!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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                            <h1 class="uicore-title uicore-animate h2">
                                Стратегия Рump And Dump: Как Она Работает                            </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">February 6, 2024 </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>Программа мероприятия – перечень вопросов, который будет раскрыт в ходе оказания информационной услуги (далее Программа). Более того, случается разгон сразу нескольких низколиквидных бумаг, как например было в 4 квартале 2022 года. В таблице приведена статистика «разгонов» российских акций 2-3 эшелона в начале 2023г. В переводе с английского pump&amp;dump означает «накачать и сдуть», имея в виду принцип накачивания пузыря и его сдувания. Мощный рост котировок — это мечта многих криптовалютных инвесторов, они верят, что за взлетами 2017 и 2021 годов последуют новые исторические максимумы.</p>
<p>Их может вызвать FOMO и жадность инвесторов, которые видят, как дорожают известные криптовалюты. На зеленых свечах открывать ордера можно только после разворота тенденции. Чтобы определить ценные бумаги, для которых накачка только началась, сложно применять фильтры. Модель отличается появлением в конце движения 3 вертикальных высоких свечей. Открытие четвертой происходит над максимальной ценой предшествующих суток дня, и, практически всегда, пробивает круглую сумму.</p>
<div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/B5P2D8--J6g' frameborder='0' alt='Стратения Pump and Dump как она работает' allowfullscreen></iframe></div>
<p>В течение нескольких дней котировки «выстреливают» доходностью от 100% и выше. Затем организатор собирает сливки и радуется полученной прибыли. На графике выше этот пик выглядит совсем небольшим – однако на финише 2013 года биткоин был главной финансовой темой для разговора.</p>
<h2>Как Торговать Криптовалютой</h2>
<p>Обычно аферисты выбирают биржу и криптовалюту, стоимость которой они будут искусственно завышать. Сперва они закупают токен небольшими порциями, чтобы не повлиять на его курс раньше времени. Затем они начинают сам «памп» — через свои каналы сообщают инвесторам о скором росте стоимости определенной криптовалюты на конкретной бирже. Все участники мошенничества должны в определенное время приобрести этот актив. Если коин растет без  причины, вероятнее всего, в будущем он будет использоваться для схемы памп и дамп.</p>
<p>Подобные действия на фондовом рынке (именно там появилась данная стратегия) считается мошенничеством, но с этим можно поспорить. Каждый брокер предупреждает трейдера о потенциальных рисках потери депозита. Человеком движет желание легких денег, и если он без детального анализа рынка и знаний теряет деньги исключительно из-за жадности, то кто в этом виноват? К тому же большая часть участников пампа знает о том, во что они ввязываются (об этом я расскажу ниже). Pump &amp; Dump — это стратегия, построенная на искусственном резком росте криптовалюты за счет скоординированных  действий участников с последующим обвалом. Все хорошо помнят стремительный рост биткоина в конце 2017 года и не менее мощное падение в 2018.</p>
<h2>Как Определить Pump And Dump?</h2>
<p>Мы обратили внимание, что порядка 70% наших трейдеров, как участников пропа, так и обычных клиентов, зарабатывают именно на пампах, на шортах в частности. Исходя из здравого смысла, рациональнее инвестировать в криптовалюты, которые несут ценность для блокчейн-индустрии, а рост их курса обоснован востребованностью среди пользователей и инвесторов. Пампам относятся тренды, которые могут длиться неделями и даже месяцами.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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dMuF3z7vO2gEOvLaM/Pl8r19yn0u89WMGttHdGWlrXdQ0aQIik0T+5CZawSQ0e5PSK+iF1GHz3cL23bvO1Dw/J9oriQR9G15IfcO8/wx817RC54LX+razxCV3Q9UA9eyBnoeSmvr+hqMP6/fycL7Jgfear1Wl2HsfuaPvmWqPrXmr7Ld5ys8hmEMdvnOfR2j867licvWOXJEuEkE5DSVfSK/p/us1GH9fv5OGdPYfvPWlgH2B43fOktrflK8h3bt6K2abM8XO5es1wn3uXcYF3MkE90Fzpifip6RifT/AHWuow+e/wB/Jw7p7qG9FWiNlWJTJ5kD63r9DNzTekrZjZPfZB++qUx9b1269YQZMeaCSAFfSMT6fbzNRhdE/fycTWbj29RVM/3Jry9toofpr9TNxDerrBrP7lFoAGY4rXZx/bXagcczMR3Skl3OYT0jENRh9Ha4zWXcC3pjkdmBY7qbwsw/trzHw9t6qufW2e0RP315Wcf2l2SJnMoyBklTX4nSanD6HHSl4c29O6eLBFgYY0N6UPzr5nGG51vJbLLK7EF97OLW6y2ccTrRYKzLR6MdSKZLh5wu1415nPqoLZBBAIORBTX4kc5qMPocnd1rfuxxsqxBY8KbQrdXvnB1prClVNpe6paLvByDqbjmWgxLTOUwupltstx46wvDKtO13de1lbVoVmZhzHtlj2+8Fcs/Eb2OYc2c7aLDf1wWaldt24tsHy6rRoUQ2nRtTaj21C1oyAIDDA6lbkeHhj22413dbvsF4Wk2ithy11bra8uJJpNgs16AwslU6VMYtO9MMcU6Fc4VW/EvjsRXNaMP31bLmtQ+2WWq6me45H2iF60rJG3my0rPtArvpgA1rPRe8Drwx+RY5IX6HkWNOUZPRizwzEPhMtwowMorw6eCJePLmhXHVKOy22qnRKO+aogo8wglKFcJRnoqJSVwUiCiJylBAKotkIhFSEJ6aoRHigKoTidNEwIK8KmOyrhRGacaBLhBsE5apx2TATA6qXEhoTATiAmAqEBmnCcZynHZAoTiNE4QGxyUuEBmnCfmmBnmqJz8k+GEwMk4yzQSnCcCZQgUJt7hNNAgERmnEp8MoJjmEyOycFOApcTHdGqqER1UCiMggjoFUIAKCSBzTInkqhCCQMohMDkmBlqnGWuaCeFEDuqhESgQGcr2eG2ceIbsHW2UR+GF66F7bCbOLE90tiZttH8cLFjb2HVslkwd/Fp2w2G3m7bVu/d42k2uzkipTwzb4PnSI/KuUG4ZYqN671GBaJocXoLRUtD5zBLGOId25LqzvUuNPdx2lkf9G7aJ6TTK5e+HGOLetw2PvLHbCP5tfm9HJ1P0OrlKXZAGfaiBpoUDuULCyn2mUDPkUCf/ACRHTqhcHnmgQR0SPrBCBzIKD5pTmQACEGdAEB2B80iZAy9qZOZRkMtVUByhKM5QEHKT9SAOWgQSZEaJEyIhGQMdAgCJSEDU5BALUoOhUU/VKOaQMzkgnUIMXbXtrtuwjZKt207KHuZDnU3ZekYM/cVpHiPaHi3EWJRVsTXtvO9bXSs932KhPEaheILWjM8OZJ7LoVjDAWEseWH5Biu5qVtpj6Di5zKjD1a9pBHvXzGBN33ZLs3vQ35hfCdKnehkC22mvUtFZoOoa6o48PsVjEqibys0UaNofe3a2007uslO2mbS2hTFY9X8I4j75X6cwdf/ADSJkoB5x5LyG4wUiYGqTjPIdUieIQIkKh8OXEgxMDVAJIPdByI55IHnrp3SOmqNMplKczmEDdOikmPNNxMmISJzzQE6CMu6TjpzSguIIR0CBk65ZFKRoEZZkaJBpJKA58oUiDMnnkgnTJIaZa9UBJg8JSmMwgxnI0UkkaAlFc8fFnoMnZ5auEcbhbac9vVML7fwqaj3bHMTsOgvz1R/JhfH+LQ1vzds7qExFa2j8Fq+t8KYzsbxOABIv3//ADCz08hO1gr5enYyZt8YRj1xdqbJR/FWNSBOSydt9H9/I5/rSl9SxmQOS++zT8Fh7HxGdfjMTaghKFcJc10XPSQlEKohCCSOyCFUQlCtxJ7JEZq4U8PVLhACUDNVB1ShUIBCYHZCDxgeSIzzVDREcljuEAE4PNUNNEQoFBThNMAxmEuEAmBGfJMDomAgXDKccoTIPI5pwgkCVXCgAqo5KiS3MdERHJUAnCXEwnCfOIThBPCgDoqgkZlOEEwOyBGiqEKCeHunCqER1QLhRw8pVexB0QTwyMkRyVRknCCQ3JEFVCYAQSGoAjVUQnCIiM0QqiU4jRBICcFVCEEgL3WDGh+LLna7Q26j+OF6iF73AzOPGNyif/11H8cLDlE2watk/hnyaL41G2PyzdvZ1PRbtW0xwEn7HrWPe1cyvDbbO9VcZIjhu+2n8BdL979/Bux7SnA63DaBl3XNfw02+k3p7sOvBdduP4AX5xTydT9BnlIdgmzAjmgt1M5ogxln0CDHNYWUchGZT5ZFLoQgdJQBnkkCTrzT0OhQOZIQGU5JT05pk8o5o07Ihc0CQgzz5pA+xXnCE6+aoDKCVJnIpkznCAl0mEtZAKbjwpD1jplCkkEctISyP5E5jUqSSDJCKZM8lJynNDjOpzSOUjUIFnGuZS1GaJMiBl+REuEjkFFEAZ5+aesJDnKkk8UCUDHrHVMGBGkqeMyB9XJKTJB0HMqiwM4nQJCeJTmDMo1OvmgcRmjQ5hB5TnCWUZIAzqPepEhxOsKjy5JOPCQO3JAZZQEiSlJAHCjRuuaKcnmkDBz0QSO6nOOjUQ3ZaHRKTlOSTRJiUjHKctEDgZ5qSBzKcF0z5qSQZAdyRXP/AMWiiDh/Z3WzEWy2t/owvofClfOyTFrQdL7bl/JL1Hiw0H1sKbPnsE8N5WwH+ZC/f4UD42ZY0pT9G+aJ99JZ6J9jO1hxOWp2eLMO35v9+1Myf8DprGREZrKG34H7MqOU/rNixlC+9zRPuWHsfEZ1j3yvb3Q8cJEKyPilC6LnoIQBCsjslComJ5JRkrgo4UHj4eaC0q0JcRBQQqjmgiFYWyQ0nmhUUK3R4o6BETyTzThYgo7JweiYEJgEhARzQASmB1TCIQbkmGquUFA1RSDck4TATI1RCIhMBMAIiUUBEKtQgIQmM04VR1REIFw8kQqjJHRCyYRCrlogDJAoEZIjJVA5IAjmiJhMN5px2TjnKCYKOFUAnHVBIaU4ThOEEwiFUIHkgUFEZpp+5ETCcJwnCKUFfQYAaXY0uRoz/XtL8YL0AC+n2bU/SY6uRsx+vGH