/*!
 * 
 *   typed.js - A JavaScript Typing Animation Library
 *   Author: Matt Boldt <me@mattboldt.com>
 *   Version: v2.0.12
 *   Url: https://github.com/mattboldt/typed.js
 *   License(s): MIT
 * 
 */
(function(t,e){"object"==typeof exports&&"object"==typeof module?module.exports=e():"function"==typeof define&&define.amd?define([],e):"object"==typeof exports?exports.Typed=e():t.Typed=e()})(this,function(){return function(t){function e(n){if(s[n])return s[n].exports;var i=s[n]={exports:{},id:n,loaded:!1};return t[n].call(i.exports,i,i.exports,e),i.loaded=!0,i.exports}var s={};return e.m=t,e.c=s,e.p="",e(0)}([function(t,e,s){"use strict";function n(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}Object.defineProperty(e,"__esModule",{value:!0});var i=function(){function t(t,e){for(var s=0;s<e.length;s++){var n=e[s];n.enumerable=n.enumerable||!1,n.configurable=!0,"value"in n&&(n.writable=!0),Object.defineProperty(t,n.key,n)}}return function(e,s,n){return s&&t(e.prototype,s),n&&t(e,n),e}}(),r=s(1),o=s(3),a=function(){function t(e,s){n(this,t),r.initializer.load(this,s,e),this.begin()}return i(t,[{key:"toggle",value:function(){this.pause.status?this.start():this.stop()}},{key:"stop",value:function(){this.typingComplete||this.pause.status||(this.toggleBlinking(!0),this.pause.status=!0,this.options.onStop(this.arrayPos,this))}},{key:"start",value:function(){this.typingComplete||this.pause.status&&(this.pause.status=!1,this.pause.typewrite?this.typewrite(this.pause.curString,this.pause.curStrPos):this.backspace(this.pause.curString,this.pause.curStrPos),this.options.onStart(this.arrayPos,this))}},{key:"destroy",value:function(){this.reset(!1),this.options.onDestroy(this)}},{key:"reset",value:function(){var t=arguments.length<=0||void 0===arguments[0]||arguments[0];clearInterval(this.timeout),this.replaceText(""),this.cursor&&this.cursor.parentNode&&(this.cursor.parentNode.removeChild(this.cursor),this.cursor=null),this.strPos=0,this.arrayPos=0,this.curLoop=0,t&&(this.insertCursor(),this.options.onReset(this),this.begin())}},{key:"begin",value:function(){var t=this;this.options.onBegin(this),this.typingComplete=!1,this.shuffleStringsIfNeeded(this),this.insertCursor(),this.bindInputFocusEvents&&this.bindFocusEvents(),this.timeout=setTimeout(function(){t.currentElContent&&0!==t.currentElContent.length?t.backspace(t.currentElContent,t.currentElContent.length):t.typewrite(t.strings[t.sequence[t.arrayPos]],t.strPos)},this.startDelay)}},{key:"typewrite",value:function(t,e){var s=this;this.fadeOut&&this.el.classList.contains(this.fadeOutClass)&&(this.el.classList.remove(this.fadeOutClass),this.cursor&&this.cursor.classList.remove(this.fadeOutClass));var n=this.humanizer(this.typeSpeed),i=1;return this.pause.status===!0?void this.setPauseStatus(t,e,!0):void(this.timeout=setTimeout(function(){e=o.htmlParser.typeHtmlChars(t,e,s);var n=0,r=t.substr(e);if("^"===r.charAt(0)&&/^\^\d+/.test(r)){var a=1;r=/\d+/.exec(r)[0],a+=r.length,n=parseInt(r),s.temporaryPause=!0,s.options.onTypingPaused(s.arrayPos,s),t=t.substring(0,e)+t.substring(e+a),s.toggleBlinking(!0)}if("`"===r.charAt(0)){for(;"`"!