/* ===================================================
 *  jquery-sortable.js v0.9.13
 *  http://johnny.github.com/jquery-sortable/
 * ===================================================
 *  Copyright (c) 2012 Jonas von Andrian
 *  All rights reserved.
 *
 *  Redistribution and use in source and binary forms, with or without
 *  modification, are permitted provided that the following conditions are met:
 *  * Redistributions of source code must retain the above copyright
 *    notice, this list of conditions and the following disclaimer.
 *  * Redistributions in binary form must reproduce the above copyright
 *    notice, this list of conditions and the following disclaimer in the
 *    documentation and/or other materials provided with the distribution.
 *  * The name of the author may not be used to endorse or promote products
 *    derived from this software without specific prior written permission.
 *
 *  THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND
 *  ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED
 *  WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
 *  DISCLAIMED. IN NO EVENT SHALL <COPYRIGHT HOLDER> BE LIABLE FOR ANY
 *  DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES
 *  (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES;
 *  LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND
 *  ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
 *  (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS
 *  SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
 * ========================================================== */

!function ( $, window, pluginName, undefined){
	var containerDefaults = {
			// If true, items can be dragged from this container
			drag: true,
			// If true, items can be droped onto this container
			drop: true,
			// Exclude items from being draggable, if the
			// selector matches the item
			exclude: "",
			// If true, search for nested containers within an item.If you nest containers,
			// either the original selector with which you call the plugin must only match the top containers,
			// or you need to specify a group (see the bootstrap nav example)
			nested: true,
			// If true, the items are assumed to be arranged vertically
			vertical: true
		}, // end container defaults
		groupDefaults = {
			// This is executed after the placeholder has been moved.
			// $closestItemOrContainer contains the closest item, the placeholder
			// has been put at or the closest empty Container, the placeholder has
			// been appended to.
			afterMove: function ($placeholder, container, $closestItemOrContainer) {
			},
			// The exact css path between the container and its items, e.g. "> tbody"
			containerPath: "",
			// The css selector of the containers
			containerSelector: "ol, ul",
			// Distance the mouse has to travel to start dragging
			distance: 0,
			// Time in milliseconds after mousedown until dragging should start.
			// This option can be used to prevent unwanted drags when clicking on an element.
			delay: 0,
			// The css selector of the drag handle
			handle: "",
			// The exact css path between the item and its subcontainers.
			// It should only match the immediate items of a container.
			// No item of a subcontainer should be matched. E.g. for ol>div>li the itemPath is "> div"
			itemPath: "",
			// The css selector of the items
			itemSelector: "li",
			// The class given to "body" while an item is being dragged
			bodyClass: "dragging",
			// The class giving to an item while being dragged
			draggedClass: "dragged",
			// Check if the dragged item may be inside the container.
			// Use with care, since the search for a valid container entails a depth first search
			// and may be quite expensive.
			isValidTarget: function ($item, container) {
				return true
			},
			// Executed before onDrop if placeholder is detached.
			// This happens if pullPlaceholder is set to false and the drop occurs outside a container.
			onCancel: function ($item, container, _super, event) {
			},
			// Executed at the beginning of a mouse move event.
			// The Placeholder has not been moved yet.
			onDrag: function ($item, position, _super, event) {
				$item.css(position)
			},
			// Called after the drag has been started,
			// that is the mouse button is being held down and
			// the mouse is moving.
			// The container is the closest initialized container.
			// Therefore it might not be the container, that actually contains the item.
			onDragStart: function ($item, container, _super, event) {
				$item.css({
					height: $item.outerHeight(),
					width: $item.outerWidth()
				})
				$item.addClass(container.group.options.draggedClass)
				$("body").addClass(container.group.options.bodyClass)
			},
			// Called when the mouse button is being released
			onDrop: function ($item, container, _super, event) {
				$item.removeClass(container.group.options.draggedClass).removeAttr("style")
				$("body").removeClass(container.group.options.bodyClass)
			},
			// Called on mousedown. If falsy value is returned, the dragging will not start.
			// Ignore if element clicked is input, select or textarea
			onMousedown: function ($item, _super, event) {
				if (!event.target.nodeName.match(/^(input|select|textarea)$/i)) {
					event.preventDefault()
					return true
				}
			},
			// The class of the placeholder (must match placeholder option markup)
			placeholderClass: "placeholder",
			// Template for the placeholder. Can be any valid jQuery input
			// e.g. a string, a DOM element.
			// The placeholder must have the class "placeholder"
			placeholder: '<li class="placeholder"></li>',
			// If true, the position of the placeholder is calculated on every mousemove.
			// If false, it is only calculated when the mouse is above a container.
			pullPlaceholder: true,
			// Specifies serialization of the container group.
			// The pair $parent/$children is either container/items or item/subcontainers.
			serialize: function ($parent, $children, parentIsContainer) {
				var result = $.extend({}, $parent.data())