4rXyqbYFc/Sfw2Mki+PRtj8sq75DhT3YNpDjzuSq33kLnH4ZTCd6GyF33Fy24+2GLorvo1eHdd2iHSbqc0+1wXPTwxKAqbzQqCftdw24/GmPyr86p5OX388pDrkc+eiInMlI9Rog+ULCyn2R3hGkJGTBQPMc+aMhOaDET3Sz1yhEOcpPJIokZ5wkUUyRMCCeiRGepROfxSJyyRDg8pSBMJExBRqihx4p7pTDdOSCcohBIaMuiEGYykGFAcSf/AHKZOUaqTESNQgHGJ8+iA7iHRIZjp2Ul0Zj3KKogiIUzz0nVMTzC8ZILT3VHklo5Qp4pcckpzKRMkSAoK6ExHVLiBk9dFJOaPMKhyMymJAHkpnWEgeuYhBcg9FEjkEOIMHtyS15aIKg66oOecZ6KeKMuuiUn2dULLBa6OymT55oLiDkEiQdeRUDJHTVSTBhE5BLiGZPIKqo65hTMHkgjOUs5nmgQdMhSIB7p8Q+kpcRyGqDRHxXqlSjgfAVWmdb2tTT5egVeE7WLsAY6YdBe1nI9tMpeLCJ2d4EdOl9Wgf0BXg8Jl84Kx9TOgvKyn+jcs9HI1bfBhxeWp2eLO+37/hfZjEzY2/WsYlpKyjt+bOKrIcs7IPrWMCIPZfeZnn3LD2d74rO0Wyyvq/EIIGiUdlRCCD1XSc1BElEHmE4Tjugg9EEdoVER0RHdUhEII9irPmiFBEQJQR1TIhHNWFTA7IVhpOmSFbjwgTlCIVQCnCxhAJoAKr2IFEckAKgOyYEeSJYh1TgdM04QAUAAdSmjumBzKBRmnlonCaBEdU4ThEZoFw85QAO6oCURzhFKM04hODCI5Ihdk4MJjNEckEgKgM5T4UdJCBR8UdVUaojNESZCAFUJ59EVKIVAEyiEPqUAIAzTThETE5Jgd0x5pxOpUExyQAZ6KuGE9TBCTJZML6zZewOx7cg/6yD8CvloOmS+v2UUy7aBcwHKvP4JWrls2yfE2T+G1kUe8UbY/L7nfdeGbrePXZHisLW++o1aC+F/TLt5K0vjJuHbb7PXpLfDfsrihusY2M5uoUWDzNQLRfwtmPq7w151C0ENw3a/YfS0V+e08nL72eUh1g5RGieZ9uiXtTkkclhZR25pAAOykInp0T1hAiCj3oJMABEQD5oJcQCUydST7EHrrmgmZy0QIgxyUgnTRUSefxSlAuIE+1Yf3qNul47vOyqptDuu4rNe9ZlvoWT5NaKjmMIqEyZbnIhZgABB5LU/xMxO7HaiTBF82L8Zysb8xBO9EtfneLVjg1ABsmuECYP67rSROcZ6roHso2lXBtd2fXLtAw1aGVLJe9kZWcwGTRqwPSUnd2ulp8l/P26oeIA6NW8fhn7xzcFYxrbF8UXg1ly4nqtddj6tSG2a3yRwCdBV4gP4QHVbWLgxFN6WrhYszNqnU0gzqEgTw+1HLNIkzloVqNtz93lvEK2s7GNs2INnWHcM4XtV33TVayjVtlnrOquBbPrFtQD4JbtPiC7WdtO2a4dnuIsM4Ysl33rUe2tUsdnrNqtAbPql1Qge5atb/RB3psZwMxWp5d+BVuAhz96XBw0AqVT+AVtxh06rStv2a1Vcxi6McDtFqpk+asEeSRyOupWo2Uh0HIZc1jTbfvD7MdgFwfPePb6ay0VQfkd20PXtVqcBo1o0H7owAvYbb9rVwbENmV97Rb/IdTu+iRZqEwbRaXZUqQ/hOj2SVxA2s7VsX7YsbXhjnGN5VLVbrdUJY0uJZQp/c0qY0a0CBl5rLhYU4k/RjxcSMOG2O0DxVdrd63nVZs5wncFw3eDFI26k+2Wgjq53E1oPk1eguLxRt4267dSqX3Y8KXtZgZfSfdz6TnDs5tTJY02E7lu2nb7d7L/w9dlK7LjeSGXpeRdSpVSDB9EImoAZEjKQVlDGXhdbd8P3XUvK4b6uPEVSi2TZaFR1Kq7s3iyJ7LPOpp3pYYjGq34bXbC/Ed2P7VrXZsOYws9TBl92ktp0/lVX0ljr1DlDaoA4M9A/rqtsqdWlWpsq0qjKlOo0Oa9rgQ4HQgjUL+ee/wDDl/4Rvu14fxJdVquy8rBVNK0WW00zTqU3g5gtOa6B+HRva3lbryobBNol6vtTKzIw9bLRU4nh4P8AgriczIJLc+ULxiYMW0qFw8ab6NbovoM0hkCY1TJEZkaJAgjRazagZHqkCT6uYy06pEniyMJnI90QSQW8wpIgZxKpogQNSoMjnzUUyJgfWiJ1OaRgZmJCUjXrzVBkDOeigQdDnmVWYg69UuYMKKRieYOqNOcZodOce1Ih065INGfFcDTsvwTUIjhv2sJ/kCvWeEzVH2LbQqfS3WM/gPXuPFcpcWyfB1X7y/nj30HL0PhMVD8wbQ6caWqxO/AetijkatvgwYvK07PFsTt8aPsmsTjOdkj8JYuKynt7a44gu9xymyn8ZYvK+6zPPuWH1/mXxed/jK+r8Q8cIPtVQlpyXTu5iYhETnCcZ5ohLhQlEBVBGiFbkIE+5KFcJEIqQAClB5q4SjKUQoQmJCFVeEZ6Jx0lMD4qo5LwJHZMBUAmAgmE4TgpgdUQgE9AnHdOB1QICAnCIlOJQEBNAHdMAdEAGohOEQhYgITATATjNBKeifMhEZZIFCcIiVQCBRCADzTHLJOEVPCNU46J8PKUw1S4mEQqgogIiSOYVQOaYAQOaCYzTjuqickRJQsmOiccuScBMNS4UJ8KcJgKXUoEL7LZC3i2g3T2qPP4BXxy+22PMe7H92lkS30hz0+gVp5fNslxP/zP4beQRfKsPbH5e33+6jWbrWKmvcGh77MyfN60v8K2iXber8qjSnhq0/GvQW4PiIVvRbrd/tk/bbZZGfhFal+FJQ49s+KLQWwGYbqAe20UV8BHJS+7/wDpDqSdYhLImNU8gYKMswVhZCMHLsjSIKcwI0ySJA4SiFGgJhERmUZEDRAIAz6opZ5580jkTKfFqyNOaDnOSBOz9iU5zyTyznVIRoUUsyIlaoeJn/8ATHaSSJ+ebFHfNy2vJznktUPExAO7FaJP+WbF9blaeNCTwS491ACC4HOdF57rvC2XVbrNeVgtD7ParLWZXo1WGHMe0y1wPUEBXYvQU61R9dxH2twaGtBkxzleyxtgfE2z6+Bh/FFgdZbUbPRtdMatqUazA+m9p5gtcCupeOK5tp4ztTui7erLvAbHbsxHXrMN+3c0WC+KIiRXYIFSBye0B3mSs19AFxZ3H94etsH2vWWrelpIw3iHhu+9WmeGkC4cFaOrT8CV2kp1KdRjKlKo17HgOa5hkEHQhc7Fw9XVZvYVenS4r7/YP6qXGc5RXp/irz+H1L96XCIbydWny4CvFv8AlQ096bGcPma1PX+CF+nw+ft29LhQhjQQa5yy+4K2Y5HqYKuW63ZsDIDLMJfcgcwnPs6qSQIjIhaTcc5/Ff2l1vlOENlFktDm0qdKrfFupg5Oc4hlEHyDXn2rTvdq2RV9tu2TDuAuB3yG1Wlta8XgkFlkYQamY0JGQ81kXxD8VfZJvP4mDa3Gy620LtYBoPRNgj3krMHhN4ao2vHuNMV1qQLrvuylZaR6Gq+T8Grcp9TBu1a508bRnmdKLjuK6cM3PY7guKw0rHd130W0LNZ6TeFlNjdAAv3Ecz1QfpZEIbBJWm2mnHiKbtdz7QtnNp2tYdu2lSxPhek6va6tMFrrbYhBe18auYAXNMTmRK5W4cxDemE79sGJLktL7PeF2Wina7LVYYLajCHNPvC/oHxNdNC/8O3rcVqYH0bwsVeyvaebXsLT9a/n9xddJw/iu97jIj5vt9ezR/AeWj6ls5NVw0y18opvEVu+Wz/Fdmx5gW4MaWQg0r6u+jbBHIub6w9jpX0MRqtc/D/v+rf+6zhP07y593PtVhBP3rKziPg5bFuyGq16otMwz0TpUxIME5GI5pEkvyiEZEdEDLmM9FHoHKM8ypImCCqjONIUcoOiAPrNIOh6IIAEJmYJEJTmSeiAIgEj2ypEnXkmRnMd1IPreeaKDAmOoUudMkmBrqmSBl8UuECZzkKDSTxV28Wx3Cj5zGID8aLl8p4S9Vxu7aJR5CrYT7YqL7PxT6dN2xjDTnvLWtv8aCZ+0uXw3hKuBo7Rmc+Kwn4VFsYfI1bfBgxuVo2d8tndvgPz5drv+rO/GCxYeyytt6B+eLsJ/wCbv/GCxWQvuMzfBUdf5l8ZniPfK+r8QiOaInNUUoXUcxMaIIVdkj5oiYIShWUo6IqY6oLc1UdEiJyzyVuJ4eiUdFcZpRnKtwuHohOEIm+8UIAymE4ylABleVAlMBMdEwEQkwE4TARSA7pxknw5JgZIJ80wEwM5hMhAh5Jgck4TDRKImBOSYCo98kR2RUgJkKgE45qCQJQAq4eyOFLhACEAKgJ6p/BQSFQiOqcdkAIEAAn7Uw0QgBAo6JcJlXA1QB2QIDqkQVcdkRlJQQAnEK4RHJLlkxITAKqERyzUEwUxKcdEBo7oADNfd7Fm8W0CwfuWVT+AV8K1vcr7/Yk2cfWQjlSrH8ArSzjPumJslu5vj3rD2w9d4kVX0e7FeTQSPSXpY2/jLWPwnqJdtTxjXBMMuANjztFL8y2P8TCqKe7RVYcvSX1ZG/B5WvnhMUnfZ7jepw6XNTEkZ512L4GOSna+4/8ApGx0xLgDMpEk8s0jkdE5AOfPksLKHTEhEZcR6JOMHLQhPpnqFQmgAZhEjI/RzTn3xKUmADnPwQB0OeuiOKSeSWcyOqCMiVAExOSknmiYzhHP2ZKqA6BGsrU/xMGh27JXHD/lmxHyzctriSDC1R8S9rTu11ASf8dWMiOf00p40dSTwS5AljePPi9i6c75O7Ydp27Zgranha73VMSYRwxYTamU2jitV3/JqbnzzLqfDxDsXBczabW+kc1wzj1SSu/OzWjRtOynClltFNtWjUw7YKVVjxIe02ZgLSOYIW3lFWjMTDWwKYmJiX8/lM06NYempl7R9JoPDPtXW7w5d4w7VdmZ2cYmtodiPCDBTpOfUmpa7BA4H56lpJaewC0c34N3OrsH2tWp102OoML4hc63XVU4SGUyc6lGdJa4mOxCxlsE2v33sN2o3LtEuWo8/N9aLVZw8htos7hw1KbuoIJ9oC91RGPReOF4pvg12ngZF3/QP1U+M8j+3Uo7+ov1+HmB+qlwqTnlX5/uCvl98XGdwbQdv2IcZYZttO1XbfDLPaqFRrw6Gupg8JI5jQjqF9V4eJad6TC4y+jaPxCrEWwbT0E7+NeOl2Yy4NdQgQS2QNQlMSJyOabXAQ7PIrQbrhRvVWl1r3h9odeo4knENtGvSq4LcrwkWt+btoT+fpLEJ9j1p3va3TVuneM2hWSq0guv+11RI1DqhcPrW1fhKX0ynf2P8POdBrWOy2tgn71zmnL2rcq38COpqxy8ukREZ6FAOoiU8jzSGQAkStNtmNY6rght0pMo7ZMaUqccLb8tkH+VK70W61U7HYbTbKjgGWei+q49A1pP5FwC2kXqb92g4jvVr+JtrvW1Vmu1kGq4hZ8m4/Uw5RxOt1e8NinUbuvXYXjJ1624t8uMLaXKDnmtcvD4u5937quFC9hb8qq2y0CRqDXcAfgtjCekQeaxYm/VL3h8WEu9Xl8EatVOMc+eikZmSvL2ZOeeqTiBHWUTBBPVInlM90A7MTKTSJgJgiMozS6g+woCRmJXiIJAj6lZ1JJUyXQAYnsooDwZAnWEFxAgjPkkYzz9qRIiIk9UGmPimsLthdwOb9FuIKZ99JwWPPCZIFbaK2T9Gwn+sWRvFJY47B7lLPojEFKYP725Yy8JqpF6bQ2STNCwmPbUWxh8jVt8GDG5WjZ3y2x29f40uuMvtFT6wsVEeayxt4b+v7qd+81PrCxQQvt8yzfIqOv8y+NzxHvlfV+IKJSIhVCUc11XLSQkRKtHCgjmlBV8PZHDCFkRnqhUW90RlmgiO6ITIPREH2qwAT1QiEKjwgIiSqA5JxC8XCA96cJhqcKTIQEd0HyVQgDsqEAnAlUIRAHJLhaKo5JxAzQAlwoThVGkIA6qXEwmBzVRnmhBICYBnNOOioDNLiYCAFUBAB5oFryTjNOE+EqBIyhOOScCEEqgOyOETmnCBR5IjyTAIzCcDyQKAiJKqB1RAQKOqITgnRPhzQTCcKiO6AIzlBMQU4z0VRn1RHJRShZB2HNnHdA55Wet+KvgBnyhZF2Ft/v4a4/c2ar9S0M5z7pibJb2bY96w9r4nxPq3o93Oz0zrUv2zgf6j1hXwl6BOI8fWgaNu+zs9pqg/kWXvFJrcGwK6aU51b/pfCm5Yt8JaiDatoNbmKFkZ+GSvhP/AJTtfbxyvU6LkkmOaRaQ4zzTMzB6pA5arCyg5mITmICkuiUB3KJyRDmY8ktIySzlNuYHdFLPRBJJJIySAEZZ5oAOqBOHI+6U8ukQEGASTokM9CgO56LU/wATF3Duz1DrN9WMfjra8Tz0ham+JqSd2d//AG3Y5/DVp40bYSeCXI9rqZqUwKQMCHescz1XfrZlls0wi05RcN3/APh2LgDQb9vaBn6wX9AOzgcOzjCjQBPzHYP/AA7Fs5TzNfJ+dj/eo2DXdvCbKLwwi6lTbfNkBttzWh2Xo7U1pAaT964Eg+xcQL6ue8bivS1XPe9kqWW2WOq6jXo1Gw6m9pgghf0QO1JGWWa5q+Jpu2/Nd60tvmE7ucLJeJZZ8QMYMqdokhlojkHDhae4B5rxgYmhVozwSyY1GnTeOGHPgg8+Wi2Y8PDi/VR4Xhs+paP6srWtzYOYM91sv4dzf/mjw1mIFK0R/qLcxZvRLTwo9eHZLLpnCWYHnoqAkZnkpAJhc10XIPxKcIOw5vKXhebKXDQxBYLNeLHRq8gtf+E34r8XhzY9pYL3krru+1Wj0dnxLZqt1GTkajiHM+LVtj4n2xu14x2bXTtPuSwvtFswlUqU7cKbZcbFVLfW8mObJ7OK5dXPfF54bvixX5dFpfZrbd9dlps1Zhzp1GEOa4eRC3MGYxMPRauNejE039DpaZyAyKDloBktQ92/xDdlm0m4rHcm1K+LPhTFVGkKdepaQ5tjtjh93TqAEMJGrXEZzCzlibeP2FYSuirfl+bVcPU7LSbxxRtYr1H9A1lPicSfJatVE0zaYbNNcVReJfi3o9olk2X7BcY4mr1wysbtq2OyCRLrRWaWMA9pXC+pULnurOPE8y5xPM81s7vrb4dfeMvqy4dwrZ61hwZctR77MyqOGtbKxgemqCchDfVbqJM5rHO67sdt22vbRh7B7LJUqXcLSy13q8DKlY6bgahJ75NHcrawaNXTNVTWxq9ZVFFLsJu1YZfg/YFgTDtaj6OrZrmovqt0IfUmofxlkkyByU0qNOzUWUaLAynTaGMaNA0CAPcmc4g5arTmbzdtxFosTiQ4AZylq4knsE3EZTzKmIdrI1UVUGc465Kcy2TkgmXDMTyRAIEnIIAA8KII+klJzE+SmQCZjJAy7JRPMcu6IDdOeqQcchGQ5qKfGR3EqSSBLz3VEgSQMwp5ZmTGqDT3xRGl27/drgcm39Zz+C5Yi8JupGItoNImQbHYj+FUWYvE7aTu7Wcz9G/bMTHtWFPCefGMMeU84N32Q6fu3rZwd/Cq/wB0NfH3sSjZ3y3K28Nm13S797qj4hYnIWW9uzSa10n9zVH1LE5Ga+1zJ8FR1/mXx+efjKur8Q8cDmjhGSogJcK613LsnVEZKuHJHDIS6JhKMlRCI5SixCIyS7FXCUZaKpZOUxCOFXGUpR2RbJhp5IV8KEOp+do9UGNVUJgHomRkvCWSBKcZZjNOOyqIQtvIDeycTkqhOD0REwOiYGWicSnGUBAoKYGeiYHJOOyBeSOUKgCnHZAo7J+xEZpgIEjPomB2VAdkEgSgAyqhOEExlmiOicJgIFHNMBOO2SYCBfFKM9FWnJCKUQITjPROJRGaII6hEdk47JgTmilH1ojNOJThBMdk4TAynoqiOSlyISAiI5Ko7JxyCiwnPVZI2FNnGbz0slT6ljoLJOwhoOLa56WR60M572R4mxv5s+Lo2sU+Kg4nYnh6mdHX7J9lIr4Xwl6AbZNodYSQHWJk94cYX13is1SzZJhKkD9O+6h91JfOeE0w/Y7tAqhoH67sbZGp9RxXws8l1vtY5Tqb+gyZzT01UtAmQTrGiZy5lYWUiNc9UaHmckETpMlBkSRrHRUMHoOWiQjWYQdQSdAp9UgQDooKyGU88kHIHVLi6AaoOkTkglxJzz1Q3mUyI5qcpJhAxlnHJameJq0ndrJA/wAt2P8AtrbEnkPYvi9reyTBW2vCgwXj2xV7Vdnyhlq9HRtDqJNRk8J4mweZVibTElrxZwToMPpmGPuh7M13/wBnY4dnuFtMrksA/oGLBNPw7t1qkQRgu3OIM53rX/SWxl2XfZbpu2y3TYaZZZrDQp2ai0meGmxoa0SdcgM1lxcTWWtDHh4er536ZmeZXpMbYPuLaBhO9cFYlsrbTdl72Z1mtFNwkQdCJ5gwR3C9yTEmNAkNBlqsLK4Obd9j1/bEtpd8YAvqjUPyKs51krubAtNmJPo6g8x8VlTw8GRvRYaJbH2q0/iLqBtZ3bNjm3C8LDe+0fCjbytl30nUKNZtd9F3ATPC4sI4gDpOi9Ns63QdgeyjFNmxpgfB77Be9ka5tKubbWqQHCD6rnEaLZ196NGY32DUxpaUSzO0yJMCRkgHoFJg5jlogSCHErXZ3gvGwWC97vtV0XnZadqsdsovs9oo1GhzKtJ4LXNIORBBIXKje53CMXbM72t+Ndll12m+8I2h767rNZ6fHXu0HMtLRm5gzggZDVdXM50Q4cbTTc0FrhBBzBC9UVzRN6XmqmK4tU/nZq0q1EupuYQWktcCMwehHJDKQ4S+OF05AN1XcjaHulbvW0+q62Yn2aXaLbUMutViabLVcepNOJ9q+Cujw6d1267c221MI2+2hruIUrTedZ9P2tnNbMZTHPDXnJZ5pcpdl2x/aDtixFTw7gHDVrvS0Pe1tSpTYfQ0ATHFUf8ARaBnqeS6/wC6buuXBu14MfZXVKVvxPerGuva8A0DTMUafMMb8SJWWcI4GwZgG7G3RgrDN23LY2gD0Vis7aQdH3xAlx7le85nNYMTGmveZsPBjD3+cFwOugQCecpEiYKRzz06LEygmZJKTiAMhySHEZnkjU6AFFGRg8OoSLoIGUZomDl71LXSAHZKCuIEEAZ9UjwnlmE+wOanU56a+aBHM/kUNLpz1hUMzM6JOOccWfNAF2ZPXkpEhxJPKYTAJkBTwkiYQam+JpSNTduNSP2u+bG45zq6PyrA3hRVIx9jelIh12WYn2Petg/EnpE7sdudBPBetiP9KAtc/CncP7pOMgXGfmmhDev2xy2MHkqv9zQ18flKP9zy3e25th91ZyYq/kWKC3NZa24gkXSSIzqfkWJzkvtMyfBU9f5l8jnr4yrq/Dxluf8A5oICuOY1SjPMLrOSiEEdArISiNUEZylwq4hEHmFVRw5JcPtVkJR0VuJAREZqgDogjlComChVA5oQeADsnE+xOOycBeHmUgHqnCoAawmAEVIB6pkdkx5JxmiJjJPKFWXREDVDhIBOAmB2ThBMJgdVUHomBzQTEwnCoAJwhZIGXJGaqB0ThBMexOBqmAnHVFsiDz0Tg+5VwiNE4Ed1LpZMHROOcJwnHZFsmEAQqgIjNAoCcdlXCgAFS5EJ05J5wnHZPml1sUZojsqARwoFCIVQOiYA5KCYlOM4hOO6cZoJ9iyXsIYfsptRHKyH61jeJ5LJ2wURiO3O6WT+0ufnX4PE2d7oZr+Lo29zBXivPaNnGB6L3Q1172gmOgpheu8Jto+wzaBUkR852RoP8kV5/FlqRgbAdMj6V5Wsx/JtV+E5SjZ1jutE8V9WZs+VBfDzyXW+zjlJ2N6hOug7oyJIKJ1HuRHb6Sw3ZSJLTOkFBzJkym6PNI9AECIg6ctED1YbBCbsnT1CkzI5iECdxES2EDi4RMTKfTKOqkHiA81A+fZAdJzMIJAybGRUkiPLmqCcjnogkGJJSiJykpOMEICc5GSTpnJBI58kOgjLqil1J1SIVZREoMTnGfRUIiQIUuEtgJk6HokT6vUIJzaJROgP1Iy5Z5pEwJ5BAEyDwn3oMNEayl9HsggSD1yUWyST27okkQEzDTr/AL0es0SIKBN1OoGSJzkGeghNuUwM0jqVADqVOrQmSRGhUkieHIQih2UahBI4jOiCYcMvPzSnMyYQI5wTy5JOmBAnNMuHFwxyROUN0BQToIMyjigHtyTIBnQIIkTrCBSeikx+TIZquGDPMqfWmIAQSRqAdc0Hi+6HJMAE6c+qp4cWwSCOqDWDxGqYqbrd+ujNlusBH+0MWrvhW1gza3imjxRx3Mwx1ioVtX4h1Pj3V8TE58NosBy/zqmtSfC1eW7bb+plv0rkOfk9bOBydf8AuZgx96uif9wt+duLZo3U+Dk6oPgFiUjNZd23AOst1mdH1B8AsSkBfZZjm+R07Z/L5HPUe9zsj8PHCIKuB0Sy0XXclEFEFXA5hKATogkhGmqojLREBB44M6ogyrI7IHCUHjInVEK4EaZpwOysSIgc0KoHSUK3H547J8OeSqMkRzCx3LEBknCYEZJwUuEAiJTjmnCXLFwhHCqAzzREJcsXD1ThOJThLlijNMBMBNLhAd0Ac1UJgQUuJhOMk4PNEK3ChAafYqjknClxMZJx3TiTMJwgkBEHkqhOFBOXNOJThMBBICA2FcI1QTnEJgJp+UFAoQqARB5oqY5qvJCcc0QolNMjNACLYAZrKGwVo+fbyd0srfxisYQCQsk7EjXbf9pbRya6k0VB+5E/lXNzvNsir6vzDo5qj3ujr/EtdvFqrEYZ2e0JzNrtrvwWL2vhPtP9y3GztJv2jmO1AL5/xbXk3Zs6YCf223O+DF9R4UlAM2PYutHEZq4gY33UB+dfEzyUbX2FPKTsbt8WRMJudmB1KQM5EoOsg5SsDMHuBiBzzSJAmBySJcMgOfNIugKhk5komXTB05pEguMhBJM5HRQBMwSYSAgfFIEy2UGYkZ9IQBggmUhJn6kT6onM80SYJ6IoM6hLIjQ6JOAI6BPnwg8lRLoETzSJGUdVTiHO8uynhHLSZQM6d0o75JGZMaAZBPI+QCoRmRnlCR0j6kwRlqlzInJESMwZ6JDXLkqkgE8gFME5lR6ggRp8UwROZjJTxOd6waMtUg533QzQMRxZHOZHdPtPsU5NdkJhMlrhqoECcwdVUDpJU6HTX4pE+sZ1VAYDo4vig+weaCPgEcWWiik4DTQ81JBJJAzTBb5z1QYkxoAgkkSHHPJIEQJPsTI9YSD5JA6SJQDsjII6IkgTGqZzkdFJ+lBEk98kA9wmREJB05xpyRJ4sxlzhIZchooCSk6YLRMIIjIhIZT0HNBrn4gTSd1XFrgMhUsJP+10lp54Xtb/AOPN7NGfFcdSPY8Lcrf5b6TdSxqAfoixO7/4XSWlPhi1RT3g7ZTEn0lx2j4ELZwOTra+Px6P9zuiO2wH5Ddhj/jH/UsSdoWXdtAPzddp6VnD8FYkK+xzH8HTtn8vk89R73OyEwSlCtKOi7F3ISB2RAGacIUuJjkiJCqOaIn/AHL0JideSOEdFQHZBHNBHDKUK45QiIyQQAeQ+KF5IPT4IVuPyozyyTTWNSgSnGcJjT/zTic0Us0exVCIRIEZJiOyIMZpxKBDsEwOacdE4JzQsQ10TACYHZCAHRHNVy0RHZCxeYTg+xGfuTjsgUZJxlomqhEQAn7E4MI7nRFKCiFXsTiUWyYATA7JxPsTjmELJgIjsqHmiOaBAdkAKoHVAz7oFCYHOE/gnGkoEW9EDyTOWiYCIQHRPyThODqEUg2eSynsJpN+dL0q820KbR7XFYuWVthLT8qvZ373S+ty5eeJ9zr6vzDo5p38ro6/xLVHxa3l1PZzSAJP6+Mf6i+78K2iaew7EVSAPSYhJ1/eWrHfi2VD8s2csBzFK3H4sWS/C1pFmwO+CRHHiGqc9T9qbmvi6uSja+wp5SdjccjSFUxqpc1oM9lWZDYCwMpFvEQpI6clWc+3JIwZIJCBERLiYQQBMEaJEw0gI4hByOQRSGUCOXNJoiPrVN1aRryCbmVIzaR1gIiCARySnIiZSgcJgnqkZiM+6KCIMk5FMZ5wgU3kl3A4+SJz1VABOvNKCRnyKIOspEFsGefVEBA0kT9SHNAPmkTnplKCQXHlkqo6duakZo4mNMF7Qe7gkCIDmuDhyIMhQsHGQCQlqM+SHTBzRxsA4XVqYkTm8BFAyEgjNRBPFpPKUOfTA/baQH8MZ/FUG8YlpDo1IMx7lBGgzjJEaQO6bjmZ93RGZEg6IpSOEE8lIzLuuq8kEjRQ9pbJE6ohuIJkdNUvPmkRLeEnNfir35cdle6lab8u+i9hhzalqptc09wTkiv29jBBKUkSDEntkvFZ7XZbbSbXsVqo2ii7SpReHtPkRkvLAkBoyQHEG5SvGPpSF+Z19XK15a6/LvBbkQbXTBHxX6KdajaKbKtnrMq03iWvpuDmnuCMigvMDMJAZxlITJ15gHVKM9coQBGhyyzUmAM/YF8Lifb1sXwZbHXdifabcFhtLcnUX2trntPcNmF7LB+0/ZztAe6lgrGV1Xw+m0PcyyWhrnAHtqrYfUEx3UZgH6kzkSD1S4icp0UGAt+yk6puqY7JIgWeyO91rorRnwzKrWbxxZP07lteXX6K3t332ce6ttAkSBY7OfdaqOa0K8NVzW7y1AAiXXPbRHXILZwOJW18o41H+53SjbMCbpsDon7efxSsRLMG2P8AxPYZGlo/slYiIlfXZi+DjbL5XPfxc7IePJHlCshLh6ldhyEQEQrISjqEEwl7M1ZCRVLJ11RpzCowgjVLlijkjJOEAK3SxQChOOyELPyBUI1TDeycLypAZJ9kwgDLkilCqCgCQmAUQACEAKg0oA7IEMskx5Jgdk4QKDonEIAylUAUUoQAnCYBREgAFOJ1VDREdkC1QAqjsiMtECjkUwEQR0VAIJhMCUwAeSEAAghODrCYBzUVMZaJxzTGkFOCNAiJ15JxGhTjJMhUTwyZhESqAhOIKKmBzTAIzTLZTA7JdAAiE4ITzXlSAhZZ2Ft+2Xu79zRHxcsUQVlnYWP8bZf8kPxly88/B19X5h0s0R73T1/hpx4tVQG+tnlLiAIsttcR/pMWXfDAYDu8Wy0Pl1R9+2gcRGcBrQBPRYa8Wip/fXs/pE6WC1n8Nizd4Y9ON20PnJ992w+4gL42vkqdvi+uon2lWzwbaiTAkLmzv67x22fZft5dhrAe0C9Lnuxt0WSv8moVeGn6R3HxOjqYHuXSU5HVciPErqF+85bmkyKdz2BsTpk/RecGImu0vWLM003h8Kd9feda4Rtcvsxn+3L6HCPiCbzWFrcy02jG5vmgHS+heVFtZjx0nUexbGbiG6zsN2p7EKOM9oOBKV73rXvC0UfT1LXWYPRsfDRwscAvoN5Hw4tm1swbeGJdidgr3Jfd3UnWn5vdaalaha2NBLmt4yS10acllmvCvozDHo4lrxLM+6zvd4O3k7lqWRtGlc2LLAzitt0urcXGzL7bRJAL2TMiJbGaz2dSMtFwP2WbRMQ7JdoN0Y3uC2VbLbrotQeWg/tjPo1KbhzBaXAg9V3XwdiewY1wnc2Mbr/wS+7voW+iJkhtRgdHsmPYsWLh6E73BLJh16cX53zW3u3Wy7tiuN7fdtrr2W12a4rXUo16Ly19N4pkhzSMwR1XILZftr2vWraNhqy19puKKtG03tZGVWPvSsW1Gmo0EEF2YIXXfeGdw7C8euHLD1t/qiuJ+yioG7TcJue3IXxY/wCtavWDETTVd5xJmJpt0+DvrXEVagAgcRA7ZrHG8PbLdduwfaDeN3WurZbVZ8OW+rRrUnlr6bxRcQ5rhmCORWR7QR6aoRpxn61i3edqObu77SCDphq8I/mSsHOzQ5C4C2zbXa2NbisH903FPo7ReVmpVKfzrWIe01GggjizyXcZpIawaw1oz8lwL2Xt9LtLwtSIzffNkH9K1d9PIaAfUtjHiImLMODMzE3aUeJ/inEmFsB4NrYcv68Lrq17yrtqPsdpfRc8CmIB4SJC1M3Qd47GGD9vmGq2LsZXxeFz3paBdVrp2231