!function($){"use strict";$.fn.emulateTransitionEnd=function(duration){var called=!1,$el=this;return $(this).one($.support.transition.end,function(){called=!0}),setTimeout(function(){called||$($el).trigger($.support.transition.end)},duration),this},$(function(){$.support.transition=function(){var el=document.createElement("bootstrap"),transEndEventNames={WebkitTransition:"webkitTransitionEnd",MozTransition:"transitionend",OTransition:"oTransitionEnd otransitionend",transition:"transitionend"};for(var name in transEndEventNames)if(void 0!==el.style[name])return{end:transEndEventNames[name]}}()})}(window.jQuery);/*! elementor - v3.15.0 - 20-08-2023 */
(()=>{var t={85422:(t,r,o)=>{"use strict";var i=o(38003).__,a=o(73203)(o(93231)),l=o(12406);t.exports=Marionette.Behavior.extend({tagView:null,listenerAttached:!1,initialize:function initialize(){this.listenerAttached||(this.listenTo(this.view.options.container.settings,"change:external:__dynamic__",this.onAfterExternalChange),this.listenerAttached=!0)},shouldRenderTools:function shouldRenderTools(){if(this.getOption("dynamicSettings").default)return!1;var t=elementor.helpers.hasPro()&&!elementor.helpers.hasProAndNotConnected(),r=this.getOption("tags").length>0;return!t||r},renderTools:function renderTools(){var t=this;if(this.shouldRenderTools()){var r=jQuery(Marionette.Renderer.render("#tmpl-elementor-control-dynamic-switcher"));r.on("click",(function(r){return t.onDynamicSwitcherClick(r)})),this.$el.find(".elementor-control-dynamic-switcher-wrapper").append(r),this.ui.dynamicSwitcher=r,"color"===this.view.model.get("type")&&(this.view.colorPicker?this.moveDynamicSwitcherToColorPicker():setTimeout((function(){return t.moveDynamicSwitcherToColorPicker()}))),this.ui.dynamicSwitcher.tipsy({title:function title(){return this.getAttribute("data-tooltip")},gravity:"s"})}},moveDynamicSwitcherToColorPicker:function moveDynamicSwitcherToColorPicker(){var t=this.view.colorPicker.$pickerToolsContainer;this.ui.dynamicSwitcher.removeClass("elementor-control-unit-1").addClass("e-control-tool");var r=t.find(".elementor-control-element-color-picker");r.length?this.ui.dynamicSwitcher.insertBefore(r):t.append(this.ui.dynamicSwitcher)},toggleDynamicClass:function toggleDynamicClass(){this.$el.toggleClass("elementor-control-dynamic-value",this.isDynamicMode())},isDynamicMode:function isDynamicMode(){var t=this.view.container.settings.get("__dynamic__");return!(!t||!t[this.view.model.get("name")])},createTagsList:function createTagsList(){var t=_.groupBy(this.getOption("tags"),"group"),r=elementor.dynamicTags.getConfig("groups"),o=this.ui.tagsList=jQuery("<div>",{class:"elementor-tags-list"}),i=jQuery("<div>",{class:"elementor-tags-list__inner"});if(o.append(i),jQuery.each(r,(function(r){var o=t[r];if(o){var a=jQuery("<div>",{class:"elementor-tags-list__group-title"}).text(this.title);i.append(a),o.forEach((function(t){var r=jQuery("<div>",{class:"elementor-tags-list__item"});r.text(t.title).attr("data-tag-name",t.name),i.append(r)}))}})),!elementor.helpers.hasPro()&&Object.keys(t).length){var a=Marionette.Renderer.render("#tmpl-elementor-dynamic-tags-promo",{promotionUrl:elementor.config.dynamicPromotionURL.replace("%s",this.view.model.get("name"))});i.append(a)}i.on("click",".elementor-tags-list__item",this.onTagsListItemClick.bind(this)),elementorCommon.elements.$body.append(o)},getTagsList:function getTagsList(){return this.ui.tagsList||this.createTagsList(),this.ui.tagsList},toggleTagsList:function toggleTagsList(){var t=this.getTagsList();if(t.is(":visible"))t.hide();else{var r=elementorCommon.config.isRTL?"left":"right";t.show().position({my:"".concat(r," top"),at:"".concat(r," bottom+5"),of:this.ui.dynamicSwitcher})}},setTagView:function setTagView(t,r,o){this.tagView&&this.tagView.destroy();var i=this.tagView=new l({id:t,name:r,settings:o,controlName:this.view.model.get("name"),dynamicSettings:this.getOption("dynamicSettings")}),a=this.view.options.container,u=a.controls[i.options.controlName].label;i.options.container=new elementorModules.editor.Container({type:"dynamic",id:t,model:i.model,settings:i.model,view:i,parent:a,label:a.label+" "+u,controls:i.model.options.controls,renderer:a}),i.render(),this.