «Золотой глобус». Он внёс значительный вклад в развитие популярной музыки, видеоклипов, танца и моды. Майкл Джо́зеф Дже́ксон (англ.&nbsp;Michael Joseph Jackson; 29 августа 1958…, Гэри, Индиана&nbsp;— 25 июня 2009…, Лос-Анджелес, Калифорния…)&nbsp;— американский певец, один из самых успешных исполнителей в истории поп-музыки. Спустя год увидел свет ремикс-альбом Immortal, в который вошли 15 признанных хитов музыканта. Событие стало сенсацией, в которой одни видели расчет на спасение репутации певца, другие — трогательное слияние двух известнейших в мире музыки семей.</p>
<h2>1994: Dangerous и Супербоул XXVII</h2>
<p>Ещё до выхода нового альбома Джексона критики неверно истолковали смысл нескольких строк песни протеста «They Don’t Care About Us», результатом стали обвинения певца в антисемитизме. Бюджет футуристического видеоклипа на песню «Scream» составил 7 миллионов долларов, что позволило ему стать самым дорогим музыкальным видео в истории, в 1996&nbsp;году ролик получил Грэмми в номинации «Видео года». В 1981&nbsp;году Маккартни и Йоко Оно предприняли попытку выкупить оттуда песни The Beatles, однако тогдашний владелец компании ATV Лью Грейд был согласен продать лишь весь каталог сразу за 30&nbsp;млн долларов. Компания Pepsi выплатила музыканту компенсацию в размере 1,5&nbsp;млн долларов, все деньги певец пожертвовал на открытие ожогового центра. В мае 2014 года был презентован второй полноценный посмертный альбом короля поп-музыки Xscape, содержащий 8 композиций. Одновременно с работой в семейном коллективе The Jacksons Майкл Джексон выпустил четыре сольных альбома и несколько синглов, снискавших популярность.</p>
<p>Его сценические шоу превращались в феерические спектакли с пиротехникой, лазером, полетами на тросах и фирменным наклоном в 45 градусов (впервые использованном в Smooth Criminal), для чего изобрели ботинки с фиксаторами. В ноябре 1982 года шестой студийный альбом Thrillerr стал рекордсменом. Репетиции занимали все время, заменяя игры со сверстниками, а выступления на сцене стрип-бара и клуба «Чикагского круга» (Chitlin&#8217; Circuit) для афроамериканской публики стали обычными для их детства. Седьмой ребенок из девяти в семье сурового крановщика Джозефа и добросердечной кассирши Кэтрин, он погрузился в мир музыки с пеленок. Джексон популяризировал сложные для исполнения танцевальные техники&nbsp;— такие как «робот» и «лунная походка». И только рождение собственного сына заставило Робсона переосмыслить его отношения с Джексоном и осознать, что их отношения были результатом преступного психологического насилия со стороны певца.</p>
<h2>Реакция общественности и &#8220;This Is It&#8221; Майкла Джексона</h2>
<p>Пол Маккартни был привлечен, чтобы подчеркнуть мягкое рок-направление Майкла, Эдди Ван Хален подтолкнул его к металлическому хард-року, а остальная часть альбома плавно переходила от диско к попу и соулу, продемонстрировав диапазон его таланта. Сотрудничая с продюсером Джонсом и автором песен Родом Темпертоном, Майкл сознательно попытался обратиться к многочисленной аудитории с Off the Wall, превратив альбом в ослепительную витрину всех его различных звуков и навыков. Работая над саундтреком к мюзиклу, который был отмечен его дуэтом с Дайаной Росс в песне &#8220;Ease on Down the Road&#8221;, он познакомился с продюсером Куинси Джонсом, титаном джаза и поп-музыки 50-х и 60-х годов, которому еще не удалось добиться успеха в 70-е годы. Майкл стал эпицентром группы Jackson 5, когда они получили признание на местных шоу талантов и стали выступать в соул-клубах по всему Среднему Западу. Ретроспективные обзоры альбома Off the Wall назвали его знаковым релизом эпохи диско. Благодаря этому альбому Майкл стал первым сольным артистом, чьи четыре сингла с одного альбома попали в топ-10 американского Billboard Hot 100.</p>
<p>Джексон и Пресли развелись менее чем через два года, но остались друзьями. Оскорбляющие сцены в финальной части 14-минутной версии были отредактированы, чтобы предотвратить запрет на видео, и Джексон извинился. «Black or White» сопровождалась спорным клипом, премьера которого состоялась 14 ноября 1991&nbsp;года одновременно в 27 странах, по оценкам, аудитория составила 500 миллионов человек, самая большая из когда-либо посмотревших музыкальное видео.</p>
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			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2023/01/17/majkl-dzhekson-biografija-skandaly-i-nasledie/"><time datetime="2023-01-17T19:23:57+00:00">January 17, 2023</time></a></div>
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			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2022/04/06/depreciation-in-depth-explanation-with-examples-2/" target="_self" >Depreciation: In-Depth Explanation with Examples</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p>Reading the headings and descriptions under asset class 30.1, you find that it does not include land improvements. You then check Table B-2 and find your activity, producing rubber products, under asset class 30.1, Manufacture of Rubber Products. You then check Table B-2 and find your activity, paper manufacturing, under asset class 26.1, Manufacture of Pulp and Paper. You check Table B-1 and find land improvements under asset class 00.3. If it is described in Table B-1, also check Table B-2 to find the activity in which the property is being used.</p>