KtNra5DBUhxIlriDPmtlvFirObgnAtMHW8bSf6Nq5qWS1VrHaqVqoVCytRqNqMcDmCDIPvWTBoivDl4xa5priz+h2TGoPcL895XhZrpu603rbaraVnslF9eq9xgBrRJJ9yx1u2bTqe13YjhbGrXh1otFjbZrYMpFopfa3z58M+1fCb+m05uzbdxxALLavRXliL0d0WKDDpe4GoR5Uw9atpvZs3i13Lravt1x3jbaTiTFFkxlfVnst43lXrWejQvCq2nTo8Z4AADAHDC6lbh153he26/hS33nb69stNSrbeOtXqGo90Wh8S45ri/xnjgHJdkvD5fxbqmEyP8Al7f/AOIetrHoimiLNbArmuqZlscCHDhaD5rg1jPaNj5uKb4szcb3/wANG312NHzlWgAVHCB6y7ysfDsjmF/P1jvPGt+u++vG0nIfvrl4yaImqbveUTMU7zznaDtFqkA41xC4DT9kqx8vul7jDm3TbJg+8qd5XHtJxLZa9NwI/ZKqWmORaTBHYrsLsP2Z7Na+yDBF41dn2HKlptGH7DUq1n3XRc97zQbLnOLZJPVek297omyLa9gu8bBY8HXXc1/0qFSrdt4WCztoOZXDTwh4ZAe0mAQQvXpFN7TS8xgVWvFTGG5dvyv202xuzTac2y2XFQpl1gtlM8FO8g0ZtLdG1YkwD6wBW4wMfS90rgHcd733s4xtZb2u601LLelw28Pa9mRZUpvg/UV3owrfjMSYYujEdNvqXpYaNrA6cbA4/WVjx6IomJjgl7wa5qvFXDDS7xJ9r+0zZbeGBGbP8Z3pcLLwo291pFirmmKxYaPDxRrHEfevc+G5tV2i7UcPY1tm0DF15X7UsNts1OzOtlcvNIOYS4NnqsaeLQ79ktm/Q0Lyy/0qC+i8J3PCGPmxmLxskn+SKU0xqdIqmddEc1m+oMv6yVxN3uL7vKnvG49p0r0tLKbb5rgNbWcGjPpK7ZDUGDkclw73tx/8xuPyDl89Wj8ZTJovib/R4LjzbD64bYeGBt0qvt187FsRXo+p8ob843P6aqSeMT6am2eo4THZdE2H1wMveuA2yvaBeWy/aFcGPrpe4V7lt1K1FrT+2Ma4cbPItkLu7gjF9148wxdOLrkq+lsd72OlbKLxmC14kieoMg+S95RRo1XjneMnr0o0ZcM9pN9X5ZdoWJrK2+Lc1tO9rW2BaXiB6V3ddb9x+3VLbuv4HqWi0vr1hZHtc57i530zEk9lyJ2wgM2rYvY1sRfVry/lSuuW42WDdYwIGxJsjyfP0hXrFj2VPUlEzrqutnkQBrz9651b+++Xf1jxDbdieyu+X2KhYOGnfV6WSsW1alUtk2djm/Ra0OhxBmRHJb6bQ8V0MCYAxJjWsRw3FdVrvATzdSpOcB7wFwct9qvHGGKq1rtFV1e3XxbnPc4mXOqVXz9bliyeiK6t/mZceuaKN7hlF33LijFdreLnuW9b5tTvWeLLZqlpqHuQ0E+9fquy98cbN79p2277Te+HL3sbw9pHpLLXY4HmDB967Y7AtiuEdh+zq6sL4fumz07X8nZVt9r9GDWtFdzQXOc85xOQEwIWMN9fdaG3vBtmvDBty2BuM7trt+T13OFH01BxHGx7gPWjUTos3pMRVa28wRk0zF7778m5DvW1tvuFrRhnGFagzGNwU2Gq5rgDb7OZArhv3wIAdE5uB5raEmVzr3VNzreI2J7cLgxvfV23dRuikX2a8TRtwcTZqghw4Yz0B9i6KuIK18WKdK9PA2MKapptXwsHb7LOLdW2hAk/4BRP/wCTSXP/AMNshu85YJaSTdVuAg/uAug++cwu3W9ojZ/yYw5/5xSXPHw5KgZvQXUHSOK7bcP6MLLgcSpjyjho2+DpzthaTcljOf8AhP8AZKxFHVZg2vHiuKy84tI/FKxEQF9bmL4Trl8tnv4rqh4iEoJC8nD2SiT2XZchMJQeivhRGRkoIhItleSEiDy5oI4eyIKrhhNBHDkgK8+iRA5IJjqShPhP/sIVuPz8IQGxmFaYBjRQQG9Uw3oAqy5JxkgmByTAT0VAQgkZckwO6cdk4KBQmR3TjOE46oIhVCcZwq8ipdE8PZACoNM6p8KXEx5ZoLYVDIpxJQTCfCVUQmJS4jh6oAKtEIJEphqoBACgUQE4TAKcRnCCO8JlueSoA6JgZoJhOM5Tj4pgQgnh+tHDzOaqCnHuRU8KAM1YR7EuEB1RHdOE4g5FAo5rLWw1sUb2ceZpD4OWJwFlzYi39Z3o4DM1KY+BXJz1Nsjq6vy6mZ4vldPX+GjnixVS/H+B6HJl12g+U1GrYXw06Zp7sVhcWx6S9rcf6SFrh4rtQu2nYRZ9yy56n9YFsx4b7AzdauN+QD7feDvP7e4fkXx9fJUvrKOUq/3Q2gmMx0XH3xIHcW9He0ieG67Dl/oOXYIZjPLKYXHXxF6gfvT38JzbYbCP6Mpk/HMbiN5vDeayluwXOJAdUt9tfHb0zltG3hd6j4c1xg+R1Wsvh0t4d1rDh14rXbSD/LuWzBAiZ5rFVxpZY4IcId4HCZwPtrxnhdtLgZYb4tLKbejC8kfArq3uGYjq4h3XsJPtDy993Ctd88w2m71fgVzg36m0rPvUY74QYdbQ4+ZYFvN4Y1vda93e1WZxcRZb8tDWg8g5rStjF38OmWDD3sSqGdd455GwfH5Z/wBH7ZH82VxR2Sjj2oYSYR9K+bH/AFrV2t3jnBuwbH5JyGH7Zr/FFcVtjtMP2rYOY4zxX1Y9D++tXnA4tS43Gp/3Q75V+H01TPRxj3rFO9K4N3ctpDjl/e3bv6orKld0VakmfWP1rEW9nVLN2zaMREHD1rEHoWQtdncaNkoLtqmEmgwTfVjjL99au+R+lwtK4K7F2ittjwZTcMnX5Y5/nGrvQ4gOPuWzlM+tDBk8erLQbxZHxhPATNZt1rP4DVzRc6HT1yXSfxZahFwYApzrarYYH8Bq5ussFrtdOvXs9nfUp2Zgq1nNE+jYTHEegkgLPk3E32HKePvOinhVbVHVaOJtkFvtOVIC+LvaekhlVo9paV8X4p+09l97Sri2YXfaA6zYcsItlsaDpa6xdke4phv+stZ92nay7Yntnw5j2rVe2wWS0+ivFrZJfZX5VBA15H2L0G2DaDbdqe0zEmP7cT6S+7fUtIBP0GEwxo8mgBSML22lzLrfZaPO+Qa4B+RXZXw9y1u6lhX1D/hFvzj/AKw/NcahTfTfw1GFp5giCuyPh6vJ3UsLB2QFpt4E/wCcPTKuKZLxpbIE/SJGg+K/n4xfU48VXvUcc3W60H+kcv6B3CQZ1AK/n0xaIxNegP8Az2v/AFjliyXjSy5TxYd1diDTT2L4DZ9KMO3fmP4hi/TtU2m4X2R4GvTG2Krxo2SzWGz1H0W1HQ6vWDSWUmDUuJgLi7cm8/vCYcu2y3Rc+1rEdlsdjpNoWeg21SynTaIa1oIyAGS+VxftF2g7Rra2143xbe1+2gO9T5ZaHVQ0/uW6D2BPRqpnfneIymmI3oevvO2WvFeKbTbKdEmvettdUDG6l1R8x8V3qwFcz8O4Gw9cFUxUu+67NZnD902mAfiubW4Tug4gxXi+xbXdoly2iwYcueoK932e1UuB14WgEcJ4HZ+jGZkjMgQuoJc7rmvOUVxNqY5lwKZi9VXO5z+LM8/OuzkAn9ovL8agvpPCd4fsQx64gAm8rJPf7UV814swJvnZ00f82vEx/pUF9H4T5/vPx6OfzlZcv5Iq08h/ukq5eNnc32JE5DKZlcPN7lpZvG4/aI/x1aD+Eu4QBOhXEPe+IG8nj5wH+Wq/1rzk3KdS5RyfWxDXuu8rHY7LeVpsVWnZbYXiz1nN9SqWEB0HsSJXS7wu9tgv3CV6bFr5t82y4eK8LqY45usb3/bWj+DUeDHRyw5h/Ys3af4fP2T3dZfSXxg2+bfeNHhA4nWf1fTN9wBjstcNgm1a8Nie1fD+0OwB7m3daALXSBMVrM4gVGGORHxAW1VMY0TTzw1qYnBmmvml4dvFnNl21Y1sx+4vy1eX0yV1g3C6vpt1fBeU+jZXp+6oVyj3g7xu69tt2Mr2um0Mr2O23rUtFnqMMh9N4DgfcV1P8Ph4fuq4Xa108Nptg8vtgyWLF3sGm/0ZcOb49XW9xvyXtUubddxxUpP4XWyyssOXSq6CPdK5RbuNwNxPt1wRctVvEyvfNnLh2a7iP1Lp94iFR1Pdcv0An1rwsTT5cTlzx3G7LTtW9DghtZohlsc8T1DDCmT71FUrlO/VTDtE4DiJ4YA5JH6MAe1fnvO8LPdNgtN6W6p6OzWSk+vXeBJaxrSSYGuQKwE3f73VSJO0eo2Rzuy0D+ytWImeBszvcLYQ6yTnyU+tOeUZkrC+Dt8fd3x/iW7sIYTx4623tetdtnstD5BXZxvOglzQB7VmfimR9aTExwkTE8DDu+IPSbsW0Roz/YkGPKtTXObw6o/VQ3KfSBp+QW6AfuvtfJdHt7poO7RtEbr+w5P9Ixc2fDzcRvS4ezjisltH9EVsZPxamvlHDRt8HUza3DsP2eOVpbn7CsREBZe2rtIw7Qy0tLPqKxGQvrMwz7p1y+Yz5HvPVCISyPJWR0SLea7TjoICIKqDyREaoJhEKiM4SIQSlGWiuEEHqgiEQq4eyCJ5IJAQqIQg/MnHVUAnElS4kNy1Tjqck+HlCqOUJcRwkHVUAnGaIM6JcGnNGvJVBBQBzhLhBqAM1QEpwFLhRJTDYRCYAKBQmBATjLROIzQSBnKpOCgBBKYTgpxCCYlMDzThEFEABmU+6cEJgZdEVIRCoZZZpwEE8kAEKk4QSQiFRHMI156IFCcZSmE0EwmJ05ppgc0E9UwE4y6JgDRAoWXtibYu28nRM12D4LEcLMGxYRdFvcedoA/BXHz3Puk7YdbMse9Rslz78VasXbZMOUeIRTuXrpL1tn4eFNrN1PC7uGOO0W93n+uqmfwWnnik1nO29XWwaU7kpfFy3N8P+lwbqGDDP0/lzvL9d1V8jicnS+qw+UqbETlI8lxv8RCoX71OJQAMrNY2/wBGux0RESuN/iGFp3psUOLvWFKyAZcvRJk/HMfiN+/Dsk7rOGu9ptpn+XctleY81rX4d7w/dYwwG/c2i2A+fp3LY+126x3XY695XjaGULLZGOr1qrzDWMaJJJ5ZBYauGWWN+IcVN963Nt29Hj6qwCGXm6nln9FoC328Ma6a937u1a3Vg7hvC+rRUpgjk0ASuZ22bF9PaJtZxVjGxk+hve9bRaaU82F54fhC7EbomD6uB92/A1y16JpWivdlO31xEEPrj0mfsIWxjb2HTDBhb+JVL2m81WNDd92g1JiMP2zX+LK4w7EXN/uw4L48h8+WOf5xq7R7x91Wq+dhGPbtsbS+vVw/awxo1JFMmPguJ+y+97Fh3aNhq/bzdw2awXrZbRWP3rG1Gkn2BMDi1QuNvVUu/FYuNZwI+6P1rD+944M3Z9o7uHW4LSMz1astttNnttNlssVdlahXHpadVhlr2OzBB6EFYC37cW3bhTdhxey32plOtfNnF1WSmSA6pVqEZAc4AJK1435Z+CHJvYS3j204Ia0Ak37YxHX7YF3kqOhxAHtXC7djum131t+wJYbIwve6+7O+I5NdJPuC7oOJJcfNZ8p40MGT8Vz48Wer+xmz6lxD9utrtP3LFrduSbPrDtSxfjvA1totqOvTBF50rPxNnhrw003DuHBpWxfizVALNs+pGJ4ra6PYxYu8LdsbxFvyB/vctRH+sxe6JtgSlce2hp5eVir3bb7Tdtspup17JVfQqsIgte1xaQR5gr6jY7gG17Ttp+GsB2FhfUvi8KVnyEwyZefINBKyvv3bMm7N94zEVnsdl9FYL7LL1ssDKKrQXgf6fF71l7wstlVO/dpl87UbdZuOhhizfJrI4jIWusIMdxTJPtCzzi+y0mvGF7TRaxbxF02G4NuONbju2i2lZLuvetZaDWtgBlM8Iy8gupvh8Na3dTwoWg+tXt5//IeuXu88ePeH2gk/9ILX+OupG4CwN3U8HgSOJ9tdn/nD1gxuSpbGFFsWpsMJLTPML+ffFzYxNe06i22gf0jl/QVAnLNfz+Y1aPsuvsj6Py+0RH8Y5ecl40rlPFh1i2Mboe7liLZBgq+r92U3Narwt1x2O02m0OpnjrVX0mlznEHMkklZSwruz7AMFWsW7DmyPDFC0tdxNrVLup1XsI5tLwSPYva7DKbaexbAjZmMO3fH8wxfbkmcgFgqqm7PTTFk02UqTRTpNaxjRDWNaA0DoAmTlPIJ8Op/IkCf968PTnF4sdSb+2d0wdLJeJ/Cor6jwnw1uD8evA9b5xso/oivkfFieDivZ9S5iwW52nV9JfY+E/BwZj0an5ysv9UVtU8h/ulr18v/ALob5Alx0yXEDe4fx7x+PnRA+e7Rr/CXb8EggTK4gb25a/eNx+WZD56tH4y85NynU9ZRyfW6GeG/ZrHeW6783W6zsrWa0XrbqNek8S2pTeAHNI7gkLnRvP7J7TsY20YkwW6i9ljp2n5Td1QtIbUs1UB7I8g7hy5grov4Z8nduAIyF9Wr2fRXyXie7GhiXZ7dm1+67OPl+Gawsdv4Rm+xVZIef4Dw32OXqmvQxpeNDTwYiOFy99YvzMnqV2H8OmsKu6xcYEfa7ytzPwm/nXHgsIdC6+eG5xDddu4EH/HVvjy+1rPlUeowZLx3vt/m7nXnut4t9GwvdZHWa1uAGjWPzPxXM3c9vyjh/eUwLba7gym682UXE/uwW/lXYDbbg/7PtkGNMINZxVL1uK2WekP300nFn4QC4aXHetswdi6wXzQDmWm57cyuAciH03yR8CsOTTeKqWfKYto1O9OMbutV6YVvq6LEwPtFssFos9FpMBz3U3NAJ8yFxz2jblu8BsvwjbscYuwxZbPdF2Ma601qVtp1OEEhohoMnMhdhMCYxujaDg26MZ3JaWV7Fe9kp2mm9pnMj1h5gyFhXf3v+7bl3XsVUbdaKdOpeQoWSzMcc6lQ1GmAOcAErDh11YdW8zV0U4tNpc09z20uZvL7PajmhoN92ZsAdXQu2DoDozXFHc7srrZvMbPadBrnOZfVCo7yaZJXa6ACdVmyrjQwZLwSxLvZgO3bNoY4Z/YZ+X+mxc1fD5e79VNhqCBNmtoz/iSumG9Mzi3ddoLdf2ErfW1cx9wR/BvS4SIJkttTT3mi5TJ+LVs8XrKf+Nvg6s7Vh/e7SGsWln1FYjMrL+1QE4bpnT9c0yfcViMjLRfVZhn3XrnufMZ9+JjZHeiIyCRjyVQUnATou04yQBOpRoVRbogiZKCYzRCoDmggRkggiNUoz1V8KCBzQQW80oK8nD0KOEK3V44zQr4Y9qFVfnAREap9gU+H/evLyQHVETmrAjNETyQTAPROM0+FVEZIJAnmnwxqqAhOJQsgDonwquHkmB1QSB2QBnorDfegNAQICUcMaqg3unAQTAhHNWB0RHJBEcskyJ5K4iMkQQgiJ0T4VYCMpUEgRqE4lV0TAQsgBMtVQnCFkxlMBKOysZhOEEAZaJ8MqhGqeWcFBAHZHCr8kQPclyyYCYETKqOSI6JcSOwTAzlOOiICXLJDVmXYwwC4rW4c7SfxQsOgLM2x5pbhuu7k61u/FC42fJ91nbDr5lj3nqlzd8Tg06m8NRNd9RraNx0ILACS4zAPZbubiDAzdRwHwx61C1uPn8rrLSXxKGC1bxIp1CQwXbZWEDUtLTMBby7kFMU91fAAa3h/WdpI5a2usvksSfZ0vqqOPUzpzK41+Ic0t3qcTkjWhZCJ/il2TJOZjPotY9tO4Psu247QrbtHxHifEVivC3spMq0rJUpikAxsCOJpPxUwa4oqvK4lM102hpBsE8QLHOwXZxYNm1y4Cw/eljsFStVZaLZUriq41HlxBDHAQJXotuO/btv243HVwpeNW7bhuS0f4RY7ppvZ8oHIVHvc5xHYEBbkDwsdhjRwnF2KzxZma1LM+fBkvqcJ+G/u1YYtdK2Wu7L3vuowyGXhbOKmT3a1olZNPBveIY9DFta7Q/cx3Yb6277RLHel5WCrRwfcldtovS1uENqlvrNoMP3RceEGNASuyFGjRs9Blms1NtKjRa2nTptHqsYBDWjsAAvw3Dhy4MKXXRuXDNy2O67BZxw07PZKLabGjyC9g/NpyWGuucSbyy0URRFoeG2UKNrs9Wy2lgqUq7HU6jD901wgj3LivvX7u2IdgG0i3WKpY6r7gvGs60XRbQ2WVKTiTwEjRzTIjsu1xInzheixjgjCW0K5K2HMaYfsV8XdWHrULVSDwD1bOYPcK4eJOHNzEojEizkJsf379vWxvD1LCV1Xld183TZWCnZLPe1ndV+SsAyax7HNdwjoSVj3bLvAbUdvd9Ur12iX78rFDiFjsdGmKdnswdEimwdYGZJOWq6I4k8LnYPe14Vbbc+IcTXMytUL/k9KvTqU2A/ct4myAO5X2mybcC2A7KLwp34brtWJryoPbUpVr4cyqym4ZgtphoaPbOizxi4UetEb7Dq8WfVmd5grw4N12+rmt528Y6uupZGus7qNw2Wu2Hu4jDrQW6gQCG9ZldB5By0PRSxrKbGspsDWMAa1rRAaBoAOibpDidOy1q6prm8timmKItDnf4sz5fs9pho+jbXT/qLGfhcNP6oa3nMAYdtX4zFvjvE7qmBd5Wrc1XGV9XxYDcbaraAsD2N4hUieLiaei9NsA3KNm+7vjKtjfCWIL9tttr2GpYXU7dUpup8DyCSOFoM+qFljEiMPQ52OcOZxYq5mGvFN2ZtvfAmG9ptis02i5rYbvtb2jMUKoLmk9g5vxWZNw7Zg3Zhu63Cy0WY07xxG91920O+kHVIaxvsYxvvWX9o2AMPbUcGXngXFFF1S7b0YKdXggPaQ4EFpOhyXv7JZaNhstGxWSk2lRs7G06bGiA1rRAHwWPTnQ0WTQjS0nDLeX9feA2gVA2B9kFr/AKwrqduF0vR7quCpkS21u99oevmcaeHLsPx1i298Y3xfmKGW2+bZUttobRtbAwVHukhoLMhKzzso2Z3DsewDdezrDNotle7LpFRtCpanh1Uh7y88RAAObismJiRVRFMPFFE01zV0vrnPA4nnkJX8/WLH+lxNetUZh9sruB83uX9AZaHgtIlpELTy8PC92HXhbK9t+yzFdI16j6pY2vSIBcSYHqd1MCuMObyY1E4kWhshsTIbsbwKBEfY7d+X8gxfZl0HMASvV4Ww/ZMJYZujCtgfVqWW57FRsNF9QgvcymwMBdHOAvaZAErDM3lljegtMxpqic5BlLsfYm4tRXNXxXnF+OcBsByF2Wwj+cpr7jwoTGDcetyn5zsp/ois/wC8FuibPt46+rpv3GV+X3Yqlz2epZqNOw1GNa5r3AkniaTOQXt93zdpwTu4XdfF14KvS9rbSvqvTr1zb6jXFrmN4Rw8IGUFZorjVaHOwzhzOLp83ky2IJHYgLh3vTu9NvD4+LRl8+WkZfw13FHFmRBz5LVbHvh1bGNoOMr3xre9/wCJqNtvm1vtlenQtNMU2vcZIbLCYXnBrjDr0pesWia6NGH5fDRAZu48AdJ+e7VPb6K2YxjhS58dYWvbB9/WcVrBe9kqWS0NP3rxE+Y1Xy+xDYnhXYFgx2BsHWu32iwG1VLX6S21A+qXviRIAyyX3/XOZzXmudKqZhcOJopiHAzaVgK+NmeOr6wNflFzLXc9rfZ3T920H1Xe1sH2rqj4bj+LdesIA/a77t7T/RlfT7adyrY1t2xd9nGLvneyXo6zts9V132ltJtUNnhc4Fpl0GJ6L77YtsbwtsKwSMB4NtFvrXaLZVtrXW2oH1OOoGhwkAZeqFmrxorw4pnhYqMGaMTSjgfezo9oGR6Lkfv17sV87Jtolvx3h+7a1XB+IrQbRSrMEtsloeJqUXxoC7iLT0K63wRAOROi/FfFy3RiK7a9z37ddmvCw2lhZWs9ppCpTeO7TksWHXOHVpQy10RiU6MuK2xre122bCLBUuTBOIqT7oe81Pm630BXoMedXMGRaTA0Mdl6DbFvA7Vdu15ULdtExG6207KXGy2SnTFKz2edeBg59ySV0qxh4bm7rii8Kl43dSvu4HVTxOo3faW+hB/ctc0wvZbPvD63dcBXjQvarc9vxBarO4PZ87VhVpAjn6MNAPtWzrsK+lbfa+qxbaMTvNePDZ3cL8+yN23jFViq2OwWSg6z3HSqt4XWmpUyfXAOfC0CAeZd2XRw59l4bNQs9js7LJY7NSoUKLBTp0qbQ1jGgQAAMgOy8oiZjktbExJxKry2MPDjDptDGu8pSFfYDj6lqHXHaPgJXLPcOrGnvR4KMiX1K7ffRcuqm8E0u2IY4DRkbjtUz/AK5QbjzizehwG4EZ2t41/enLNk/BV/ulhymbaO3wdctqEnDWQ0tFP8qxIQsv7TQfsYc7rXp/lWISBovqcw/CztnufN58j3iNnigNzmUEBWB1RwhdtxEZawlwq46IghFsiMkRmrgIiELI4UcM81UdURyCFkRkjvCoiUIqCP/coVwOQQg/LCYE84TjsmELEAe6fDCefROFEsUFPoE45phLhQAnEZohVAS5YoTAQAml1sQTI7Jx2RHZLhAJxCcdE4S6WTCemacGNE+EKXUkR2VQeiI7pdLJ5wnwqgPYiOyi2SARoqjumAEwEExyQWk5zmFQAQRCBAe9OE4TgIJTjmnCaCY5QiM9FUdkRmgUdEQfNVHdEIJhOMjKcdEwDyQSB0WaNkYjC1QRra3/UFhoCVmjZKw/YqTGtpqfkXGz78L1w6+ZI956p7nMvxGa5G83bGt4nhl2WRga06EsW/O5fTNPdb2etIzN21T77TVK54+IranjeivosdHoLFYwDOn2pdGNz9rWbsGzprRrdHF761Qr5XEi1FL6iifWqZhzBEaBImBnllySc7Li+CRBzPYLAyqLvWBOeXNSMxmc0ZkjJGYg6+SBAE+9BmDPMoBdw6RzQXcPFlIGiBODQZIlHCeInUQgkmSYASJAcQDKKHNkAR5ogGEGciNIRHqjNESScpGhQ6DoEAucJBJM9EO1ggopNyMxyScNBMSJQDmGgpdTBPmgcsjIFIkRIEhLIhEHpPVACTqOSNRm2TzTiBqpkzE6oHxajn9SmctPJMtnM6SpcAPWnMopthszyQTnPIqQdIGibSTGfPRANaRrogiNEOGeZhB0jOQiAGDHD5yjhknpylHCSC4BEDWTBRSiMxIjolxZSfcmfVBgSl9IGeSqAuHLmk4iMgnmciIU6BxGg1UVJzOiJIEnXRMnPyCkQQAfbCAIkakoB4c9QckiSRMJEiJgqAc7tnolqM5zQCMzEmOqU9R7kAYmDHmkTEx7EyCDPJTnzQfD7dqZq7GcaN4fpXJa5/myuSW5PU9FvPYAdrN4cPvpuXXPbO01NkeL6cZG5LX/VuXIbczeKe81s+PW9GDL+CVtZLPG2eLWyrgp2+DsJtLM4Yqfx1P61iEwc1mDaQGnDFURpVYfisQkL6jMHw07e6HzmfPiI2d8phBBVHRKOy7jipzSg6q4OsJRyhBMQgquGOSOHmglLVXCRGWiKkjoiJzCqJMwlw+aCSEKwB0QhZ+VCqBomQV5uhAD2pwExmnByUEx8VWmaITgoEc04TAThBIHVMBMJxJzQKE0wOycBAoKcIATA7IFBKYHROABkmBkgUIAhVEckRKCYCarhRAQTCoBOM0QgUIjVVHYojOUCRHdVEaJwgmMtURKoBAHRBIGWicFOM9E45IJTjqqhEIJhEGVUFMAqXCAMrNOysRhNmWtoqfkWGAIWatmHqYSo/uq1QjvmuJn2fdo2x3uzmSPeJ2d8OTviIVi/enxK3Xgs9jHl9pC6abqdIUd2zZ3TEZXHSPve4/lXL7xAbQK29RjFpaIYLMyeeVFq6mbtlE2fd/wBn9GNLhs2nlP5V8xi8Sl9LhcapkqTnxEHNDpPETyRDYmJSnN2ZgrAzAZ80axOkZIkHvkkHHKNUU4mNNVLukIjSB3z5JExzz7IB0mSczKYMEwdQpLoydOeSZjPlKByTIHRRJAEcuqZcQfJIukyBn1QMROXNDsidEidBOSRJIgDnzQA9U6xkgESNUEAu1MozynkgREHWYRJnL480HLMnnopEiQTockFF2ZMa6KXGAISJkETHtQS0xIQMn1c1HqwTJlUYiJ0KnMGJySynkTHJEiDlmlmYEj2Ig6DTmgc5QMp1RxTlpGiQBzPTuiSACD5oHxAEnQBKRM5mCk6TJ5HVIzEwMss0FOdGefZIukyfgpJ1z0ySz6pcWXCY0Un2nopzMcXsRw8RjiMhAyc8s0nNkzklGg5jNBJnOICAkauU555Rn8FU8RiMkog6oB3lkpIlog5JlpAk5qRroM1AHhAMD2pSMgTKbgIz5ZBLLqfNB8ltapmpswxXTHO57WPP7U5ceN0er6HeU2euDv8ALVFuXeQux205nHs5xM3KDdNq/qnLjTurv9FvIbPjGl/2Ya/uoW1k3/TWyri07fB2W2iAOw1WJbpUZ9axHCy9tAh2GrSCNHtj3rEZEL6XME+71be6HzufeXp2d8oiUQqjmiF3ruInMJZq45lKMkuJhEBXykJQpcTB5pZqoQVbqmEARzVaohLhQhUJ6oVV+QN6pgJxyTheHkgOyI6qgE4RU8KpPhTAREgFHDOcKgE4hBMJ+1VHJEIFCIKoDomAgUJwU4CcQgnhnKE47Koy5Ij4oFCAJKoBOD0QTGmSYaRyT9icIJAy0RHZUAnClxIEIhUAeiIzS4UIjPyVQmB2UuJhEKiEyIA5pcSBzRA6qggDPRLhAIAVRGqI5oFEoAVRHLVBHQKADYWatmzD9idjEZlzz8VhYdI0WbNnQ4cK2GTzcfiuJn6fd6dvdLt5jj29Wzvhx736LQ22b0uO3Mg+jtTKctP3tFsgrrXsMo/JtjGCaAEcFx2QR/Jhcgt8ilWZvMbQ6VWnDnXxUInoWiPguwmx2rStGyfCFWg4cLrlskRp+1NXzWNwU7PB9Hg8NW19jMTqkDmYaYySBDBBcXeaZ0IaVgZwDBPcIJgcUFSMiZzhBOonIIDPLM+3kjOJ0z1RJdHOUo0EoDUkj3oJzJgpEmDHNNxOck+1AHWVIIPD2TknkEugmI1hRQfaM08wTOc5Sl0J0lM6ZHIZqokyNDqgOmMwOSPpDLMDWVDjOQyRVCQMx7UE6kjVTJIEGUGCdckQEE6DM6oPqxzRxECQAAvx3vVqUbttNdpAdTpOd7gnAqK97WekCC9obBPE4wDGsHmvxXViy572r/IqFrZ6cDiDCc3DqOqxPtG2vXTc1gFxvtdkFOp6MC0nPgpkS74rWDFe8A+49pNiqYQvB1ezWW0UGhzPoPcXgOaJ1BmFlooiuLc7FVXNO/LoiMs4hIO9iix1HWizUbS5sekY15b0kTCogTB5rEygP8vdqnMc8lP0TEoB9fNAwQRMpEy0jIoOU/UlJjIKByc8u+imQM0yDqlJ5tQBMCczOiU9eiOLMgnOfcgwDqNdUFNJDhoTGqgerAGaoeqRGeSgkDPNAy7mBCTnOz7c0E5T1QdMhI6oESY1lISMtAeqZPQaJFwOsoCDMApZmJhHFJKRgRIQfP7QgXYAxG1ombqtX9U5cXN2+p8n3h8A1CMhiKyA/wA6AuzG1i0ix7MsVWkvLG07otbiSdPtTlxh3c6Vot23zZ9QpEuecQ2IjyFUErayWN+prZXNqKdvg7U48DThq15c2/WsRkTKy9jdgOHLaDlDQfisSEL6TME+wq290Pn8+8tTs73jIOiIPNWQOiUDNd1w0x0ShXE8kRKCOHPJETkQrhKEEwlEKyAgN7IqIRHZVwoIQTE8kKwIQivykdU4TjkmF5QoQBKoCNc0wEChEKgER1ULFHNMA9U4+CYCpEFEogKoThEskBOFQB5IiECITDVUSUQoJ4U+FUByRA6IWKOyAMlRiEQgUIhUAnCLZMDSUcPdVCcIlkwiFQAQip4QmQq4YzRCFkwIThVHZCFk6p8MhOPrTQskhOE4hOEuWTE5Jgck4TiVLlijNZn2d1qdTCtlFOPtZcx3YysMxC+32cYjp3baX3TbH8NG1OBpuJya/p7clyc8YNWNk16f+Zu6uaManCyi1XPFmg3iX7IrVhnatQ2lWazH5sxTRaKtUCQ200mhrgehIgrMW47vm4EfgK6tkW06/wChc163K02a7rbaZbQtVn4iWNc/Rj28UZwCAFtrtb2U4S2zYGt+BcY2QVrJbGH0VZrQalmrQQ2qwnRwJ9ui5d7XvD3274AvGtVwtcpxbc/ETRtV3NHpC3kH0ZLmn3hfLU1U4lOhVNrPp6oqoq0qYvd1ds2L8I26mK1ixXcloYc+KneNFwj2OX7hel2VGh7LysjmnMOFoYQR5yuFto2JbcrpqOoV9muLbO4AyPm2vB9wX6KOzDeD9GKdHBOOQyBDW2S0gR5Qmpj5oXXT8su5fy6xOk/LrMR/HNP5UC22MiBa6GnKq3864dUtmu8YKraTMHY8BeQAPk9qCT9n+8VRln2MY+EGAPQWtNTHzQa6fll3Hba7KYAtdHIf8o386PlVA5+noxP34XDf7C94imBGHsftykn0NrEJnC28UPVFzbQNeVO2ZpqY+aDXfxl3G9PQzc2vTGf34VmvSd/xtPP90Fw4GG94xg4X3btBZnAHDbFXzJvHUzAu/aIDpkLaFNT/ACg138ZdxDWpDSszL90Eekp/fN06hcQGXTvFkEizbRWZ5/4YZ+K8nzfvF0T/APcdxd96baJ7apqf5Qut+ku3QezlUaQc9U+IEfSHvXEGnZt5Wmzip1NozHifVD7bP1ryPp70FGzC0/Kdo4pvMBza1tzPvTU/yg138Zdug5pklwE90uLPPMx1XD5to3nWQ5tp2kidPttu/OrNu3n2mTa9pRMSft1u/OrqP5Qmu+ku3ge2QC7PogkHR2UriHStW844tc68NpTCTk41bd+dULZvORAvbaXnn+22786uo/lBrvpLtySZ9UiDrmpqMpVGPpVAHMeC13cFcRjeG881xcb12l5c/S27L4rxuvTegnK89ph5/t1uz+Kaj+UGv+kt+t6HYTiOg51+YBqUqtiqQ2pZrQ4k03unJkZwvU7vW5XfQvy7NoW1m9rE+z2RzbXZLmsjTnWH0XVnu1A14Rzhad4Tt28HbLY+jf8AeOP/AEApl0WirbCC4ERqdV+e+7bvGUrRUFhvfaHwz6no69tAj2FIoqp9WKoWqqmr1ppl2oBgcOQ5CF4+IT5riIb83oQIF77TD/L27868Zv3eiceL542lkj9/t351NR/KE130l2/cQM5U8XQZLiGb/wB6JzQDe+0uB/1i3fnXj+yLeeB/x1tLy/6xbvzpqJ6YXXR0T9ncAevIJ0RB9+q4hDFG84yQ+/tpbe5tVt/OqOL95siRiPaRyP8AhVt/Omoq6YNfT0S7duEDMII5GVxTF/b1fzeLzN/bSfk5fwAm122Z8plfiGNd54/azibaSJ5G1W386ej1TwTBr6Y4Yl23I06oI6gwVxOtWLt5+yvDH4r2ivPC0gstltcBImJnVeM4+3omy37K9pQIGf66tuQ96ej1Tzwk5RRHNLtrMOBhDnGesSuI7toW8+2ScW7STlGVrtv514nbR950GPsv2kDoPldt196vo1XTB6TR0S7eCYiM+yRkGFxD/ui7zRP/AAv2j6/88tv50m7RN5YZ/ZftGPI/ry2/nT0arpg9Jo+rt7kOSgaQe/sXEWptE3kywMdivaGHSSXfLbbJ+K8P2ebx+hxVtEPf5ZbfzqejVdMHpNHRLuBxSY6c0n1GNBc9wAGsmAFw/GNN4uSfsn2hz/nlt/Ol89bxd/U/m43rtDt1OprR9PbXg+yc1fRqumD0mjol0H37d6LBuDNml7bLsN3zZryxRiGz/JXsstQVG2Gg54431HNyDi0OaGzOckLT/wAP7Z3eONd4e5r6pWN77uwwH3jaq0eqx4aRSaT1LvqXg2V7jG33alb6Va8cOV8N3XUdNa8b3aaZDeraZIc8rprsC2CYL3fMGNwthWn6e01+GreN4VGAVbZWAjiPRozhsmF7vTgUTETeZY50seqJtaIfW41qAYctfEAQ4BvtlYnIX3G0C/WVuG5bM8O4HB9ZzTkDyaviSOa+lzLg1YWTaVX/AFN+p87nnFpxMo0af+YsmCiJMKiAQlHddm7kJjNEKg3OEEKXExmghVGeiRHRLlkwiFUHqiEuqYSgyqhEZ5KxIWvJCqAhLj8kJgZJ+xMarxcKByTjJPJMQEuFBTAy7J5aoHWUuADomAgRknAS4UZpgKkQlwITATgJcIBOEQFQGSXSyYTCcJwJS5ZPCmBCqMoRGaXVMckwDGaoBHJLhAZIhMBNLhQhOO6alwokIGSqAiASgQHJBHNOPJEH3IEQUwJ5JxnqiEC/InCIVQEEwCZTjoE45JxGaCecFUCQQWkgjMRyRwyiEIfb4d2kVrFSZY75ovr02CG1mZvA7jmvrKGPcJ1qc/PtnpHUtrO9G5vsKw7HdBHUD2rjZRmXBxatKidH8Oxk+ecbCp0a40vyzS/GeF3eqMTXcTE52lv51LMY4fJ4Rfthd3+Utg/FYX4Gz9FvuCfC3Xhb7lrbgR+52ebZ3en9vt8mbxijD50v6w/7S386PsmuDM/PlhiP+cN/OsIhrfvR7kcIj6I9ybgR+52eZu7P7fb5M1fZZhkgOOILvA/zln50fZXhj6Xz/d3+0Mz+Kwrwt+9b7k+BsfRb7k3Aj9zs8zd7+vt8mZzijDPO/rtmedoZ+dP7JsNcR/Z27iToPlDNfesL8DfvG+4I4Gfet9wU3A/s7PM3e/r7fJmkYlw4XcPztYJIn9uZ+dV9kOHDAN9Xdl+/MWFOBuvC33I4GzPA33JuB/Z2eZu9/X2+TNfz/h0GW3zd5I/fmfnUm/MP/wD7pd8c/tzFhbhbza33ILGn7lvuV3Aj9zs8zd3+vt8maRfWHHj1b0u+P45impiLDFIhtS+brYXQ1odXpjiPQZrC/A0fcj3KTSpOgupMJBkS0GE3A/s7PNd3f4dvkzT8+YeJ/wAa3cc9PTMyVG+sPTIvW7v51iwr6Nn3jfcjgYfuW+5NwP7OzzTd3+vt8manXzh06Xpd0nkarF+GvjTAtmqOoVsU3DTe3ItdbaII7QSsR+jZ9433LXDaLuwbObdfVe/r2s1utVvvb5Zb67xbH02tcavqgNGQABjutLLc2RkdMVad7/TzbuR5z9LqmmKLW+vk3IxHjPAlrpsosxRh4ua7iE2+iPyry2HHOCRT4HYmuDiPS3UfzrnNf+6Vg2/6FhsuF7ytVy1/Th1prVKr6/FSgyACcjMEe1fjsG6vgi5bK6y3zedvvW0G0ODLS2q6h9ryhvCOeufdc/URa+k39fN7aPb5OoNkxfgi1OZSpYluKpUdkGNtdEuJ6AAr9pvbDjTHzjdwn98prm9dew/BeznFWBsSYap2tlqtGJKVld6a1OqA04BIg5c1tyabJza33Lo5FmuMrw5r07b9uDzc/LM5zklcUaF96/D5MzfPGG4P7JXaf5Smj50w7q63XdEa8dNYY9Gz7xvuRwM04R7lubgR+52ebU3e/r7fJmN144bc2X227M+r6ei8bbfhpsNp2q6gJj6VNYfNOnza33JGmz7xvuUnMEfudnmbvf19vkzGLww59E2y7JnMekpo+XYdycbXdeuR4qaw56JnJjfcEhTpn7hvuV3A/s7PM3ej9vt8mZjbMOgD9cXZBP31PNJ1rw6J4q92SeRNNYb9GwfcN9yDTYdWD3JuD/Z2eZu7H7fb5Mw/KsNRPprrPX9ryUivhhwBbVupxHT0fvWHzSpx9BufZHomcmgDyTcD+zs8zd2P2+3yZeFXDYJ9e6s/4pDn4aALibqaBqT6JYg9Gz7xvuQWMP3Dfcm4H9nZ5m7sft9vky+auGMwTdOQk/tWQSbUwwQCPmozmMqSxCadPmxvuS9GwaMHuV3A/s7PM3ej9vt8mYXHDkENbdgJ5htNJlpuCzkCnXu6kdZa6m36lh/gHQJGkw6tHuU3An9zs8zd2P2+3yZdtuJbjsQPym+LNxATwNqBzj5AZr5S+9oDq1N9luWjUphwg16gh3+iOXmvjuBozAE9URHJbGT5jwsKrSxZ0vpwQwZRnvFxKdHCp0frwyR4nOLnuJc4ySdSUoVIXciLb0OJO/vyjhShXAlLVBMQiFXmiAgmEgJVwgiEEASiCqiNUEIJgohVHMpRmgmOoQqHmhB+TKeSYHNMBMDnK8vViAA1TARCoBCxQAcxknEoAKYHVADyTAlMBMD2IhQnHZMCEIWACcdE4hEZTzRAAgAynCYCBQiPJVCIKBR0CIVAJwgmEKozRGSBQdEBVpEo4UCiAnGaIyTjNAoQAqE8wiEWxEIjsqA6ohEKOyIVQiEUoIR5KiCOSIRC7Qj2JxyyTQLRA6KgOZQgQGWYlBHZMDsnB5KCQAnHNOE4QSByCFQCcCJCCYRBjRUEZ9ECjoiPJPhlEDmgUe1EcoThERogUdQlHZUiAgkidQiOyqOyOEBBPsShVkCgDqqqYXxu0Ou0PsdOz0xxPsFpDi7l9sGi+0joV8DtHL2Wq76k5/IrQDGY/bAuJnriUbXZzNx69jF2LNo+FtldysxLiy11KdnqVm0KNKjTL6lapE8LQOwJJMBfguTGWHtolwWfE+HLa6rY6tcsh7C19N4iWOadDmPevY4j2Y4O2pULvubGdktNay2O1C10vk9X0bieAtLSehB+AXq7qwPhTAFhfcmD7DWslgq211pNOrWNVweQB9I8oaFwbU2vffd3Sqva28+kxFW47bgKgYiliylHq9Wjms8rAeJQG3jgKk0STiug9z519UZLP3XJfQ5km+TztnucDPMWx6b9Ed6YA5IjtqqgpZwuw5CfYgqiER00QSQiOycGUFBJHJEBV5JEdEEohVBA0QRkgk+SmCrjKER5IJgkIjsqhEFETCUKyOhSKXEwgCU47IhW4mOUZIA7Ks0oS4RA6JROgVQiDyCXEQiFUSlB0S62KMu6RVEHogkJcskg9Ejqr8gjyCXLJSVRGcJ5RoqWRp0QrACELPxxCoNTiBomAMl5ekx8EwFUfFAzzQKMpQATkVUCZVR2QQAmFQEJxloiJAyThVHUogIEAnwlMDpkmB3QKMkRmq4eiAFCwiUQqgapx5JdLIgpjrCvhBQGwl1THMIAVBsJhqXRIElOCqATjmpcRATiVUDmjTJW4nhMoj2q+yce9S4iMuyIyVgEI4ZCXWyICcZTCqCjhzVuJ7pwVfDmgtyS6XTAHJCrhlEJcskjPsm0dlURmnwqXJTw8hzQByVABOOaiJjsiM1fJEIIiEw1Vw9UAIJCccgnCfCgmEojNXEaIhBEJxzhVAGiIJQTklAnyVxyRwhBJakAFcdEQg8fCOSDEQBKuIQWwrdXj4ey+C2kU2PqWV7uIBtirgcIyk1BqsgQvjtoVcssTLC0SK9jrPyaDpU5nlquLnqfUo2uzmbj17GBdqm1uybGMNWS/wCrdj7xtdrtPyay2f0nA1zuAuJe7kAByHNetwHtJse1PCtHEtksLrDV+VuoWigXcQZUABPC7mIIWR6FzXHe77DSv65LHedKx1haaNO1Uw9ragaQHAHnDiM8s16S97Nd1mrvNguyyWCnVtBf6Ky0RTZxZSeEZTkFw/V0fr3O361/p3v2X/T4LVgG0GYdi2i2eR9ULYDmtfb+s1Z1bAFc1IpOxbQa1pOcgCTC2GjMr6DM29gTt7ocLPE+2jZ4oif9yIyzVFoRwic117uQ8cJxkqI5c0FvNLqhBHxVcKI81RGqI5q4Sg6kIJ7pdwrSIzQSRmgjsrgxkkRBQRCCFUdUR8UEEIjsr4ZySIOSCeSSqEAGc0LJhEK47JEZIIj2pxOiqOiURyQTB6I/96K/YjLkEVBEahAGuSojsiEEwEEKsuiUTyQKOkpRkrA5JRKCYQqQlx+OOSqJTA7p8OWi83ExkmAqATAS4mOQTAlUBzTgQlxABByVBpTgR3VAZJcTGcFEEaqgEwOiXC4YKYEJhqYAS4kAwnCYCcckCjn8E4Tz6ICiABEcpTIHsTA6oFB0ThEZpwgScHqjh5Jx2QsQB6J8oTQOiBRlmE45pgIAnJAo5px3TiMkRyRSHdOCBkmAiEQvgnCcIgoFkiOcJ8KYCBBACcdk4QKOqAnw/wC5EFCxdk4TI7IAQIZlMA6wmj2IliAREd0wCiICLYtQg900ckSxEcwiM04RCLYtNEQqSQsUZpQq5wURzQTGaIVRnKDJQQvgNpT4rWYtqmmW2Gv6v332wLIMLG204cVqs7XCSLDX4YP74Fxc88Sja7OZuPVsYc2m4px1h667nsWzi56Vvv2+7f8AI6D64mlRik55JEgSeGBJhenwDirFuKsLm042uN92XvY7a+y16TqLqQeQGnjDTprHTJZTw6+uy32Z1N5a5jgQQNDC9Hie1Wm1VjXtVV9SqaplzzJOa4l6bW53btVe/ML7tDzacA8ZHAMV2YAA55gclsVGftWuN80aZtmAqwqHifiuzBzOkAQtkSMyO67+Z+Qnb4ODnflo2eKCAgtVRqiOi6zkpLUo6hXCUIJGYmIQRkqhCKj3pcK8kQEsuSCC1ItIXkhHD1VuPHwygtPVXCIS48cIj3ryEckoAzS48cQiO6vhlHDnkrceOEAK+HKZS4eZS4mDqlGpXkI6pQlxETmg6KiDEckoMSQgmCiFQHNEdoS4nmjmnGeuqIKBRJRCcdeSNEuJHNBGUJxqnHVFhICFQAQi778sZaJxyTAhOM15uJjomAY7JwqAjJEsmCnBTgKgEutkwnBVBqAM0SxcJTACcZoAQsUdgmB5JwmAlyxARqM0R5KoQBKXLFCYb1TIRClywI6BKFURmnrklyxAdEAKgIQQlyxQiFQA6JgdFLlkgZIjPRVEJxmlyyYGqIVQiFblkwnw5qoThLlkAZpxoqjNEJdLJzThUQiO6XWyYKcZp8OSYEqXS0pgJ5TEJx2QQlyxc0Zqo7IhCxDujlmq0RyQTHdHCqhOEEwiJVASiJ1QTEohVA5IiOWaIlGqqAE4RUR3QqgohLokhHNVCUc0UoHRBAVQkQgULGe0ek+paaB4wOGxWjz/AGwLJqx3tD+UOrMNNgLW2GvxkDQekGa42eOJRtdjM/Hq2MKbQrl2m4lsF04e2ZW9932i8bf6G326