$el.find(".elementor-control-tag-area").after(i.el),this.listenTo(i,"remove",this.onTagViewRemove.bind(this))},setDefaultTagView:function setDefaultTagView(){var t=elementor.dynamicTags.tagTextToTagData(this.getDynamicValue());this.setTagView(t.id,t.name,t.settings)},tagViewToTagText:function tagViewToTagText(){var t=this.tagView;return elementor.dynamicTags.tagDataToTagText(t.getOption("id"),t.getOption("name"),t.model)},getDynamicValue:function getDynamicValue(){return this.view.container.dynamic.get(this.view.model.get("name"))},destroyTagView:function destroyTagView(){this.tagView&&(this.tagView.destroy(),this.tagView=null)},showPromotion:function showPromotion(){var t=elementor.helpers.hasProAndNotConnected(),r={title:i("Dynamic Content","elementor"),content:i("Create more personalized and dynamic sites by populating data from various sources with dozens of dynamic tags to choose from.","elementor"),targetElement:this.ui.dynamicSwitcher,position:{blockStart:"-10"},actionButton:{url:t?elementorProEditorConfig.urls.connect:elementor.config.dynamicPromotionURL.replace("%s",this.view.model.get("name")),text:i(t?"Connect & Activate":"Upgrade","elementor")}};elementor.promotion.showDialog(r)},onRender:function onRender(){this.$el.addClass("elementor-control-dynamic"),this.renderTools(),this.toggleDynamicClass(),this.isDynamicMode()&&this.setDefaultTagView()},onDynamicSwitcherClick:function onDynamicSwitcherClick(t){t.stopPropagation(),this.getOption("tags").length?this.toggleTagsList():this.showPromotion()},onTagsListItemClick:function onTagsListItemClick(t){var r=jQuery(t.currentTarget);this.setTagView(elementorCommon.helpers.getUniqueId(),r.data("tagName"),{}),this.view.getGlobalKey()&&this.view.triggerMethod("unset:global:value"),this.isDynamicMode()?$e.run("document/dynamic/settings",{container:this.view.options.container,settings:(0,a.default)({},this.view.model.get("name"),this.tagViewToTagText())}):$e.run("document/dynamic/enable",{container:this.view.options.container,settings:(0,a.default)({},this.view.model.get("name"),this.tagViewToTagText())}),this.toggleDynamicClass(),this.toggleTagsList(),this.tagView.getTagConfig().settings_required&&this.tagView.showSettingsPopup()},onTagViewRemove:function onTagViewRemove(){$e.run("document/dynamic/disable",{container:this.view.options.container,settings:(0,a.default)({},this.view.model.get("name"),this.tagViewToTagText())}),this.toggleDynamicClass()},onAfterExternalChange:function onAfterExternalChange(){this.destroyTagView(),this.isDynamicMode()&&this.setDefaultTagView(),this.toggleDynamicClass()},onDestroy:function onDestroy(){this.destroyTagView(),this.ui.tagsList&&this.ui.tagsList.remove()}})},8061:t=>{"use strict";t.exports=Marionette.ItemView.extend({className:"elementor-tag-controls-stack-empty",template:"#tmpl-elementor-tag-controls-stack-empty"})},52099:(t,r,o)=>{"use strict";var i=o(8061);t.exports=elementorModules.editor.views.ControlsStack.extend({activeTab:"content",template:_.noop,emptyView:i,isEmpty:function isEmpty(){return this.collection.length<2},childViewOptions:function childViewOptions(){return{container:this.options.container}},getNamespaceArray:function getNamespaceArray(){var t=elementor.getPanelView().getCurrentPageView(),r=t.getNamespaceArray();return r.push(t.activeSection),r.push(this.getOption("controlName")),r.push(this.getOption("name")),r},onRenderTemplate:function onRenderTemplate(){this.activateFirstSection()}})},12406:(t,r,o)=>{"use strict";var i=o(52099);t.exports=Marionette.ItemView.extend({className:"elementor-dynamic-cover e-input-style",tagControlsStack:null,templateHelpers:function templateHelpers(){var t={};return this.model&&(t.controls=this.model.options.controls),t},ui:{remove:".elementor-dynamic-cover__remove"},events:function events(){var events={"click @ui.remove":"onRemoveClick"};return this.hasSettings()&&(events.click="onClick"),events},getTemplate:function getTemplate(){var t=this.getTagConfig(),r=Marionette.TemplateCache.get("#tmpl-elementor-control-dynamic-cover"),o=Marionette.Renderer.render(r,{hasSettings:this.hasSettings(),isRemovable:!this.getOption("dynamicSettings").default,title:t.title,content:t.panel_template});return Marionette.TemplateCache.prototype.compileTemplate(o.trim())},getTagConfig:function getTagConfig(){return elementor.dynamicTags.getConfig("tags."