				if(parentIsContainer)
					return [$children]
				else if ($children[0]){
					result.children = $children
				}

				delete result.subContainers
				delete result.sortable

				return result
			},
			// Set tolerance while dragging. Positive values decrease sensitivity,
			// negative values increase it.
			tolerance: 0
		}, // end group defaults
		containerGroups = {},
		groupCounter = 0,
		emptyBox = {
			left: 0,
			top: 0,
			bottom: 0,
			right:0
		},
		eventNames = {
			start: "touchstart.sortable mousedown.sortable",
			drop: "touchend.sortable touchcancel.sortable mouseup.sortable",
			drag: "touchmove.sortable mousemove.sortable",
			scroll: "scroll.sortable"
		},
		subContainerKey = "subContainers"

	/*
	 * a is Array [left, right, top, bottom]
	 * b is array [left, top]
	 */
	function d(a,b) {
		var x = Math.max(0, a[0] - b[0], b[0] - a[1]),
			y = Math.max(0, a[2] - b[1], b[1] - a[3])
		return x+y;
	}

	function setDimensions(array, dimensions, tolerance, useOffset) {
		var i = array.length,
			offsetMethod = useOffset ? "offset" : "position"
		tolerance = tolerance || 0

		while(i--){
			var el = array[i].el ? array[i].el : $(array[i]),
				// use fitting method
				pos = el[offsetMethod]()
			pos.left += parseInt(el.css('margin-left'), 10)
			pos.top += parseInt(el.css('margin-top'),10)
			dimensions[i] = [
				pos.left - tolerance,
				pos.left + el.outerWidth() + tolerance,
				pos.top - tolerance,
				pos.top + el.outerHeight() + tolerance
			]
		}
	}

	function getRelativePosition(pointer, element) {
		var offset = element.offset()
		return {
			left: pointer.left - offset.left,
			top: pointer.top - offset.top
		}
	}

	function sortByDistanceDesc(dimensions, pointer, lastPointer) {
		pointer = [pointer.left, pointer.top]
		lastPointer = lastPointer && [lastPointer.left, lastPointer.top]

		var dim,
			i = dimensions.length,
			distances = []

		while(i--){
			dim = dimensions[i]
			distances[i] = [i,d(dim,pointer), lastPointer && d(dim, lastPointer)]
		}
		distances = distances.sort(function  (a,b) {
			return b[1] - a[1] || b[2] - a[2] || b[0] - a[0]
		})

		// last entry is the closest
		return distances
	}

	function ContainerGroup(options) {
		this.options = $.extend({}, groupDefaults, options)
		this.containers = []

		if(!this.options.rootGroup){
			this.scrollProxy = $.proxy(this.scroll, this)
			this.dragProxy = $.proxy(this.drag, this)
			this.dropProxy = $.proxy(this.drop, this)
			this.placeholder = $(this.options.placeholder)

			if(!options.isValidTarget)
				this.options.isValidTarget = undefined
		}
	}

	ContainerGroup.get = function  (options) {
		if(!containerGroups[options.group]) {
			if(options.group === undefined)
				options.group = groupCounter ++

			containerGroups[options.group] = new ContainerGroup(options)
		}

		return containerGroups[options.group]
	}

	ContainerGroup.prototype = {
		dragInit: function  (e, itemContainer) {
			this.$document = $(itemContainer.el[0].ownerDocument)

			// get item to drag
			var closestItem = $(e.target).closest(this.options.itemSelector);
			// using the length of this item, prevents the plugin from being started if there is no handle being clicked on.
			// this may also be helpful in instantiating multidrag.
			if (closestItem.length) {
				this.item = closestItem;
				this.itemContainer = itemContainer;
				if (this.item.is(this.options.exclude) || !this.options.onMousedown(this.item, groupDefaults.onMousedown, e)) {
					return;
				}
				this.setPointer(e);
				this.toggleListeners('on');
				this.setupDelayTimer();
				this.dragInitDone = true;
			}
		},
		drag: function  (e) {
			if(!this.dragging){
				if(!this.distanceMet(e) || !this.delayMet)
					return

				this.options.onDragStart(this.item, this.itemContainer, groupDefaults.onDragStart, e)
				this.item.before(this.placeholder)
				this.dragging = true
			}

			this.setPointer(e)
			// place item under the cursor
			this.options.onDrag(this.item,
				getRelativePosition(this.pointer, this.item.offsetParent()),
				groupDefaults.onDrag,
				e)

			var p = this.getPointer(e),
				box = this.sameResultBox,
				t = this.options.tolerance

			if(!box || box.top - t > p.top || box.bottom + t < p.top || box.left - t > p.left || box.right + t < p.left)
				if(!this.searchValidTarget()){
					this.placeholder.detach()
					this.lastAppendedItem = undefined
				}
		},
		drop: function  (e) {
			this.toggleListeners('off')

			this.dragInitDone = false

			if(this.dragging){
				// processing Drop, check if placeholder is detached
				if(this.placeholder.closest("html")[0]){
					this.placeholder.before(this.item).detach()
				} else {
					this.options.onCancel(this.item, this.itemContainer, groupDefaults.onCancel, e)
				}
				this.options.onDrop(this.item, this.getContainer(this.item), groupDefaults.onDrop, e)

