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        <title>Why Choose Us: Our Competitive Edge in Thai Regulatory Monitoring</title>
        <link>https://hstecheng.com/info/6942367</link>
        <description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;1&quot;&gt;Criteria&lt;/th&gt;
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&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;3&quot;&gt;Our Solution (3-Tier Hybrid)&lt;/th&gt;
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&lt;td data-row=&quot;3&quot; data-col=&quot;3&quot;&gt;Focused, relevant alerts (Technology-assisted screening reduces manual workload)&lt;/td&gt;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thailand&amp;rsquo;s chemical and environmental regulatory landscape is both complex and in constant flux. To capture every development with precision and without gaps, &lt;strong&gt;HS-TECH Engineering has built a proprietary three-tier monitoring architecture&lt;/strong&gt; that unites advanced technology with deep domain expertise, safeguarding your compliance posture at every level.&lt;/p&gt;
&lt;/section&gt;
&lt;section id=&quot;tier-1-static-monitoring&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;/h1&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h1&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tier 1: Static Monitoring&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;A disciplined foundation for tracking priority regulations&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
Our baseline layer provides systematic, continuous oversight of the sources that matter most across Thailand&amp;rsquo;s key government agencies, so changes to known, high-impact requirements are captured promptly.&lt;/section&gt;
&lt;section id=&quot;tier-2-dynamic-exploration&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;br /&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tier 2: Dynamic Exploration&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;Extending visibility beyond what is already known&lt;/strong&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;br /&gt;Complementing the baseline, this layer looks beyond predefined sources to identify regulatory developments that conventional approaches can miss, including those that surface as information is reorganized or republished.&lt;/p&gt;
&lt;/section&gt;
&lt;section id=&quot;tier-3-expert-validation&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;br /&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tier 3: Expert Validation&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;Seasoned judgment that turns technology into actionable answers&lt;/strong&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;br /&gt;However much data automated systems can collect and filter, final risk determination and impact assessment cannot be delegated to technology alone. In this final phase, HS-TECH consultants with an intimate understanding of Thailand&amp;rsquo;s regulatory history and on-the-ground realities personally validate the findings. &lt;strong&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;span color=&quot;#0000ff&quot; style=&quot;color: #0000ff;&quot;&gt;They&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;distill signals into genuine insight, delivering sound judgment and an actionable roadmap tied directly to your business objectives&lt;/strong&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;/section&gt;
&lt;section id=&quot;get-in-touch.&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;br /&gt;Get in Touch.&lt;br /&gt;&lt;br /&gt;&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;background-color: #ccffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;a href=&quot;https://hstecheng.com/contact&quot; target=&quot;_blank&quot; title=&quot;CONTACT&quot; style=&quot;background-color: #ccffff;&quot;&gt;https://hstecheng.com/contact&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/li&gt;
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&lt;!-- /content --&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6934904">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-30T10:32:00+09:00</dc:date>
        <title>Is Your SDS Up to Standard? Let Us Review It.</title>
        <link>https://hstecheng.com/info/6934904</link>
        <description>&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;Does the SDS for your product accurately reflect its GHS hazard classification? &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;Is the information consistent across all 16 sections?&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10pt; color: #0000ff;&quot;&gt;HS-TECH not only prepares new SDSs but also provides independent, third-party reviews of your existing ones.&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;background-color: #ccffff;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;Contact us:&lt;/span&gt; &lt;a href=&quot;https://hstecheng.com/contact&quot; style=&quot;background-color: #ccffff;&quot;&gt;https://hstecheng.com/contact&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;------&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;background-color: #ccffff;&quot;&gt;Related information;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;h2 class=&quot;cjk&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt; &lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Calibri, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;A shocking and intolerable level of SDS quality&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Calibri, sans-serif; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;a href=&quot;https://hstecheng.com/free/sds-quality&quot;&gt;https://hstecheng.com/free/sds-quality&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 class=&quot;cjk&quot; style=&quot;font-weight: normal; page-break-after: avoid;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Calibri, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;Thai SDS Template is now available&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Calibri, sans-serif; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;a href=&quot;https://hstecheng.com/free/thaisds_template&quot;&gt;https://hstecheng.com/free/thaisds_template&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 class=&quot;cjk&quot; style=&quot;font-weight: normal; page-break-after: avoid;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Calibri, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;Thai SDS Authoring Services&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Calibri, sans-serif; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;a href=&quot;https://hstecheng.com/free/thaisds&quot;&gt;https://hstecheng.com/free/thaisds&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Calibri, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;HS-TECH&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Calibri, sans-serif; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260110140348-6961ddb40a213.pdf&quot;&gt;https://cdn.goope.jp/21561/260110140348-6961ddb40a213.pdf&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6927762">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-25T11:48:00+09:00</dc:date>
        <title>7 ปี กากอุตสาหกรรมไทย เปลี่ยนแปลงอย่างไร?</title>
        <link>https://hstecheng.com/info/6927762</link>
        <description>&lt;p&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260925115026-6ab5e1720d73c.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260925115026-6ab5e1720d73c_l.png&quot; alt=&quot;waste_thai_th.png&quot; width=&quot;529&quot; height=&quot;312&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;จุดเปลี่ยนที่เห็นได้ชัดคือ &lt;b&gt;ปี &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;b&gt;2565&lt;/b&gt; &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;เมื่อปริมาณกากที่เข้าสู่ระบบเพิ่มขึ้นอย่างมาก โดยมีกากไม่อันตราย &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;b&gt;33.84 &lt;/b&gt;&lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;b&gt;ล้านตัน&lt;/b&gt; และกากอันตรายประมาณ &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;b&gt;2.71 &lt;/b&gt;&lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;b&gt;ล้านตัน&lt;/b&gt; รวมประมาณ &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;b&gt;36.55 &lt;/b&gt;&lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;b&gt;ล้านตัน&lt;/b&gt; เพิ่มขึ้นจากปี &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;2564 &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ถึง &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;b&gt;96.82%&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;หนึ่งในปัจจัยสำคัญคือการนำระบบ &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt; color: #0000ff;&quot;&gt;&lt;b&gt;E-fully Manifest&lt;/b&gt; &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;มาใช้ในการติดตามสิ่งปฏิกูลหรือวัสดุที่ไม่ใช้แล้วตั้งแต่ต้นทางไปจนถึงปลายทาง ช่วยให้การรายงาน การจัดการ และการติดตามกากอุตสาหกรรมเข้าสู่ระบบมีความครอบคลุมมากขึ้น&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ดังนั้น เมื่อมองตัวเลขกากอุตสาหกรรมย้อนหลัง &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;7 &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ปี เราอาจเห็นเพียงกราฟที่มีตัวเลขเพิ่มขึ้นและลดลง แต่เบื้องหลังตัวเลขเหล่านั้นยังสะท้อนอีกหนึ่งเรื่องสำคัญ นั่นคือ &lt;b&gt;การเปลี่ยนแปลงของระบบจัดการและการติดตามกากอุตสาหกรรมของประเทศไทย&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;b&gt;ฉันมองว่า&lt;/b&gt; การเพิ่มขึ้นอย่างมากของตัวเลขในปี &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;b&gt;2565&lt;/b&gt; &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;อาจเกี่ยวข้องกับการปรับปรุงระบบ รวมถึงความพยายามในการสะสางข้อมูลหรือเอกสารที่ค้างมาจากปีก่อน ๆ ทำให้ข้อมูลกากที่สะสมอยู่หรือรายการที่ยังค้าง ถูกนำเข้าสู่ระบบเป็นจำนวนมากในปีดังกล่าว&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ขณะที่ในปี &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;b&gt;2566&lt;/b&gt; &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;มีการนำระบบรายงานข้อมูลดิจิทัล &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt; color: #0000ff;&quot;&gt;&lt;b&gt;iSingle Form&lt;/b&gt; &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;มาใช้และกำกับติดตามอย่างเข้มงวดมากขึ้น ควบคู่กับการตรวจสอบและบังคับใช้ที่เข้มข้นขึ้น ทำให้โรงงานต้องจัดการและรายงานข้อมูลกากอุตสาหกรรมภายในระยะเวลาที่กำหนด ซึ่ง &lt;b&gt;อาจเป็นหนึ่งในปัจจัยที่เกี่ยวข้องกับการลดลงของตัวเลขเมื่อเทียบกับปี &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;b&gt;2565&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;(BEE)&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ข้อมูลจาก &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;: &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&quot; target=&quot;_blank&quot;&gt;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 12pt;&quot;&gt;: &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://heyzine.com/flip-book/78eda8ed48.html#page/112&quot; target=&quot;_blank&quot;&gt;DIW Annual Report 2025 | PDF to Flipbook&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 12pt;&quot;&gt;: &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://shorturl.at/Us90P&quot; target=&quot;_blank&quot;&gt;https://shorturl.at/Us90P&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 12pt;&quot;&gt;: &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&quot; name=&quot;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&quot; target=&quot;_blank&quot;&gt;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 12pt;&quot;&gt;: &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.diw.go.th/webdiw/pr66-307/?utm_source=chatgpt.com&quot; name=&quot;https://www.diw.go.th/webdiw/pr66-307/?utm_source=chatgpt.com&quot; target=&quot;_blank&quot;&gt;https://www.diw.go.th/webdiw/pr66-307/?utm_source=chatgpt.com&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6927741">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-25T11:38:00+09:00</dc:date>
        <title>7 Years of Thailand’s Industrial Waste: How Has It Changed?</title>
        <link>https://hstecheng.com/info/6927741</link>
        <description>&lt;p&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260925113852-6ab5debc8200f.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260925113852-6ab5debc8200f_l.png&quot; alt=&quot;waste_thai.png&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;A clear turning point can be observed in &lt;b&gt;2022 (B.E. 2565)&lt;/b&gt;, when the amount of waste recorded in the system increased significantly. The volume of &lt;b&gt;non-hazardous waste reached 33.84 million tons&lt;/b&gt;, while &lt;b&gt;hazardous waste amounted to approximately 2.71 million tons&lt;/b&gt;, bringing the total to approximately &lt;b&gt;36.55 million tons&lt;/b&gt;. This represented an increase of &lt;b&gt;96.82% compared with 2021&lt;/b&gt;&lt;b&gt;(B.E. 2564)&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;One important factor was the implementation of the&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt; &lt;b&gt;E-fully Manifest system&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;, which was introduced to track waste or unused materials from their point of origin through to their final destination. The system helped improve the comprehensiveness of industrial waste reporting, management, and monitoring.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;Therefore, when looking at Thailand&amp;rsquo;s industrial waste figures over the past seven years, we may see only a graph showing numbers rising and falling. However, behind these figures lies another important story: &lt;b&gt;the transformation of Thailand&amp;rsquo;s industrial waste management and monitoring systems&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;&lt;b&gt;In my view,&lt;/b&gt; the significant increase in the figures in &lt;b&gt;2022&lt;/b&gt; may have been related to improvements in the system, as well as efforts to clear or consolidate data and documentation that had remained outstanding from previous years. As a result, accumulated waste records or previously pending entries may have been entered into the system in large numbers during that year.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;Meanwhile, in &lt;b&gt;2023 (B.E. 2566)&lt;/b&gt;, the digital reporting system &lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;b&gt;iSingle Form&lt;/b&gt;&lt;/span&gt;&lt;/span&gt; was introduced, accompanied by stricter monitoring and enforcement. Factories were required to manage and report their industrial waste data within the specified timeframe. &lt;b&gt;This may have been one of the factors associated with the decline in the recorded figures compared with 2022(B.E. 2565).&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;Data from : &lt;/span&gt;&lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&quot; target=&quot;_blank&quot;&gt;&lt;span size=&quot;2&quot;&gt;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;: &lt;/span&gt;&lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://heyzine.com/flip-book/78eda8ed48.html#page/112&quot; target=&quot;_blank&quot;&gt;&lt;span size=&quot;2&quot;&gt;DIW Annual Report 2025 | PDF to Flipbook&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;: &lt;/span&gt;&lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://shorturl.at/Us90P&quot; target=&quot;_blank&quot;&gt;&lt;span size=&quot;2&quot;&gt;https://shorturl.at/Us90P&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;: &lt;/span&gt;&lt;a href=&quot;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&quot; title=&quot;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&quot;&gt;&lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;span size=&quot;2&quot;&gt;https://www.diw.go.th/webdiw/pr64-233/?utm_source=chatgpt.com&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 10pt;&quot;&gt;&lt;span size=&quot;2&quot;&gt;: &lt;/span&gt;&lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.diw.go.th/webdiw/pr66-307/?utm_source=chatgpt.com&quot; name=&quot;https://www.diw.go.th/webdiw/pr66-307/?utm_source=chatgpt.com&quot; target=&quot;_blank&quot;&gt;&lt;span size=&quot;2&quot;&gt;https://www.diw.go.th/webdiw/pr66-307/?utm_source=chatgpt.com&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;(Bee)&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6925601">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-23T11:10:00+09:00</dc:date>
        <title>Thailand PRTR Act directly affects compliance with the Public Health Act (Revised)</title>
        <link>https://hstecheng.com/info/6925601</link>
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&lt;p&gt;Failure to submit PRTR data to the authorities constitutes a violation that can lead to the revocation or refusal of renewal for &lt;strong&gt;health hazard business licenses defined by the Public Health Act&lt;/strong&gt;. Please be reminded that the vast majority of manufacturing facilities qualify as &lt;strong&gt;health hazard businesses&lt;/strong&gt;.&lt;/p&gt;
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&lt;figcaption&gt;PRTR Act &amp;amp; Public Health Act&lt;/figcaption&gt;&lt;/figure&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt; color: #0000ff;&quot;&gt;&lt;strong&gt;Health Hazard Business List&lt;/strong&gt;&lt;/span&gt;&lt;/li&gt;
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          { positions: [ { i: &#039;0&#039;, j: 1 }, { i: &#039;0&#039;, j: 3 } ], css_id: &#039;tinytable_css_4bfbx8s946jdp96gdyep&#039;,}, 
          ];

          // Loop over the arrays to style the cells
          cellsToStyle.forEach(function (group) {
              group.positions.forEach(function (cell) {
                  tableFns_hqnevlgytdzfgzohhvpd.styleCell(cell.i, cell.j, group.css_id);
              });
          });
      });
// ]]&gt;&lt;/script&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/figure&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;style&gt;&lt;!--
/* tinytable css entries after */
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    #tinytable_hqnevlgytdzfgzohhvpd td.tinytable_css_5vvuqer9pvayot5xjup5, #tinytable_hqnevlgytdzfgzohhvpd th.tinytable_css_5vvuqer9pvayot5xjup5 { text-align: left; font-size: 0.8em; width: 52%; }
    #tinytable_hqnevlgytdzfgzohhvpd td.tinytable_css_d5wflcdx0r9c2sl27tpb, #tinytable_hqnevlgytdzfgzohhvpd th.tinytable_css_d5wflcdx0r9c2sl27tpb { text-align: left; font-size: 0.8em; background-color: #ededed; width: 52%; }
    #tinytable_hqnevlgytdzfgzohhvpd td.tinytable_css_msxsibtijhz8kmnekcyp, #tinytable_hqnevlgytdzfgzohhvpd th.tinytable_css_msxsibtijhz8kmnekcyp {  position: relative; --border-bottom: 1; --border-left: 0; --border-right: 0; --border-top: 1; --line-color-bottom: var(--tt-line-color); --line-color-left: var(--tt-line-color); --line-color-right: var(--tt-line-color); --line-color-top: var(--tt-line-color); --line-width-bottom: 0.05em; --line-width-left: 0.1em; --line-width-right: 0.1em; --line-width-top: 0.08em; --trim-bottom-left: 0%; --trim-bottom-right: 0%; --trim-left-bottom: 0%; --trim-left-top: 0%; --trim-right-bottom: 0%; --trim-right-top: 0%; --trim-top-left: 0%; --trim-top-right: 0%; ; text-align: left; font-size: 0.8em; width: 52%; }
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    #tinytable_hqnevlgytdzfgzohhvpd td.tinytable_css_gnyso3ykc4nr2dbl9aas, #tinytable_hqnevlgytdzfgzohhvpd th.tinytable_css_gnyso3ykc4nr2dbl9aas { text-align: left; font-size: 0.8em; padding-left: 1em; width: 32%; }
    #tinytable_hqnevlgytdzfgzohhvpd td.tinytable_css_3pw67gtvc025bbgukj3t, #tinytable_hqnevlgytdzfgzohhvpd th.tinytable_css_3pw67gtvc025bbgukj3t { text-align: left; font-size: 0.8em; padding-left: 1em; background-color: #ededed; width: 32%; }
    #tinytable_hqnevlgytdzfgzohhvpd td.tinytable_css_2uu3i90vcihwsc7lz846, #tinytable_hqnevlgytdzfgzohhvpd th.tinytable_css_2uu3i90vcihwsc7lz846 {  position: relative; --border-bottom: 1; --border-left: 0; --border-right: 0; --border-top: 1; --line-color-bottom: var(--tt-line-color); --line-color-left: var(--tt-line-color); --line-color-right: var(--tt-line-color); --line-color-top: var(--tt-line-color); --line-width-bottom: 0.05em; --line-width-left: 0.1em; --line-width-right: 0.1em; --line-width-top: 0.08em; --trim-bottom-left: 0%; --trim-bottom-right: 0%; --trim-left-bottom: 0%; --trim-left-top: 0%; --trim-right-bottom: 0%; --trim-right-top: 0%; --trim-top-left: 0%; --trim-top-right: 0%; ; text-align: left; font-size: 0.8em; padding-left: 1em; width: 32%; }
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--&gt;&lt;/style&gt;
&lt;div id=&quot;quarto-content&quot; class=&quot;page-columns page-rows-contents page-layout-article&quot;&gt;&lt;main class=&quot;content&quot; id=&quot;quarto-document-content&quot;&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div id=&quot;tbl-health-hazard-biz&quot; class=&quot;cell quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;
&lt;div aria-describedby=&quot;tbl-health-hazard-biz-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;
&lt;div class=&quot;cell-output-display&quot;&gt;
&lt;div class=&quot;container&quot;&gt;
&lt;table class=&quot;tinytable&quot; id=&quot;tinytable_hqnevlgytdzfgzohhvpd&quot; style=&quot;table-layout: fixed; width: 100%; margin-left: auto; margin-right: auto;&quot; data-quarto-disable-processing=&quot;true&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;1&quot;&gt;Cat. No.&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;2&quot;&gt;Category&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;3&quot;&gt;Item No.&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;4&quot;&gt;Business / Activity&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;1&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;2&quot;&gt;Livestock and pet-related businesses&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;4&quot;&gt;Breeding, raising, and nursing of animals of any kind&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;4&quot;&gt;Operating a business of keeping or collecting animals, or a similar business, for public viewing or for the benefit of the business, whether or not an admission or service fee is charged directly or indirectly&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;1&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;2&quot;&gt;Animals and animal products&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;4&quot;&gt;Slaughtering or butchering animals, except at food-vending premises, mobile vending, or market sales&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;4&quot;&gt;Curing, tanning, drying, or stockpiling animal hides or fur&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;4&quot;&gt;Stockpiling unprocessed horns, bones, or animal parts&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;4&quot;&gt;Rendering/boiling hide, sinew, or animal fat&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;4&quot;&gt;Manufacturing goods, utensils, or other products (not for food purposes) from shells, carapaces, bones, horns, hides, fur, or other animal parts by boiling, steaming, drying, burning, or any other process&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;4&quot;&gt;Manufacturing, milling, grinding, crushing, mixing, packing, stockpiling, or otherwise processing animals, plants, or any part thereof, for animal feed or animal-feed ingredients&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;4&quot;&gt;Producing, processing, stockpiling, or washing lac (shellac resin)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;1&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;2&quot;&gt;Food, beverages, and drinking water (excl. food-vending premises, hawking, market sales, and household consumption production)&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking curry paste, ready-made chili paste, fermented soybean paste, soy sauce, dipping sauces, or various seasoning sauces&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking fermented/pickled animal-based foods, e.g. pla-ra, pickled fish, pickled shrimp, sour fish, fermented pork (naem, mum), sausages, shrimp paste, fish sauce, pickled shellfish, or similar products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking fermented, pickled, or candied food from vegetables, fruit, or other plants&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking food from plants or animals by drying, grinding, steaming, boiling, stewing, simmering, stirring, coating, frying, baking, smoking, grilling, roasting, or any other method&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking meatballs&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking rice vermicelli, khanom chin, noodles, soybean pudding, tofu, glass noodles, kiam-i, meat substitutes, or similar products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;4&quot;&gt;Producing egg noodles, macaroni, spaghetti, pasta, or similar products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;4&quot;&gt;Producing fresh bread, dried bread, jan-ap, moon cakes, or other baked goods&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;3&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking milk or dairy products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;3&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking butter, margarine, blended butter, or related butter/margarine products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;3&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;4&quot;&gt;Producing ice cream&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;3&quot;&gt;12&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;4&quot;&gt;Roasting, stockpiling, or repacking coffee&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;3&quot;&gt;13&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking dried tea leaves, powdered tea, or other powdered beverages&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;3&quot;&gt;14&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking ethyl alcohol, liquor, beer, wine, vinegar, khao-mak, or fermented sugar/palm wine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;3&quot;&gt;15&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;4&quot;&gt;Producing distilled water, potable water, or drinking water from vending machines&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;3&quot;&gt;16&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, repacking, or transporting ice&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;3&quot;&gt;17&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking carbonated drinks, sweetened drinks, soda water, plant/vegetable/fruit drinks, or beverages packed in cans, bottles, or other containers&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;3&quot;&gt;18&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking canned, bottled, or other-container-packed food&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;3&quot;&gt;19&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking MSG or food additives/seasoning agents&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;3&quot;&gt;20&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking sugar or syrup&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;3&quot;&gt;21&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking bae-sae (maltose syrup)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;3&quot;&gt;22&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;4&quot;&gt;Shelling, trimming, or washing aquatic animals, where not part of a cold-storage business&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;3&quot;&gt;23&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;4&quot;&gt;Operating a cold-storage / food-freezing facility&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;3&quot;&gt;24&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;4&quot;&gt;Storing or preserving food using machinery&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;1&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;2&quot;&gt;Medicine, medical supplies, medical equipment, cosmetics, and cleaning products&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;4&quot;&gt;Producing, milling, grinding, mixing, or packing medicine/drugs&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;4&quot;&gt;Producing/packing toothpaste, shampoo, wet wipes, or cosmetics, including body soap&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;4&quot;&gt;Producing/packing cotton wool or cotton-wool products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;4&quot;&gt;Producing bandages, wound dressings, sanitary napkins, or disposable diapers&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;4&quot;&gt;Producing detergent, soap, cleaning solutions, or other cleaning products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;1&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;2&quot;&gt;Agriculture-related businesses&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking vegetable oil&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;4&quot;&gt;Washing, drying, smoking, or stockpiling raw (unprocessed) rubber&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;4&quot;&gt;Producing or repacking tapioca starch, sago starch, other plant-derived starch, or similar flour&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;4&quot;&gt;Milling rice, threshing rice by machine, or repacking rice by any method&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;4&quot;&gt;Producing tobacco&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;4&quot;&gt;Polishing, hulling, or grinding grain/seeds&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking fertilizer or fertilizer-production materials&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;4&quot;&gt;Producing plant fiber&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;3&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;4&quot;&gt;Drying, stockpiling, or transferring cassava, paddy rice, sugarcane, or corn produce&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;1&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;2&quot;&gt;Metal or mineral businesses&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;4&quot;&gt;Producing containers, jewelry, tools, equipment, or other utensils from metal or minerals&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;4&quot;&gt;Smelting ore, or melting/casting metal of any kind, except businesses licensed under 6(1)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;4&quot;&gt;Turning/lathing, drilling, welding, forging, cutting, brazing, rolling, or pressing metal by machine, gas, or electricity, except businesses licensed under 6(1)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;4&quot;&gt;Coating or plating metal with lead, zinc, tin, chromium, nickel, or other metal, except businesses licensed under 6(1)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;4&quot;&gt;Polishing or washing metal by machine or with chemicals, except businesses licensed under 6(1)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;4&quot;&gt;Mining, stockpiling, separating, sorting, or washing ore/minerals&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;1&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;2&quot;&gt;Motor vehicles, machinery, or mechanical equipment&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;4&quot;&gt;Building, assembling, panel-beating, body-repairing, spray-painting, or applying anti-rust coating to motor vehicles&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;4&quot;&gt;Manufacturing motor vehicles, machinery, or mechanical equipment&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;4&quot;&gt;Repairing or tuning engines, machinery, mechanical equipment, electrical systems, air-conditioning systems, or component parts thereof&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;4&quot;&gt;Operating a motor-vehicle/machinery/mechanical-equipment sales-and-service business that also repairs or refurbishes such vehicles/equipment&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;4&quot;&gt;Washing, polishing, coating, or lubricating (greasing) motor vehicles&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, selling, repairing, or charging batteries&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;4&quot;&gt;Selling, repairing, patching, or vulcanizing vehicle tires, or wheel alignment/balancing&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;4&quot;&gt;Producing, repairing, assembling, or pressing brake pads or clutch linings&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;3&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;4&quot;&gt;Stockpiling or repairing old mechanical equipment, old machinery, or component parts of old motor vehicles/machinery/mechanical equipment&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;1&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;2&quot;&gt;Wood or paper businesses&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;4&quot;&gt;Producing matches&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;4&quot;&gt;Sawing, slicing, sanding, planing, drilling, grooving, molding, or cutting wood by machine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;4&quot;&gt;Producing, spraying, or applying varnish/paint to finish goods, utensils, or products made of wood, rattan, or bagasse&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;4&quot;&gt;Kiln-drying wood&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or repacking incense sticks&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;4&quot;&gt;Producing goods, utensils, stationery, or other products made of paper&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;4&quot;&gt;Producing various types of paper&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;4&quot;&gt;Charcoal burning or stockpiling charcoal&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;1&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;2&quot;&gt;Service businesses&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;4&quot;&gt;Operating a spa business, except services provided in a medical facility under the law on medical facilities, or in a licensed health-service establishment under the law on health-service establishments&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;4&quot;&gt;Operating an &quot;aap-op-nuat&quot; (bath-sauna-massage) business&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;4&quot;&gt;Operating a health-massage business, except services provided in a medical facility, or in a licensed health-service establishment&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;4&quot;&gt;Operating a bathing facility, steam sauna, or herbal sauna, except services provided in a medical facility, or in a licensed health-service establishment&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;4&quot;&gt;Operating a hotel, or non-hotel accommodation provided for the temporary lodging of travelers or others for a fee, or similar businesses&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;4&quot;&gt;Operating a dormitory, rental condominium, rented rooms, or subdivided rented rooms, or similar businesses&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;4&quot;&gt;Operating a theater / entertainment venue&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;4&quot;&gt;Providing entertainment shows, music performances, dancing, ramwong, rongeng, discotheque, karaoke, jukebox, or similar entertainment&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;3&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;4&quot;&gt;Operating a swimming pool, or similar business, except services licensed under 9(1)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;3&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;4&quot;&gt;Operating a skating or rollerblading facility, or similar activities&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;3&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;4&quot;&gt;Operating a beauty salon or hairdressing business, except businesses subject to the law on the practice of the medical profession, or the law on health-service establishments&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;3&quot;&gt;12&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;4&quot;&gt;Operating a fitness / exercise facility&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;3&quot;&gt;13&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;4&quot;&gt;Operating a weight-control service business&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;3&quot;&gt;14&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;4&quot;&gt;Operating an amusement park, bowling alley, or game arcade&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;3&quot;&gt;15&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;4&quot;&gt;Operating a computer / internet service business&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;3&quot;&gt;16&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;4&quot;&gt;Operating a golf course or golf driving range&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;3&quot;&gt;17&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;4&quot;&gt;Operating a medical, public-health, scientific, or environmental laboratory&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;3&quot;&gt;18&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;4&quot;&gt;Operating a tattooing or body-piercing business&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;3&quot;&gt;19&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;4&quot;&gt;Providing childcare services at the client&#039;s home&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;3&quot;&gt;20&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;4&quot;&gt;Providing elderly-care services at the client&#039;s home&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;3&quot;&gt;21&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;4&quot;&gt;Providing pet spa, bathing, grooming, or temporary pet-boarding services&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;3&quot;&gt;22&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;4&quot;&gt;Operating a container storage yard, or a container-truck-head parking yard&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;1&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;2&quot;&gt;Textile businesses&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;4&quot;&gt;Spinning yarn, winding thread, weaving cloth by machine, or weaving with a fly-shuttle loom&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;4&quot;&gt;Stockpiling jute, hemp, cotton, kapok, or synthetic fiber&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;4&quot;&gt;Spinning cotton, kapok, or synthetic fiber by machine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;4&quot;&gt;Weaving mats, sacks, carpets, or other textiles by machine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;4&quot;&gt;Sewing or embroidering cloth or other textiles by machine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;4&quot;&gt;Printing on cloth or other textiles&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;4&quot;&gt;Washing, drying, ironing, or pleating cloth by machine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;4&quot;&gt;Dyeing, bleaching, or discharge-printing cloth or other textiles&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;1&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;2&quot;&gt;Stone, soil, sand, cement, or similar materials&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;4&quot;&gt;Producing earthenware vessels or terracotta products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;4&quot;&gt;Blasting, milling, crushing, or pulverizing stone by machine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;4&quot;&gt;Producing goods, utensils, or other products from cement or similar materials&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;4&quot;&gt;Stockpiling or mixing cement, stone, soil, sand, or construction materials, including excavating, scooping, dredging, milling, crushing, or pulverizing by machine, except businesses licensed under 11(2)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;4&quot;&gt;Cutting/faceting diamonds, gemstones, stone, glass, or similar materials&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;4&quot;&gt;Sawing, cutting, or crafting stone into goods, utensils, or various products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;4&quot;&gt;Producing chalk, plaster, lime, dinsopong (white clay), or lime (limestone) burning&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;4&quot;&gt;Producing products containing asbestos as a component or ingredient&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;3&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;4&quot;&gt;Producing, cutting, or grinding glass or glass products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;3&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;4&quot;&gt;Producing sandpaper or emery cloth&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;3&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;4&quot;&gt;Producing fiberglass or fiberglass products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;3&quot;&gt;12&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;4&quot;&gt;Washing or sandblasting the surface of glass, stone, or other materials, except businesses licensed under 6(5)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;1&quot;&gt;12&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;2&quot;&gt;Petroleum, petrochemicals, coal, coke, and various chemicals&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, packing, or transporting acids, alkalis, oxidizing agents, or solvents&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, packing, or transporting gas&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, refining, or transporting petroleum or petroleum products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or transporting coal or coke&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;4&quot;&gt;Spray-painting, except businesses licensed under 7(1)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;4&quot;&gt;Producing goods, utensils, or products from synthetic rubber, plastic, celluloid, bakelite, or similar materials&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;4&quot;&gt;Milling, stockpiling, or grinding resin/pitch (chan)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;120&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;120&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;120&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;120&quot; data-col=&quot;4&quot;&gt;Producing paint or paint-mixing oil&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;121&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;121&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;121&quot; data-col=&quot;3&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;121&quot; data-col=&quot;4&quot;&gt;Producing or developing/washing photographic film or motion-picture film&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;122&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;122&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;122&quot; data-col=&quot;3&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;122&quot; data-col=&quot;4&quot;&gt;Coating or dipping objects with plastic, celluloid, bakelite, or similar materials&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;123&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;123&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;123&quot; data-col=&quot;3&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;123&quot; data-col=&quot;4&quot;&gt;Producing plastic, celluloid, bakelite, or similar materials&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;124&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;124&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;124&quot; data-col=&quot;3&quot;&gt;12&lt;/td&gt;
&lt;td data-row=&quot;124&quot; data-col=&quot;4&quot;&gt;Producing or packing fire-extinguishing chemicals&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;125&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;125&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;125&quot; data-col=&quot;3&quot;&gt;13&lt;/td&gt;
&lt;td data-row=&quot;125&quot; data-col=&quot;4&quot;&gt;Producing dry ice&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;126&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;126&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;126&quot; data-col=&quot;3&quot;&gt;14&lt;/td&gt;
&lt;td data-row=&quot;126&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or transporting fireworks, or chemicals that are components in fireworks production&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;127&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;127&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;127&quot; data-col=&quot;3&quot;&gt;15&lt;/td&gt;
&lt;td data-row=&quot;127&quot; data-col=&quot;4&quot;&gt;Producing shellac or varnish&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;128&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;128&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;128&quot; data-col=&quot;3&quot;&gt;16&lt;/td&gt;
&lt;td data-row=&quot;128&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, packing, or transporting pesticides or disease-vector control agents&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;129&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;129&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;129&quot; data-col=&quot;3&quot;&gt;17&lt;/td&gt;
&lt;td data-row=&quot;129&quot; data-col=&quot;4&quot;&gt;Producing, stockpiling, or packing glue/adhesive&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;130&quot; data-col=&quot;1&quot;&gt;13&lt;/td&gt;
&lt;td data-row=&quot;130&quot; data-col=&quot;2&quot;&gt;Other businesses&lt;/td&gt;
&lt;td data-row=&quot;130&quot; data-col=&quot;3&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;130&quot; data-col=&quot;4&quot;&gt;Printing books or similar publications by machine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;131&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;131&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;131&quot; data-col=&quot;3&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;131&quot; data-col=&quot;4&quot;&gt;Manufacturing or repairing electronic devices, electrical appliances, electronic components, or electrical equipment&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;132&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;132&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;132&quot; data-col=&quot;3&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;132&quot; data-col=&quot;4&quot;&gt;Producing candles or similar materials&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;133&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;133&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;133&quot; data-col=&quot;3&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;133&quot; data-col=&quot;4&quot;&gt;Blueprint printing or photocopying&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;134&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;134&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;134&quot; data-col=&quot;3&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;134&quot; data-col=&quot;4&quot;&gt;Stockpiling damaged, used, or surplus materials/goods&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;135&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;135&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;135&quot; data-col=&quot;3&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;135&quot; data-col=&quot;4&quot;&gt;Operating a warehouse&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;136&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;136&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;136&quot; data-col=&quot;3&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;136&quot; data-col=&quot;4&quot;&gt;Washing used bottles, containers, or packaging for reuse or reprocessing into new products&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;137&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;137&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;137&quot; data-col=&quot;3&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;137&quot; data-col=&quot;4&quot;&gt;Printing, writing, spray-painting, or applying other methods to non-textile objects&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;138&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;138&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;138&quot; data-col=&quot;3&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;138&quot; data-col=&quot;4&quot;&gt;Operating a fishing-boat pier, fish-market pier, or fish raft/platform&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;139&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;139&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;139&quot; data-col=&quot;3&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;139&quot; data-col=&quot;4&quot;&gt;Packing goods by machine&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;140&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;140&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;140&quot; data-col=&quot;3&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;140&quot; data-col=&quot;4&quot;&gt;Providing pest-control services for insects or disease-vector animals&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;141&quot; data-col=&quot;1&quot;&gt;&lt;/td&gt;
&lt;td data-row=&quot;141&quot; data-col=&quot;2&quot;&gt;&lt;/td&gt;
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&lt;td data-row=&quot;143&quot; data-col=&quot;4&quot;&gt;Operating an edible bird&#039;s-nest (swiftlet) business, and cleaning or trimming swiftlet nests&lt;/td&gt;
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    </item>
    <item rdf:about="https://hstecheng.com/info/6921801">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-19T12:28:00+09:00</dc:date>
        <title>Thailand PRTR Act, drafted and public consultation until September 30th</title>
        <link>https://hstecheng.com/info/6921801</link>
        <description>&lt;style&gt;&lt;!--
/* Default styles provided by pandoc.