+this.getOption("name"))},initSettingsPopup:function initSettingsPopup(){var t={className:"elementor-tag-settings-popup",position:{my:"left top+5",at:"left bottom",of:this.$el,autoRefresh:!0},hide:{ignore:".select2-container"}},r=elementorCommon.dialogsManager.createWidget("buttons",t);this.getSettingsPopup=function(){return r}},hasSettings:function hasSettings(){return!!Object.values(this.getTagConfig().controls).length},showSettingsPopup:function showSettingsPopup(){this.tagControlsStack||this.initTagControlsStack();var t=this.getSettingsPopup();t.isVisible()||t.show()},initTagControlsStack:function initTagControlsStack(){this.tagControlsStack=new i({model:this.model,controls:this.model.controls,name:this.options.name,controlName:this.options.controlName,container:this.options.container,el:this.getSettingsPopup().getElements("message")[0]}),this.tagControlsStack.render()},initModel:function initModel(){this.model=new elementorModules.editor.elements.models.BaseSettings(this.getOption("settings"),{controls:this.getTagConfig().controls})},initialize:function initialize(){this.initModel(),this.hasSettings()&&(this.initSettingsPopup(),this.listenTo(this.model,"change",this.render))},onClick:function onClick(){this.showSettingsPopup()},onRemoveClick:function onRemoveClick(t){t.stopPropagation(),this.destroy(),this.trigger("remove")},onDestroy:function onDestroy(){this.hasSettings()&&this.getSettingsPopup().destroy(),this.tagControlsStack&&this.tagControlsStack.destroy()}})},96731:t=>{"use strict";t.exports=elementorModules.Module.extend({errors:[],__construct:function __construct(t){var r=t.customValidationMethod;r&&(this.validationMethod=r)},getDefaultSettings:function getDefaultSettings(){return{validationTerms:{}}},isValid:function isValid(){var t=this.validationMethod.apply(this,arguments);return!t.length||(this.errors=t,!1)},validationMethod:function validationMethod(t){var r=[];return this.getSettings("validationTerms").required&&((""+t).length||r.push("Required value is empty")),r}})},33273:(t,r,o)=>{"use strict";var i=o(73203);Object.defineProperty(r,"__esModule",{value:!0}),r.default=void 0;var a=i(o(78983)),l=i(o(42081)),u=i(o(58724)),c=i(o(71173)),d=i(o(74910));function _createSuper(t){var r=function _isNativeReflectConstruct(){if("undefined"==typeof Reflect||!Reflect.construct)return!1;if(Reflect.construct.sham)return!1;if("function"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Reflect.construct(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function _createSuperInternal(){var o,i=(0,d.default)(t);if(r){var a=(0,d.default)(this).constructor;o=Reflect.construct(i,arguments,a)}else o=i.apply(this,arguments);return(0,c.default)(this,o)}}var p=o(12161),h=function(t){(0,u.default)(BreakpointValidator,t);var r=_createSuper(BreakpointValidator);function BreakpointValidator(){return(0,a.default)(this,BreakpointValidator),r.apply(this,arguments)}return(0,l.default)(BreakpointValidator,[{key:"getDefaultSettings",value:function getDefaultSettings(){return{validationTerms:{max:5120}}}},{key:"getPanelActiveBreakpoints",value:function getPanelActiveBreakpoints(){var t=elementor.documents.currentDocument.config.settings.settings.active_breakpoints.map((function(t){return t.replace("viewport_","")})),r={};return t.forEach((function(t){r[t]=elementorFrontend.config.responsive.breakpoints[t]})),r}},{key:"initBreakpointProperties",value:function initBreakpointProperties(){var t,r,o=this.getSettings("validationTerms"),i=this.getPanelActiveBreakpoints(),a=Object.keys(i);this.breakpointIndex=a.indexOf(o.breakpointName),this.topBreakpoint=null===(t=i[a[this.breakpointIndex+1]])||void 0===t?void 0:t.value,this.bottomBreakpoint=null===(r=i[a[this.breakpointIndex-1]])||void 0===r?void 0:r.value}},{key:"validationMethod",value:function validationMethod(t){var r=this.getSettings("validationTerms"),o=p.prototype.validationMethod.call(this,t);return(_.isFinite(t)||""===t)&&(this.validateMinMaxForBreakpoint(t,r)||o.push("Value is not between the breakpoints above or under the edited breakpoint")),o}},{key:"validateMinMaxForBreakpoint",value:function validateMinMaxForBreakpoint(t,r){var o=elementorFrontend.config.responsive.breakpoints[r.breakpointName].default_value,i=!0;return this.initBreakpointProperties(),"mobile"===r.breakpointName&&320===this.bottomBreakpoint&&(this.bottomBreakpoint-=1),this.bottomBreakpoint&&(""!