				// cleanup
				this.clearDimensions()
				this.clearOffsetParent()
				this.lastAppendedItem = this.sameResultBox = undefined
				this.dragging = false
			}
		},
		searchValidTarget: function  (pointer, lastPointer) {
			if(!pointer){
				pointer = this.relativePointer || this.pointer
				lastPointer = this.lastRelativePointer || this.lastPointer
			}

			var distances = sortByDistanceDesc(this.getContainerDimensions(),
					pointer,
					lastPointer),
				i = distances.length

			while(i--){
				var index = distances[i][0],
					distance = distances[i][1]

				if(!distance || this.options.pullPlaceholder){
					var container = this.containers[index]
					if(!container.disabled){
						if(!this.$getOffsetParent()){
							var offsetParent = container.getItemOffsetParent()
							pointer = getRelativePosition(pointer, offsetParent)
							lastPointer = getRelativePosition(lastPointer, offsetParent)
						}
						if(container.searchValidTarget(pointer, lastPointer))
							return true
					}
				}
			}
			if(this.sameResultBox)
				this.sameResultBox = undefined
		},
		movePlaceholder: function  (container, item, method, sameResultBox) {
			var lastAppendedItem = this.lastAppendedItem
			if(!sameResultBox && lastAppendedItem && lastAppendedItem[0] === item[0])
				return;

			item[method](this.placeholder)
			this.lastAppendedItem = item
			this.sameResultBox = sameResultBox
			this.options.afterMove(this.placeholder, container, item)
		},
		getContainerDimensions: function  () {
			if(!this.containerDimensions)
				setDimensions(this.containers, this.containerDimensions = [], this.options.tolerance, !this.$getOffsetParent())
			return this.containerDimensions
		},
		getContainer: function  (element) {
			return element.closest(this.options.containerSelector).data(pluginName)
		},
		$getOffsetParent: function  () {
			if(this.offsetParent === undefined){
				var i = this.containers.length - 1,
					offsetParent = this.containers[i].getItemOffsetParent()

				if(!this.options.rootGroup){
					while(i--){
						if(offsetParent[0] != this.containers[i].getItemOffsetParent()[0]){
							// If every container has the same offset parent,
							// use position() which is relative to this parent,
							// otherwise use offset()
							// compare #setDimensions
							offsetParent = false
							break;
						}
					}
				}

				this.offsetParent = offsetParent
			}
			return this.offsetParent
		},
		setPointer: function (e) {
			var pointer = this.getPointer(e)

			if(this.$getOffsetParent()){
				var relativePointer = getRelativePosition(pointer, this.$getOffsetParent())
				this.lastRelativePointer = this.relativePointer
				this.relativePointer = relativePointer
			}

			this.lastPointer = this.pointer
			this.pointer = pointer
		},
		distanceMet: function (e) {
			var currentPointer = this.getPointer(e)
			return (Math.max(
				Math.abs(this.pointer.left - currentPointer.left),
				Math.abs(this.pointer.top - currentPointer.top)
			) >= this.options.distance)
		},
		getPointer: function(e) {
			var o = e.originalEvent || e.originalEvent.touches && e.originalEvent.touches[0]
			return {
				left: e.pageX || o.pageX,
				top: e.pageY || o.pageY
			}
		},
		setupDelayTimer: function () {
			var that = this
			this.delayMet = !this.options.delay

			// init delay timer if needed
			if (!this.delayMet) {
				clearTimeout(this._mouseDelayTimer);
				this._mouseDelayTimer = setTimeout(function() {
					that.delayMet = true
				}, this.options.delay)
			}
		},
		scroll: function  (e) {
			this.clearDimensions()
			this.clearOffsetParent() // TODO is this needed?
		},
		toggleListeners: function (method) {
			var that = this,
				events = ['drag','drop','scroll']