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&lt;p&gt;
&lt;script src=&quot;prtr_thai_1_en_files/libs/clipboard/clipboard.min.js&quot;&gt;&lt;/script&gt;
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&lt;h1 class=&quot;title&quot;&gt;&lt;/h1&gt;
&lt;/div&gt;
&lt;div class=&quot;quarto-title&quot;&gt;&lt;/div&gt;
&lt;/header&gt;
&lt;section id=&quot;key-points-of-thailands-draft-prtr-act&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;A public consultation for the enactment of the new &amp;ldquo;PRTR (Pollutant Release and Transfer Register) Act,&amp;rdquo; which is a prerequisite for OECD membership, is open from August 10 to September 30, 2026, at the following website: &lt;span style=&quot;background-color: #ccffff;&quot;&gt;&lt;a href=&quot;https://ethics.parliament.go.th/section77/survey_detail.php?id=614&quot; target=&quot;_blank&quot; style=&quot;background-color: #ccffff;&quot;&gt;https://ethics.parliament.go.th/section77/survey_detail.php?id=614&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;　　.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/h1&gt;
&lt;section id=&quot;key-points-of-the-draft-prtr-act-basic-law&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;key-points-of-the-draft-prtr-act-basic-law&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;1. Key Points of the Draft PRTR Act (Basic Law)　&lt;/span&gt;　&lt;/h2&gt;
&lt;section id=&quot;covered-facilities&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;covered-facilities&quot;&gt;Covered Facilities&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Facilities (e.g., factories) that manufacture, possess, release into the environment, or transfer designated &amp;ldquo;target pollutants and chemicals&amp;rdquo; in quantities exceeding specified thresholds　　. Note that the specific pollutants and chemicals are not yet defined in this draft.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;reporting-obligations&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;reporting-obligations&quot;&gt;Reporting Obligations　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Each covered facility must report the manufactured and possessed quantities of target substances, their release into the environment (air, water, soil, etc.), and their transfer as waste or wastewater. These reports must be submitted to the Pollution Control Department (PCD) under the Ministry of Natural Resources and Environment at least once a year.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;public-disclosure&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;public-disclosure&quot;&gt;Public Disclosure　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;The collected data&amp;mdash;including release and transfer volumes, facility locations, and business types&amp;mdash;will be compiled into a database. Citizens will have easy and free access to this database.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;protection-of-trade-secrets&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;protection-of-trade-secrets&quot;&gt;Protection of Trade Secrets　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;If disclosing specific chemical names or possessed quantities would cause commercial disadvantage, businesses can file a request for non-disclosure citing &amp;ldquo;trade secrets&amp;rdquo;. If approved, a generic &amp;ldquo;chemical group name&amp;rdquo; can be used in place of the specific substance name for public disclosure.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;penalties&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;penalties&quot;&gt;Penalties　　&lt;/h3&gt;
&lt;p&gt;Failure to fulfill reporting obligations or comply with corrective orders will result in an administrative fine of 200,000 to 1,000,000 THB, with an additional maximum daily fine of 50,000 THB while the violation continues.&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Administrative Penalties:&lt;/strong&gt; Failure to report or comply with regulatory orders carries a fine of 200,000 to 1,000,000 THB, plus an additional fine of up to 50,000 THB per day until compliance is achieved.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Criminal Penalties:&lt;/strong&gt; Submitting false information or concealing facts is punishable by imprisonment for up to 2 years, a fine of 500,000 to 5,000,000 THB, or both. In cases of corporate violations, directors or managers who issued the instructions are also subject to punishment.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section id=&quot;impact-on-chemical-handling-businesses-factories&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;impact-on-chemical-handling-businesses-factories&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;2. Impact on Chemical Handling Businesses (Factories)　&lt;/span&gt;　&lt;/h2&gt;
&lt;section id=&quot;increased-compliance-and-operational-costs&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;increased-compliance-and-operational-costs&quot;&gt;Increased Compliance and Operational Costs　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Businesses will need to establish systems for accurately measuring, calculating, and reporting release and transfer volumes, conduct testing and registration, and assign dedicated staff. This is expected to significantly increase administrative burdens and operational costs.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;reputation-risks-from-public-disclosure&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;reputation-risks-from-public-disclosure&quot;&gt;Reputation Risks from Public Disclosure　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Because emission data will be publicly available, environmental scrutiny from local residents and NGOs will intensify.&lt;/li&gt;
&lt;li&gt;High emission levels carry the risk of damaging the corporate image and provoking community backlash, necessitating strict accountability regarding environmental initiatives.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;strict-obligations-for-intellectual-property-protection&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;strict-obligations-for-intellectual-property-protection&quot;&gt;Strict Obligations for Intellectual Property Protection　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Companies must carefully navigate the balance between public disclosure and maintaining corporate secrets.&lt;/li&gt;
&lt;li&gt;To prevent the leakage of highly confidential chemical information (such as product formulations), companies must proactively file for &amp;ldquo;trade secret&amp;rdquo; protection and establish robust internal governance structures to substantiate these claims.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;severe-legal-risks-for-management-urgent-need-to-strengthen-governance&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;severe-legal-risks-for-management-urgent-need-to-strengthen-governance&quot;&gt;Severe Legal Risks for Management (Urgent Need to Strengthen Governance)　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Strict provisions are in place, meaning violations such as false reporting can lead not only to corporate fines but also to personal criminal penalties (e.g., imprisonment) for the executive management.&lt;/li&gt;
&lt;li&gt;Consequently, managing these obligations cannot be left solely to frontline staff; there is an urgent need to build a rigorous, top-management-driven chemical management and auditing framework (compliance system).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section id=&quot;pending-clarifications-unconfirmed-matters&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;pending-clarifications-unconfirmed-matters&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;3. Pending Clarifications (Unconfirmed Matters)　&lt;/span&gt;　&lt;/h2&gt;
&lt;section id=&quot;target-pollutants&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;target-pollutants&quot;&gt;Target Pollutants　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;The current draft does not explicitly list the specific pollutants and chemicals to be targeted.&lt;/li&gt;
&lt;li&gt;It only defines the &amp;ldquo;criteria (properties)&amp;rdquo; for targeted substances, which include carcinogens, mutagens, reproductive toxicants, chronic toxicants, substances harmful to ecosystems, ozone-depleting substances, and persistent organic pollutants (POPs).&lt;/li&gt;
&lt;li&gt;The specific substance lists are expected to be clarified in future notifications from the Ministry of Natural Resources and Environment.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;definition-of-target-facilities&quot; class=&quot;level3&quot;&gt;
&lt;h3 class=&quot;anchored&quot; data-anchor-id=&quot;definition-of-target-facilities&quot;&gt;Definition of Target Facilities　　&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;The exact definition of covered facilities is not clarified in the current draft.&lt;/li&gt;
&lt;li&gt;This is also expected to be detailed in future Ministry notifications.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section id=&quot;implementation-timeline&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;implementation-timeline&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;4. Implementation Timeline　　&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;In principle, the act will take effect on the day following its publication in the Royal Gazette.&lt;/li&gt;
&lt;li&gt;Provisions regarding non-point sources (mobile sources) will take effect two years after publication.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;transitional-measures&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;transitional-measures&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;5. Transitional Measures　　&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;The draft stipulates that within five years of the law&amp;rsquo;s enforcement, the application of designated areas will be expanded to cover all regions nationwide.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;Potential Target Pollutants and Chemicals (Historical Reference)&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;The target substances from the PRTR pilot project&amp;mdash;conducted jointly by the Japan International Cooperation Agency (JICA), the Ministry of Industry, and the Ministry of Natural Resources and Environment, and in which we were also involved&amp;mdash;are shown in &lt;a href=&quot;#tbl-prtr-thai&quot; class=&quot;quarto-xref&quot;&gt;Table&amp;nbsp;1&lt;/a&gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;Please contact us if you need the rationale behind selecting these chemical substances through the Inquiry site.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: 10pt; background-color: #ccffff;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;https://hstecheng.com/contact&quot; target=&quot;_blank&quot; title=&quot;Inquiry&quot; style=&quot;background-color: #ccffff;&quot;&gt;https://hstecheng.com/contact&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div class=&quot;cell quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-top quarto-float-caption quarto-float-tbl&quot; id=&quot;tbl-prtr-thai-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;&lt;strong&gt; Table&amp;nbsp;1: PRTR substances list in the past &lt;/strong&gt;&lt;/figcaption&gt;
&lt;div aria-describedby=&quot;tbl-prtr-thai-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;
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&lt;/div&gt;
&lt;/div&gt;
&lt;/section&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;style&gt;&lt;!--
/* tinytable css entries after */
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--&gt;&lt;/style&gt;
&lt;div id=&quot;quarto-content&quot; class=&quot;page-columns page-rows-contents page-layout-article&quot;&gt;&lt;main class=&quot;content&quot; id=&quot;quarto-document-content&quot;&gt;
&lt;section id=&quot;potential-target-pollutants-and-chemicals-historical-reference&quot; class=&quot;level1&quot;&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div id=&quot;tbl-prtr-thai&quot; class=&quot;cell quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;
&lt;div aria-describedby=&quot;tbl-prtr-thai-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;
&lt;div class=&quot;cell-output-display&quot;&gt;
&lt;div class=&quot;container&quot;&gt;
&lt;table class=&quot;tinytable&quot; id=&quot;tinytable_r9ze9l56em8pop3vy29y&quot; style=&quot;table-layout: fixed; width: 100%; margin-left: auto; margin-right: auto;&quot; data-quarto-disable-processing=&quot;true&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;1&quot;&gt;No.&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;2&quot;&gt;Name of Chemical substance&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;3&quot;&gt;Molecula Formula&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;4&quot;&gt;CAS No.&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;1&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;2&quot;&gt;Acetaldehyde&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;3&quot;&gt;CH3CHO&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;4&quot;&gt;75-07-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;1&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;2&quot;&gt;Acetone&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;3&quot;&gt;C3H6O&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;4&quot;&gt;67-64-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;1&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;2&quot;&gt;Acrylamide&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;3&quot;&gt;C3H5NO&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;4&quot;&gt;6-1-1979&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;1&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;2&quot;&gt;Acrylic Acid&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;3&quot;&gt;C3H4O2&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;4&quot;&gt;1-6-1798&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;1&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;2&quot;&gt;Acrylonitrile&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;3&quot;&gt;C3H3N&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;4&quot;&gt;107-13-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;1&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;2&quot;&gt;Ametryn&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;3&quot;&gt;C9H17N5S&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;4&quot;&gt;834-12-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;1&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;2&quot;&gt;Antimony and its compunds&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;4&quot;&gt;1309-64-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;1&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;2&quot;&gt;Antimony trisulfide&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;4&quot;&gt;1345-04-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;1&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;2&quot;&gt;Arsenic and its compounds&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;4&quot;&gt;7440-38-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;1&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;2&quot;&gt;Arsenobetaine and other organic arsenic compounds&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;4&quot;&gt;64436-13-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;1&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;2&quot;&gt;Dimethylarsenic acid&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;4&quot;&gt;75-60-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;1&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;2&quot;&gt;Atrazine&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;3&quot;&gt;C8H14ClN5&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;4&quot;&gt;1912-24-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;1&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;2&quot;&gt;Benzene&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;3&quot;&gt;C6H6&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;4&quot;&gt;71-43-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;1&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;2&quot;&gt;Benzyl Chloride&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;3&quot;&gt;C7H7Cl&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;4&quot;&gt;100-44-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;1&quot;&gt;12&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;2&quot;&gt;Bis(2-ethylhexyl)phthalate&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;3&quot;&gt;C24H38O4&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;4&quot;&gt;117-81-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;1&quot;&gt;13&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;2&quot;&gt;Bisphenol A&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;3&quot;&gt;C15H16O2&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;4&quot;&gt;5-7-1980&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;1&quot;&gt;14&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;2&quot;&gt;Boron and its compounds&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;1&quot;&gt;15&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;2&quot;&gt;1-Bromo-2-chloroethane,&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;3&quot;&gt;CH2BrCl&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;4&quot;&gt;107-04-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;1&quot;&gt;16&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;2&quot;&gt;BUTACHLOR&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;3&quot;&gt;C17H26ClNO2&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;4&quot;&gt;23184-66-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;1&quot;&gt;17&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;2&quot;&gt;Butadiene,1,3-&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;3&quot;&gt;C4H6&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;4&quot;&gt;106-99-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;1&quot;&gt;18&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;2&quot;&gt;Cadmium and its compounds&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;4&quot;&gt;7440-43-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;1&quot;&gt;19&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;2&quot;&gt;Captan&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;3&quot;&gt;C9H8Cl3NO2S&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;4&quot;&gt;133-06-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;1&quot;&gt;20&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;2&quot;&gt;Carbon Disulfide&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;3&quot;&gt;CS2&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;4&quot;&gt;75-15-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;1&quot;&gt;21&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;2&quot;&gt;Chloroacetaldehyde, 2-&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;3&quot;&gt;C2H3ClO&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;4&quot;&gt;107-20-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;1&quot;&gt;22&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;2&quot;&gt;Chloroacetic Acid&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;3&quot;&gt;C2H3ClO2&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;4&quot;&gt;11-8-1979&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;1&quot;&gt;23&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;2&quot;&gt;Chloroform (trichloromethane)&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;3&quot;&gt;CHCl3&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;4&quot;&gt;67-66-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;1&quot;&gt;24&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;2&quot;&gt;Chlorothalonil&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;3&quot;&gt;C8Cl4N2&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;4&quot;&gt;1897-45-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;1&quot;&gt;25&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;2&quot;&gt;Chlorpyrifos&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;3&quot;&gt;C9H11Cl3NO3PS&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;4&quot;&gt;2921-88-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;1&quot;&gt;26&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;2&quot;&gt;Chromium and its componds&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;3&quot;&gt;Cr&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;1&quot;&gt;26&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;2&quot;&gt;Chromium (III) compounds&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;4&quot;&gt;16065-83-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;1&quot;&gt;26&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;2&quot;&gt;Chromium (VI) compounds&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;4&quot;&gt;18540-29-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;1&quot;&gt;26&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;2&quot;&gt;Chromium, metallic&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;4&quot;&gt;7440-47-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;1&quot;&gt;27&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;2&quot;&gt;Copper