==t&&t<=this.bottomBreakpoint&&(i=!1),""===t&&o<=this.bottomBreakpoint&&(i=!1)),this.topBreakpoint&&(""!==t&&t>=this.topBreakpoint&&(i=!1),""===t&&o>=this.topBreakpoint&&(i=!1)),i}}]),BreakpointValidator}(p);r.default=h},12161:(t,r,o)=>{"use strict";var i=o(96731);t.exports=i.extend({validationMethod:function validationMethod(t){var r=this.getSettings("validationTerms"),o=[];return _.isFinite(t)&&(void 0!==r.min&&t<r.min&&o.push("Value is less than minimum"),void 0!==r.max&&t>r.max&&o.push("Value is greater than maximum")),o}})},53005:(t,r,o)=>{"use strict";var i=o(73203),a=i(o(40131)),l=i(o(93231)),u=i(o(33273));function _createForOfIteratorHelper(t,r){var o="undefined"!=typeof Symbol&&t[Symbol.iterator]||t["@@iterator"];if(!o){if(Array.isArray(t)||(o=function _unsupportedIterableToArray(t,r){if(!t)return;if("string"==typeof t)return _arrayLikeToArray(t,r);var o=Object.prototype.toString.call(t).slice(8,-1);"Object"===o&&t.constructor&&(o=t.constructor.name);if("Map"===o||"Set"===o)return Array.from(t);if("Arguments"===o||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(o))return _arrayLikeToArray(t,r)}(t))||r&&t&&"number"==typeof t.length){o&&(t=o);var i=0,a=function F(){};return{s:a,n:function n(){return i>=t.length?{done:!0}:{done:!1,value:t[i++]}},e:function e(t){throw t},f:a}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}var l,u=!0,c=!1;return{s:function s(){o=o.call(t)},n:function n(){var t=o.next();return u=t.done,t},e:function e(t){c=!0,l=t},f:function f(){try{u||null==o.return||o.return()}finally{if(c)throw l}}}}function _arrayLikeToArray(t,r){(null==r||r>t.length)&&(r=t.length);for(var o=0,i=new Array(r);o<r;o++)i[o]=t[o];return i}var c,d=o(15584),p=o(85422),h=o(96731),g=o(12161);c=d.extend({validatorTypes:{Base:h,Number:g,Breakpoint:u.default},ui:function ui(){var ui=d.prototype.ui.apply(this,arguments);return _.extend(ui,{input:'input[data-setting][type!="checkbox"][type!="radio"]',checkbox:'input[data-setting][type="checkbox"]',radio:'input[data-setting][type="radio"]',select:"select[data-setting]",textarea:"textarea[data-setting]",responsiveSwitchersSibling:"".concat(ui.controlTitle,'[data-e-responsive-switcher-sibling!="false"]'),responsiveSwitchers:".elementor-responsive-switcher",contentEditable:'[contenteditable="true"]'}),ui},templateHelpers:function templateHelpers(){var t=d.prototype.templateHelpers.apply(this,arguments);return t.data.controlValue=this.getControlValue(),t},events:function events(){return{"input @ui.input":"onBaseInputTextChange","change @ui.checkbox":"onBaseInputChange","change @ui.radio":"onBaseInputChange","input @ui.textarea":"onBaseInputTextChange","change @ui.select":"onBaseInputChange","input @ui.contentEditable":"onBaseInputTextChange","click @ui.responsiveSwitchers":"onResponsiveSwitchersClick"}},behaviors:function behaviors(){var behaviors=d.prototype.behaviors.apply(this,arguments),t=this.options.model.get("dynamic");if(t&&t.active){var r=_.filter(elementor.dynamicTags.getConfig("tags"),(function(r){return r.editable&&_.intersection(r.categories,t.categories).length}));(r.length||elementor.config.user.is_administrator)&&(behaviors.tags={behaviorClass:p,tags:r,dynamicSettings:t})}return behaviors},initialize:function initialize(){d.prototype.initialize.apply(this,arguments),this.registerValidators(),this.model.get("responsive")&&this.setPlaceholderFromParent(),void 0===this.model.get("inherit_placeholders")&&this.model.set("inherit_placeholders",!0);var t=this.container?this.container.settings:this.elementSettingsModel;this.listenTo(t,"change:external:"+this.model.get("name"),this.onAfterExternalChange)},getControlValue:function getControlValue(){return this.container.settings.get(this.model.get("name"))},getGlobalKey:function getGlobalKey(){return this.container.globals.get(this.model.get("name"))},getGlobalValue:function getGlobalValue(){return this.globalValue},getGlobalDefault:function getGlobalDefault(){var t=this.model.get("global");if(null!