==t.substr(e+i).charAt(0)&&(i++,!(e+i>t.length)););var u=t.substring(0,e),l=t.substring(u.length+1,e+i),c=t.substring(e+i+1);t=u+l+c,i--}s.timeout=setTimeout(function(){s.toggleBlinking(!1),e>=t.length?s.doneTyping(t,e):s.keepTyping(t,e,i),s.temporaryPause&&(s.temporaryPause=!1,s.options.onTypingResumed(s.arrayPos,s))},n)},n))}},{key:"keepTyping",value:function(t,e,s){0===e&&(this.toggleBlinking(!1),this.options.preStringTyped(this.arrayPos,this)),e+=s;var n=t.substr(0,e);this.replaceText(n),this.typewrite(t,e)}},{key:"doneTyping",value:function(t,e){var s=this;this.options.onStringTyped(this.arrayPos,this),this.toggleBlinking(!0),this.arrayPos===this.strings.length-1&&(this.complete(),this.loop===!1||this.curLoop===this.loopCount)||(this.timeout=setTimeout(function(){s.backspace(t,e)},this.backDelay))}},{key:"backspace",value:function(t,e){var s=this;if(this.pause.status===!0)return void this.setPauseStatus(t,e,!1);if(this.fadeOut)return this.initFadeOut();this.toggleBlinking(!1);var n=this.humanizer(this.backSpeed);this.timeout=setTimeout(function(){e=o.htmlParser.backSpaceHtmlChars(t,e,s);var n=t.substr(0,e);if(s.replaceText(n),s.smartBackspace){var i=s.strings[s.arrayPos+1];i&&n===i.substr(0,e)?s.stopNum=e:s.stopNum=0}e>s.stopNum?(e--,s.backspace(t,e)):e<=s.stopNum&&(s.arrayPos++,s.arrayPos===s.strings.length?(s.arrayPos=0,s.options.onLastStringBackspaced(),s.shuffleStringsIfNeeded(),s.begin()):s.typewrite(s.strings[s.sequence[s.arrayPos]],e))},n)}},{key:"complete",value:function(){this.options.onComplete(this),this.loop?this.curLoop++:this.typingComplete=!0}},{key:"setPauseStatus",value:function(t,e,s){this.pause.typewrite=s,this.pause.curString=t,this.pause.curStrPos=e}},{key:"toggleBlinking",value:function(t){this.cursor&&(this.pause.status||this.cursorBlinking!==t&&(this.cursorBlinking=t,t?this.cursor.classList.add("typed-cursor--blink"):this.cursor.classList.remove("typed-cursor--blink")))}},{key:"humanizer",value:function(t){return Math.round(Math.random()*t/2)+t}},{key:"shuffleStringsIfNeeded",value:function(){this.shuffle&&(this.sequence=this.sequence.sort(function(){return Math.random()-.5}))}},{key:"initFadeOut",value:function(){var t=this;return this.el.className+=" "+this.fadeOutClass,this.cursor&&(this.cursor.className+=" "+this.fadeOutClass),setTimeout(function(){t.arrayPos++,t.replaceText(""),t.strings.length>t.arrayPos?t.typewrite(t.strings[t.sequence[t.arrayPos]],0):(t.typewrite(t.strings[0],0),t.arrayPos=0)},this.fadeOutDelay)}},{key:"replaceText",value:function(t){this.attr?this.el.setAttribute(this.attr,t):this.isInput?this.el.value=t:"html"===this.contentType?this.el.innerHTML=t:this.el.textContent=t}},{key:"bindFocusEvents",value:function(){var t=this;this.isInput&&(this.el.addEventListener("focus",function(e){t.stop()}),this.el.addEventListener("blur",function(e){t.el.value&&0!