and soluble salts&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;3&quot;&gt;Cu&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;1&quot;&gt;27&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;2&quot;&gt;Copper 8-hydroxyquinoline&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;4&quot;&gt;10380-28-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;1&quot;&gt;28&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;2&quot;&gt;Cyclohexanone&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;3&quot;&gt;C6H10O&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;4&quot;&gt;108-94-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;1&quot;&gt;29&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;2&quot;&gt;D-BUTOTYL,2,4-&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;3&quot;&gt;C14H18Cl2O4&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;4&quot;&gt;1929-73-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;1&quot;&gt;30&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;2&quot;&gt;D-BUTYL,2,4-&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;3&quot;&gt;C12H14Cl2O3&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;4&quot;&gt;94-80-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;1&quot;&gt;31&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;2&quot;&gt;D-DIMETHYLAMMONIUM ,2, 4-&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;3&quot;&gt;C10H13Cl2NO3&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;4&quot;&gt;2008-39-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;1&quot;&gt;32&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;2&quot;&gt;DIALIFOS(DIALIFOR)&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;3&quot;&gt;C14H17ClNO4PS2&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;4&quot;&gt;10311-84-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;1&quot;&gt;33&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;2&quot;&gt;Dichlorobenzene, 1,4-&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;3&quot;&gt;C6H4Cl2&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;4&quot;&gt;106-46-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;1&quot;&gt;34&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;2&quot;&gt;Dichloroethane, 1,2-&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;3&quot;&gt;C2H4Cl2&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;4&quot;&gt;107-06-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;1&quot;&gt;35&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;2&quot;&gt;Dichlorophenoxy Acetic Acid, 2,4-&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;3&quot;&gt;C8H6Cl2O3&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;4&quot;&gt;94-75-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;1&quot;&gt;36&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;2&quot;&gt;Dichlorvos&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;3&quot;&gt;C4H7Cl2O4P&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;4&quot;&gt;62-73-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;1&quot;&gt;37&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;2&quot;&gt;Diethylene Glycol Monobutyl Ether&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;3&quot;&gt;C8H18O3&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;4&quot;&gt;112-34-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;1&quot;&gt;38&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;2&quot;&gt;DITHIOPYR&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;3&quot;&gt;C15H16F5NO2S2&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;4&quot;&gt;97886-45-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;1&quot;&gt;39&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;2&quot;&gt;Epichlorohydrin&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;3&quot;&gt;C3H5ClO&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;4&quot;&gt;106-89-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;1&quot;&gt;40&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;2&quot;&gt;Ethyl Acetate&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;3&quot;&gt;C4H8O2&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;4&quot;&gt;141-78-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;1&quot;&gt;41&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;2&quot;&gt;Ethyl Acrylate&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;3&quot;&gt;C5H8O2&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;4&quot;&gt;140-88-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;1&quot;&gt;42&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;2&quot;&gt;Ethylene Glycol&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;3&quot;&gt;C2H6O2&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;4&quot;&gt;107-21-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;1&quot;&gt;43&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;2&quot;&gt;Ethylene Glycol Monobutyl Ether&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;3&quot;&gt;C6H14O2&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;4&quot;&gt;111-76-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;1&quot;&gt;44&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;2&quot;&gt;Ethylene Oxide&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;3&quot;&gt;C2H4O&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;4&quot;&gt;75-21-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;1&quot;&gt;45&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;2&quot;&gt;Formaldehyde&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;3&quot;&gt;CH2O&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;4&quot;&gt;50-00-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;1&quot;&gt;46&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;2&quot;&gt;Formic Acid&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;3&quot;&gt;CH2O2&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;4&quot;&gt;64-18-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;1&quot;&gt;47&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;2&quot;&gt;Furfural&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;3&quot;&gt;C5H4O2&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;4&quot;&gt;1-1-1998&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;1&quot;&gt;48&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;2&quot;&gt;GLYPHOSATE-ISOPROPYLAMMONIUM&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;3&quot;&gt;C6H17N2O5P&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;4&quot;&gt;38641-94-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;1&quot;&gt;49&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;2&quot;&gt;Hexachlorocyclohexane&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;3&quot;&gt;C6H6Cl6&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;4&quot;&gt;319-86-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;1&quot;&gt;50&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;2&quot;&gt;Hexane, N-&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;3&quot;&gt;C6H14&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;4&quot;&gt;110-54-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;1&quot;&gt;51&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;2&quot;&gt;Hexanedioic Acid&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;3&quot;&gt;C6H10O4&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;4&quot;&gt;124-04-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;1&quot;&gt;52&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;2&quot;&gt;Hydrogen Fluoride&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;3&quot;&gt;HF&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;4&quot;&gt;7664-39-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;1&quot;&gt;53&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;2&quot;&gt;Hydroquinone&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;3&quot;&gt;C6H6O2&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;4&quot;&gt;123-31-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;1&quot;&gt;54&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;2&quot;&gt;IMAZAQUIN-AMMONIUM&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;3&quot;&gt;C17H20N4O3&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;4&quot;&gt;81335-47-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;1&quot;&gt;55&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;2&quot;&gt;Isobutyl Alcohol&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;3&quot;&gt;C4H10O&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;4&quot;&gt;78-83-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;1&quot;&gt;56&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;2&quot;&gt;Isophorone&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;3&quot;&gt;-&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;4&quot;&gt;78-59-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;1&quot;&gt;57&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;2&quot;&gt;Isopropyl alcohol&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;3&quot;&gt;C3H8O&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;4&quot;&gt;67-63-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;1&quot;&gt;58&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;2&quot;&gt;Lead and Compounds&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;3&quot;&gt;Pb&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;4&quot;&gt;7439-92-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;1&quot;&gt;59&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;2&quot;&gt;Maleic Anhydride&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;3&quot;&gt;C4H2O3&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;4&quot;&gt;108-31-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;1&quot;&gt;60&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;2&quot;&gt;Managenses and its compounds&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;1&quot;&gt;61&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;2&quot;&gt;Methanol&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;3&quot;&gt;CH4O&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;4&quot;&gt;67-56-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;1&quot;&gt;62&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;2&quot;&gt;(p-METHOXYPHENYL)-2-METHYL-1,3- PROPANEDIOL-METHYLENE ETHER ,1-&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;3&quot;&gt;-&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;4&quot;&gt;5689-72-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;1&quot;&gt;63&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;2&quot;&gt;Methyl Acetate&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;3&quot;&gt;C3H6O2&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;4&quot;&gt;79-20-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;1&quot;&gt;64&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;2&quot;&gt;Methyl Acrylate&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;3&quot;&gt;C4H6O2&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;4&quot;&gt;96-33-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;1&quot;&gt;65&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;2&quot;&gt;Methyl Ethyl Ketone (2-Butanone)&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;3&quot;&gt;C4H8O&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;4&quot;&gt;78-93-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;1&quot;&gt;66&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;2&quot;&gt;Methyl Isobutyl Ketone (4-methyl-2-pentanone)&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;3&quot;&gt;C6H12O&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;4&quot;&gt;108-10-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;1&quot;&gt;67&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;2&quot;&gt;Methyl Methacrylate&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;3&quot;&gt;C5H8O2&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;4&quot;&gt;80-62-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;1&quot;&gt;68&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;2&quot;&gt;Methyl tert-Butyl Ether (MTBE)&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;3&quot;&gt;C5H12O&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;4&quot;&gt;1634-04-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;1&quot;&gt;69&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;2&quot;&gt;Methylene Chloride&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;3&quot;&gt;CH2Cl2&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;4&quot;&gt;9-2-1975&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;1&quot;&gt;70&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;2&quot;&gt;Methylenediphenyl Diisocyanate&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;3&quot;&gt;C15H10N2O2&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;4&quot;&gt;101-68-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;1&quot;&gt;71&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;2&quot;&gt;Molybdenum and its compounds&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;1&quot;&gt;72&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;2&quot;&gt;Naphthalene&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;3&quot;&gt;C10H8&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;4&quot;&gt;91-20-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;1&quot;&gt;73&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;2&quot;&gt;Nickel and its compounds&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;1&quot;&gt;74&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;2&quot;&gt;Paraquat Dichloride&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;3&quot;&gt;C12H14Cl2N2&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;4&quot;&gt;1910-42-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;1&quot;&gt;75&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;2&quot;&gt;Pentane, n-&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;3&quot;&gt;C5H12&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;4&quot;&gt;109-66-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;1&quot;&gt;76&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;2&quot;&gt;Phenol&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;3&quot;&gt;C6H6O&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;4&quot;&gt;108-95-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;1&quot;&gt;77&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;2&quot;&gt;Phosphoric Acid&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;3&quot;&gt;H3PO4&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;4&quot;&gt;7664-38-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;1&quot;&gt;78&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;2&quot;&gt;Phosphorus pentoxide and other&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;3&quot;&gt;P2O5&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;4&quot;&gt;1314-56-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;1&quot;&gt;79&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;2&quot;&gt;Phthalic Anhydride&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;3&quot;&gt;C8H4O3&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;4&quot;&gt;85-44-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;1&quot;&gt;80&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;2&quot;&gt;Polyethylene glycol nonylphenyl ether&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;3&quot;&gt;C19H32O3&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;4&quot;&gt;9016-45-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;1&quot;&gt;81&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;2&quot;&gt;Potassium chlorate&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;3&quot;&gt;ClKO3&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;4&quot;&gt;4-9-3811&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;1&quot;&gt;82&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;2&quot;&gt;Propanil&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;3&quot;&gt;C9H9Cl2NO&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;4&quot;&gt;709-98-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;1&quot;&gt;83&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;2&quot;&gt;PROPIONICACID&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;3&quot;&gt;C3H6O2&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;4&quot;&gt;9-4-1979&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;1&quot;&gt;84&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;2&quot;&gt;Propylene&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;3&quot;&gt;C3H6&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;4&quot;&gt;115-07-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;1&quot;&gt;85&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;2&quot;&gt;Propylene Glycol&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;3&quot;&gt;C3H8O2&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;4&quot;&gt;57-55-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;1&quot;&gt;86&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;2&quot;&gt;Propylene Oxide&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;3&quot;&gt;C3H6O&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;4&quot;&gt;75-56-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;1&quot;&gt;87&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;2&quot;&gt;PROTHIOCARB&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;3&quot;&gt;C8H19ClN2OS&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;4&quot;&gt;19622-08-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;1&quot;&gt;88&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;2&quot;&gt;Pyrene&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;3&quot;&gt;C16H10&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;4&quot;&gt;129-00-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;1&quot;&gt;89&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;2&quot;&gt;Ryania&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;3&quot;&gt;C25H35NO9&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;4&quot;&gt;15662-33-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;1&quot;&gt;90&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;2&quot;&gt;sodium chlorate&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;3&quot;&gt;ClNaO3&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;4&quot;&gt;7775-9-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;1&quot;&gt;91&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;2&quot;&gt;Sodium Cyanide&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;3&quot;&gt;NaCN&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;4&quot;&gt;143-33-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;1&quot;&gt;92&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;2&quot;&gt;Styrene&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;3&quot;&gt;C8H8&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;4&quot;&gt;100-42-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;1&quot;&gt;93&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;2&quot;&gt;Tebuthiuron&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;3&quot;&gt;C9H16N4OS&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;4&quot;&gt;34014-18-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;1&quot;&gt;94&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;2&quot;&gt;Tetrachloroethylene&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;3&quot;&gt;C2Cl4&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;4&quot;&gt;127-18-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;1&quot;&gt;95&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;2&quot;&gt;Tin and its compounds&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;1&quot;&gt;96&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;2&quot;&gt;Toluene&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;3&quot;&gt;CH3C6H5&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;4&quot;&gt;108-88-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;1&quot;&gt;97&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;2&quot;&gt;Trichloroethylene&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;3&quot;&gt;C2HCl3&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;4&quot;&gt;1-6-1979&lt;/td&gt;
&lt;/tr&gt;
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&lt;td data-row=&quot;105&quot; data-col=&quot;1&quot;&gt;98&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;2&quot;&gt;Trimethylbenzene, 1,2,4-&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;3&quot;&gt;C9H12&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;4&quot;&gt;95-63-6&lt;/td&gt;
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&lt;td data-row=&quot;106&quot; data-col=&quot;1&quot;&gt;99&lt;/td&gt;
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&lt;td data-row=&quot;106&quot; data-col=&quot;3&quot;&gt;C9H12&lt;/td&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;4&quot;&gt;108-67-8&lt;/td&gt;
&lt;/tr&gt;
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&lt;td data-row=&quot;107&quot; data-col=&quot;1&quot;&gt;100&lt;/td&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;2&quot;&gt;Trinitrotoluene, 2,4,6-&lt;/td&gt;