			$.each(events,function  (i,event) {
				that.$document[method](eventNames[event], that[event + 'Proxy'])
			})
		},
		clearOffsetParent: function () {
			this.offsetParent = undefined
		},
		// Recursively clear container and item dimensions
		clearDimensions: function  () {
			this.traverse(function(object){
				object._clearDimensions()
			})
		},
		traverse: function(callback) {
			callback(this)
			var i = this.containers.length
			while(i--){
				this.containers[i].traverse(callback)
			}
		},
		_clearDimensions: function(){
			this.containerDimensions = undefined
		},
		_destroy: function () {
			containerGroups[this.options.group] = undefined
		}
	}

	function Container(element, options) {
		this.el = element
		this.options = $.extend( {}, containerDefaults, options)

		this.group = ContainerGroup.get(this.options)
		this.rootGroup = this.options.rootGroup || this.group
		this.handle = this.rootGroup.options.handle || this.rootGroup.options.itemSelector

		var itemPath = this.rootGroup.options.itemPath
		this.target = itemPath ? this.el.find(itemPath) : this.el

		this.target.on(eventNames.start, this.handle, $.proxy(this.dragInit, this))

		if(this.options.drop)
			this.group.containers.push(this)
	}

	Container.prototype = {
		dragInit: function  (e) {
			var rootGroup = this.rootGroup

			if( !this.disabled &&
				!rootGroup.dragInitDone &&
				this.options.drag &&
				this.isValidDrag(e)) {
				rootGroup.dragInit(e, this)
			}
		},
		isValidDrag: function(e) {
			return e.which == 1 ||
				e.type == "touchstart" && e.originalEvent.touches.length == 1
		},
		searchValidTarget: function  (pointer, lastPointer) {
			var distances = sortByDistanceDesc(this.getItemDimensions(),
					pointer,
					lastPointer),
				i = distances.length,
				rootGroup = this.rootGroup,
				validTarget = !rootGroup.options.isValidTarget ||
					rootGroup.options.isValidTarget(rootGroup.item, this)

			if(!i && validTarget){
				rootGroup.movePlaceholder(this, this.target, "append")
				return true
			} else
				while(i--){
					var index = distances[i][0],
						distance = distances[i][1]
					if(!distance && this.hasChildGroup(index)){
						var found = this.getContainerGroup(index).searchValidTarget(pointer, lastPointer)
						if(found)
							return true
					}
					else if(validTarget){
						this.movePlaceholder(index, pointer)
						return true
					}
				}
		},
		movePlaceholder: function  (index, pointer) {
			var item = $(this.items[index]),
				dim = this.itemDimensions[index],
				method = "after",
				width = item.outerWidth(),
				height = item.outerHeight(),
				offset = item.offset(),
				sameResultBox = {
					left: offset.left,
					right: offset.left + width,
					top: offset.top,
					bottom: offset.top + height
				}
			if(this.options.vertical){
				var yCenter = (dim[2] + dim[3]) / 2,
					inUpperHalf = pointer.top <= yCenter
				if(inUpperHalf){
					method = "before"
					sameResultBox.bottom -= height / 2
				} else
					sameResultBox.top += height / 2
			} else {
				var xCenter = (dim[0] + dim[1]) / 2,
					inLeftHalf = pointer.left <= xCenter
				if(inLeftHalf){
					method = "before"
					sameResultBox.right -= width / 2
				} else
					sameResultBox.left += width / 2
			}
			if(this.hasChildGroup(index))
				sameResultBox = emptyBox
			this.rootGroup.movePlaceholder(this, item, method, sameResultBox)
		},
		getItemDimensions: function  () {
			if(!this.itemDimensions){
				this.items = this.$getChildren(this.el, "item").filter(
					":not(." + this.group.options.placeholderClass + ", ." + this.group.options.draggedClass + ")"
				).get()
				setDimensions(this.items, this.itemDimensions = [], this.options.tolerance)
			}
			return this.itemDimensions
		},
		getItemOffsetParent: function  () {
			var offsetParent,
				el = this.el
			// Since el might be empty we have to check el itself and
			// can not do something like el.children().first().offsetParent()
			if(el.css("position") === "relative" || el.css("position") === "absolute"  || el.css("position") === "fixed")
				offsetParent = el
			else
				offsetParent = el.offsetParent()
			return offsetParent
		},
		hasChildGroup: function (index) {
			return this.options.nested && this.getContainerGroup(index)
		},
		getContainerGroup: function  (index) {
			var childGroup = $.data(this.items[index], subContainerKey)
			if( childGroup === undefined){
				var childContainers = this.$getChildren(this.items[index], "container")
				childGroup = false

				if(childContainers[0]){
					var options = $.extend({}, this.options, {
						rootGroup: this.rootGroup,
						group: groupCounter ++
					})
					childGroup = childContainers[pluginName](options).data(pluginName).group
				}
				$.data(this.items[index], subContainerKey, childGroup)
			}
			return childGroup
		},
		$getChildren: function (parent, type) {
			var options = this.rootGroup.options,
				path = options[type + "Path"],
				selector = options[type + "Selector"]