=t&&t.default){if(!elementor.config.globals.defaults_enabled[this.getGlobalMeta().controlType])return"";var r=$e.data.commandExtractArgs(t.default),o=r.command,i=r.args,a=$e.data.getCache($e.components.get("globals"),o,i.query);return null==a?void 0:a.value}return""},getCurrentValue:function getCurrentValue(){if(this.getGlobalKey()&&!this.globalValue)return"";if(this.globalValue)return this.globalValue;var t=this.getControlValue();return t||this.getGlobalDefault()},isGlobalActive:function isGlobalActive(){var t;return null===(t=this.options.model.get("global"))||void 0===t?void 0:t.active},setValue:function setValue(t){this.setSettingsModel(t)},setSettingsModel:function setSettingsModel(t){var r=this.model.get("name");$e.run("document/elements/settings",{container:this.options.container,settings:(0,l.default)({},r,t)}),this.triggerMethod("settings:change")},applySavedValue:function applySavedValue(){this.setInputValue('[data-setting="'+this.model.get("name")+'"]',this.getControlValue())},getEditSettings:function getEditSettings(t){var r=this.getOption("elementEditSettings").toJSON();return t?r[t]:r},setEditSetting:function setEditSetting(t,r){(this.getOption("elementEditSettings")||this.getOption("container").settings).set(t,r)},getControlPlaceholder:function getControlPlaceholder(){var t=this.model.get("placeholder");return this.model.get("responsive")&&this.model.get("inherit_placeholders")&&(t=t||this.container.placeholders[this.model.get("name")]),t},getResponsiveParentView:function getResponsiveParentView(){var t=this.model.get("parent");try{return t&&this.container.panel.getControlView(t)}catch(t){}},getResponsiveChildrenViews:function getResponsiveChildrenViews(){var t=this.model.get("inheritors"),r=[];try{var o,i=_createForOfIteratorHelper(t);try{for(i.s();!(o=i.n()).done;){var a=o.value;r.push(this.container.panel.getControlView(a))}}catch(t){i.e(t)}finally{i.f()}}catch(t){}return r},setPlaceholderFromParent:function setPlaceholderFromParent(){var t=this.getResponsiveParentView();t&&(this.container.placeholders[this.model.get("name")]=t.preparePlaceholderForChildren())},preparePlaceholderForChildren:function preparePlaceholderForChildren(){var t,r=this.getCleanControlValue(),o=null===(t=this.getResponsiveParentView())||void 0===t?void 0:t.preparePlaceholderForChildren();return r instanceof Object?Object.assign({},o,r):r||o},propagatePlaceholder:function propagatePlaceholder(){var t,r=_createForOfIteratorHelper(this.getResponsiveChildrenViews());try{for(r.s();!(t=r.n()).done;){t.value.renderWithChildren()}}catch(t){r.e(t)}finally{r.f()}},renderWithChildren:function renderWithChildren(){this.render(),this.propagatePlaceholder()},getCleanControlValue:function getCleanControlValue(){var t=this.getControlValue();return t&&t!==this.model.get("default")?t:void 0},onAfterChange:function onAfterChange(t){Object.keys(t.changed).includes(this.model.get("name"))&&this.propagatePlaceholder(),d.prototype.onAfterChange.apply(this,arguments)},getInputValue:function getInputValue(t){var r=this.$(t);if(r.is('[contenteditable="true"]'))return r.html();var o=r.val(),i=r.attr("type");return-1!==["radio","checkbox"].indexOf(i)?r.prop("checked")?o:"":"number"===i&&_.isFinite(o)?+o:("SELECT"===t.tagName&&r.prop("multiple")&&null===o&&(o=[]),o)},setInputValue:function setInputValue(t,r){var o=this.$(t),i=o.attr("type");"checkbox"===i?o.prop("checked",!!r):"radio"===i?o.filter('[value="'+r+'"]').prop("checked",!0):o.val(r)},addValidator:function addValidator(t){this.validators.push(t)},registerValidators:function registerValidators(){var t=this;this.validators=[];var r={};this.model.get("required")&&(r.required=!0),jQuery.isEmptyObject(r)||this.addValidator(new this.validatorTypes.Base({validationTerms:r}));var o=this.model.get("validators");o&&Object.entries(o).forEach((function(r){var o=(0,a.default)(r,2),i=o[0],l=o[1];t.addValidator(new t.validatorTypes[i]({validationTerms:l}))}))},onBeforeRender:function onBeforeRender(){this.setPlaceholderFromParent()},onRender:function onRender(){d.prototype.onRender.apply(this,arguments),this.model.get("responsive")&&this.renderResponsiveSwitchers(),this.applySavedValue(),this.triggerMethod("ready"),this.toggleControlVisibility(),this.addTooltip()},onBaseInputTextChange:function