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&lt;td data-row=&quot;107&quot; data-col=&quot;4&quot;&gt;118-96-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;1&quot;&gt;101&lt;/td&gt;
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&lt;td data-row=&quot;109&quot; data-col=&quot;3&quot;&gt;C2H3Cl&lt;/td&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;4&quot;&gt;1975-01-4&lt;/td&gt;
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&lt;tr&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;1&quot;&gt;103&lt;/td&gt;
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&lt;td data-row=&quot;110&quot; data-col=&quot;3&quot;&gt;CH3C6H5&lt;/td&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;4&quot;&gt;1330-20-7&lt;/td&gt;
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&lt;tr&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;1&quot;&gt;104&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;2&quot;&gt;Zinc and its compounds&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;1&quot;&gt;105&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;2&quot;&gt;Sox&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;1&quot;&gt;106&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;2&quot;&gt;NOx&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;2&quot;&gt;Dioxin and Furan&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;2&quot;&gt;2,3,7,8-Tetrachlorodibenzo-para-dioxin&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;4&quot;&gt;1746-01-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;2&quot;&gt;Dibenzo-para-dioxin&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;4&quot;&gt;262-12-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;2&quot;&gt;Polychlorinated biphenyls (PCBs),&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;2&quot;&gt;3,4,5,3&amp;rsquo;,4&amp;rsquo;-Pentachlorobiphenyl (PCB-126)&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;4&quot;&gt;57465-28-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;2&quot;&gt;Furan&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;4&quot;&gt;110-00-9&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;!-- hack to avoid NA insertion in last line --&gt;&lt;/div&gt;
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&lt;/figure&gt;
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    </item>
    <item rdf:about="https://hstecheng.com/info/6921784">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-19T12:09:00+09:00</dc:date>
        <title>OECD加盟に向けた新たな”PRTR法案”のパブリックコメント募集(9月30日まで）</title>
        <link>https://hstecheng.com/info/6921784</link>
        <description>&lt;p&gt;タイ国 PRTR基本法案の要点&lt;/p&gt;
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&lt;h1 class=&quot;title&quot;&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;h1 class=&quot;title&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;OECD加盟に必須&lt;/strong&gt;の新たな「PRTR法案（化学物質排出移動登録法案）」の制定に向けた意見公募（パブリックコンサルテーション）が、2026年8月10日から9月30日まで、&lt;/span&gt;&lt;/h1&gt;
&lt;h1 class=&quot;title&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;下記のサイトで受け付けている。 &lt;a href=&quot;https://ethics.parliament.go.th/section77/survey_detail.php?id=614&quot; target=&quot;_blank&quot;&gt;https://ethics.parliament.go.th/section77/survey_detail.php?id=614&lt;/a&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/div&gt;
&lt;/header&gt;
&lt;p&gt;PRTR法案の要点を下記に示した。&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;section id=&quot;prtr法案基本法の要点&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;PRTR法案（基本法）の要点&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/h1&gt;
&lt;section id=&quot;対象となる事業者&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;対象となる事業者&quot;&gt;対象となる事業者&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;指定された「対象となる汚染物質および化学物質」を規定量以上で製造、保有、環境への放出、または移動させる事業所（工場など）。ただし、汚染物質および化学物質は、本法案では指定されていない。&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;報告義務&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;報告義務&quot;&gt;報告義務&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;事業所ごとに、対象物質の製造量、保有量、環境（大気、水、土壌など）への放出量、および廃棄物や廃水としての移動量を、少なくとも年に1回、天然資源環境省公害管理局に報告&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;情報公開&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;情報公開&quot;&gt;情報公開&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;収集されたデータ（放出・移動量、事業所の位置情報、事業の種類など）はデータベース化され、市民が容易かつ無償でアクセス可&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;営業秘密の保護&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;営業秘密の保護&quot;&gt;営業秘密の保護&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;特定の化学物質名や保有量が公開されると商業上の不利益を被る場合、事業者は「営業秘密」として情報の非公開を申し立てることができる。これが認められた場合、一般公開時には個別の物質名の代わりに「化学物質グループ名」の使用可&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;罰則&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;罰則&quot;&gt;罰則&lt;/h2&gt;
&lt;p&gt;報告義務の不履行や是正命令に従わない場合は、20万〜100万バーツの行政罰金（違反継続中は日量最大5万バーツの追加）が科される。&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;行政罰 報告の不履行や監督機関の命令に従わない場合、20万〜100万バーツの罰金が科され、正しく履行されるまで&lt;strong&gt;1日あたり最大5万バーツの罰金&lt;/strong&gt;が追加&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;刑事罰 虚偽情報の報告や事実の隠ぺいを行った場合は、&lt;strong&gt;2年以下の禁錮、または50万〜500万バーツの罰金&lt;/strong&gt;、&lt;strong&gt;あるいはその両方&lt;/strong&gt;が科される。法人による違反の場合、指示をした取締役や管理者等も処罰の対象&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section id=&quot;化学物質取扱事業者工場へのインパクト&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;化学物質取扱事業者（工場）へのインパクト&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;section id=&quot;コンプライアンスおよび運用コストの増大&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;コンプライアンスおよび運用コストの増大&quot;&gt;コンプライアンスおよび運用コストの増大&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;事業者は排出量や移動量を正確に測定・算出・報告するためのシステム構築、試験・登録作業、および専任スタッフの配置などを行う必要があり、大幅な実務負担とコスト増が予想される。&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;情報公開に伴うレピュテーションリスク&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;情報公開に伴うレピュテーションリスク&quot;&gt;情報公開に伴うレピュテーションリスク&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;排出状況が市民に公開されるため、周辺住民やNGOなどからの環境監視の目が厳しくなる。&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;放出量が多いと企業イメージの低下や地域社会からの反発を招くリスクがあり、環境対応に向けた高度な説明責任が求められる。&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;知的財産保護の徹底義務&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;知的財産保護の徹底義務&quot;&gt;知的財産保護の徹底義務&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;情報公開と企業秘密保持のバランスをとることが求められる。&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;製品のレシピなど機密性の高い化学物質情報が流出&lt;/strong&gt;するのを防ぐため、企業側は自ら積極的に「営業秘密」としての申立てを行い、その根拠を立証するための社内体制整備&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;経営層の重い法的リスクガバナンス強化の急務&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;経営層の重い法的リスクガバナンス強化の急務&quot;&gt;経営層の重い法的リスク（ガバナンス強化の急務）&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;虚偽報告等の違反が発生した際、罰金だけでなく経営陣個人の刑事罰（禁錮刑など）につながる厳しい規定が設定。&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;そのため、現場任せにせず、&lt;strong&gt;経営トップが関与する厳格な化学物質管理・監査体制（コンプライアンス体制）の構築&lt;/strong&gt;が急務&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section id=&quot;未確認事項&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;未確認事項&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;section id=&quot;対象となる汚染物質&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;対象となる汚染物質&quot;&gt;対象となる汚染物質&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;現在の法案では、対象となる具体的な汚染物質名および化学物質（リスト）はまだ明確化されていない。&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;対象とする物質の「基準（性質）」のみが定められており、発がん性物質、変異原性物質、生殖毒性物質、慢性毒性物質、生態系への有害物質、オゾン層破壊物質、残留性有機汚染物質などが該当する。&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;今後、天然資源環境省・告示等で明確化されるのだろう。&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;対象事業所の定義&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;対象事業所の定義&quot;&gt;対象事業所の定義&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;現在の法案では明確化されていない。&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;今後、天然資源環境省・告示等で明確化されるのだろう。&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section id=&quot;施行時期&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;施行時期&lt;/span&gt;&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;原則として官報での公示の翌日から&lt;/li&gt;
&lt;li&gt;非点源（移動発生源）に関する規定は、公示から2年後&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;経過措置&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;経過措置&lt;/span&gt;&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;本法の施行後、5年以内に全国の地域を網羅するよう指定区域の適用を拡大していくことが規定&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;対象となる可能性のある汚染物質および化学物質（過去からの参考）&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;当方も参画した、国際協力機構(Japan International Cooperation Agency:JICA)、工業省、天然資源環境省による　「&lt;strong&gt;PRTRパイロットプロジェクト」&lt;/strong&gt;　で対象とした物質を &lt;a href=&quot;#tbl-prtr-thai&quot; class=&quot;quarto-xref&quot;&gt;Table&amp;nbsp;1&lt;/a&gt; に示した。&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div class=&quot;cell quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-top quarto-float-caption quarto-float-tbl&quot; id=&quot;tbl-prtr-thai-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; Table&amp;nbsp;1: PRTR substances list in the past &lt;/figcaption&gt;
&lt;div aria-describedby=&quot;tbl-prtr-thai-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;
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          { positions: [ { i: &#039;2&#039;, j: 3 }, { i: &#039;4&#039;, j: 3 }, { i: &#039;6&#039;, j: 3 }, { i: &#039;8&#039;, j: 3 }, { i: &#039;10&#039;, j: 3 }, { i: &#039;12&#039;, j: 3 }, { i: &#039;14&#039;, j: 3 }, { i: &#039;16&#039;, j: 3 }, { i: &#039;18&#039;, j: 3 }, { i: &#039;20&#039;, j: 3 }, { i: &#039;22&#039;, j: 3 }, { i: &#039;24&#039;, j: 3 }, { i: &#039;26&#039;, j: 3 }, { i: &#039;28&#039;, j: 3 }, { i: &#039;30&#039;, j: 3 }, { i: &#039;32&#039;, j: 3 }, { i: &#039;34&#039;, j: 3 }, { i: &#039;36&#039;, j: 3 }, { i: &#039;38&#039;, j: 3 }, { i: &#039;40&#039;, j: 3 }, { i: &#039;42&#039;, j: 3 }, { i: &#039;44&#039;, j: 3 }, { i: &#039;46&#039;, j: 3 }, { i: &#039;48&#039;, j: 3 }, { i: &#039;50&#039;, j: 3 }, { i: &#039;52&#039;, j: 3 }, { i: &#039;54&#039;, j: 3 }, { i: &#039;56&#039;, j: 3 }, { i: &#039;58&#039;, j: 3 }, { i: &#039;60&#039;, j: 3 }, { i: &#039;62&#039;, j: 3 }, { i: &#039;64&#039;, j: 3 }, { i: &#039;66&#039;, j: 3 }, { i: &#039;68&#039;, j: 3 }, { i: &#039;70&#039;, j: 3 }, { i: &#039;72&#039;, j: 3 }, { i: &#039;74&#039;, j: 3 }, { i: &#039;76&#039;, j: 3 }, { i: &#039;78&#039;, j: 3 }, { i: &#039;80&#039;, j: 3 }, { i: &#039;82&#039;, j: 3 }, { i: &#039;84&#039;, j: 3 }, { i: &#039;86&#039;, j: 3 }, { i: &#039;88&#039;, j: 3 }, { i: &#039;90&#039;, j: 3 }, { i: &#039;92&#039;, j: 3 }, { i: &#039;94&#039;, j: 3 }, { i: &#039;96&#039;, j: 3 }, { i: &#039;98&#039;, j: 3 }, { i: &#039;100&#039;, j: 3 }, { i: &#039;102&#039;, j: 3 }, { i: &#039;104&#039;, j: 3 }, { i: &#039;106&#039;, j: 3 }, { i: &#039;108&#039;, j: 3 }, { i: &#039;110&#039;, j: 3 }, { i: &#039;112&#039;, j: 3 }, { i: &#039;114&#039;, j: 3 }, { i: &#039;116&#039;, j: 3 }, { i: &#039;118&#039;, j: 3 }, { i: &#039;2&#039;, j: 4 }, { i: &#039;4&#039;, j: 4 }, { i: &#039;6&#039;, j: 4 }, { i: &#039;8&#039;, j: 4 }, { i: &#039;10&#039;, j: 4 }, { i: &#039;12&#039;, j: 4 }, { i: &#039;14&#039;, j: 4 }, { i: &#039;16&#039;, j: 4 }, { i: &#039;18&#039;, j: 4 }, { i: &#039;20&#039;, j: 4 }, { i: &#039;22&#039;, j: 4 }, { i: &#039;24&#039;, j: 4 }, { i: &#039;26&#039;, j: 4 }, { i: &#039;28&#039;, j: 4 }, { i: &#039;30&#039;, j: 4 }, { i: &#039;32&#039;, j: 4 }, { i: &#039;34&#039;, j: 4 }, { i: &#039;36&#039;, j: 4 }, { i: &#039;38&#039;, j: 4 }, { i: &#039;40&#039;, j: 4 }, { i: &#039;42&#039;, j: 4 }, { i: &#039;44&#039;, j: 4 }, { i: &#039;46&#039;, j: 4 }, { i: &#039;48&#039;, j: 4 }, { i: &#039;50&#039;, j: 4 }, { i: &#039;52&#039;, j: 4 }, { i: &#039;54&#039;, j: 4 }, { i: &#039;56&#039;, j: 4 }, { i: &#039;58&#039;, j: 4 }, { i: &#039;60&#039;, j: 4 }, { i: &#039;62&#039;, j: 4 }, { i: &#039;64&#039;, j: 4 }, { i: &#039;66&#039;, j: 4 }, { i: &#039;68&#039;, j: 4 }, { i: &#039;70&#039;, j: 4 }, { i: &#039;72&#039;, j: 4 }, { i: &#039;74&#039;, j: 4 }, { i: &#039;76&#039;, j: 4 }, { i: &#039;78&#039;, j: 4 }, { i: &#039;80&#039;, j: 4 }, { i: &#039;82&#039;, j: 4 }, { i: &#039;84&#039;, j: 4 }, { i: &#039;86&#039;, j: 4 }, { i: &#039;88&#039;, j: 4 }, { i: &#039;90&#039;, j: 4 }, { i: &#039;92&#039;, j: 4 }, { i: &#039;94&#039;, j: 4 }, { i: &#039;96&#039;, j: 4 }, { i: &#039;98&#039;, j: 4 }, { i: &#039;100&#039;, j: 4 }, { i: &#039;102&#039;, j: 4 }, { i: &#039;104&#039;, j: 4 }, { i: &#039;106&#039;, j: 4 }, { i: &#039;108&#039;, j: 4 }, { i: &#039;110&#039;, j: 4 }, { i: &#039;112&#039;, j: 4 }, { i: &#039;114&#039;, j: 4 }, { i: &#039;116&#039;, j: 4 }, { i: &#039;118&#039;, j: 4 } ], css_id: &#039;tinytable_css_u631g91e4o52ovwtoa7z&#039;,}, 
          { positions: [ { i: &#039;1&#039;, j: 3 }, { i: &#039;3&#039;, j: 3 }, { i: &#039;5&#039;, j: 3 }, { i: &#039;7&#039;, j: 3 }, { i: &#039;9&#039;, j: 3 }, { i: &#039;11&#039;, j: 3 }, { i: &#039;13&#039;, j: 3 }, { i: &#039;15&#039;, j: 3 }, { i: &#039;17&#039;, j: 3 }, { i: &#039;19&#039;, j: 3 }, { i: &#039;21&#039;, j: 3 }, { i: &#039;23&#039;, j: 3 }, { i: &#039;25&#039;, j: 3 }, { i: &#039;27&#039;, j: 3 }, { i: &#039;29&#039;, j: 3 }, { i: &#039;31&#039;, j: 3 }, { i: &#039;33&#039;, j: 3 }, { i: &#039;35&#039;, j: 3 }, { i: &#039;37&#039;, j: 3 }, { i: &#039;39&#039;, j: 3 }, { i: &#039;41&#039;, j: 3 }, { i: &#039;43&#039;, j: 3 }, { i: &#039;45&#039;, j: 3 }, { i: &#039;47&#039;, j: 3 }, { i: &#039;49&#039;, j: 3 }, { i: &#039;51&#039;, j: 3 }, { i: &#039;53&#039;, j: 3 }, { i: &#039;55&#039;, j: 3 }, { i: &#039;57&#039;, j: 3 }, { i: &#039;59&#039;, j: 3 }, { i: &#039;61&#039;, j: 3 }, { i: &#039;63&#039;, j: 3 }, { i: &#039;65&#039;, j: 3 }, { i: &#039;67&#039;, j: 3 }, { i: &#039;69&#039;, j: 3 }, { i: &#039;71&#039;, j: 3 }, { i: &#039;73&#039;, j: 3 }, { i: &#039;75&#039;, j: 3 }, { i: &#039;77&#039;, j: 3 }, { i: &#039;79&#039;, j: 3 }, { i: &#039;81&#039;, j: 3 }, { i: &#039;83&#039;, j: 3 }, { i: &#039;85&#039;, j: 3 }, { i: &#039;87&#039;, j: 3 }, { i: &#039;89&#039;, j: 3 }, { i: &#039;91&#039;, j: 3 }, { i: &#039;93&#039;, j: 3 }, { i: &#039;95&#039;, j: 3 }, { i: &#039;97&#039;, j: 3 }, { i: &#039;99&#039;, j: 3 }, { i: &#039;101&#039;, j: 3 }, { i: &#039;103&#039;, j: 3 }, { i: &#039;105&#039;, j: 3 }, { i: &#039;107&#039;, j: 3 }, { i: &#039;109&#039;, j: 3 }, { i: &#039;111&#039;, j: 3 }, { i: &#039;113&#039;, j: 3 }, { i: &#039;115&#039;, j: 3 }, { i: &#039;117&#039;, j: 3 }, { i: &#039;1&#039;, j: 4 }, { i: &#039;3&#039;, j: 4 }, { i: &#039;5&#039;, j: 4 }, { i: &#039;7&#039;, j: 4 }, { i: &#039;9&#039;, j: 4 }, { i: &#039;11&#039;, j: 4 }, { i: &#039;13&#039;, j: 4 }, { i: &#039;15&#039;, j: 4 }, { i: &#039;17&#039;, j: 4 }, { i: &#039;19&#039;, j: 4 }, { i: &#039;21&#039;, j: 4 }, { i: &#039;23&#039;, j: 4 }, { i: &#039;25&#039;, j: 4 }, { i: &#039;27&#039;, j: 4 }, { i: &#039;29&#039;, j: 4 }, { i: &#039;31&#039;, j: 4 }, { i: &#039;33&#039;, j: 4 }, { i: &#039;35&#039;, j: 4 }, { i: &#039;37&#039;, j: 4 }, { i: &#039;39&#039;, j: 4 }, { i: &#039;41&#039;, j: 4 }, { i: &#039;43&#039;, j: 4 }, { i: &#039;45&#039;, j: 4 }, { i: &#039;47&#039;, j: 4 }, { i: &#039;49&#039;, j: 4 }, { i: &#039;51&#039;, j: 4 }, { i: &#039;53&#039;, j: 4 }, { i: &#039;55&#039;, j: 4 }, { i: &#039;57&#039;, j: 4 }, { i: &#039;59&#039;, j: 4 }, { i: &#039;61&#039;, j: 4 }, { i: &#039;63&#039;, j: 4 }, { i: &#039;65&#039;, j: 4 }, { i: &#039;67&#039;, j: 4 }, { i: &#039;69&#039;, j: 4 }, { i: &#039;71&#039;, j: 4 }, { i: &#039;73&#039;, j: 4 }, { i: &#039;75&#039;, j: 4 }, { i: &#039;77&#039;, j: 4 }, { i: &#039;79&#039;, j: 4 }, { i: &#039;81&#039;, j: 4 }, { i: &#039;83&#039;, j: 4 }, { i: &#039;85&#039;, j: 4 }, { i: &#039;87&#039;, j: 4 }, { i: &#039;89&#039;, j: 4 }, { i: &#039;91&#039;, j: 4 }, { i: &#039;93&#039;, j: 4 }, { i: &#039;95&#039;, j: 4 }, { i: &#039;97&#039;, j: 4 }, { i: &#039;99&#039;, j: 4 }, { i: &#039;101&#039;, j: 4 }, { i: &#039;103&#039;, j: 4 }, { i: &#039;105&#039;, j: 4 }, { i: &#039;107&#039;, j: 4 }, { i: &#039;109&#039;, j: 4 }, { i: &#039;111&#039;, j: 4 }, { i: &#039;113&#039;, j: 4 }, { i: &#039;115&#039;, j: 4 }, { i: &#039;117&#039;, j: 4 } ], css_id: &#039;tinytable_css_rdyjg1eu09m5uukiw08j&#039;,}, 
          { positions: [ { i: &#039;0&#039;, j: 3 }, { i: &#039;0&#039;, j: 4 } ], css_id: &#039;tinytable_css_drth8kro3koc4bp1gqrq&#039;,}, 
          { positions: [ { i: &#039;119&#039;, j: 2 } ], css_id: &#039;tinytable_css_0qna50mwgupvatut0c3a&#039;,}, 
          { positions: [ { i: &#039;2&#039;, j: 2 }, { i: &#039;4&#039;, j: 2 }, { i: &#039;6&#039;, j: 2 }, { i: &#039;8&#039;, j: 2 }, { i: &#039;10&#039;, j: 2 }, { i: &#039;12&#039;, j: 2 }, { i: &#039;14&#039;, j: 2 }, { i: &#039;16&#039;, j: 2 }, { i: &#039;18&#039;, j: 2 }, { i: &#039;20&#039;, j: 2 }, { i: &#039;22&#039;, j: 2 }, { i: &#039;24&#039;, j: 2 }, { i: &#039;26&#039;, j: 2 }, { i: &#039;28&#039;, j: 2 }, { i: &#039;30&#039;, j: 2 }, { i: &#039;32&#039;, j: 2 }, { i: &#039;34&#039;, j: 2 }, { i: &#039;36&#039;, j: 2 }, { i: &#039;38&#039;, j: 2 }, { i: &#039;40&#039;, j: 2 }, { i: &#039;42&#039;, j: 2 }, { i: &#039;44&#039;, j: 2 }, { i: &#039;46&#039;, j: 2 }, { i: &#039;48&#039;, j: 2 }, { i: &#039;50&#039;, j: 2 }, { i: &#039;52&#039;, j: 2 }, { i: &#039;54&#039;, j: 2 }, { i: &#039;56&#039;, j: 2 }, { i: &#039;58&#039;, j: 2 }, { i: &#039;60&#039;, j: 2 }, { i: &#039;62&#039;, j: 2 }, { i: &#039;64&#039;, j: 2 }, { i: &#039;66&#039;, j: 2 }, { i: &#039;68&#039;, j: 2 }, { i: &#039;70&#039;, j: 2 }, { i: &#039;72&#039;, j: 2 }, { i: &#039;74&#039;, j: 2 }, { i: &#039;76&#039;, j: 2 }, { i: &#039;78&#039;, j: 2 }, { i: &#039;80&#039;, j: 2 }, { i: &#039;82&#039;, j: 2 }, { i: &#039;84&#039;, j: 2 }, { i: &#039;86&#039;, j: 2 }, { i: &#039;88&#039;, j: 2 }, { i: &#039;90&#039;, j: 2 }, { i: &#039;92&#039;, j: 2 }, { i: &#039;94&#039;, j: 2 }, { i: &#039;96&#039;, j: 2 }, { i: &#039;98&#039;, j: 2 }, { i: &#039;100&#039;, j: 2 }, { i: &#039;102&#039;, j: 2 }, { i: &#039;104&#039;, j: 2 }, { i: &#039;106&#039;, j: 2 }, { i: &#039;108&#039;, j: 2 }, { i: &#039;110&#039;, j: 2 }, { i: &#039;112&#039;, j: 2 }, { i: &#039;114&#039;, j: 2 }, { i: &#039;116&#039;, j: 2 }, { i: &#039;118&#039;, j: 2 } ], css_id: &#039;tinytable_css_9652gveffvn04xe3dqv2&#039;,}, 
          { positions: [ { i: &#039;1&#039;, j: 2 }, { i: &#039;3&#039;, j: 2 }, { i: &#039;5&#039;, j: 2 }, { i: &#039;7&#039;, j: 2 }, { i: &#039;9&#039;, j: 2 }, { i: &#039;11&#039;, j: 2 }, { i: &#039;13&#039;, j: 2 }, { i: &#039;15&#039;, j: 2 }, { i: &#039;17&#039;, j: 2 }, { i: &#039;19&#039;, j: 2 }, { i: &#039;21&#039;, j: 2 }, { i: &#039;23&#039;, j: 2 }, { i: &#039;25&#039;, j: 2 }, { i: &#039;27&#039;, j: 2 }, { i: &#039;29&#039;, j: 2 }, { i: &#039;31&#039;, j: 2 }, { i: &#039;33&#039;, j: 2 }, { i: &#039;35&#039;, j: 2 }, { i: &#039;37&#039;, j: 2 }, { i: &#039;39&#039;, j: 2 }, { i: &#039;41&#039;, j: 2 }, { i: &#039;43&#039;, j: 2 }, { i: &#039;45&#039;, j: 2 }, { i: &#039;47&#039;, j: 2 }, { i: &#039;49&#039;, j: 2 }, { i: &#039;51&#039;, j: 2 }, { i: &#039;53&#039;, j: 2 }, { i: &#039;55&#039;, j: 2 }, { i: &#039;57&#039;, j: 2 }, { i: &#039;59&#039;, j: 2 }, { i: &#039;61&#039;, j: 2 }, { i: &#039;63&#039;, j: 2 }, { i: &#039;65&#039;, j: 2 }, { i: &#039;67&#039;, j: 2 }, { i: &#039;69&#039;, j: 2 }, { i: &#039;71&#039;, j: 2 }, { i: &#039;73&#039;, j: 2 }, { i: &#039;75&#039;, j: 2 }, { i: &#039;77&#039;, j: 2 }, { i: &#039;79&#039;, j: 2 }, { i: &#039;81&#039;, j: 2 }, { i: &#039;83&#039;, j: 2 }, { i: &#039;85&#039;, j: 2 }, { i: &#039;87&#039;, j: 2 }, { i: &#039;89&#039;, j: 2 }, { i: &#039;91&#039;, j: 2 }, { i: &#039;93&#039;, j: 2 }, { i: &#039;95&#039;, j: 2 }, { i: &#039;97&#039;, j: 2 }, { i: &#039;99&#039;, j: 2 }, { i: &#039;101&#039;, j: 2 }, { i: &#039;103&#039;, j: 2 }, { i: &#039;105&#039;, j: 2 }, { i: &#039;107&#039;, j: 2 }, { i: &#039;109&#039;, j: 2 }, { i: &#039;111&#039;, j: 2 }, { i: &#039;113&#039;, j: 2 }, { i: &#039;115&#039;, j: 2 }, { i: &#039;117&#039;, j: 2 } ], css_id: &#039;tinytable_css_gv58ppz1txybn0nkq0zq&#039;,}, 
          { positions: [ { i: &#039;0&#039;, j: 2 } ], css_id: &#039;tinytable_css_y1tc4jgd4dts46z6fj5j&#039;,}, 
          { positions: [ { i: &#039;119&#039;, j: 1 } ], css_id: &#039;tinytable_css_fgiovm63qtyiz890weut&#039;,}, 
          { positions: [ { i: &#039;2&#039;, j: 1 }, { i: &#039;4&#039;, j: 1 }, { i: &#039;6&#039;, j: 1 }, { i: &#039;8&#039;, j: 1 }, { i: &#039;10&#039;, j: 1 }, { i: &#039;12&#039;, j: 1 }, { i: &#039;14&#039;, j: 1 }, { i: &#039;16&#039;, j: 1 }, { i: &#039;18&#039;, j: 1 }, { i: &#039;20&#039;, j: 1 }, { i: &#039;22&#039;, j: 1 }, { i: &#039;24&#039;, j: 1 }, { i: &#039;26&#039;, j: 1 }, { i: &#039;28&#039;, j: 1 }, { i: &#039;30&#039;, j: 1 }, { i: &#039;32&#039;, j: 1 }, { i: &#039;34&#039;, j: 1 }, { i: &#039;36&#039;, j: 1 }, { i: &#039;38&#039;, j: 1 }, { i: &#039;40&#039;, j: 1 }, { i: &#039;42&#039;, j: 1 }, { i: &#039;44&#039;, j: 1 }, { i: &#039;46&#039;, j: 1 }, { i: &#039;48&#039;, j: 1 }, { i: &#039;50&#039;, j: 1 }, { i: &#039;52&#039;, j: 1 }, { i: &#039;54&#039;, j: 1 }, { i: &#039;56&#039;, j: 1 }, { i: &#039;58&#039;, j: 1 }, { i: &#039;60&#039;, j: 1 }, { i: &#039;62&#039;, j: 1 }, { i: &#039;64&#039;, j: 1 }, { i: &#039;66&#039;, j: 1 }, { i: &#039;68&#039;, j: 1 }, { i: &#039;70&#039;, j: 1 }, { i: &#039;72&#039;, j: 1 }, { i: &#039;74&#039;, j: 1 }, { i: &#039;76&#039;, j: 1 }, { i: &#039;78&#039;, j: 1 }, { i: &#039;80&#039;, j: 1 }, { i: &#039;82&#039;, j: 1 }, { i: &#039;84&#039;, j: 1 }, { i: &#039;86&#039;, j: 1 }, { i: &#039;88&#039;, j: 1 }, { i: &#039;90&#039;, j: 1 }, { i: &#039;92&#039;, j: 1 }, { i: &#039;94&#039;, j: 1 }, { i: &#039;96&#039;, j: 1 }, { i: &#039;98&#039;, j: 1 }, { i: &#039;100&#039;, j: 1 }, { i: &#039;102&#039;, j: 1 }, { i: &#039;104&#039;, j: 1 }, { i: &#039;106&#039;, j: 1 }, { i: &#039;108&#039;, j: 1 }, { i: &#039;110&#039;, j: 1 }, { i: &#039;112&#039;, j: 1 }, { i: &#039;114&#039;, j: 1 }, { i: &#039;116&#039;, j: 1 }, { i: &#039;118&#039;, j: 1 } ], css_id: &#039;tinytable_css_iy8scf9b3risgvtd5mcn&#039;,}, 