			parent = $(parent)
			if(path)
				parent = parent.find(path)

			return parent.children(selector)
		},
		_serialize: function (parent, isContainer) {
			var that = this,
				childType = isContainer ? "item" : "container",

				children = this.$getChildren(parent, childType).not(this.options.exclude).map(function () {
					return that._serialize($(this), !isContainer)
				}).get()

			return this.rootGroup.options.serialize(parent, children, isContainer)
		},
		traverse: function(callback) {
			$.each(this.items || [], function(item){
				var group = $.data(this, subContainerKey)
				if(group)
					group.traverse(callback)
			});

			callback(this)
		},
		_clearDimensions: function  () {
			this.itemDimensions = undefined
		},
		_destroy: function() {
			var that = this;

			this.target.off(eventNames.start, this.handle);
			this.el.removeData(pluginName)

			if(this.options.drop)
				this.group.containers = $.grep(this.group.containers, function(val){
					return val != that
				})

			$.each(this.items || [], function(){
				$.removeData(this, subContainerKey)
			})
		}
	}

	var API = {
		enable: function() {
			this.traverse(function(object){
				object.disabled = false
			})
		},
		disable: function (){
			this.traverse(function(object){
				object.disabled = true
			})
		},
		serialize: function () {
			return this._serialize(this.el, true)
		},
		refresh: function() {
			this.traverse(function(object){
				object._clearDimensions()
			})
		},
		destroy: function () {
			this.traverse(function(object){
				object._destroy();
			})
		}
	}

	$.extend(Container.prototype, API)

	/**
	 * jQuery API
	 *
	 * Parameters are
	 *   either options on init
	 *   or a method name followed by arguments to pass to the method
	 */
	$.fn[pluginName] = function(methodOrOptions) {
		var args = Array.prototype.slice.call(arguments, 1)

		return this.map(function(){
			var $t = $(this),
				object = $t.data(pluginName)

			if(object && API[methodOrOptions])
				return API[methodOrOptions].apply(object, args) || this
			else if(!object && (methodOrOptions === undefined ||
				typeof methodOrOptions === "object"))
				$t.data(pluginName, new Container($t, methodOrOptions))

			return this
		});
	};