==t.el.value.length||t.start()}))}},{key:"insertCursor",value:function(){this.showCursor&&(this.cursor||(this.cursor=document.createElement("span"),this.cursor.className="typed-cursor",this.cursor.setAttribute("aria-hidden",!0),this.cursor.innerHTML=this.cursorChar,this.el.parentNode&&this.el.parentNode.insertBefore(this.cursor,this.el.nextSibling)))}}]),t}();e["default"]=a,t.exports=e["default"]},function(t,e,s){"use strict";function n(t){return t&&t.__esModule?t:{"default":t}}function i(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}Object.defineProperty(e,"__esModule",{value:!0});var r=Object.assign||function(t){for(var e=1;e<arguments.length;e++){var s=arguments[e];for(var n in s)Object.prototype.hasOwnProperty.call(s,n)&&(t[n]=s[n])}return t},o=function(){function t(t,e){for(var s=0;s<e.length;s++){var n=e[s];n.enumerable=n.enumerable||!1,n.configurable=!0,"value"in n&&(n.writable=!0),Object.defineProperty(t,n.key,n)}}return function(e,s,n){return s&&t(e.prototype,s),n&&t(e,n),e}}(),a=s(2),u=n(a),l=function(){function t(){i(this,t)}return o(t,[{key:"load",value:function(t,e,s){if("string"==typeof s?t.el=document.querySelector(s):t.el=s,t.options=r({},u["default"],e),t.isInput="input"===t.el.tagName.toLowerCase(),t.attr=t.options.attr,t.bindInputFocusEvents=t.options.bindInputFocusEvents,t.showCursor=!t.isInput&&t.options.showCursor,t.cursorChar=t.options.cursorChar,t.cursorBlinking=!0,t.elContent=t.attr?t.el.getAttribute(t.attr):t.el.textContent,t.contentType=t.options.contentType,t.typeSpeed=t.options.typeSpeed,t.startDelay=t.options.startDelay,t.backSpeed=t.options.backSpeed,t.smartBackspace=t.options.smartBackspace,t.backDelay=t.options.backDelay,t.fadeOut=t.options.fadeOut,t.fadeOutClass=t.options.fadeOutClass,t.fadeOutDelay=t.options.fadeOutDelay,t.isPaused=!1,t.strings=t.options.strings.map(function(t){return t.trim()}),"string"==typeof t.options.stringsElement?t.stringsElement=document.querySelector(t.options.stringsElement):t.stringsElement=t.options.stringsElement,t.stringsElement){t.strings=[],t.stringsElement.style.display="none";var n=Array.prototype.slice.apply(t.stringsElement.children),i=n.length;if(i)for(var o=0;o<i;o+=1){var a=n[o];t.strings.push(a.innerHTML.trim())}}t.strPos=0,t.arrayPos=0,t.stopNum=0,t.loop=t.options.loop,t.loopCount=t.options.loopCount,t.curLoop=0,t.shuffle=t.options.shuffle,t.sequence=[],t.pause={status:!1,typewrite:!0,curString:"",curStrPos:0},t.typingComplete=!1;for(var o in