          { positions: [ { i: &#039;1&#039;, j: 1 }, { i: &#039;3&#039;, j: 1 }, { i: &#039;5&#039;, j: 1 }, { i: &#039;7&#039;, j: 1 }, { i: &#039;9&#039;, j: 1 }, { i: &#039;11&#039;, j: 1 }, { i: &#039;13&#039;, j: 1 }, { i: &#039;15&#039;, j: 1 }, { i: &#039;17&#039;, j: 1 }, { i: &#039;19&#039;, j: 1 }, { i: &#039;21&#039;, j: 1 }, { i: &#039;23&#039;, j: 1 }, { i: &#039;25&#039;, j: 1 }, { i: &#039;27&#039;, j: 1 }, { i: &#039;29&#039;, j: 1 }, { i: &#039;31&#039;, j: 1 }, { i: &#039;33&#039;, j: 1 }, { i: &#039;35&#039;, j: 1 }, { i: &#039;37&#039;, j: 1 }, { i: &#039;39&#039;, j: 1 }, { i: &#039;41&#039;, j: 1 }, { i: &#039;43&#039;, j: 1 }, { i: &#039;45&#039;, j: 1 }, { i: &#039;47&#039;, j: 1 }, { i: &#039;49&#039;, j: 1 }, { i: &#039;51&#039;, j: 1 }, { i: &#039;53&#039;, j: 1 }, { i: &#039;55&#039;, j: 1 }, { i: &#039;57&#039;, j: 1 }, { i: &#039;59&#039;, j: 1 }, { i: &#039;61&#039;, j: 1 }, { i: &#039;63&#039;, j: 1 }, { i: &#039;65&#039;, j: 1 }, { i: &#039;67&#039;, j: 1 }, { i: &#039;69&#039;, j: 1 }, { i: &#039;71&#039;, j: 1 }, { i: &#039;73&#039;, j: 1 }, { i: &#039;75&#039;, j: 1 }, { i: &#039;77&#039;, j: 1 }, { i: &#039;79&#039;, j: 1 }, { i: &#039;81&#039;, j: 1 }, { i: &#039;83&#039;, j: 1 }, { i: &#039;85&#039;, j: 1 }, { i: &#039;87&#039;, j: 1 }, { i: &#039;89&#039;, j: 1 }, { i: &#039;91&#039;, j: 1 }, { i: &#039;93&#039;, j: 1 }, { i: &#039;95&#039;, j: 1 }, { i: &#039;97&#039;, j: 1 }, { i: &#039;99&#039;, j: 1 }, { i: &#039;101&#039;, j: 1 }, { i: &#039;103&#039;, j: 1 }, { i: &#039;105&#039;, j: 1 }, { i: &#039;107&#039;, j: 1 }, { i: &#039;109&#039;, j: 1 }, { i: &#039;111&#039;, j: 1 }, { i: &#039;113&#039;, j: 1 }, { i: &#039;115&#039;, j: 1 }, { i: &#039;117&#039;, j: 1 } ], css_id: &#039;tinytable_css_dn4ctwgzxg9t28p233kz&#039;,}, 
          { positions: [ { i: &#039;0&#039;, j: 1 } ], css_id: &#039;tinytable_css_jp1lhl3glri3krmg0ovx&#039;,}, 
          ];

          // Loop over the arrays to style the cells
          cellsToStyle.forEach(function (group) {
              group.positions.forEach(function (cell) {
                  tableFns_32d4jdwaqbkouepdsist.styleCell(cell.i, cell.j, group.css_id);
              });
          });
      });
// ]]&gt;&lt;/script&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/figure&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/section&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;style&gt;&lt;!--
/* tinytable css entries after */
    #tinytable_32d4jdwaqbkouepdsist td.tinytable_css_fq75axb5kbnsx7ftq7mx, #tinytable_32d4jdwaqbkouepdsist th.tinytable_css_fq75axb5kbnsx7ftq7mx {  position: relative; --border-bottom: 1; --border-left: 0; --border-right: 0; --border-top: 0; --line-color-bottom: var(--tt-line-color); --line-color-left: var(--tt-line-color); --line-color-right: var(--tt-line-color); --line-color-top: var(--tt-line-color); --line-width-bottom: 0.08em; --line-width-left: 0.1em; --line-width-right: 0.1em; --line-width-top: 0.1em; --trim-bottom-left: 0%; --trim-bottom-right: 0%; --trim-left-bottom: 0%; --trim-left-top: 0%; --trim-right-bottom: 0%; --trim-right-top: 0%; --trim-top-left: 0%; --trim-top-right: 0%; ; text-align: left; font-size: 0.8em; background-color: #ededed; width: 25%; }
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--&gt;&lt;/style&gt;
&lt;div id=&quot;quarto-content&quot; class=&quot;page-columns page-rows-contents page-layout-article&quot;&gt;&lt;main class=&quot;content&quot; id=&quot;quarto-document-content&quot;&gt;
&lt;section id=&quot;対象となる汚染物質および化学物質過去の参考&quot; class=&quot;level1&quot;&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div id=&quot;tbl-prtr-thai&quot; class=&quot;cell quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;
&lt;div aria-describedby=&quot;tbl-prtr-thai-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;
&lt;div class=&quot;cell-output-display&quot;&gt;
&lt;div class=&quot;container&quot;&gt;
&lt;table class=&quot;tinytable&quot; id=&quot;tinytable_32d4jdwaqbkouepdsist&quot; style=&quot;table-layout: fixed; width: 100%; margin-left: auto; margin-right: auto;&quot; data-quarto-disable-processing=&quot;true&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;1&quot;&gt;No.&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;2&quot;&gt;Name of Chemical substance&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;3&quot;&gt;Molecula Formula&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;4&quot;&gt;CAS No.&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;1&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;2&quot;&gt;Acetaldehyde&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;3&quot;&gt;CH3CHO&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;4&quot;&gt;75-07-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;1&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;2&quot;&gt;Acetone&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;3&quot;&gt;C3H6O&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;4&quot;&gt;67-64-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;1&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;2&quot;&gt;Acrylamide&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;3&quot;&gt;C3H5NO&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;4&quot;&gt;6-1-1979&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;1&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;2&quot;&gt;Acrylic Acid&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;3&quot;&gt;C3H4O2&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;4&quot;&gt;1-6-1798&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;1&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;2&quot;&gt;Acrylonitrile&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;3&quot;&gt;C3H3N&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;4&quot;&gt;107-13-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;1&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;2&quot;&gt;Ametryn&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;3&quot;&gt;C9H17N5S&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;4&quot;&gt;834-12-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;1&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;2&quot;&gt;Antimony and its compunds&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;4&quot;&gt;1309-64-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;1&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;2&quot;&gt;Antimony trisulfide&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;4&quot;&gt;1345-04-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;1&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;2&quot;&gt;Arsenic and its compounds&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;4&quot;&gt;7440-38-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;1&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;2&quot;&gt;Arsenobetaine and other organic arsenic compounds&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;4&quot;&gt;64436-13-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;1&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;2&quot;&gt;Dimethylarsenic acid&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;4&quot;&gt;75-60-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;1&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;2&quot;&gt;Atrazine&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;3&quot;&gt;C8H14ClN5&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;4&quot;&gt;1912-24-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;1&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;2&quot;&gt;Benzene&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;3&quot;&gt;C6H6&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;4&quot;&gt;71-43-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;1&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;2&quot;&gt;Benzyl Chloride&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;3&quot;&gt;C7H7Cl&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;4&quot;&gt;100-44-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;1&quot;&gt;12&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;2&quot;&gt;Bis(2-ethylhexyl)phthalate&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;3&quot;&gt;C24H38O4&lt;/td&gt;
&lt;td data-row=&quot;15&quot; data-col=&quot;4&quot;&gt;117-81-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;1&quot;&gt;13&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;2&quot;&gt;Bisphenol A&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;3&quot;&gt;C15H16O2&lt;/td&gt;
&lt;td data-row=&quot;16&quot; data-col=&quot;4&quot;&gt;5-7-1980&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;1&quot;&gt;14&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;2&quot;&gt;Boron and its compounds&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;17&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;1&quot;&gt;15&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;2&quot;&gt;1-Bromo-2-chloroethane,&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;3&quot;&gt;CH2BrCl&lt;/td&gt;
&lt;td data-row=&quot;18&quot; data-col=&quot;4&quot;&gt;107-04-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;1&quot;&gt;16&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;2&quot;&gt;BUTACHLOR&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;3&quot;&gt;C17H26ClNO2&lt;/td&gt;
&lt;td data-row=&quot;19&quot; data-col=&quot;4&quot;&gt;23184-66-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;1&quot;&gt;17&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;2&quot;&gt;Butadiene,1,3-&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;3&quot;&gt;C4H6&lt;/td&gt;
&lt;td data-row=&quot;20&quot; data-col=&quot;4&quot;&gt;106-99-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;1&quot;&gt;18&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;2&quot;&gt;Cadmium and its compounds&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;21&quot; data-col=&quot;4&quot;&gt;7440-43-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;1&quot;&gt;19&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;2&quot;&gt;Captan&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;3&quot;&gt;C9H8Cl3NO2S&lt;/td&gt;
&lt;td data-row=&quot;22&quot; data-col=&quot;4&quot;&gt;133-06-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;1&quot;&gt;20&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;2&quot;&gt;Carbon Disulfide&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;3&quot;&gt;CS2&lt;/td&gt;
&lt;td data-row=&quot;23&quot; data-col=&quot;4&quot;&gt;75-15-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;1&quot;&gt;21&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;2&quot;&gt;Chloroacetaldehyde, 2-&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;3&quot;&gt;C2H3ClO&lt;/td&gt;
&lt;td data-row=&quot;24&quot; data-col=&quot;4&quot;&gt;107-20-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;1&quot;&gt;22&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;2&quot;&gt;Chloroacetic Acid&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;3&quot;&gt;C2H3ClO2&lt;/td&gt;
&lt;td data-row=&quot;25&quot; data-col=&quot;4&quot;&gt;11-8-1979&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;1&quot;&gt;23&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;2&quot;&gt;Chloroform (trichloromethane)&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;3&quot;&gt;CHCl3&lt;/td&gt;
&lt;td data-row=&quot;26&quot; data-col=&quot;4&quot;&gt;67-66-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;1&quot;&gt;24&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;2&quot;&gt;Chlorothalonil&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;3&quot;&gt;C8Cl4N2&lt;/td&gt;
&lt;td data-row=&quot;27&quot; data-col=&quot;4&quot;&gt;1897-45-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;1&quot;&gt;25&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;2&quot;&gt;Chlorpyrifos&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;3&quot;&gt;C9H11Cl3NO3PS&lt;/td&gt;
&lt;td data-row=&quot;28&quot; data-col=&quot;4&quot;&gt;2921-88-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;1&quot;&gt;26&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;2&quot;&gt;Chromium and its componds&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;3&quot;&gt;Cr&lt;/td&gt;
&lt;td data-row=&quot;29&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;1&quot;&gt;26&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;2&quot;&gt;Chromium (III) compounds&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;30&quot; data-col=&quot;4&quot;&gt;16065-83-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;1&quot;&gt;26&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;2&quot;&gt;Chromium (VI) compounds&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;31&quot; data-col=&quot;4&quot;&gt;18540-29-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;1&quot;&gt;26&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;2&quot;&gt;Chromium, metallic&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;32&quot; data-col=&quot;4&quot;&gt;7440-47-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;1&quot;&gt;27&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;2&quot;&gt;Copper and soluble salts&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;3&quot;&gt;Cu&lt;/td&gt;
&lt;td data-row=&quot;33&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;1&quot;&gt;27&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;2&quot;&gt;Copper 8-hydroxyquinoline&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;34&quot; data-col=&quot;4&quot;&gt;10380-28-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;1&quot;&gt;28&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;2&quot;&gt;Cyclohexanone&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;3&quot;&gt;C6H10O&lt;/td&gt;
&lt;td data-row=&quot;35&quot; data-col=&quot;4&quot;&gt;108-94-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;1&quot;&gt;29&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;2&quot;&gt;D-BUTOTYL,2,4-&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;3&quot;&gt;C14H18Cl2O4&lt;/td&gt;
&lt;td data-row=&quot;36&quot; data-col=&quot;4&quot;&gt;1929-73-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;1&quot;&gt;30&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;2&quot;&gt;D-BUTYL,2,4-&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;3&quot;&gt;C12H14Cl2O3&lt;/td&gt;
&lt;td data-row=&quot;37&quot; data-col=&quot;4&quot;&gt;94-80-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;1&quot;&gt;31&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;2&quot;&gt;D-DIMETHYLAMMONIUM ,2, 4-&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;3&quot;&gt;C10H13Cl2NO3&lt;/td&gt;
&lt;td data-row=&quot;38&quot; data-col=&quot;4&quot;&gt;2008-39-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;1&quot;&gt;32&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;2&quot;&gt;DIALIFOS(DIALIFOR)&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;3&quot;&gt;C14H17ClNO4PS2&lt;/td&gt;
&lt;td data-row=&quot;39&quot; data-col=&quot;4&quot;&gt;10311-84-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;1&quot;&gt;33&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;2&quot;&gt;Dichlorobenzene, 1,4-&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;3&quot;&gt;C6H4Cl2&lt;/td&gt;
&lt;td data-row=&quot;40&quot; data-col=&quot;4&quot;&gt;106-46-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;1&quot;&gt;34&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;2&quot;&gt;Dichloroethane, 1,2-&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;3&quot;&gt;C2H4Cl2&lt;/td&gt;
&lt;td data-row=&quot;41&quot; data-col=&quot;4&quot;&gt;107-06-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;1&quot;&gt;35&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;2&quot;&gt;Dichlorophenoxy Acetic Acid, 2,4-&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;3&quot;&gt;C8H6Cl2O3&lt;/td&gt;
&lt;td data-row=&quot;42&quot; data-col=&quot;4&quot;&gt;94-75-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;1&quot;&gt;36&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;2&quot;&gt;Dichlorvos&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;3&quot;&gt;C4H7Cl2O4P&lt;/td&gt;
&lt;td data-row=&quot;43&quot; data-col=&quot;4&quot;&gt;62-73-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;1&quot;&gt;37&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;2&quot;&gt;Diethylene Glycol Monobutyl Ether&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;3&quot;&gt;C8H18O3&lt;/td&gt;
&lt;td data-row=&quot;44&quot; data-col=&quot;4&quot;&gt;112-34-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;1&quot;&gt;38&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;2&quot;&gt;DITHIOPYR&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;3&quot;&gt;C15H16F5NO2S2&lt;/td&gt;
&lt;td data-row=&quot;45&quot; data-col=&quot;4&quot;&gt;97886-45-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;1&quot;&gt;39&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;2&quot;&gt;Epichlorohydrin&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;3&quot;&gt;C3H5ClO&lt;/td&gt;
&lt;td data-row=&quot;46&quot; data-col=&quot;4&quot;&gt;106-89-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;1&quot;&gt;40&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;2&quot;&gt;Ethyl Acetate&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;3&quot;&gt;C4H8O2&lt;/td&gt;
&lt;td data-row=&quot;47&quot; data-col=&quot;4&quot;&gt;141-78-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;1&quot;&gt;41&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;2&quot;&gt;Ethyl Acrylate&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;3&quot;&gt;C5H8O2&lt;/td&gt;
&lt;td data-row=&quot;48&quot; data-col=&quot;4&quot;&gt;140-88-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;1&quot;&gt;42&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;2&quot;&gt;Ethylene Glycol&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;3&quot;&gt;C2H6O2&lt;/td&gt;
&lt;td data-row=&quot;49&quot; data-col=&quot;4&quot;&gt;107-21-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;1&quot;&gt;43&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;2&quot;&gt;Ethylene Glycol Monobutyl Ether&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;3&quot;&gt;C6H14O2&lt;/td&gt;
&lt;td data-row=&quot;50&quot; data-col=&quot;4&quot;&gt;111-76-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;1&quot;&gt;44&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;2&quot;&gt;Ethylene Oxide&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;3&quot;&gt;C2H4O&lt;/td&gt;
&lt;td data-row=&quot;51&quot; data-col=&quot;4&quot;&gt;75-21-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;1&quot;&gt;45&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;2&quot;&gt;Formaldehyde&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;3&quot;&gt;CH2O&lt;/td&gt;
&lt;td data-row=&quot;52&quot; data-col=&quot;4&quot;&gt;50-00-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;1&quot;&gt;46&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;2&quot;&gt;Formic Acid&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;3&quot;&gt;CH2O2&lt;/td&gt;
&lt;td data-row=&quot;53&quot; data-col=&quot;4&quot;&gt;64-18-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;1&quot;&gt;47&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;2&quot;&gt;Furfural&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;3&quot;&gt;C5H4O2&lt;/td&gt;
&lt;td data-row=&quot;54&quot; data-col=&quot;4&quot;&gt;1-1-1998&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;1&quot;&gt;48&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;2&quot;&gt;GLYPHOSATE-ISOPROPYLAMMONIUM&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;3&quot;&gt;C6H17N2O5P&lt;/td&gt;
&lt;td data-row=&quot;55&quot; data-col=&quot;4&quot;&gt;38641-94-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;1&quot;&gt;49&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;2&quot;&gt;Hexachlorocyclohexane&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;3&quot;&gt;C6H6Cl6&lt;/td&gt;
&lt;td data-row=&quot;56&quot; data-col=&quot;4&quot;&gt;319-86-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;1&quot;&gt;50&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;2&quot;&gt;Hexane, N-&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;3&quot;&gt;C6H14&lt;/td&gt;
&lt;td data-row=&quot;57&quot; data-col=&quot;4&quot;&gt;110-54-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;1&quot;&gt;51&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;2&quot;&gt;Hexanedioic Acid&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;3&quot;&gt;C6H10O4&lt;/td&gt;