onBaseInputTextChange(t){this.onBaseInputChange(t)},onBaseInputChange:function onBaseInputChange(t){clearTimeout(this.correctionTimeout);var r=t.currentTarget,o=this.getInputValue(r),i=this.validators.slice(0),a=this.container.settings.validators[this.model.get("name")];if(a&&(i=i.concat(a)),i){var l=this.getControlValue(r.dataset.setting);if(!i.every((function(t){return t.isValid(o,l)})))return void(this.correctionTimeout=setTimeout(this.setInputValue.bind(this,r,l),1200))}this.updateElementModel(o,r),this.triggerMethod("input:change",t)},onResponsiveSwitchersClick:function onResponsiveSwitchersClick(t){var r=jQuery(t.currentTarget),o=r.data("device"),i=this.ui.responsiveSwitchersWrapper,a=r.index();i.toggleClass("elementor-responsive-switchers-open"),i[0].style.setProperty("--selected-option",a),this.triggerMethod("responsive:switcher:click",o),elementor.changeDeviceMode(o)},renderResponsiveSwitchers:function renderResponsiveSwitchers(){var t=Marionette.Renderer.render("#tmpl-elementor-control-responsive-switchers",this.model.attributes);this.ui.responsiveSwitchersSibling.after(t),this.ui.responsiveSwitchersWrapper=this.$el.find(".elementor-control-responsive-switchers")},onAfterExternalChange:function 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          itemtype="https://schema.org/ListItem" ><span><span itemprop="name">Что Такое Майнинг Биткоина И Как Он Работает Простыми Словами :: Рбк Крипто</span><meta itemprop="position" content=" 4" /></span></span></p>
                            <h1 class="uicore-title uicore-animate h2">
                                Что Такое Майнинг Биткоина И Как Он Работает Простыми Словами :: Рбк Крипто                            </h1>
                            <div class="uicore-animate uicore-entry-meta"><div><a href="https://107globalventures.com/author/107global/">107global</a><span class="uicore-meta-separator"></span></div><span class="ui-blog-date ui-published">November 14, 2022 </span><span class="uicore-meta-separator"></span><div class="uicore-post-category uicore-body"><a href="https://107globalventures.com/category/foreks-obuchenie/" rel="category tag">Форекс Обучение</a></div></div>                    </div>

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                            <p>За свои усилия майнеры получают вознаграждение в виде криптовалюты. Майнинг – это добыча цифровой валюты с помощью специального обoрудования. Простыми словами процесс проверки и добавления транзакций в публичную бухгалтерскую книгу блокчейн, который обычно осуществляется путем решения сложных математических задач.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="что такое майнинг"/></p>
<p>В конечном итоге полученные в качестве эмиссионного вознаграждения биткоины распределяются между членами пула, исходя из его правил. Особенности программного обеспечения позволяют пользователям работать в пуле намного более эффективно, чем самостоятельно, что привело к широкому распространению подобного типа майнинга. Система выпуска криптовалюты предполагает эмиссию лишь по факту завершения блока вычислений. В случае с биткоинами воспользоваться своим вознаграждением можно после появления one hundred twenty подтверждений от других пользователей сети. Из-за максимального распараллеливания вычислительных функций получают очередной биткоин в случайной последовательности. На практике происходит так — чем выше вычислительная мощность одного отдельно взятого компьютера, тем у его владельца появляется больше шансов в получении прибыли.</p>
<p>Среди плюсов — отсутствие необходимости в дополнительных инвестициях. Минусы — низкий доход, высокий износ устройства и его зависание, риски наткнуться на мошенническое программное обеспечение. Стоит отметить, что майнинг на смартфоне — это скорее развлечение для энтузиастов и экспериментаторов, чем деятельность, направленная на конкретный результат. В силу обозначенных причин ASIC-майнеры стали использоваться в основном крупными компаниями, специализирующимися на добыче криптовалют. Когда криптовалютный майнинг лишь появился, им мог заниматься каждый человек с домашнего компьютера.</p>
<h2>Что Такое Майнинг Ферма?</h2>