t.strings)t.sequence[o]=o;t.currentElContent=this.getCurrentElContent(t),t.autoInsertCss=t.options.autoInsertCss,this.appendAnimationCss(t)}},{key:"getCurrentElContent",value:function(t){var e="";return e=t.attr?t.el.getAttribute(t.attr):t.isInput?t.el.value:"html"===t.contentType?t.el.innerHTML:t.el.textContent}},{key:"appendAnimationCss",value:function(t){var e="data-typed-js-css";if(t.autoInsertCss&&(t.showCursor||t.fadeOut)&&!document.querySelector("["+e+"]")){var s=document.createElement("style");s.type="text/css",s.setAttribute(e,!0);var n="";t.showCursor&&(n+="\n        .typed-cursor{\n          opacity: 1;\n 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own!","Have a great day!"],stringsElement:null,typeSpeed:0,startDelay:0,backSpeed:0,smartBackspace:!0,shuffle:!1,backDelay:700,fadeOut:!1,fadeOutClass:"typed-fade-out",fadeOutDelay:500,loop:!1,loopCount:1/0,showCursor:!0,cursorChar:"|",autoInsertCss:!0,attr:null,bindInputFocusEvents:!1,contentType:"html",onBegin:function(t){},onComplete:function(t){},preStringTyped:function(t,e){},onStringTyped:function(t,e){},onLastStringBackspaced:function(t){},onTypingPaused:function(t,e){},onTypingResumed:function(t,e){},onReset:function(t){},onStop:function(t,e){},onStart:function(t,e){},onDestroy:function(t){}};e["default"]=s,t.exports=e["default"]},function(t,e){"use strict";function s(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}Object.defineProperty(e,"__esModule",{value:!0});var n=function(){function t(t,e){for(var s=0;s<e.length;s++){var n=e[s];n.enumerable=n.enumerable||!1,n.configurable=!0,"value"in 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							<h1 class="entry-title">ทำความรู้จักกับราคาบอลคืออะไรและทำไมคนเล่นถึงต้องสนใจ</h1>

						
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					<p>อัปเดตราคาบอลวันนี้ก่อนแทง ตรวจราคาบอลสดทันที</p>
<p>เจอทางเลือกเดิมพันที่ให้ค่าตอบแทนน้อยกว่าที่ควรจะเป็นหรือไม่? <strong>ราคาบอล</strong> คือตัวเลขที่กำหนดว่าคุณจะได้กำไรเท่าไรจากการทายผลแต่ละคู่ การอ่านราคาบอลให้ขาดจึงช่วยให้คุณเลือกคู่ที่คุ้มค่าและทำกำไรได้มากกว่าการเดาสุ่ม</p>
<h2>ทำความรู้จักกับราคาบอลคืออะไรและทำไมคนเล่นถึงต้องสนใจ</h2>
<p><strong>ราคาบอล</strong>คือตัวเลขที่เจ้ามือใช้กำหนดแต้มต่อและอัตราจ่ายระหว่างสองทีม ทำหน้าที่เป็นทั้งเครื่องชี้วัดความได้เปรียบเสียเปรียบและตัวคูณเงินรางวัล คนเล่นต้องสนใจเพราะราคาบอล直接影响การตัดสินใจแทงและผลตอบแทน เช่น ราคา 0.5 กับ 1.0 ให้ความเสี่ยงไม่เท่ากัน แม้เลือกทีมเดียวกัน</p>
<div style="text-align:center">
<iframe width="565" height="316" src="https://www.youtube.com/embed/5XD8YYrpi_c" frameborder="0" alt="ราคาบอล" allowfullscreen></iframe>
</div>
<blockquote><p>ราคาที่เปลี่ยนไปก่อนเกมคือสัญญาณความเคลื่อนไหวของเงินและข้อมูลบาดเจ็บที่ผู้เล่นต้องอ่านให้ออก</p></blockquote>
<p>หากไม่เข้าใจราคาบอล ผู้เล่นจะพลาดจังหวะทำกำไรและอาจเสียเปรียบโดยไม่รู้ตัว</p>
<h3>ความหมายของราคาบอลในรูปแบบที่เข้าใจง่ายสำหรับมือใหม่</h3>