&lt;td data-row=&quot;58&quot; data-col=&quot;4&quot;&gt;124-04-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;1&quot;&gt;52&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;2&quot;&gt;Hydrogen Fluoride&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;3&quot;&gt;HF&lt;/td&gt;
&lt;td data-row=&quot;59&quot; data-col=&quot;4&quot;&gt;7664-39-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;1&quot;&gt;53&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;2&quot;&gt;Hydroquinone&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;3&quot;&gt;C6H6O2&lt;/td&gt;
&lt;td data-row=&quot;60&quot; data-col=&quot;4&quot;&gt;123-31-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;1&quot;&gt;54&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;2&quot;&gt;IMAZAQUIN-AMMONIUM&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;3&quot;&gt;C17H20N4O3&lt;/td&gt;
&lt;td data-row=&quot;61&quot; data-col=&quot;4&quot;&gt;81335-47-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;1&quot;&gt;55&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;2&quot;&gt;Isobutyl Alcohol&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;3&quot;&gt;C4H10O&lt;/td&gt;
&lt;td data-row=&quot;62&quot; data-col=&quot;4&quot;&gt;78-83-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;1&quot;&gt;56&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;2&quot;&gt;Isophorone&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;3&quot;&gt;-&lt;/td&gt;
&lt;td data-row=&quot;63&quot; data-col=&quot;4&quot;&gt;78-59-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;1&quot;&gt;57&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;2&quot;&gt;Isopropyl alcohol&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;3&quot;&gt;C3H8O&lt;/td&gt;
&lt;td data-row=&quot;64&quot; data-col=&quot;4&quot;&gt;67-63-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;1&quot;&gt;58&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;2&quot;&gt;Lead and Compounds&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;3&quot;&gt;Pb&lt;/td&gt;
&lt;td data-row=&quot;65&quot; data-col=&quot;4&quot;&gt;7439-92-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;1&quot;&gt;59&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;2&quot;&gt;Maleic Anhydride&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;3&quot;&gt;C4H2O3&lt;/td&gt;
&lt;td data-row=&quot;66&quot; data-col=&quot;4&quot;&gt;108-31-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;1&quot;&gt;60&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;2&quot;&gt;Managenses and its compounds&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;67&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;1&quot;&gt;61&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;2&quot;&gt;Methanol&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;3&quot;&gt;CH4O&lt;/td&gt;
&lt;td data-row=&quot;68&quot; data-col=&quot;4&quot;&gt;67-56-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;1&quot;&gt;62&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;2&quot;&gt;(p-METHOXYPHENYL)-2-METHYL-1,3- PROPANEDIOL-METHYLENE ETHER ,1-&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;3&quot;&gt;-&lt;/td&gt;
&lt;td data-row=&quot;69&quot; data-col=&quot;4&quot;&gt;5689-72-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;1&quot;&gt;63&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;2&quot;&gt;Methyl Acetate&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;3&quot;&gt;C3H6O2&lt;/td&gt;
&lt;td data-row=&quot;70&quot; data-col=&quot;4&quot;&gt;79-20-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;1&quot;&gt;64&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;2&quot;&gt;Methyl Acrylate&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;3&quot;&gt;C4H6O2&lt;/td&gt;
&lt;td data-row=&quot;71&quot; data-col=&quot;4&quot;&gt;96-33-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;1&quot;&gt;65&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;2&quot;&gt;Methyl Ethyl Ketone (2-Butanone)&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;3&quot;&gt;C4H8O&lt;/td&gt;
&lt;td data-row=&quot;72&quot; data-col=&quot;4&quot;&gt;78-93-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;1&quot;&gt;66&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;2&quot;&gt;Methyl Isobutyl Ketone (4-methyl-2-pentanone)&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;3&quot;&gt;C6H12O&lt;/td&gt;
&lt;td data-row=&quot;73&quot; data-col=&quot;4&quot;&gt;108-10-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;1&quot;&gt;67&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;2&quot;&gt;Methyl Methacrylate&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;3&quot;&gt;C5H8O2&lt;/td&gt;
&lt;td data-row=&quot;74&quot; data-col=&quot;4&quot;&gt;80-62-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;1&quot;&gt;68&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;2&quot;&gt;Methyl tert-Butyl Ether (MTBE)&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;3&quot;&gt;C5H12O&lt;/td&gt;
&lt;td data-row=&quot;75&quot; data-col=&quot;4&quot;&gt;1634-04-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;1&quot;&gt;69&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;2&quot;&gt;Methylene Chloride&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;3&quot;&gt;CH2Cl2&lt;/td&gt;
&lt;td data-row=&quot;76&quot; data-col=&quot;4&quot;&gt;9-2-1975&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;1&quot;&gt;70&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;2&quot;&gt;Methylenediphenyl Diisocyanate&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;3&quot;&gt;C15H10N2O2&lt;/td&gt;
&lt;td data-row=&quot;77&quot; data-col=&quot;4&quot;&gt;101-68-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;1&quot;&gt;71&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;2&quot;&gt;Molybdenum and its compounds&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;78&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;1&quot;&gt;72&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;2&quot;&gt;Naphthalene&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;3&quot;&gt;C10H8&lt;/td&gt;
&lt;td data-row=&quot;79&quot; data-col=&quot;4&quot;&gt;91-20-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;1&quot;&gt;73&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;2&quot;&gt;Nickel and its compounds&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;80&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;1&quot;&gt;74&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;2&quot;&gt;Paraquat Dichloride&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;3&quot;&gt;C12H14Cl2N2&lt;/td&gt;
&lt;td data-row=&quot;81&quot; data-col=&quot;4&quot;&gt;1910-42-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;1&quot;&gt;75&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;2&quot;&gt;Pentane, n-&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;3&quot;&gt;C5H12&lt;/td&gt;
&lt;td data-row=&quot;82&quot; data-col=&quot;4&quot;&gt;109-66-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;1&quot;&gt;76&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;2&quot;&gt;Phenol&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;3&quot;&gt;C6H6O&lt;/td&gt;
&lt;td data-row=&quot;83&quot; data-col=&quot;4&quot;&gt;108-95-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;1&quot;&gt;77&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;2&quot;&gt;Phosphoric Acid&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;3&quot;&gt;H3PO4&lt;/td&gt;
&lt;td data-row=&quot;84&quot; data-col=&quot;4&quot;&gt;7664-38-2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;1&quot;&gt;78&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;2&quot;&gt;Phosphorus pentoxide and other&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;3&quot;&gt;P2O5&lt;/td&gt;
&lt;td data-row=&quot;85&quot; data-col=&quot;4&quot;&gt;1314-56-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;1&quot;&gt;79&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;2&quot;&gt;Phthalic Anhydride&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;3&quot;&gt;C8H4O3&lt;/td&gt;
&lt;td data-row=&quot;86&quot; data-col=&quot;4&quot;&gt;85-44-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;1&quot;&gt;80&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;2&quot;&gt;Polyethylene glycol nonylphenyl ether&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;3&quot;&gt;C19H32O3&lt;/td&gt;
&lt;td data-row=&quot;87&quot; data-col=&quot;4&quot;&gt;9016-45-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;1&quot;&gt;81&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;2&quot;&gt;Potassium chlorate&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;3&quot;&gt;ClKO3&lt;/td&gt;
&lt;td data-row=&quot;88&quot; data-col=&quot;4&quot;&gt;4-9-3811&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;1&quot;&gt;82&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;2&quot;&gt;Propanil&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;3&quot;&gt;C9H9Cl2NO&lt;/td&gt;
&lt;td data-row=&quot;89&quot; data-col=&quot;4&quot;&gt;709-98-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;1&quot;&gt;83&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;2&quot;&gt;PROPIONICACID&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;3&quot;&gt;C3H6O2&lt;/td&gt;
&lt;td data-row=&quot;90&quot; data-col=&quot;4&quot;&gt;9-4-1979&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;1&quot;&gt;84&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;2&quot;&gt;Propylene&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;3&quot;&gt;C3H6&lt;/td&gt;
&lt;td data-row=&quot;91&quot; data-col=&quot;4&quot;&gt;115-07-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;1&quot;&gt;85&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;2&quot;&gt;Propylene Glycol&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;3&quot;&gt;C3H8O2&lt;/td&gt;
&lt;td data-row=&quot;92&quot; data-col=&quot;4&quot;&gt;57-55-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;1&quot;&gt;86&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;2&quot;&gt;Propylene Oxide&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;3&quot;&gt;C3H6O&lt;/td&gt;
&lt;td data-row=&quot;93&quot; data-col=&quot;4&quot;&gt;75-56-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;1&quot;&gt;87&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;2&quot;&gt;PROTHIOCARB&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;3&quot;&gt;C8H19ClN2OS&lt;/td&gt;
&lt;td data-row=&quot;94&quot; data-col=&quot;4&quot;&gt;19622-08-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;1&quot;&gt;88&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;2&quot;&gt;Pyrene&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;3&quot;&gt;C16H10&lt;/td&gt;
&lt;td data-row=&quot;95&quot; data-col=&quot;4&quot;&gt;129-00-0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;1&quot;&gt;89&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;2&quot;&gt;Ryania&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;3&quot;&gt;C25H35NO9&lt;/td&gt;
&lt;td data-row=&quot;96&quot; data-col=&quot;4&quot;&gt;15662-33-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;1&quot;&gt;90&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;2&quot;&gt;sodium chlorate&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;3&quot;&gt;ClNaO3&lt;/td&gt;
&lt;td data-row=&quot;97&quot; data-col=&quot;4&quot;&gt;7775-9-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;1&quot;&gt;91&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;2&quot;&gt;Sodium Cyanide&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;3&quot;&gt;NaCN&lt;/td&gt;
&lt;td data-row=&quot;98&quot; data-col=&quot;4&quot;&gt;143-33-9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;1&quot;&gt;92&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;2&quot;&gt;Styrene&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;3&quot;&gt;C8H8&lt;/td&gt;
&lt;td data-row=&quot;99&quot; data-col=&quot;4&quot;&gt;100-42-5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;1&quot;&gt;93&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;2&quot;&gt;Tebuthiuron&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;3&quot;&gt;C9H16N4OS&lt;/td&gt;
&lt;td data-row=&quot;100&quot; data-col=&quot;4&quot;&gt;34014-18-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;1&quot;&gt;94&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;2&quot;&gt;Tetrachloroethylene&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;3&quot;&gt;C2Cl4&lt;/td&gt;
&lt;td data-row=&quot;101&quot; data-col=&quot;4&quot;&gt;127-18-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;1&quot;&gt;95&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;2&quot;&gt;Tin and its compounds&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;102&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;1&quot;&gt;96&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;2&quot;&gt;Toluene&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;3&quot;&gt;CH3C6H5&lt;/td&gt;
&lt;td data-row=&quot;103&quot; data-col=&quot;4&quot;&gt;108-88-3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;1&quot;&gt;97&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;2&quot;&gt;Trichloroethylene&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;3&quot;&gt;C2HCl3&lt;/td&gt;
&lt;td data-row=&quot;104&quot; data-col=&quot;4&quot;&gt;1-6-1979&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;1&quot;&gt;98&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;2&quot;&gt;Trimethylbenzene, 1,2,4-&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;3&quot;&gt;C9H12&lt;/td&gt;
&lt;td data-row=&quot;105&quot; data-col=&quot;4&quot;&gt;95-63-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;1&quot;&gt;99&lt;/td&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;2&quot;&gt;Trimethylbenzene, 1,3,5-&lt;/td&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;3&quot;&gt;C9H12&lt;/td&gt;
&lt;td data-row=&quot;106&quot; data-col=&quot;4&quot;&gt;108-67-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;1&quot;&gt;100&lt;/td&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;2&quot;&gt;Trinitrotoluene, 2,4,6-&lt;/td&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;3&quot;&gt;C7H5N3O6&lt;/td&gt;
&lt;td data-row=&quot;107&quot; data-col=&quot;4&quot;&gt;118-96-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;1&quot;&gt;101&lt;/td&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;2&quot;&gt;Vinyl Acetate&lt;/td&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;3&quot;&gt;C4H6O2&lt;/td&gt;
&lt;td data-row=&quot;108&quot; data-col=&quot;4&quot;&gt;108-05-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;1&quot;&gt;102&lt;/td&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;2&quot;&gt;Vinyl Chloride&lt;/td&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;3&quot;&gt;C2H3Cl&lt;/td&gt;
&lt;td data-row=&quot;109&quot; data-col=&quot;4&quot;&gt;1975-01-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;1&quot;&gt;103&lt;/td&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;2&quot;&gt;Xylenes&lt;/td&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;3&quot;&gt;CH3C6H5&lt;/td&gt;
&lt;td data-row=&quot;110&quot; data-col=&quot;4&quot;&gt;1330-20-7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;1&quot;&gt;104&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;2&quot;&gt;Zinc and its compounds&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;111&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;1&quot;&gt;105&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;2&quot;&gt;Sox&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;112&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;1&quot;&gt;106&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;2&quot;&gt;NOx&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;113&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;2&quot;&gt;Dioxin and Furan&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;114&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;2&quot;&gt;2,3,7,8-Tetrachlorodibenzo-para-dioxin&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;115&quot; data-col=&quot;4&quot;&gt;1746-01-6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;2&quot;&gt;Dibenzo-para-dioxin&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;116&quot; data-col=&quot;4&quot;&gt;262-12-4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;2&quot;&gt;Polychlorinated biphenyls (PCBs),&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;117&quot; data-col=&quot;4&quot;&gt;NA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;2&quot;&gt;3,4,5,3&amp;rsquo;,4&amp;rsquo;-Pentachlorobiphenyl (PCB-126)&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;118&quot; data-col=&quot;4&quot;&gt;57465-28-8&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;1&quot;&gt;107&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;2&quot;&gt;Furan&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;3&quot;&gt;NA&lt;/td&gt;
&lt;td data-row=&quot;119&quot; data-col=&quot;4&quot;&gt;110-00-9&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;!-- hack to avoid NA insertion in last line --&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/figure&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p&gt;以上&lt;/p&gt;
&lt;/section&gt;
&lt;/main&gt; &lt;!-- /main column --&gt;
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    </item>
    <item rdf:about="https://hstecheng.com/info/6916849">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-15T10:48:00+09:00</dc:date>
        <title>OEDC加盟に向けた、危険物貯蔵施設に関する調査(タイ工業省 産業規制局: DIW)</title>
        <link>https://hstecheng.com/info/6916849</link>
        <description>&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260912182037-6aa519659e8a1.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260912182037-6aa519659e8a1_l.png&quot; alt=&quot;Hazardous Materials Storage Facility Survey by The Department of Industrial Works, DIW Thailand&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;タイは2028年末までのOECD加盟を目指し、包括的な法制度改革を加速させています。HS-TECHエンジニアリングは、日本の化学物質管理専門の月刊誌に寄稿した記事にて、こうした一連の取り組みを詳しく紹介しました。&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;(参考:「HS-TECHエンジニアリング、化学物質管理専門の日本の月刊誌に記事を寄稿」&amp;mdash; &lt;strong&gt;&lt;span style=&quot;background-color: #ccffff;&quot;&gt;&lt;a href=&quot;https://hstecheng.com/info/6874109&quot; target=&quot;_blank&quot; style=&quot;background-color: #ccffff;&quot;&gt;https://hstecheng.com/info/6874109&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;)&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;このたび、タイ工業省工場局(DIW)はOECD加盟に向けた「危険物貯蔵施設に関するweb上での調査」を実施しました。&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;なお、この調査は9月7日で締め切られました。&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;strong&gt;本調査における各パートの要点は以下のとおり。&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;第1部・第2部(基本情報・化学物質に関する理解)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt; 貯蔵目的、担当責任者、&lt;strong&gt;GHS分類(2009年版以降)の採用状況&lt;/strong&gt;を評価します。特に、ドイツの危険物取扱いに関する技術規則である「&lt;strong&gt;TRGS 510&lt;/strong&gt;」について、事業者側の認知度と実務における運用状況を把握している点に注目。&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;第3部~第5部(施設、安全保管庫、少量貯蔵)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt; &lt;strong&gt;耐火壁や防液堤等の構造面の安全基準への適合状況&lt;/strong&gt;、認証済み安全保管庫の使用実態、さらに少量の化学物質を貯蔵する際に生じるスペースの制約や導入コストの高さといった固有の課題を評価。&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;第6部(混載・混合貯蔵)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt; 国連危険物輸送に関する勧告(&lt;strong&gt;UN RTDG)&lt;/strong&gt;や&lt;strong&gt;DIWガイドラインなど国際的な指針&lt;/strong&gt;を参照しながら、&lt;strong&gt;混載不適合物質の分離基準に対する事業者の遵守状況&lt;/strong&gt;を調査。&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;第7部(一時保管エリア)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt; &lt;strong&gt;一時保管エリアにおける管理措置&lt;/strong&gt;を検証し、厳格な時間・数量制限の設定、区画表示、&lt;strong&gt;ラベルおよびSDSの完備状況&lt;/strong&gt;を確認。&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;第8部(固定貯槽)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt; &lt;strong&gt;地下タンク・地上タンクの安全対策&lt;/strong&gt;を検証し、二重殻構造、&lt;strong&gt;容量の100~110%に相当する防液堤&lt;/strong&gt;、&lt;strong&gt;NFPA 70またはUN番号を表示した警告標識の掲示&lt;/strong&gt;といった基準を重視。&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;第9部(新ハンドブックへの提言)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt; 自由記述形式で意見を収集し、新規制への対応にあたって事業者が必要とする政府支援(専門家によるアドバイス、実用的なテンプレートなど)を具体的に把握。&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;strong&gt;「化学物質貯蔵基準の近代化(OECD国際基準との整合)」との関係&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;本調査は、2028年のOECD加盟に向けて国内規制を国際基準へ整合させようとするタイ国・DIWの動きを直接反映&lt;/strong&gt;したものです。ドイツの「TRGS 510」、「UN RTDG」、米国の「NFPA 70」といった厳格な国際基準を調査項目に明示的に組み込むことで、DIWは国内の現行慣行を国際的な水準と積極的に照らし合わせていると考えられます。&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;化学品を取り扱う事業者が直面する実務上・費用面での制約を丁寧に把握していることからは、&lt;strong&gt;DIWが近代化された規制枠組みと改訂版ハンドブックの整備を慎重に進めている&lt;/strong&gt;様子がうかがえます。&lt;strong&gt;タイ国内事業者の現状の対応能力と国際的に厳格な貯蔵基準との間のギャップを埋める&lt;/strong&gt;ことで、&lt;span style=&quot;text-decoration: underline; color: #0000ff;&quot;&gt;&lt;strong&gt;今後予定される法改正&lt;/strong&gt;において&lt;/span&gt;&lt;strong&gt;OECD基準への適合と国内産業における実行可能性の両立&lt;/strong&gt;を図ろうとしています。&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ご質問は下記へ&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;background-color: #ccffff;&quot;&gt;&lt;a href=&quot;https://hstecheng.com/contact&quot; style=&quot;background-color: #ccffff;&quot;&gt;https://hstecheng.com/contact&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6914424">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-12T18:07:00+09:00</dc:date>