mBxWazik48U6tBcGgkZ6dV6nCd1bRMO4cNx7T69OvfNjtb6TK7awqelow0tcXDXPiz1WU7gc5lU1eIMDWesSYDRI1PJfKX+CXisS0h9UkOBkESuLFVOjo23+l2ppqvpX3nkviqW2vAIAP/Cuy+XJbLkZnzWtd60Wi0YBqP4SXYuswEOzyA5LZYjMrvZnn2M7fBws7R7aNkd6I7IKuFMLrXcqxQlCuEuFLlkkZIic1UJK3LJzREFVCACglIqgEQUEx1RCcZ5oI5oiYSIVwkQilCnh0VxlAQglJXASgeaCYCRCuD0SICCYlKFZHRIgFBOiXNWBHJEdFVsiBzSy0XkI5JR7ESyAnHkq4RpmiNQo9JjWEo5xkrhIxyQhMIVhoKFVfkhMdIV8IRwrwiYHRMJgJx2QLNEdk46pgIEAmAnwpxmikEBqqE4kIiYTCcZpgaopAIAzVQEwFETBTjqnGcJ8KCSJTAz0ThPkgUSiFUdkR1CBQgBVGSAECAlPhTTA5BBMJpwiEuFCOGFUdE4hAozShUiOmSBR2Rw9UwE4S4QHJEZpx1TgRklxOiIKqE4S4iOXNMA81QHJEKXExyTjoqjsiOiXE5nRAEaqoCIS5YkQVUJRl5q3SxR3RCcZohLwWKEQVUGUR0S5ZMIVR2RGSJZBCIhXkiFSyIQqhACLZICxttIqFtpY6mCS2w1sp/fFkuJKxbtLrsZb6Tm0z/gFoaR1PpBmuNnjiUbXYzRvV1bGJsa4Ct21W67nwfTxA66rofeQr3yWVCx9ezik4NaCNYeQYIjnyXocN4BtOzS4DhK0Yobf1Kz217rJaWsc3gokNhkO6EHtmvuad/XJhizuvbEV62S7rDR4eK0WmqGNBOjZPM9F6C23xd9+2Cjel03hQttkrVS6lWoVA9jhPIhcXS9XRt1uzMb+lM9T919ueLywEA3IYrscO5zlK2fjP2rWC8bQ1954DoODg4YpsTsxkZy19i2hI1y5ru5o5Gdvg4WdeWjZHeiOUIhVEIIyXWcxPCiFUIUERCIhXAShBHCiFeWiCOapZEZ5IhVEIIzQsiJKC2VcdEoS5ZHD7kQriEkuWQRGSIzyCuEQFblnj4eyfDkrgJQlyyI7JcKvhPRCXLIiNEAd1ZHVKEuI1RGSuOSUAapcTGqIn86rhzQAlxER5oLQeSqJKCMs0uJ4UuHqFcBEclRGQQvIBPKUIPywYTAkJwnHReLq8cdUwMoheSMtUoS4kBMNTjqE8ipcIApwmBl0RAjVW4II1REJgJwlwoTAMSn7U4KlwoKAM5TAzTA6pcTCcBMBOEuFCIVQNUQeil0HsQmAnCBAIA6px0TQKE4jJCYARbEAiOyojLJOEExCcBONUESEQggBOE4zRbJhMAhOERKIQGeqcdE4QilCIzTTjPVEIAog9EwOiOagEQnCB3QKDOicBOM0QgUHkgN6poQKOSIHRPvCIVCjnCOioDughBMZojsmBJThBETyTgJwYlCCeFOE4lGphBMGVizaVSZ6QOpklzbJWJg6fbVlVYt2jUCbwFQuBZ831pH8qFyM7z6lO1180cerYxXe+z7C+0u8LkseLfSuu27LZ8srWWmPVtP2osDHZiB60z2XpLJgTCWz+w2jD+Da1vfdbra6vSbbHAvpkhoLQenqr31843w9s6u1mIsT2p9GzGs2gxlKmalSu/h4uBjRmTDSemS+fseLsP42uOnfuGbWbRY61dwLnNLXMcIlrgdCJC4+lOjo8zsaMaWnzvc3xQqMvHAbw0+tiuwgGeQIW1BGZ81qzeBr/OGA3Vf2s4rsfC6efRbUEa+a7eaeRnb4OJnXlo2eKI6IjkqIRC6jmJIlEJwggJdCiEo7qiNM0QrdUwUoVQiB0S6JjsghOOyOcQrEhQUoVa8kQgkojmqISIzhBMIIVQiEE8PREJxKIQSlCs+SIBQRCI7qiEo7IJIPJIghXEohBEIVQEQioiEAK4SIBQTB0QRCcJwhZMIVQOyFbj85EJQrhBbOa8KmMu6cSMkxlqnCCAiAr4eaUZIBOJzRCcShYgOQTjNMDlCIlCwjshVCAgUQE45phEQc0CTA6lNOMs0LJyThOOycIWSE09E4QsUd0wOaYCYCFkwAnHdMBNCxR0QOqcdUQVCw5o5pwZ0TglCyUQnCcIJz5ppxzQlyxRkgDNVB5BEFLrYstEexVHKERyS6WSQgd1UckBpULFCcEoTzGiXLBBRoiCVEsUdJQdU4lEHKVVsNDlogQnrqiEuWIZlCaAl0sQHdAGUBUhW5YohKFSEiSyQiAqhLkqWIge1Yo2ktFC2Cmarg6rYa0Qcv20ZLLCxPtHDTetE1Q4D5FXLR1PpQuPnfiU7XXzRHr1bHwdguG470v65rRf8Adotxua1m2WZhqQ0VTTLCT98OFxyXz15XNhm56tpZhTD9nuaxWm2Gu6y0PoCpABI6TAyXkxRj2ns/stjtlO5bZfd43javklhu+yD7ZWeKZe4zBgBrTyPJehw3jewbQMNU7/sVhtFkcLY6jaLNXHr0agAJaeuRGa5GlVo6PM62hTpaXP3PpL+FV14YCFN3qnFlhhs5ahbUkZnPKVqzfFT9kcCTwhoxbYoPPMhbUEGT5rtZp5Gdvg42dd/GjZ4pgJQVSM5hdVzLFCUTmqgozKFkwiFXZKOSCY6IgKoKRCBHyShVn0QQiJI6IgqoSgotkxkiJ0VdkAeaIiE4yyThEJcskhKFcdEkvJZPCgjKFWfNGaXLIRHNVBmUaiVblkwEoVxISjJLrZMJQr8kJcsiDqjlkrSMaJcRGaDkrhKEuJ8kJwAhW6vDw9k4j2qo7JkSYXi4jhByCA1UckAJcTBHJBBPJXElIjNLhBoSLY0VgSnA0hLiI5px0TjNEBLgQBmnAlPLqpcL2ZohMBMDNLhQnGacJ+1LhZIVAAFAE5JcKDOiIVIiUuEE4THknCXExKcJjyTS4QB6IhOE4UCR7E4CcIJjJODOaeSAECRBVQE8kEwYQAqA6hOOyCI6pwnCcDRBMJwnCIQTw9kzKpBCCRrKOXmqACIQTwkoIhXGWiUIFCOGeSoDkiOyCS3sgjoqgdEFBMHWUQq4c5TgIPHHJMDoqgTogAckE8POEEdlUIQRErEu0UvfebOMjhFirtBPL7aFl0hYi2isfVt7ngNDaVirZz1qrk524lO11s08erY+Rw6yjTv2x3m+xWa01rFUL7M6tT4vRuLeEubOhgkL0GLLxdeNqrW19ls1B9W0+uKFJtMEgASQNT3XrsR4oxZcFS6rvwPh+je1933azY7JTtBcKFMik55c8tIOjYGYzK9LcF84ovu6arsb4Xq3BfVmtpoWmyVGFrZgEPZJJLTPU6LlRrNC3/PY6vs9P+XbZ9Je4bVvPA3C0w3Fd3jPzW15GZ81qletVlO1YGaTmMX2Gcu4W1x1PmV2M1clO3uhx868rGzxTGiIThC6d3MTBRB6KiEQrcTGSI7KoQlxMFBHVM+SIS4mEQqiEtVbhR2RCaEuJg9Eo7KkIJCSsgJR2VChKFcdkkEkJcKoQOQQoJhEc4TPkiJQTCIMZKgBrCU8kC4Ui1UlHVUSRCI7KkoCBQiOicBECEExPJCqDyQg8UBPQqgOyI6rHd6sggFAEK4TjKIS4iOaICqEapcTCI5q4RBS4iOqcFVCYEpdXjiUwMlRbzQBKXQgCmAmAmlyxAc0wmNYThS5ZMFOFUIS5ZMck4TCAEuoACIVRKEuEAiE4lOCl0sUZIjkqjojhS4USiO6rsiOyXEnJOMtE4JOicckuWTB1MwnCcZZJxlmpcsmCiJzVAQjzVulkwdEwDqqjoERyUuWTCYCcBMt5IWSNUcs1RCIVuWIAoTLRqmByS6IzhPlknCfCSl1smIQqgzCIjQJeUTCcZqoJRnGYS4mEJ8PNEJcTGacaJwUQVbiYHPkjuqhESEutk5LE20epTdVtFFlICo2zVHcQEkj0nwCy0RnIWI8fWWraL1rGlVYzhu+0OPEQJAqZ+1cnOs+rTtdbNPHq2PjsH221WG96dosdXge0agaAgSvQ4uvO8b2tjrdelqfXrGrwy7OGg5DsF+a9LFj+9LVdeH9mzmWe8LztnobReLqArMsNAUnONQsORlwa32r01C6NpeHLEbn2pUbL882a1ENr2Yg07VRIBbUy0MyPYuXo16Gl/z3unpYeno/9dz3F7tPzjgdnFAdi273dp4ltoQJOXNal33W9HaMCVef2YWDLrLgFtqQJM9V181z7KdvdDk50j2sbPFMIgJxzTgLp3c2yY7FIBVBRCXSyYQAqhACXLJgac0QqIQQlyyY5JQqRGqXLFCXJVCI5K3WyUozVQiOiFkwlAlWAlCFkkJRzCv2JRCJYlMK0oJ9iLZJBQRCqCDmiELIgIgHloqjqiBKFk80oHRUQiOSKkAchCUdFZHIpQgnh5o4Z5KkeaXEgdEJmOiFbiQMs0iFQ6IIgLGJhMDsmmgkhKM1TkRnCBAIgQmEzogmB0QE00EgdEQFRKQhCxAFUBmiRomEAiOyAqBQsUIABTJTjSELEAE/ageSIRbHHdEDqgcinCFiyCYTRCFiThOEIlijpmnA6IzT5oWKE46JxKI7pcJOO6ce9EKXEgTzTATTCXEwnl7k0QZS4UIVcIQAlwoQnCIS4UIjoqhEc0uFHVEJojmlwo5oICcdEQlwJQnCIS4UIhPyT0S4mAmhBB6JcLIGERCcIS4nTNYZ2mhgvimeMz8htHxqrM/NYa2nig23tqV6nrtsddrWcJ9YGprPZcrOvFp2urmrj1bHx+Fq1qs968VkrOa+AJaYPJehxNaqts+22qrUqVTW9dzzJRacJ4hxveV0Yaw3flS6bLabTx3tbqVUUq9OzNpmG0nGfWLy3loF6ipgvEmz6nVwtiXFlnxFUo2j0lmt1P6ZomIbU/dAg+wrmaurR1nM6etp0tXzvY3mBUtGCy4sLRjK7mgfdD1h8FtwfpGepWpF8h9OpgysOGXYyu0ROc8Q1W3BGZ81181z7KdvdDk50j2tOzxTHRCcDqiMpXSc0iECI0RmNUaIDkj3JpROoQEBBARoUZoADySMJjJHmgUJR7k0aCOaBQEiAmfNEIFEJHyVTmlKBIyTRpzQJKBzTOuSJzQTHNHPVNKc1QZJQU5RJULFHUoRqjnkrdbFl7kGEEckGUuWLJEdERzRn1S5YcOSEwhW5Z4/uoTPmqITiQvF1QBmgfSnsn5pwlxLhOqUSvJE5JRmlxIGcpkGJCoBNLjxgZ5lMBPhTynRLiSMpQAVcdoSjspcTEEpwqhAbqrcIDmnwiVSO6lwoCYEIThLhAJkaSSnCYjolwuHzRCqEDNLhQnCfkEIEG9U4zmU0IEAiE4ThBKcZap880Ad0CgoCoAIQIBPPQoCYCFihEJp8skSyUaBUBmn2QsgAlOE+0JlCyY5pxlKY6IhCxQYRHsT9qELEEZDJOD0RHVEsWcpo7oRbEMkaynGUohCxEI9iaIQsnMmU8zpCcIQsnmsGbVA834yXep8jtEiZ/4xZ1hYE2sUf2cpl7zHyO0kfzoXLznxadrqZri1VWx8th1zad5UajqnCGwZJgDRfP3yWmarTxA1j6wMzn1X6bNgSx7RL4um5b4xCbtuajaPlF40Wucx1tphhDaPE0ggcTg7X7leuvPBFw7N2HDWGMVWy/bvZaTVovtJ4nUAYBpB/wB0ARM91zdXOjp3dPWetoW8Hs75LeLBfqjhdjG7HA854xIK22IzPmVqDe9Uh2DWB7pGMbrPCdP2wZrcAt9Y+ZXUzZyU7fBy858rGzxSQiE4RC6TmkQlCohKEEwQnCcIhLhaJexVCIlCyYQq5oS4gjPJKFcZpQUuFBnNKJyVQklxMBEK4ShW4mOhSiOquAghLiISjqVcJBuqXEwSjhhVCRBnRLiQOyODuqAAS80uFGaUCclUIgHkrcKCpIOsq4PRHD3S4iEEHUq4Uke9AoPIoTCEVI1VASEm5ZlNziAvFywLZCQCRLoiUMkBLllQpPwTcZEFIjKEuWAbJyKqBGfJJoIGqDpEqXLJmVQgpcPRNoCXWyhkkQnBQR0BS6WAACER3zTyKXLEE8k4RwpdbEIT8kRCYHNLpYAhCcdkcOeuSXWw5JhHD0TgjNLpYhKeSA1HCUutj6Slknw9U+H2JcsWSaAD2REZpdLAhCcIGiXLCIzRCeeqM5S5YQAgAIz6JgHRLlihNHsTlLliQmiJS4USnEoBT5pdCjrCAITg9U0uJgJjyCE/Ylwo7Iy0TREpcKBMojsmAgBLiYyTgBMBEJcJEdUyEQlxMIIThOEuJic4WCNroD73oA2jMWSv6scvSZrPHZYI2uMeb1o1GBsCzV2nv9sXMznv007XUzZxqtj464n2ey1ql52ytRs1jsrWvrV6rwxlNuQkkr5e8KtltllZbbHaadoo1a32upTcHNc2dQQvobnwvhjFl/XRZMZVbT82XbaxeHyWkJp2msKZYxtVucsHG4x1Xqr/AMMbPsKVal3bOLNabPdNW1+mNCs4ljKpycKYObW5DLrK5sURo6d+rndKavW0LTt5n6L7ptDsG1OGJxjdYB6/bAtu3D1j5lagYgDnfYg9riP78bqaAD++BbgOycfMrq5t5Kdvg5ec+VjZ4phCr2oXRc1JS9ipOMkuII6IhPyQgmJ0QRHJNOUuqYRCeeqEuJglCrtol2S4RCXCqnUo7qokDNEKuaI6IIIhEKvahBKIThGRyUVMeSPYqjkiI7qomEg2dVZGeSUZZIqS3NKBorRBRERARmqImERKCOUlKB0XkOiRBQTHSEJoS4jl7EihC8PZcx5q26oQgh/0gjkEIQUOSk6nzQhABUNEIQUPyJ80IVAEuiEKEGmEIQB1Q1CED5BMaFCEDH5Ez9EoQicxcgqGiEJCwTeao/RQhAFPohCgR19qY0QheoQzoEhqfahCnOp80+aEJzBfnTP5EIUCCYQhVILr7UDX2oQhzAc/NUhCIR0HkmUIVDGvtQNChCgBogaBCEQxz80hohCBnUIGpQhVSGgR18kIUCWCdrP+MqP8RX/rUIXNzlxadrp5s41Wx8Xh7/HVP/30Xz96/tQ/zgoQuXDqzwP0Xz9LBv8A/Mbr/rAtwXanz/KhC62beSnb4ORnLlI2d8hvNJ+iELoOcDqm3l5oQil1SGvsQhCQfyhIfkQhDnA5IbohCLAGo9iAhCIHalLqhC9UkjmFR0QhVISEkISVgdPJHNCF5BzQNfYhCpAQdEIVC5jyTOvsQhEkuZSOqEIEdEcghCQhoQhHuH//2Q==" width="309px" alt="Стратения Pump and Dump как она работает"/></p>