<p>สำหรับมือใหม่ ความหมายของราคาบอลคือตัวเลขที่เจ้ามือตั้งขึ้นเพื่อบอกว่าทีมใดเป็นต่อและต้องชนะด้วยผลต่างเท่าใดจึงจะได้เงินเต็ม ราคาติดลบหมายถึงทีมนั้นเป็นต่อ ต้องชนะตามเงื่อนไขจึงคุ้มทุน ส่วนราคาติดบวกหมายถึงทีมเป็นรอง ได้เปรียบเรื่องประตูหรือเสมอแล้วยังได้เงินบางส่วน <strong>การอ่านราคาบอลให้เข้าใจง่าย</strong>จึงเริ่มจากการดูเครื่องหมายหน้าตัวเลขและจำนวนลูกที่ต่อท้าย เพราะสองส่วนนี้กำหนดว่าผลการแข่งขันแบบใดทำให้ผู้เล่นได้หรือเสียเงินโดยตรง</p>
<h3>ราคาบอลแต่ละแบบต่างกันอย่างไรบ้าง</h3>
<p>ราคาบอลแต่ละแบบต่างกันอย่างไรบ้าง ต้องบอกเลยว่า <strong>ราคาบอลแต่ละแบบแตกต่างกันที่วิธีคิดเงิน</strong> เช่น ราคาแฮนดิแคปจะบวกหรือลบแต้มก่อนแข่ง ทำให้ต้องดูว่าทีมต่อต้องชนะกี่ลูกถึงจะได้เต็ม ส่วนราคาสูงต่ำจะวัดจากจำนวนประตูรวมทั้งเกม ยิงเยอะก็สูง ยิงน้อยก็ต่ำ ขณะที่ราคา 1&#215;2 หรือ<a href="https://en.wikipedia.org/wiki/Three-way_football_pool">three-way</a>จะทายผลแพ้ชนะหรือเสมอโดยไม่มีแต้มต่อ ส่วนราคาคู่หรือราคา <mark>มาเลย์</mark> จะแสดงเป็นตัวเลขติดลบหรือบวกที่ส่งผลต่อเงินเดิมพันตรง ๆ ดังนั้นการเข้าใจความต่างของราคาแต่ละแบบจะช่วยให้เลือกเดิมพันได้เหมาะกับเกมนั้น ๆ nap</p>
<h2>วิธีอ่านราคาบอลให้แม่นยำก่อนตัดสินใจแทง</h2>
<p>วิธีอ่าน<strong>ราคาบอล</strong>ให้แม่นยำก่อนตัดสินใจแทง เริ่มจากดูตัวเลขคู่ต่อรองว่ามาแบบเสมอหรือต่อครึ่งลูก <mark>ถ้าราคาไหลลงหรือขึ้นผิดปกติหลังเปิดตลาด ให้สังเกตว่ามีข่าวทีมไหนเปลี่ยน</mark> แล้วเทียบราคาเปิดกับราคาปัจจุบันว่าต่างกันแค่ไหน อย่าดูแค่ราคาเดียวแต่ให้ดูทิศทางการขยับร่วมกับฟอร์มทีมล่าสุด ถ้าราคาเปิดสูงแล้วค่อยๆ ลด แปลว่าเงินหนักไปฝั่งนั้น หรือถ้าราคานิ่งแต่ค่าต่อเปลี่ยน แปลว่าคนยังไม่มั่นใจ ควรเช็คหลายเจ้าเทียบกันก่อนกด เพราะราคาที่ต่างกันแค่ 0.25 ก็มีผลกับเงินเรามาก</p>
<h3>สัญลักษณ์และตัวเลขในราคาบอลที่ต้องรู้จัก</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="ราคาบอล" 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"/></p>
<p><strong>สัญลักษณ์และตัวเลขในราคาบอลที่ต้องรู้จัก</strong> คือหัวใจของการอ่านราคาให้แม่นยำก่อนตัดสินใจแทง เพราะตัวเลขบอกระดับความเสี่ยงและผลตอบแทน ส่วนเครื่องหมายบอกทิศทางของเงินเดิมพัน <em>แม้ดูเหมือนรายละเอียดเล็กน้อย แต่เครื่องหมายลบหรือบวกเพียงจุดเดียวก็เปลี่ยนวิธีคิดเงินได้ทันที</em> ต้องจับคู่ราคากับสัญลักษณ์ให้ถูกก่อนคำนวณกำไรทุกครั้ง</p>
<ul>
<li>ราคาบวก (+) หมายถึงได้มากกว่าทุนเมื่อชนะ</li>
<li>ราคาลบ (-) หมายถึงได้น้อยกว่าทุนแต่เสี่ยงต่ำ</li>
<li>เครื่องหมายต่อ (/) และรอง (//) บอกฝั่งที่ต่อและฝั่งที่รอง</li>
<li>ตัวเลขทศนิยม เช่น 0.5, 0.75, 1.0 ใช้แบ่งครึ่งความได้เปรียบ</li>
</ul>
<h3>วิธีดูราคาบอลคู่ที่ต่อและคู่ที่รอง</h3>
<p>การแยกให้ออกว่าคู่ไหนเป็นคู่ต่อและคู่ไหนเป็นคู่รองคือหัวใจของ <strong>วิธีดูราคาบอลคู่ที่ต่อและคู่ที่รอง</strong> สังเกตง่ายๆ จากเครื่องหมายลบหรือบวกหน้าตัวเลข ราคาติดลบคือทีมที่ถูกยกให้เป็นต่อ ต้องแลกแฮนดิแคปหรือจ่ายมากกว่าเมื่อชนะ ส่วนราคาติดบวกคือทีมรอง ได้เปรียบเรื่องแต้มหรือเงินเดิมพัน ยิ่งตัวเลขแฮนดิแคปสูงยิ่งบ่งชี้ความต่างชั้นชัดเจน ควรเทียบราคาเปิดกับราคาปัจจุบัน ถ้าราคาไหลเข้าหาคู่รองให้ระวัง สุดท้ายให้ดูทั้งแฮนดิแคปและราคาน้ำประกอบกันก่อนตัดสินใจ</p>