<h2>Depreciation Methods for Farm Property</h2>
<p>Knowing what table to use for each property, you figure the depreciation for the first 2 years as follows. The $5,000 basis of the computer, which you placed in service during the last 3 months (the fourth quarter) of your tax year, is more than 40% of the total bases of all property ($10,000) you placed in service during the year. You do not elect a section 179 deduction and none of these items are qualified property for purposes of claiming a special depreciation allowance. The following example shows how to figure your MACRS depreciation deduction using the percentage tables and the MACRS Worksheet. You can use this worksheet to help you figure your depreciation deduction using the percentage tables.</p>
<p>To qualify for the section 179 deduction, your property must be one of the following types of depreciable property. To qualify for the section 179 deduction, your property must meet all the following requirements. This chapter explains what property does and does not qualify for the section 179 deduction, what limits apply to the deduction (including special rules for partnerships and corporations), and how to elect it. You can elect to recover all or part of the cost of certain qualifying property, up to a limit, by deducting it in the year you place the property in service. A negative section 481(a) adjustment results in a decrease in taxable income.</p>
<h2>Visualizing the Balances in Equipment and Accumulated Depreciation</h2>
<ul>
<li>This section lists the asset classes of 49.3&#8211;Water Utilities to (no asset class) Certain Property for Which Recovery Periods Assigned .</li>
<li>Generally, if you receive property in a nontaxable exchange, the basis of the property you receive is the same as the adjusted basis of the property you gave up.</li>
<li>Generally, for the section 179 deduction, a taxpayer is considered to conduct a trade or business actively if they meaningfully participate in the management or operations of the trade or business.</li>
<li>You multiply the adjusted basis of the property ($1,000) by the 40% DB rate.</li>
</ul>
<p>You can <a href="https://www.accountingcoach.com/blog/what-is-a-product-cost">what is a product cost</a> elect to claim a 60% special depreciation allowance for the adjusted basis of certain specified plants (defined later) bearing fruits and nuts planted or grafted after December 31, 2023, and before January 1, 2025. To be qualified property, noncommercial aircraft must meet the following requirements. Qualified property must also be placed in service before January 1, 2027 (or before January 1, 2028, for certain property with a long production period and for certain aircraft), and can be either new property or certain used property.</p>
<p>The fraction&#8217;s numerator is the number of months (including parts of a month) that are included in both the tax year and the recovery year. Using the allocation method for a 12-month or short tax year. Tara Corporation claimed depreciation of $167 for its short tax year. The corporation then multiplies $400 by 4/12 to get the short tax year depreciation of $133. Under MACRS, Tara is allowed 4 months of depreciation for the short tax year that consists of 10 months. The corporation then multiplies $400 by 5/12 to get the short tax year depreciation of $167.</p>
<p>Eight in 10 taxpayers use direct deposit to receive their refunds. This tool lets your tax professional submit an authorization request to access your individual taxpayer IRS OLA. Create or access your online account at IRS.gov/Account. With an online account, you can access a variety of information to help you during the filing season.</p>
<h2>The Taxpayer Advocate Service (TAS) Is Here To Help You</h2>
<p>The adjustment is the difference between the total depreciation actually deducted for the property and the total amount allowable prior to the year of change. Also, see the Instructions for Form 3115 for more information on getting approval, including lists of scope limitations and automatic accounting method changes. Generally, you must get IRS approval to change your method of accounting.</p>
<h2>• Section 179 Deduction • Special Depreciation Allowance • MACRS • Listed Property</h2>
<p>Tara is allowed 5 months of depreciation for the short tax year that consists of 10 months. The depreciation rate is 40% and Tara applies the half-year convention. This is the only property the corporation placed in service during the short tax year. See Depreciation After a Short Tax Year, later, for information on how to figure depreciation in later years. Do this by multiplying the depreciation for a full tax year by a fraction.</p>
<h2>Double declining balance depreciation</h2>