}(jQuery, window, 'sortable');
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</script></div></div></div><div id="content" class="site-content container"><div id="main-content-row" class="tie-row main-content-row"> <div class="main-content tie-col-md-8 tie-col-xs-12" role="main"> <article id="the-post" class="container-wrapper post-content tie-standard"> <header class="entry-header-outer"> <div class="entry-header"> <h1 class="post-title entry-title"> تعلم الحروف الالمانية للاطفال </h1> <div class="single-post-meta post-meta clearfix"><span class="date meta-item tie-icon">سبتمبر 18, 2023</span><div class="tie-alignright"><span class="meta-views meta-item "><span class="tie-icon-fire" aria-hidden="true"></span> 30 </span><span class="meta-reading-time meta-item"><span class="tie-icon-bookmark" aria-hidden="true"></span> 4 دقائق</span> </div></div> </div> </header> <div class="entry-content entry clearfix"> <div> <p><img decoding="async" class="size-large wp-image-1705" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYYAAADcAQMAAABOLJSDAAAAA1BMVEUAAACnej3aAAAAAXRSTlMAQObYZgAAACJJREFUaIHtwTEBAAAAwqD1T20ND6AAAAAAAAAAAAAA4N8AKvgAAUFIrrEAAAAASUVORK5CYII=" loading="lazy" data-src="/wp-content/uploads/2023/09/377798406_278225515064430_1635389780092362403_n-1024x1024.jpg" alt="&lt;yoastmark class="></p> </div> <div>تعلم الحروف الالمانية للاطفال ، إن تعلم الحروف الالمانية ليس مهمة صعبة لكنها تحتاج إلى أسلوب مميز وطريقة مشوقة، لتشد انتباه المتعلم وتجعل المعلومة ترسخ في ذاكرته بشكل أسرع، وهناك العديد من الطرق تسهل على الأطفال تعلم اللغة الألمانية إما من خلال الكتب التفاعلية، أو من قبل مدربين محترفين وبالأخص على يوتيوب حيث نرى العديد من المقاطع التعليمية، تابع القراءة للتعرف على أهم طرق تعلم الحروف الالمانية للاطفال بسلاسة وتشويق.</div> <div></div> <div> <div class="lwptoc lwptoc-autoWidth lwptoc-baseItems lwptoc-light lwptoc-notInherit" data-smooth-scroll="1" data-smooth-scroll-offset="24"><div class="lwptoc_i"> <div class="lwptoc_header"> <b class="lwptoc_title">المحتويات</b> <span class="lwptoc_toggle"> <a href="#" class="lwptoc_toggle_label" data-label="عرض">إخفاء</a> </span> </div> <div class="lwptoc_items lwptoc_items-visible"> <div class="lwptoc_itemWrap"><div class="lwptoc_item"> <a href="#tlm_alhrwf_alalmanyt_llatfal"> <span class="lwptoc_item_number">1</span> <span class="lwptoc_item_label">تعلم الحروف الالمانية للاطفال</span> </a> </div><div class="lwptoc_item"> <a href="#hrwf_aldmj_fy_allght_alalmanyt"> <span class="lwptoc_item_number">2</span> <span class="lwptoc_item_label">حروف الدمج في اللغة الألمانية</span> </a> </div><div class="lwptoc_item"> <a href="#tlym_alhrwf_alalmanyt_mn_alsfr"> <span class="lwptoc_item_number">3</span> <span class="lwptoc_item_label">تعليم الحروف الالمانية من الصفر</span> </a> </div><div class="lwptoc_item"> <a href="#ttbyqat_tlm_alhrwf_alalmanyt_llatfal"> <span class="lwptoc_item_number">4</span> <span class="lwptoc_item_label">تطبيقات تعلم الحروف الالمانية للاطفال</span> </a> <div class="lwptoc_itemWrap"><div class="lwptoc_item"> <a href="#german_for_kids"> <span class="lwptoc_item_number">4.1</span> <span class="lwptoc_item_label">german for kids</span> </a> </div><div class="lwptoc_item"> <a href="#german_for_kids_and_beginners"> <span class="lwptoc_item_number">4.2</span> <span class="lwptoc_item_label">german for kids and beginners</span> </a> </div><div class="lwptoc_item"> <a href="#german_primary"> <span class="lwptoc_item_number">4.3</span> <span class="lwptoc_item_label">german primary</span> </a> </div></div></div><div class="lwptoc_item"> <a href="#tlm_hrwf_allght_alalmanyt_llatfal_balswt"> <span class="lwptoc_item_number">5</span> <span class="lwptoc_item_label">تعلم حروف اللغة الالمانية للأطفال بالصوت</span> </a> </div><div class="lwptoc_item"> <a href="#ma_hy_afdl_tryqt_ltlym_altfl_alhrwf_alalmanyt"> <span class="lwptoc_item_number">6</span> <span class="lwptoc_item_label">ما هي أفضل طريقة لتعليم الطفل الحروف الألمانية؟