<p>Это вложение денег в аренду/приобретение оборудования для добычи криптовалюты. Обслуживание, подключение, настройка производится сервисом, специальной созданным для данной цели. Прибыль будет пропорциональной оборудованию, которое взято в аренду или куплено. Сегодня объемы данных в информационном реестре настолько велики, что мощностей домашнего ПК не хватает, и заниматься майнингом в одиночку невыгодно. Для того чтобы добывать криптовалюту, не обязательно покупать дорогостоящее оборудование. Подрядчик управляет оборудованием, решает все технические и программные вопросы, занимается настройкой, обеспечивает круглосуточную подачу энергии, а вам лишь необходимо платить аренду.</p>
<p>Сатоши Накамото (или искусственный интеллект) предусмотрел наличие консенсуса при создании технологии блокчейн. Консенсус позволяет достигнуть согласия об однозначности характера транзакций в реестре и минимизировать риски от действий злоумышленников в сети. В криптографических сетях существует два вида действий – транзакции и создание блоков. Транзакции может совершать любой участник системы при наличии у него ключа. А вот создание блоков для отражения транзакций – более трудоемкий процесс.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/08/74e72843-15bf-4d1e-9961-1d213467f73a.jpg" width="307px" alt="что такое майнинг"/></p>
<p>PoW контролируется рейтингом хэшей и может быть подвержен кибератаке в случае контроля злоумышленником 51% хэшрейта. Когда биткоин был запущен в 2009 году, за каждый блок майнер получал 50 биткоинов. Постепенно эта сумма была ограничена 25 биткоинами в 2012 году, 12,5 биткоинами в 2016 году и 6,25 биткоинами в 2020 году.</p>
<p>Начинать им сегодня рекомендуется с изучения тематики инвестирования. Желательно разобраться с особенностями рынка и критически относиться ко всем заманчивым предложениям. В настоящее время на данной ниве работает много мошенников, которые готовы рассказывать начинающему майнеру множество сказок, чтобы только получить его деньги. При этом только майнер несет ответственность за сохранность своих финансовых сбережений. Не нужно перекладывать ответственность на других людей, в противном случае можно потерять все инвестиции. Также реально использовать бот Telegram WhatToMineBot, разрешающий рассчитать, какова выгода от добычи на начальных условиях.</p>
<h2>Больше О Майнинге Читайте В Материалах Рбк Трендов:</h2>
<p>Если этого необходимо избежать, придется приобрести источник бесперебойного питания. Рентабельность Майнинга всегда высока в момент появления нового вида криптовалюты. Биткоин в первые месяцы стоил не дороже одного доллара США.</p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/cs5IG1GjOL0' frameborder='0' alt='что такое майнинг' allowfullscreen></iframe></div>
<p>Если бы кто-то нашел способ заранее вычислить хэш каждого блока, он нашел бы множество решений, которые позволили бы ему создавать новые биткоины в следующих блоках без посторонних глаз. Это называется «атакой 51%» и означает, что один человек может скомпрометировать всю сеть. Майнер криптовалюты – это человек, который проверяет и добавляет новые транзакции в блокчейн. Использование GPU для майнинга первой криптовалюты и альткоинов надолго стало наиболее распространенной практикой. Майнеры собирали целые фермы из видеокарт, которые потребляли огромное количество энергии, требовали серьезного охлаждения и технического обслуживания.</p>
<h2>Что Такое Майнинг Биткоина</h2>
<p>Именно он является основой для создания огромного количества других цифровых валют. Любые криптомонеты, в основе которых применяется программный код Биткойна, именуется форком. Такая модель майнинга выглядит привлекательно, но является одним из самых рискованных способов добычи криптовалют, поскольку в индустрии распространены схемы Понци.</p>
<ul>
<li>Встречаются и различные бонусы для вновь зарегистрированных — увеличенная мощность и сниженный порог вывода криптовалюты.</li>
<li>Среди плюсов — отсутствие необходимости в дополнительных инвестициях.</li>
<li>Для расчета доходности майнинга можно использовать мультивалютные калькуляторы, широко представленные в форме онлайн-сервисов.</li>
<li>Особенность цифрового архива состоит в том, что он не хранится на каком-то одном компьютере, а распределен между тысячами компьютеров по всему миру.</li>