<p>The amounts spent to acquire, expand, or improve assets are referred to as capital expenditures. On the other hand, if an expenditure expands or improves an asset’s capabilities, the amount is not reported as an expense. If an expenditure merely maintains the asset (routine and preventative maintenance, tune ups, etc.), the expenditure is immediately reported as an expense such as Repairs and Maintenance Expense. The retailer’s cash will increase by $5,000 and its property, plant, and equipment section of the balance sheet will decrease by the book value of $8,000. If the retailer receives cash of $10,000 for the truck, the retailer will increase its asset cash and will remove from its assets, the truck’s book value of $8,000. For example, if an old delivery truck is sold and its cost was $80,000 and its accumulated depreciation at the date of the sale is $72,000, the truck’s book value at the date of the sale is $8,000.</p>
<h2>Example of a Gain on Sale of an Asset</h2>
<p>Travel between a personal home and work or job site within the area of an individual&#8217;s tax home. The total of all money received plus the fair market value of <a href="https://www.accountingcoaching.online/do-sales-revenues-affect-the-break-even-point/">do sales revenues affect the break-even point</a> all property or services received from a sale or exchange. A mere passive investor in a trade or business does not actively conduct the trade or business.</p>
<ul>
<li>First- and second-year depreciation for furniture.</li>
<li>This can be done using the flight-by-flight method or the occupied-seat method computations.</li>
<li>A common system is to allow a fixed percentage of the cost of depreciable assets to be deducted each year.</li>
</ul>
<h2>S Corporations</h2>
<p>The accounting term that means an entry will be made on the left side of an account. An account in the general ledger, such as Cash, Accounts Payable, Sales, Advertising Expense, etc. The balance sheet is also referred to as the Statement of Financial Position.</p>
<p>Depreciation is technically a method of allocation, not valuation, even though it determines the value placed on the asset in the balance sheet. Depreciation is the process of deducting the cost of an asset over its useful life. One such cost is the cost of assets used but not immediately consumed in the activity. An estimate of how long an item of property can be expected to be usable in a trade or business or to produce income. A way to figure depreciation for certain property.</p>
<p>A way to figure depreciation for property that ratably deducts the same amount for each year in the recovery period. It generally determines the depreciation method, recovery <a href="https://www.personal-accounting.org/how-to-prepare-a-cash-flow-statement/">how to prepare a cash flow statement</a> period, and convention. A depreciation rate (percentage) is determined by dividing the declining balance percentage by the recovery period for the property. However, if the property is specifically listed in Table B-2 under the type of activity in which it is used, you use the recovery period listed under the activity in that table. Generally, if the property is listed in Table B-1, you use the recovery period shown in that table. There is no unrecovered basis at the end of the recovery period because you are considered to have used this property 100% for business and investment purposes during all of the recovery period.</p>
<p>The following is a list of the nine property classifications under GDS and examples of the types of property included in each class. The election must generally cover all property in the same property class that you placed in service during the year. Although your property may qualify for GDS, you can elect to use ADS. Complete Section B of Part III to report depreciation using GDS, and complete Section C of Part III to report depreciation using ADS. Finally, it explains when and how to recapture MACRS depreciation.</p>
<p>Consider the following example to more easily understand the concept of the sum-of-the-years-digits depreciation method. The sum-of-the-years-digits method is one of the accelerated depreciation methods. Multiply the rate of depreciation by the beginning book value to determine the expense for that year. Consider a piece of equipment that costs $25,000 with an estimated useful life of 8 years and a $0 salvage value. The four main depreciation methods mentioned above are explained in detail below.</p>
<p>A higher expense is incurred in the early years and a lower expense in the latter years of the asset’s useful life. Consider a piece of property, plant, and equipment (PP&amp;E) that costs $25,000, with an estimated useful life of 8 years and a $2,500 salvage value. Straight-line depreciation is a very common, and the simplest, method of calculating depreciation expense. There are several types of depreciation expense and different formulas for determining the book value of an asset. Also referred to as book value or carrying value; the cost of a plant asset minus the accumulated depreciation since the asset was acquired.</p>
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			<div style="margin-top:var(--wp--preset--spacing--40)" class="wp-block-post-date has-small-font-size"><a href="https://atcspecialneeds.com.ng/webinar/2022/04/06/depreciation-in-depth-explanation-with-examples-2/"><time datetime="2022-04-06T04:48:29+00:00">April 6, 2022</time></a></div>
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