</span> </a> </div></div></div> </div></div><h2><span id="tlm_alhrwf_alalmanyt_llatfal">تعلم الحروف الالمانية للاطفال</span></h2> <div>إن تعلم الحروف الالمانية للأطفال هي الخطوة الأولى لتعلم اللغة كما هو معروف، ومن دون معرفة الأحرف لن تستطيع التحدث باللغة الالمانية ونطقها واستعمالها كما يجب، وتحوي اللغة الالمانية على ثلاثين حرفاً منها سبعة وعشرون حرفاً أساسياً، وثلاثة منها تسمى Umiaute، واللغة الألمانية من اللغات السهلة نوعاً ما بسبب تشابهها الكبير مع اللغة الإنجليزية.</div> <div></div> <div><img decoding="async" src="data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%200%200'%3E%3C/svg%3E" alt="" 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" alt=""></noscript></div> <div></div> <div> <h2><span id="hrwf_aldmj_fy_allght_alalmanyt">حروف الدمج في اللغة الألمانية</span></h2> <div>عند دراسة اللغة الألمانية ستتعرف على أحرف الدمج، وهي عبارة عن حرفين ينطقان بأكثر من طريقة حسب موقعهما في الكلام وهي:</div> <div> <ul> <li>Eu: وينطقان بأكثر من شكل مثلاً في كلمة europa تلفظ أوي يوروبا، أما في كلمة deutsch تلفظ دويتش.</li> <li>Ei: عند اجتماع هذين الحرفين معاً يلفظان آي.</li> <li>Le: نطقهم يشبه لفظ الياء الممدودة.</li> <li>sp: تلفظ شب إذا أتت في بداية الكلمة مثل spanien.</li> <li>St: ينطق شت في بداية الكلام مثل strasse</li> <li>Sch: وتلفظ جميعها بحرف واحد هو ش مثل كلمة schule.</li> <li>Au: تلفظ آو مثل كلمة ِِAustralien.</li> </ul> <div>أما أحرف الإمالة وهي التي تتميز بوجود نقطتين عليها من الأعلى، ومهمتها تخفيف النطق الصوتي للحرف لتصبح طريقة نطقه مختلفة وهذه الحروف هي „Ä“ و „Ö“ و „Ü“ أما الحرف „ß“ فهو حرف مميز، حيث يأتي إما في وسط الكلمة أو نهايتها.</div> <div></div> <div> <h2><span id="tlym_alhrwf_alalmanyt_mn_alsfr">تعليم الحروف الالمانية من الصفر</span></h2> <div>حتى يتمكن الطفل من تعلم الحروف الالمانية للاطفال  يجب أن يتعرف حروفها بشكل كامل، مع طريقة النطق الصحيحة لكل حرف، وكيف يلفظ إذا تم دمجه مع حرف آخر، وفي بداية كل عمل يجب وضع خطة لإنجازه، وهذه الخطة تتمثل في:</div> <div> <ul> <li>تحديد فترة يومياً لتعلم الأحرف، مع طريقة نطق كل حرف، وعدم الانقطاع عن التعلم لأن هذا يساعد على الوصول إلى الاحتراف بسهولة.</li> <li>بعد إتقان الحروف ستنتقل إلى الاستماع إلى كلمات ألمانية ومحادثات، والكتابة باللغة الألمانية ايضاً.</li> <li>اشترك في كورس تعليمي، أو تعلم من خلال مشاهدة مقاطع على يوتيوب أو تحميل تطبيق تعليم الأبجدية الألمانية.</li> </ul> <div>اقراء ايضا ::<a href="/%d8%aa%d8%ad%d9%85%d9%8a%d9%84-%d9%83%d8%aa%d8%a8-%d8%af%d9%82%d8%a7%d8%a6%d9%82-%d8%a7%d9%84%d9%85%d8%a7%d9%86%d9%8a%d8%a9-%d9%85%d8%b9-%d8%b6%d9%8a%d8%a7%d8%a1-pdf/">تحديد تحميل كتب دقائق المانية مع ضياء pdf </a></div> <div> <h2><span id="ttbyqat_tlm_alhrwf_alalmanyt_llatfal">تطبيقات تعلم الحروف الالمانية للاطفال</span></h2> <div>منذ عدة سنوات كانت اللغة الانجليزية هي اللغة السائدة، أما في عصرنا هذا أصبح تعلم اللغات ضرورة ملحة من أجل السفر أو الدراسة أو حتى العمل في البلد الجديد، وهناك عدة وسائل سهلت عملية التعلم منها التطبيقات التي يتم تحميلها عبر النت ومن أهمها نذكر:</div> <div></div> <div> <h3><span id="german_for_kids">german for kids</span></h3> <div>يعتبر هذا التطبيق من الأمور الهامة التي تساعد تعلم الحروف الالمانية للاطفال  بسرعة، حيث يبدأ معه من الصفر وبشكل متدرج حتى يصل به إلى إتقان اللغة والتحدث بها، ويعلمه كل حرف على حدى مع طريقة نطقه السليمة، وهو مصمم للأطفال من عمر 4 وحتى 8 سنوات، إن أكثر ما يساعد على التعلم في هذا التطبيق هو طرح عدد كبير من الصور لكل مصطلح للتعريف به، مما يساعد الأطفال على التفاعل معه والتعلم بشكل سريع.</div> <div>ومن الأقسام التي تجدها في التطبيق والتي تساعد طفلك في تكوين ثروة لغوية كبيرة ما يلي:</div> <div> <ul> <li>الحروف الأبجدية alphabet  .</li> <li>الأرقام.</li> <li>الألوان والأشكال.</li> <li>أفراد العائلة.</li> <li>أجزاء الجسم.</li> <li>أيام الأسبوع وشهور السنة.</li> <li>أسماء الخضار والفاكهة.</li> <li>أسماء الحيوانات والطيور.</li> <li>الطعام.</li> <li>أسماء الملابس.</li> <li>المدرسة والرياضة.