<p>Такой дисклаймер, прописанный в письме, освобождает от ответственности спонсора накачки. Трейдеру необходимо научиться выделять такие позиции на рынке и правильно основывать торговлю, чтобы остаться в плюсе. PR-компаниями, но при этом не имеют прочного фундамента, который выражается в финансовых результатах деятельности предприятия. В разделе «База знаний» нашей приоритетной задачей является предоставление высококачественной информации. Мы тщательно определяем, изучаем и создаем образовательный контент, полезный для наших читателей. В России регулятором выступает ЦБ, который время от времени фиксирует манипуляции ценой в отношении акций третьего эшелона.</p>
<h2>Курс “стратегия Pump&#038;dump”</h2>
<p>В поисках решения для заработка с минимальным риском была придумана стратегия Pump and Dump. Торговля по ней основана на стремительном росте активов с небольшой капитализацией. Все это будет реализовываться согласно рыночной схеме под названием “Pump and Dump”.</p>
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width="301px" alt="Стратения Pump and Dump как она работает"/></p>
<p>Остальных же участников просто используют, так что “держите ухо востро”, если видите необоснованные оды какой-либо малоизвестной монете, чтобы не стать участником такого рода манипуляций. Такие ситуации на рынке образуют хорошо узнаваемый графический паттерн, который можно работать как в лонг, так и в шорт. Задача лонговой стратегии &#8211; распознать такую акцию на ранней стадии роста, задача шортовой стратегии &#8211; выявить самую вершину пампа и начало падения цены. После такого скачка цен регулятор принудительно закрыл торги по CYNK, но остались тысячи клиентов, которые не успели сбыть приобретенные бумаги. Однако на компенсацию рядовым участникам схемы рассчитывать не приходится. Неотъемлемая часть пампа – пиар,&nbsp; который мотивирует приобрести акции определенной компании или криптовалюту.</p>
<p>Руководство биржи волнует лишь то, как обогатиться на рынке криптовалют, который сейчас находится в упадке. Специалист добавил, что стоимость биткоина не растет в том числе и из-за некорректного поведения некоторых торговых площадок. С ней не согласился аналитик компании «ФинИст» Александр Агеев. Он считает, что «Pump and Dump» — совершенно нормальная ситуация, манипуляция валютами, которые не входят в топ-10, не окажет никакого влияния на сообщество и рынок. По мнению эксперта, биржа Yobit, возможно, пытается привлечь новых клиентов, которые хотят заработать. Схема «Pump and Dump» стала очень популярна в сфере цифровых денег, а в сообществе не утихают разговоры о том, что стоимостью криптовалют манипулируют.</p>
<h2>Как Не Стать Жертвой Схемы Памп И Дамп?</h2>
<p>С другой стороны в схеме присутствовали осведомленные владельцы акций. В момент, когда объемы торговли доходили до критических, они <a href="https://boriscooper.org/">https://boriscooper.org/</a> сливали бумаги и получали огромную прибыль. Следствием являлось резкое снижение цены акций, часто ниже первоначальной стоимости.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/08/3b35a5f5-7a4a-4d49-ad91-39e0f3d692d4.jpg" width="304px" alt="Стратения Pump and Dump как она работает"/></p>
<p>Также свою роль сыграло развитие мессенджеров, в которых можно оставаться анонимным и привлекать большое число инвесторов. Чаще всего на уловки Pump-and-Dump попадаются именно мелкие инвесторы – которые возможно знают о стратегии, но тем не менее оказываются не победителями, <a href="https://boriscooper.org/strateniya-pump-and-dump-kak-ona-rabotaet/">стратения Pump and Dump</a> а проигравшими. Тимоти Сайкс, довольно известный американский трейдер, сделал на этой методике состояние, однако затем его хедж-фонд был закрыт из-за огромной просадки. По сути он оказался яркой, но кратковременной звездой, каких очень много на небосклоне рынка.</p>
<p>В сентябре 2021 одно лишь его появление в семье миллиардера привело к спонтанному росту на 1300% монеты Shiba Floki (FLOKI). Имя щенку придумали еще в июле, поэтому вряд ли столь стремительный рост цены монеты с рейтингом ниже 2000 можно связать с желанием Маска заработать. Илон Маск неоднократно доказывал свое влияние на криптовалютный рынок.</p>
<p>Например, на фондовом рынке регулятор США SEC жестко пресекает манипулятивные действия с помощью спуфинга и скупки «мусорных» акций. Но рынки криптовалют почти не регулируются — сложно идентифицировать и доказать сговор инвесторов. Поэтому формально стратегия «памп и дамп» остается «неэтичной», но юридических последствий для инвестора не несет. Для запуска волны нужно успевать переставлять сотни ордеров, поэтому эта стратегия превратилась в алгоритмическую торговлю. Большую часть работы за трейдеров делают боты — Moon Bot, HaasOnline и другие. Также есть специальные программы-автокликеры, которые за счет скорости выставления ордеров минимальными суммами создают видимость объемов торгов.</p>
<p>Для старта пампа монеты стоимостью $0,001-0,003 нужна сумма от 2,5-3 ВТС, поэтому памп таких криптовалют доступен даже для обычных трейдеров. Пример такой монеты, которая находится на границе ТОП-1500 — Sport. Она заключается в том, что организатор схемы пампа и дампа выбирает низколиквидный актив со стабильно низкой стоимостью и искусственно разгоняет цену, снимая сливки в момент пика. Кто-то считает это мошенничеством, а кто-то, наоборот, принимает участие и получает удовольствие от азарта. В этом обзоре вы узнаете, как создается Памп, как распознать Памп на практических примерах и как трейдеры могут на нем зарабатывать.</p>
<ul>
<li>Например, описанный выше пример с акциями Game Stop – SEC провел расследование и не нашел признаков мошенничества.</li>
<li>Однако данная стратегия и сегодня встречается на внебиржевых площадках, например OTCBB.</li>
<li>Организатор (пул организаторов) прикладывает максимум усилий для разгона токена.</li>
<li>Потенциальные инвесторы получают информацию, которая может положительно повлиять на стоимость актива.</li>
<li>Чтобы определить ценные бумаги, для которых накачка только началась, сложно применять фильтры.</li>
</ul>
<p>Клиенты, которые не смогли продать свои акции вовремя, получали большие убытки вследствие обвала котировок. За свои действия Белфорт получил 22 месяца тюрьмы и обязательства выплат в 100 млн $ жертвам мошенничества. Регулятор опубликовал открытое письмо, в котором предупредил инвесторов об использовании схем накачки в процессе первичного предложения токенов (ICO).</p>
<p>К таким монетам проще привлечь внимание аудитории, а количество инвесторов может оказаться намного больше. Поэтому применять ее для накачки собственных акций не рекомендуется. Несмотря на то, что при помощи накачки и сброса можно заработать, участие в таких схемах остается крайне рискованным.</p>
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