<h3>เทคนิคอ่านราคาบอลแบบ Asian Handicap ให้เก่งขึ้น</h3>
<p>เทคนิคอ่านราคาบอลแบบ Asian Handicap ให้เก่งขึ้น เริ่มจากการจับความเคลื่อนไหวของราคา handicap และราคาน้ำควบคู่กัน เพราะสองค่านี้สะท้อนความมั่นใจของเจ้ามือได้ดีกว่าตัวเลขใด <strong>การอ่านราคาบอลแบบ Asian Handicap อย่างแม่นยำ</strong> ต้องดูว่าราคาเปิดกับราคาปัจจุบันต่างกันแค่ไหน หากราคาไหลแรงผิดปกติ มักมีข้อมูลในสนามที่ตลาดรับรู้ก่อนคุณ <em>บางครั้งการที่ราคาน้ำลดลงทั้งที่ handicap ยังนิ่ง คือสัญญาณเตือนที่ชัดกว่าการเปลี่ยน handicap เสียอีก</em> ฝึกบันทึกราคาก่อนแข่งทุกครั้ง แล้วเทียบกับผลที่ออกจริง จะทำให้คุณจับแพตเทิร์นได้เร็วขึ้น</p>
<p><strong>ถาม:</strong> ฝึกอ่าน Asian Handicap ให้เก่งขึ้นได้อย่างไร? <strong>ตอบ:</strong> สังเกตการขยับราคาน้ำกับ handicap ทุกวัน บันทึกไว้ แล้ววิเคราะห์ย้อนหลังสม่ำเสมอ</p>
<h2>ประเภทของราคาบอลที่ใช้กันมากที่สุดในปัจจุบัน</h2>
<p>ราคาบอลที่ใช้มากที่สุดในปัจจุบันคือแฮนดิแคปหรือราคาต่อรอง ซึ่งแบ่งเป็นราคาเต็มและราคาครึ่งลูก เช่น 0.5, 0.75, 1.0 รวมถึงราคาเสมอ 0 และราคาเกิน 2.5 ประเภทที่ได้รับความนิยมสูงสุดคือ<strong>ราคาแฮนดิแคปแบบเอเชียนแฮนดิแคป</strong> เพราะปรับให้ทีมต่อและทีมรองมีโอกาสได้เปรียบเสียเปรียบใกล้เคียงกัน ถ้าถามว่าถ้าทีมต่อชนะหนึ่งลูกพอดีจะได้เต็มไหม คำตอบคือขึ้นอยู่กับราคา เช่น 1.0 จะคืนทุน แต่ 0.75 จะได้ครึ่งเดียว การเลือกดูราคาเหล่านี้ช่วยให้เดิมพันได้แม่นยำขึ้น</p>
<h3>ราคาบอลแบบแฮนดิแคปและวิธีคิดเงิน</h3>
<p>ราคาบอลแบบแฮนดิแคปเป็นราคาที่ผู้เล่นต้องเดิมพันโดยมีแต้มต่อหรือแต้มรองจากทีมใดทีมหนึ่ง วิธีคิดเงินเริ่มจากนำจำนวนเงินเดิมพันคูณกับราคาบอลที่ได้รับ หากผลลัพธ์ออกมาใกล้เคียงกับเงื่อนไขแฮนดิแคปที่กำหนด จะมีการคืนทุนหรือได้กำไรตามอัตราที่ตกลง <strong>การคำนวณเงินจากราคาบอลแบบแฮนดิแคป</strong>จึงขึ้นอยู่กับผลต่างประตูและเส้นที่ต่อ เช่น ต่อ 0.5 ต้องชนะเท่านั้นจึงได้เต็ม หากเสมอจะเสียเต็ม เป็นต้น</p>
<p><strong>ถาม: ราคาบอลแบบแฮนดิแคปคิดเงินอย่างไรเมื่อผลออกเสมอ?</strong> ตอบ: ขึ้นอยู่กับเส้นแฮนดิแคป เช่น 0 จะคืนทุน 0.5 จะเสียเต็ม และ 0.25 จะเสียครึ่งหนึ่งของเงินเดิมพัน</p>
<h3>ราคาบอลสูงต่ำใช้งานอย่างไรให้ได้เปรียบ</h3>
<p>ราคาบอลสูงต่ำใช้งานอย่างไรให้ได้เปรียบ ขึ้นอยู่กับการอ่านแนวโน้มประตูจากสถิติการยิงและเสียของทั้งสองทีม ผสานกับราคาต่อรองที่สะท้อนเจตนาของเจ้ามือ หากราคาสูงต่ำเปิดมาสูงผิดปกติทั้งที่รูปเกมเดิมต่ำ ควรชั่งน้ำหนักก่อนตัดสินใจ เพราะความคลาดเคลื่อนนี้คือ <strong>ช่องทางทำกำไรจากราคาบอลสูงต่ำ</strong> การเลือกจังหวะเข้าซื้อเมื่อราคาขยับตามกระแสแต่ยังไม่สะท้อนรูปเกมจริง และการหลีกเลี่ยงการเล่นทุกราคาที่เปิดเท่ากันโดยไม่วิเคราะห์บริบท เป็นทักษะที่ช่วยลดความเสี่ยงและเพิ่มความได้เปรียบระยะยาว</p>
<ul>
<li>ดูสถิติประตูย้อนหลังอย่างน้อย 5 นัดก่อนตัดสินใจ</li>
<li>เทียบราคาสูงต่ำกับรูปเกมจริงว่าสอดคล้องหรือขัดแย้ง</li>
<li>เข้าซื้อเมื่อราคาขยับจากกระแสแต่ยังไม่สะท้อนสถิติ</li>
<li>หลีกเลี่ยงราคาที่เปิดเท่ากันทุกคู่โดยไม่วิเคราะห์บริบท</li>
</ul>
<h3>ราคาบอลแบบ 1&#215;2 เหมาะกับคนแบบไหน</h3>