<li>Наиболее высокий выход монет относительно потраченных денег на покупку технических средств и электроэнергии получается, если акцентировать внимание на совокупной мощности графической подсистемы.</li>
</ul>
<p>Данные о транзакциях формируются в блоки, которые добавляются в блокчейн только после того, как они будут проверены и подтверждены майнерами. После этого внести какие-либо изменения в записи о транзакциях невозможно, так как они уже записаны в блокчейн. В блокчейне биткоина используется современный криптографический алгоритм SHA-256, при помощи которого данные о транзакциях преобразуются в уникальную строку символов.</p>
<p>При генерации биткоинов применяется один алгоритм, в сети Litecoin — совершенной иной. Более простой способ добычи криптовалюты означает заметно более низкий курс относительно реальных денег. Повышение сложности алгоритма сразу создает дефицит новых монет и повышает их ценность. Все самостоятельные майнеры, как и их корпоративные коллеги, подключены сегодня к майнинг-пулам. Поэтому даже соло-майнеры, которые периодически добывают блоки в сети Bitcoin, тоже являются участниками майнинг-пулов. Майнинг BTC при помощи процессоров перестал широко практиковаться уже к 2015 году, но это не значит, что процессорный майнинг не стоит рассматривать в принципе.</p>
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" width="305px" alt="что такое майнинг"/></p>
<p>Вместе с тем, в КНДР майнинг криптовалют  является одной из важных мер по поддержке национальной денежной единицы. Ограничение связано с ужесточением политики властей Китая в отношении криптовалют. Под ограничения попадут как оборудование, так и программы и учебные пособия».</p>
<h2>Какую Криптовалюту Выбрать Для Майнинга?</h2>
<p>На февраль 2024 года майнер получает 6,25 биткоинов за каждый блок, добавленный в блокчейн. Вполне логично, что ранний майнинг был намного эффективнее и выгоднее позднего, причем такая тенденция сохраняется и сейчас. Простейшая схема майнинга предусматривает установку на компьютер специального программного обеспечения, после чего осуществляется подключение его ресурсов к платежной системе. Стоимость биткоина рухнула, и многие майнинг-предприятия «криптозиму» не пережили. А в пандемию возродился интерес к альтернативным способам сбережения капитала, вместе с ним и к криптовалютам.</p>
<p>В первую очередь обрабатываются и проводятся те транзакции, где установлена самая высокая комиссия. Поэтому сделки с нулевой комиссией могут проводиться очень долго. Все криптовалюты появляются и существуют засчет реализации на практике блокчейна,  последовательности транзакций, производимых целой сетью пользователей. В процессе Майнинга осуществляется большое количество вычислений по объединению отдельных блоков транзакций в единую цепочку.</p>
<p>Кроме этого, надо зарегистрироваться на сервисе, например, HashFlare, Genesis Mining или Eobot, выбрать тариф и оплатить его, указать кошелек, куда будет выводиться криптовалюта. Чем больше майнеров участвует в конкурентной борьбе, тем сложнее каждому из них найти <a href="https://boriscooper.org/sposoby-pribyli-v-kriptovalyute-kak-zarabotat-na-bitkoin-birzhe-i-avtomate/">как заработать биткоины на автомате</a> блок. Это сделано для поддержания стабильности, создания постоянного притока новых биткоинов, и чтобы сдерживать инфляцию. Каждый блок транзакций имеет связанный с ним уникальный хэш. Тот майнер, который первым его разгадает, получает вознаграждение за блок.</p>
<p>Существует важное условие — совокупная мощность Пула не может превышать 51% от всего объема пользователей внутренней сети криптовалюты. Во избежание монополии Пулы со значительными мощностями не разрешены, что снижает рентабельность такого способа «добычи» цифровых монет. Из популярных сервисов отмечают Minergate, Zpool, BitClub Network. Расчеты <a href="https://boriscooper.org/">https://boriscooper.org/</a> обычно ведутся подбором определенного числового значения, которое будет не больше заранее заданного алгоритмом показателя. Сложность вычислений может изменяться, например, у биткоинов она повышается каждые 2016 блоков, что в последнее время становится предметом для обсуждения из-за резко снизившейся скорости появления новых монет.</p>
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