</li> </ul> <div>ويمكن تحميله عبر الرابط<a href="//play.google.com/store/apps/details?id=com.marlustudio.germanforkids"> من هنا </a></div> <div> <h3><span id="german_for_kids_and_beginners">german for kids and beginners</span></h3> <div>يساعد في تعلم اللغة الألمانية من الصفر وتأٍسيس طفلك بشكل سليم من خلال خلق بيئة تفاعلية مميزة، حيث يبدأ بتعليم الأحرف بطريقة سهلة، ثم طريقة اللفظ الصحيحة لها من خلال الاستماع إليها، وهو من التطبيقات الغنية بكلمات مصورة لتعليم اللغة بشكل سهل للمبتدئين خلال مدة قصيرة.</div> <div>بعد تعلم الحروف الالمانية للاطفال يعطي البرنامج عدد معين من الاختبارات، ويكون الاختبار على شكل متاهة يجب أن يحلها الأولاد ليستطيعوا الخروج منها، ولكل حرف مجموعة اختبارات يجب حلها للانتقال إلى الحرف التالي، ويهتم هذا البرنامج جيداً بتعليم الأطفال التحدث باللغة الالمانيه حيث يعطيهم جمل حول موضوعات مختلفة مثل الاعتذار والتحية وطريقة طلب شيء، وهو مناسب للأطفال من عمر 5 حتى 10 سنوات.</div> <div></div> <div> <h3><span id="german_primary">german primary</span></h3> <div>تطبيق مفيد للطلاب والدارسين في المدارس الألمانية، حيث يعتبر كتاب دراسي متكامل شبيه بكتب المدرسة والحضانة، والمناهج التعليمية الالمانية، وهو عبارة عن موسوعة صغيرة من مئة كلمة تضم الحيوانات والفاكهة والخضار والطعام والشراب والوقت والألوان وجسم الإنسان وغرفة الصف.</div> <div>يمكنك تحميله من خلال الضغط على <a href="//play.google.com/store/apps/details?id=air.German.primary.A41enc">الرابط التالي </a></div> <div></div> <div> <h2><span id="tlm_hrwf_allght_alalmanyt_llatfal_balswt">تعلم حروف اللغة الالمانية للأطفال بالصوت</span></h2> <div>إن سماع أي لغة بشكل دقيق هو مفتاح إتقانها، وهناك العديد من الوسائل المجانية التي تساعدك في تعلم الحروف الالمانية للاطفال من خلال الاستماع والنطق، ومن هذه الأساليب تطبيق طليق وهو متخصص في تعليم اللغات من خلال النطق والصوت، كما نشاهد على يوتيوب قنوات متخصصة في تعليم سلسلة الحروف الالمانية للأطفال مع أصواتها، وتعليم الكلمات بطريقة اللعب من خلال بطاقات تساعد في التدريب على التعلم، وتهيئة اختبارات تساعد في تركيز المعلومة في ذهن المتعلم.</div> <div>كما تجد على يوتيوب قناة مميزة باسم تعلم الالمانية بسهولة ممتازه تعلم الحروف الالمانية للاطفال ، وهي تساعدك في إتقان نطق الحروف الالمانية من خلال مجموعة دروس من كتاب منشن الشهير، فيديوهات هذه السلسلة تساعدك على تعلم حروف اللغة الالمانية بالصوت بالإضافة إلى قناة Deutsch mit Mira تعلم الالمانية مع ميرا،  ولديك أيضًا قائمة تشغيل مكونة من كورس تعلم اللغة الألمانية مكون من 92 فيديو من Khaled Bozan تقدم لك الأحرف والقواعد وكل ما تحتاجه من أساسيات دراسة اللغة الألمانية.</div> <div></div> <div> <h2><span id="ma_hy_afdl_tryqt_ltlym_altfl_alhrwf_alalmanyt">ما هي أفضل طريقة لتعليم الطفل الحروف الألمانية؟</span></h2> <div>حتى يتمكن الطفل من نطق الحروف الألمانية بالشكل الصحيح، يجب أن نعود معه إلى القاعدة الأساسية في تعليم أي لغة وهي أن يسمع كيفية نطق  الكلمة ثم يقوم بلفظها وتكرارها من خلال المحاكاة والتدرب على إعادتها حتى الإتقان، وهذا السبب الذي يجعل من فقدوا السمع في الطفولة غير قادرين على نطق أي كلمة بسبب عدم سماعها مطلقاً.</div> <div>لذا فإن عملية تعلم الحروف لا تعتمد على الشرح النظري فقط ورؤية طريقة كتابتها، لأن الأمر في هذه الحالة سيبدو معقداً، بل من الضروري أن يتم سماعها عدة مرات حتى اعتياد الأذن عليها والبدء بنطقها بشكل سلس.</div> </div> <div></div> <div>في الختام وبعد الحديث عن أهم 3 طرق تعلم الحروف الالمانية للاطفال، يمكن القول أن تعلم الحروف الهجائية ليس مهمة صعبة لكنها تحتاج إلى وقت مخصص بشكل يومي، وإلى التركيز على الاستماع الجيد والنطق السليم مع الاعتماد على الصور المتحركة والامثلة، كي تصل بطفلك إلى إتقان اللغة خلال فترة قصيرة.</div> </div> </div> </div> </div> </div> </div> </div> </div> </div> </div> </div> <div class="post-shortlink"> <input type="text" id="short-post-url" value="lugtna.com/?p=1703" data-url="https://lugtna.com/?p=1703"> <button type="button" id="copy-post-url" class="button">نسخ الرابط</button> <span id="copy-post-url-msg" style="display:none;">تم نسخ الرابط</span> </div> <script type="rocketlazyloadscript">
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