<p>ราคาบอลแบบ 1&#215;2 เหมาะกับคนที่ต้องการความชัดเจนในการเดิมพัน เพราะเลือกได้เพียงเจ้าบ้าน เสมอ หรือทีมเยือน โดยไม่ต้องกังวลเรื่องแต้มต่อหรือแฮนดิแคปที่ซับซ้อน เหมาะอย่างยิ่งสำหรับมือใหม่ที่เพิ่งเริ่มศึกษาตลาดลูกหนัง หรือคนที่เชื่อว่าผลการแข่งขันจะออกมาตรงตามฟอร์มและศักยภาพของทีม <strong>ราคาบอลแบบ 1&#215;2 เหมาะกับคนแบบไหน</strong> คำตอบคือคนที่มองเกมแบบตรงไปตรงมาและไม่ต้องการคำนวณความได้เปรียบเชิงตัวเลขเพิ่มเติม อีกทั้งยังเหมาะกับผู้ที่เชียร์ทีมโปรดและต้องการลุ้นผลแพ้ชนะแบบเต็มอารมณ์โดยไม่ต้องสนรายละเอียดเชิงลึกอื่นใด</p>
<h2>เคล็ดลับเลือกใช้ราคาบอลให้คุ้มค่าและลดความเสี่ยง</h2>
<p>การเลือกราคาบอลที่คุ้มค่าต้องเริ่มจากการเปรียบเทียบราคาจากหลายเว็บก่อนตัดสินใจ เพราะส่วนต่างเพียงเล็กน้อยต่อรองบอลสะสมยาว ๆ สร้างผลกำไรหรือขาดทุนต่างกันชัดเจน ควรมองราคาบอลที่ Reflect ความน่าจะเป็นจริง <strong>ไม่ใช่ราคาที่สูงที่สุดเพียงอย่างเดียว</strong> แต่ต้องดูว่าราคานั้นให้ Value Over Odds คุ้มกับความเสี่ยงที่รับหรือไม่ หากราคาบอลต่ำกว่า Fair Odds อย่างมีนัยสำคัญ ควรเลือกวางเดิมพันเฉพาะเมื่อมีข้อมูลหนุนที่หนักแน่นพอ <em>ราคาบอลที่ดีที่สุดไม่ใช่ราคาสูงสุด แต่คือราคาที่ให้ Expected Value เป็นบวกในระยะยาว</em> และควรกระจายเดิมพันหลายคู่แทนการทุ่มหนักคู่เดียว <strong>เพื่อลดความเสี่ยงจากความผันผวนของราคาบอลในช่วงท้าย</strong></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="ราคาบอล" 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"/></p>
<h3>วิธีเปรียบเทียบราคาบอลจากหลายเว็บก่อนแทง</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="ราคาบอล" 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"/></p>
<p>ก่อนแทงทุกครั้ง ควรเปิดอย่างน้อยสามเว็บแล้วเทียบราคาบอลในตลาดเดียวกัน เช่น แฮนดิแคป 1&#215;2 หรือสูงต่ำ โดยดูว่าราคาใดให้ผลตอบแทนสูงกว่าหรือส่วนต่อรองต่ำกว่า <strong>วิธีเปรียบเทียบราคาบอลจากหลายเว็บก่อนแทง</strong> ต้องดูทั้งราคาน้ำและเงื่อนไขเวลาปิดรับ เพราะเว็บต่างกันอาจปรับราคาต่างช่วงกัน <em>การเทียบเฉพาะราคาสูงสุดโดยไม่ดูค่าคอมหรือเงื่อนไขอาจทำให้มูลค่าที่ได้จริงต่ำกว่าที่คิด</em> ควบบันทึกราคาไว้ก่อนตัดสินใจ เพื่อเลือกเว็บที่ให้ความคุ้มค่าสูงสุดและลดความเสี่ยงจากการเสียเปรียบราคา</p>
<blockquote><p>สรุป: เทียบราคาบอลจากหลายเว็บในตลาดเดียวกัน ดูทั้งราคาน้ำ เงื่อนไข และเวลาปรับราคา ก่อนเลือกแทงจริงทุกครั้ง</p></blockquote>
<h3>จังหวะเวลาที่ราคาบอลเปลี่ยนและควรเข้าเล่น</h3>
<p>จังหวะเวลาที่ราคาบอลเปลี่ยนและควรเข้าเล่นมักเกิดหลังประกาศรายชื่อผู้เล่นตัวจริง เพราะราคาจะขยับทันทีถ้ามีตัวหลักเจ็บหรือพัก และอีกช่วงคือ 10-15 นาทีก่อนเกมเริ่มที่เงินไหลเข้าหนัก ควรเช็ค<b>ราคาบอลไหล</b>เทียบกับราคาเปิด ถ้าไหลแรงผิดปกติให้รอจังหวะราคานิ่งหรือเด้งกลับเล็กน้อยแล้วค่อยเข้า ส่วนการแข่งสดให้ดูราคาที่เปลี่ยนหลังใบเหลืองหรือประตูแรก เพราะตลาดมักตอบสนองเร็วเกินจริงจนเกิดช่องเข้าเล่นที่คุ้มกว่า</p>
<h3>ข้อผิดพลาดที่คนเล่นมักเจอเมื่อดูราคาบอลผิด</h3>
<p>หลายคนชอบดูแค่ตัวเลขราคาบอลแบบผ่าน ๆ แล้วรีบกดเดิมพันทันที ซึ่งเป็น <strong>ข้อผิดพลาดที่คนเล่นมักเจอเมื่อดูราคาบอลผิด</strong> บ่อยมาก เช่น เข้าใจว่าราคาน้ำติดลบคือเสียเงินน้อยทั้งที่จริง ๆ <a href="https://sports-media.org/">แทงบอลออนไลน์</a> แล้วต้องจ่ายมากกว่า หรือมองข้ามการเปลี่ยนราคาแบบไหลตามสถานการณ์ ทำให้ได้ราคาไม่คุ้มอย่างที่คิด อีกจุดคือสับสนระหว่างราคาต่อรองกับราคาน้ำจนคำนวณกำไรผิด พอรู้ตัวอีกทีก็เดิมพันไปแล้ว ลองเช็กให้ชัวร์ก่อนกดทุกครั้ง จะช่วยลดความเสี่ยงและได้ราคาที่คุ้มค่าจริง ๆ</p>
<h2>คำถามที่คนถามบ่อยเกี่ยวกับราคาบอล</h2>
<p>คำถามที่พบบ่อยเกี่ยวกับราคาบอลมักวนอยู่ที่ว่า “ราคานี้หมายถึงอะไร” “ทำไมราคาเปลี่ยน” และ “ดูราคายังไงให้ได้เปรียบ” <strong>ราคาบอล</strong> คือตัวเลขที่บอกทั้งโอกาสและความเสี่ยง เช่น ราคาต่อรอง 0.5 หรือ 1 ลูก ผู้เล่นมักสงสัยว่าราคาเปิดกับราคาปิดต่างกันแค่ไหน และราคาไหนควรเล่น </p>
<blockquote><p>หัวใจสำคัญคือราคาบอลไม่ใช่แค่ตัวเลข แต่สะท้อนความน่าจะเป็นที่เจ้ามือประเมินไว้</p></blockquote>
<p> ดังนั้นคำถามที่คนถามบ่อยที่สุดคือ “ราคานี้คุ้มไหม” มากกว่าราคาจะสูงหรือต่ำเพียงอย่างเดียว</p>
<h3>ราคาบอลไหลคืออะไรและควรทำอย่างไร</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="ราคาบอล" 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"/></p>
<p><strong>ราคาบอลไหลคือการเปลี่ยนแปลงของราคาต่อรอง</strong>ที่ปรับตามปริมาณการเดิมพันหรือข้อมูลใหม่ โดยราคาอาจขยับขึ้นลงจากราคาเปิดก่อนเวลาแข่งขัน เมื่อสังเกตเห็นราคาไหล ควรตรวจสอบทิศทางและจังหวะการเปลี่ยนเทียบกับราคาตลาดอื่น <em>การไหลที่ไม่สอดคล้องกับข้อมูลพื้นฐานอาจเป็นสัญญาณให้ชะลอการตัดสินใจมากกว่าที่จะไล่ตามราคาทันที</em></p>
<ul>
<li>จดราคาเปิดและราคาปัจจุบันเพื่อดูทิศทางการไหล</li>
<li>เทียบราคากับหลายเจ้าเพื่อยืนยันว่าไหลจริง</li>
<li>หลีกเลี่ยงการไล่ราคาที่ไหลแรงโดยไม่มีเหตุผลรองรับ</li>
<li>กำหนดจุดเข้าที่ชัดเจนก่อนราคาเปลี่ยน</li>
</ul>
<h3>ราคาบอลติดลบหมายความว่าอะไร</h3>
<p><strong>ราคาบอลติดลบหมายความว่าอะไร</strong>หมายถึงอัตราต่อรองที่ทีมต่อต้องเสียเปรียบเชิงแต้มหรือประตูก่อนเริ่มแข่งขัน โดยราคาติดลบมักปรากฏในรูปแบบ -0.5, -1 หรือ -1.5 ซึ่งผู้เล่นที่เลือกทีมต่อจะชนะเดิมพันเต็มจำนวนก็ต่อเมื่อทีมต่อชนะมากกว่าจำนวนลูกที่ต่อไว้ เช่น -1 ต้องชนะสองลูกขึ้นไป ส่วนการชนะหนึ่งลูกจะถือว่า<mark>เสมอ</mark>หรือเสียครึ่ง แล้วแต่เงื่อนไข การเข้าใจราคาติดลบช่วยให้ประเมินความเสี่ยงและคำนวณผลตอบแทนได้แม่นยำขึ้น</p>
<blockquote><p>ราคาบอลติดลบคือแต้มต่อที่ทีมต่อต้องชนะให้เกินจำนวนที่กำหนด จึงจะได้กำไรเต็มจำนวน</p></blockquote>
<h3>ดูราคาบอลจากที่ไหนถึงจะเชื่อถือได้มากที่สุด</h3>
<p>ถ้าถามว่าดูราคาบอลจากที่ไหนถึงจะเชื่อถือได้มากที่สุด หลายคนมักเช็กจากเว็บไซต์ของคาสิโนชั้นนำโดยตรง เพราะเป็นแหล่งต้นทางที่ปรับราคาตามสถานการณ์จริงและอัปเดตตลอดเวลา อีกทางที่นิยมคือเปรียบเทียบราคาจากหลายเว็บพร้อมกัน จะช่วยให้เห็นความต่างของราคาและเลือกเรตที่ดีที่สุดได้ <strong>ดูราคาบอลจากที่ไหนถึงจะเชื่อถือได้มากที่สุด</strong> จึงควรเน้นเว็บที่มีชื่อเสียง มีประวัติการจ่ายจริง และราคาไม่แกว่งผิดปกติ</p>
<p><strong>ถาม: ดูราคาบอลจากที่ไหนถึงจะเชื่อถือได้มากที่สุด?</strong><br />ตอบ: เลือกเว็บต้นทางที่มีชื่อเสียงและเปรียบเทียบหลายเจ้าก่อนตัดสินใจครับ</p>
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