        <title>Hazardous Materials Storage Facility Survey by The Department of Industrial Works, DIW Thailand</title>
        <link>https://hstecheng.com/info/6914424</link>
        <description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;strong&gt;Thailand is accelerating comprehensive legal reforms&lt;/strong&gt; &lt;strong&gt;as it aims to join the OECD by the end of 2028&lt;/strong&gt;. HS-TECH ENGINEERING recently detailed these ongoing efforts in an article contributed to a Japanese monthly journal specializing in chemical management.&lt;br /&gt; &lt;br /&gt; (Reference: HS-TECH ENGINEERING Contributes Article to the Japanese Monthly Chemical Management Journal - &lt;span style=&quot;background-color: #ccffff;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;https://hstecheng.com/info/6874109&quot; title=&quot;Monthly Journal, Tokyo&quot; style=&quot;background-color: #ccffff;&quot;&gt;https://hstecheng.com/info/6874109&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;br /&gt; &lt;br /&gt; Most recently,&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt; the Department of Industrial Works (DIW) conducted a web-based&amp;nbsp; &quot;Hazardous Materials Storage Facility Survey.&quot;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif; color: #000000;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;strong&gt;Jut note that the Survey closed on September 7th.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;---&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;The key points of this survey by Part are outlined below.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;Parts 1-2&lt;/strong&gt; (General Info &amp;amp; Understanding of Chemicals)&lt;/span&gt;: Assesses storage purposes, responsible personnel, and the adoption of GHS classifications (&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;version 2009 or newer&lt;/strong&gt;&lt;/span&gt;). Notably, it gauges operators&#039; awareness and practical application of &lt;strong&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;TRGS 510&lt;/span&gt;&lt;/strong&gt;, &lt;strong&gt;the German Technical Rules for Hazardous Substances.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;Parts 3-5 (Facilities, Safety Cabinets, &amp;amp; Small Quantities)&lt;/span&gt;:&lt;/strong&gt;&lt;/span&gt; Evaluates structural safety compliance (e.g., fire-rated walls, containment pits), the use of certified safety cabinets, and the specific challenges of storing small quantities of chemicals, such as space constraints and high implementation costs.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;Part 6 (Mixed/Combined Storage)&lt;/strong&gt;&lt;/span&gt;:&lt;/span&gt; Investigates operators&#039; adherence to segregation criteria for incompatible substances, referencing international guidelines like the UN Recommendations on the Transport of Dangerous Goods (UN RTDG) and DIW guidelines.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 12pt; color: #0000ff;&quot;&gt;&lt;strong&gt;Part 7 (Temporary Staging Areas)&lt;/strong&gt;: &lt;/span&gt;Examines control measures for temporary storage areas, checking for strict time and quantity limits, boundary markings, and the availability of complete labels and SDS.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 12pt; color: #0000ff;&quot;&gt;&lt;strong&gt;Part 8 (Fixed Stationary Tanks)&lt;/strong&gt;&lt;/span&gt;: Reviews safety protocols for underground and above-ground tanks, emphasizing standards like double-wall construction, 100-110% capacity secondary containment berms, and the display of NFPA 70 or UN number warning signs.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Part 9 (Suggestions for the New Handbook)&lt;/span&gt;&lt;/strong&gt;:&lt;/span&gt; Collects open feedback and identifies exactly what government assistance operators need (e.g., expert advice, practical templates) to adapt to new regulations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;Relationship to the &quot;Modernization of Chemical Storage Standards (Harmonization with International Norms)&quot;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;The survey is a direct reflection of Thailand&#039;s momentum toward harmonizing local regulations with global norms to prepare for OECD membership by 2028. By explicitly incorporating strict international standards&amp;mdash;such as &lt;b&gt;Germany&#039;s &quot;TRGS 510&quot;, the &quot;UN RTDG&quot;, and the US &quot;NFPA 70&quot;&lt;/b&gt;&amp;mdash;into the questionnaire, the DIW is actively benchmarking current domestic practices against global expectations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;strong&gt;Assessing the &lt;span style=&quot;text-decoration: underline;&quot;&gt;practical and financial limitations faced by operator&lt;/span&gt;s indicates that DIW is carefully&lt;/strong&gt; &lt;b&gt;preparing a modernized regulatory framework and an updated handbook&lt;/b&gt;. They are attempting to bridge the &lt;b&gt;gap between current local capabilities and stringent international storage&lt;/b&gt; &lt;b&gt;norms&lt;/b&gt;, ensuring the upcoming legal reform is both compliant with OECD standards and practical for domestic industries.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;br /&gt;&lt;img src=&#039;https://cdn.goope.jp/21561/260912182037-6aa519659e8a1_m.png&#039; /&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6913866">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-12T10:55:00+09:00</dc:date>
        <title>A shocking and intolerable level of SDS quality</title>
        <link>https://hstecheng.com/info/6913866</link>
        <description>&lt;p&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;UD デジタル 教科書体 N&quot; style=&quot;font-family: &#039;UD デジタル 教科書体 N&#039;;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;We have recently observed a significant increase in requests for SDS preparation in Thai and English.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;　&lt;strong&gt;&lt;span face=&quot;UD デジタル 教科書体 N&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;A thorough review of the current SDSs revealed that not a single document met our quality thresholds&lt;/span&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;UD デジタル 教科書体 N&quot; style=&quot;font-family: &#039;UD デジタル 教科書体 N&#039;;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;based on the GHS criteria.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif; font-size: 12pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;In the majority of cases, the rationale behind the hazard classifications in &lt;b&gt;Sections 2 : Hazards identification&lt;/b&gt; and &lt;b&gt;3 : Composition/information on ingredientsis&lt;/b&gt; entirely unaddressed in &lt;b&gt;Section 11: Toxicological information&lt;/b&gt;, despite the documents being signed and validated by third-party organizations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif; font-size: 12pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;Classifying a health hazard like Carcinogenicity X without providing supporting data, information within the SDS is &lt;b&gt;a critical failure in regulatory compliance &lt;/b&gt;&lt;b&gt;at some authorities&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff; font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;We urge clients not to choose a regulatory consultancy based solely &lt;span style=&quot;text-decoration: underline;&quot;&gt;only&lt;/span&gt; on price.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6913846">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-12T10:43:00+09:00</dc:date>
        <title>目を覆う看過できないSDS品質レベル</title>
        <link>https://hstecheng.com/info/6913846</link>
        <description>&lt;p&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;最近、タイ語&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;SDS&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;、英語&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;SDS&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;作成に関する引き合いが顕著に増えている。&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;入手した現行&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;SDS&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;を精査すると、全ての&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;SDS&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;の品質は弊社の合格ラインに到達していなかった。&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;例えば、セクション２&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;危険有害性の要約，セクション&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 10pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;3&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;：組成及び成分情報で付与された有害性区分を裏付ける根拠が、セクション&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 12pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;11&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;：有害性情報等で全く言及されていなかった。それにもかかわらず、&lt;strong&gt;外部機関がその&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 12pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;SDS&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;に署名をしているなど、まるでコントだ。&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;特に、&lt;strong&gt;発がん性区分&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 12pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;X&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;を付与したにもかかわらず、その根拠を&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 12pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;SDS&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;中で示していない事例などは、論外だ。&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace; font-size: 12pt;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;SDS&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;BIZ UDゴシック, monospace&quot; style=&quot;font-family: &#039;BIZ UDゴシック&#039;, monospace;&quot;&gt;作成費用の多寡だけで、コンサル企業を選ばないでほしい。&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6912484">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-10T20:07:00+09:00</dc:date>
        <title>Request on Quotation / SDS preparation for clients</title>
        <link>https://hstecheng.com/info/6912484</link>
        <description>&lt;style&gt;&lt;!--
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--&gt;&lt;/style&gt;
&lt;p&gt;
&lt;script src=&quot;sds-request=1_files/libs/clipboard/clipboard.min.js&quot;&gt;&lt;/script&gt;
&lt;script src=&quot;sds-request=1_files/libs/quarto-html/quarto.js&quot; type=&quot;module&quot;&gt;&lt;/script&gt;
&lt;script src=&quot;sds-request=1_files/libs/quarto-html/tabsets/tabsets.js&quot; type=&quot;module&quot;&gt;&lt;/script&gt;
&lt;script src=&quot;sds-request=1_files/libs/quarto-html/popper.min.js&quot;&gt;&lt;/script&gt;
&lt;script src=&quot;sds-request=1_files/libs/quarto-html/tippy.umd.min.js&quot;&gt;&lt;/script&gt;
&lt;script src=&quot;sds-request=1_files/libs/quarto-html/anchor.min.js&quot;&gt;&lt;/script&gt;
&lt;script src=&quot;sds-request=1_files/libs/bootstrap/bootstrap.min.js&quot;&gt;&lt;/script&gt;
&lt;/p&gt;
&lt;div class=&quot;page-columns page-rows-contents page-layout-article&quot;&gt;
&lt;div class=&quot;page-columns page-rows-contents page-layout-article&quot;&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div class=&quot;cell quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-top quarto-float-caption quarto-float-tbl&quot; id=&quot;tbl-sds-request-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; Table&amp;nbsp;1: Request for quotation and SDS preparation &lt;/figcaption&gt;
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&lt;div id=&quot;quarto-content&quot; class=&quot;page-columns page-rows-contents page-layout-article&quot;&gt;&lt;main class=&quot;content&quot; id=&quot;quarto-document-content&quot;&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div id=&quot;tbl-sds-request&quot; class=&quot;cell quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;
&lt;div aria-describedby=&quot;tbl-sds-request-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;
&lt;div class=&quot;cell-output-display&quot;&gt;
&lt;div class=&quot;container&quot;&gt;
&lt;table class=&quot;tinytable&quot; id=&quot;tinytable_u4s4tfvvglbhoe5he2c2&quot; style=&quot;table-layout: fixed; width: 100%; margin-left: auto; margin-right: auto;&quot; data-quarto-disable-processing=&quot;true&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;1&quot;&gt;No&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;2&quot;&gt;Item.Requested.for.client&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;3&quot;&gt;Notes&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;4&quot;&gt;For.the.quotation&lt;/th&gt;
&lt;th scope=&quot;col&quot; data-row=&quot;0&quot; data-col=&quot;5&quot;&gt;For.the.SDS.preparation&lt;/th&gt;
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&lt;tbody&gt;
&lt;tr&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;1&quot;&gt;1&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;2&quot;&gt;Product name, code, and trade name&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;3&quot;&gt;Include any alternate/trade names&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;4&quot;&gt;Yes&lt;/td&gt;
&lt;td data-row=&quot;1&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;1&quot;&gt;2&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;2&quot;&gt;Company name, address, Tax ID&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;3&quot;&gt;Legal entity and registration details&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;4&quot;&gt;Yes&lt;/td&gt;
&lt;td data-row=&quot;2&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;1&quot;&gt;3&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;2&quot;&gt;Manufacturer / supplier details&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;3&quot;&gt;If different from customer&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;4&quot;&gt;Yes&lt;/td&gt;
&lt;td data-row=&quot;3&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;1&quot;&gt;4&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;2&quot;&gt;Required delivery date&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;3&quot;&gt;Deadline for the completed SDS&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;4&quot;&gt;Yes&lt;/td&gt;
&lt;td data-row=&quot;4&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;1&quot;&gt;5&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;2&quot;&gt;Required language(s)&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;3&quot;&gt;For the final SDS&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;4&quot;&gt;Yes&lt;/td&gt;
&lt;td data-row=&quot;5&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;1&quot;&gt;6&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;2&quot;&gt;Format requirement&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;3&quot;&gt;e.g., 16-section GHS format, or specific regional template&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;4&quot;&gt;Yes&lt;/td&gt;
&lt;td data-row=&quot;6&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;1&quot;&gt;7&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;2&quot;&gt;Version of GHS&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;3&quot;&gt;3, 6, 7, 9,&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;4&quot;&gt;Yes&lt;/td&gt;
&lt;td data-row=&quot;7&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;1&quot;&gt;8&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;2&quot;&gt;Certificate of Analysis (COA)&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;3&quot;&gt;Latest batch&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;4&quot;&gt;No&lt;/td&gt;
&lt;td data-row=&quot;8&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;1&quot;&gt;9&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;2&quot;&gt;Existing SDS (if any)&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;3&quot;&gt;Original language and/or English version&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;4&quot;&gt;No&lt;/td&gt;
&lt;td data-row=&quot;9&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;1&quot;&gt;10&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;2&quot;&gt;Full ingredients list&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;3&quot;&gt;With CAS No. and concentration (%) of each component&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;4&quot;&gt;No&lt;/td&gt;
&lt;td data-row=&quot;10&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;1&quot;&gt;11&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;2&quot;&gt;Intended use / application&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;3&quot;&gt;How the product will be used&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;4&quot;&gt;No&lt;/td&gt;
&lt;td data-row=&quot;11&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;1&quot;&gt;12&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;2&quot;&gt;Emergency contact number&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;3&quot;&gt;24-hour contact, if available&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;4&quot;&gt;No&lt;/td&gt;
&lt;td data-row=&quot;12&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;1&quot;&gt;13&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;2&quot;&gt;Country(ies) of sale / distribution&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;3&quot;&gt;Determines applicable regulation: OSHA, CLP, GHS, WHMIS, etc.&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;4&quot;&gt;No&lt;/td&gt;
&lt;td data-row=&quot;13&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;1&quot;&gt;14&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;2&quot;&gt;Physical/chemical property data&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;3&quot;&gt;pH, flash point, boiling point, density, solubility, etc. (if available)&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;4&quot;&gt;No&lt;/td&gt;
&lt;td data-row=&quot;14&quot; data-col=&quot;5&quot;&gt;Yes&lt;/td&gt;
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    </item>
    <item rdf:about="https://hstecheng.com/info/6904057">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-03T15:48:00+09:00</dc:date>
        <title>Pollution breaches by factory could bring immediate shutdowns the factory  under the new i-Auditor </title>
        <link>https://hstecheng.com/info/6904057</link>
        <description>&lt;p&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260903154532-6a99178cedd14.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260903154532-6a99178cedd14_l.png&quot; alt=&quot;DIW i-Auditor system by DIW.png&quot; width=&quot;515&quot; height=&quot;773&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;The Ministry of Industry is transforming factory oversight into &lt;b&gt;Data-Driven Regulation&lt;/b&gt;, using data and digital technology to assess risks and identify irregularities, enabling more targeted and effective inspections.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;One of the key tools is &lt;b&gt;i-Auditor&lt;/b&gt;, a digital system that enables officials to record inspection results, attach evidence, prepare reports, and systematically track corrective actions. The system helps reduce paperwork and promotes greater consistency in factory inspections.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;b&gt;Factories Violating Pollution Standards May Face Immediate Shutdowns&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;A key change is the strengthened enforcement of regulations against factories that &lt;b&gt;release pollutants above prescribed standards or fail to properly manage industrial waste&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;In the past, when a factory caused pollution by discharging wastewater or air pollutants beyond legal limits, officials from the Department of Industrial Works (DIW) could order the factory to take corrective action within a specified period under the first paragraph of Section 37 of the Factory Act.&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;Under the new proactive regulatory approach, the use of data and the &lt;b&gt;i-Auditor&lt;/b&gt; system will enable officials to assess risks and monitor issues more quickly. &lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;Factories that violate pollution control requirements may be ordered to suspend or shut down operations immediately, subject to the powers and conditions prescribed by law.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;b&gt;2026 Performance&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;In 2026, &lt;b&gt;767 factories were found to have violated the law&lt;/b&gt;, resulting in &lt;b&gt;131 suspension orders, 636 corrective action orders, and 391 legal proceedings&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;The enhancement of &lt;b&gt;i-Auditor&lt;/b&gt; under the &lt;b&gt;ONE MIND&lt;/b&gt; policy is an important step toward developing a factory oversight system that is &lt;b&gt;faster, more transparent, and traceable&lt;/b&gt;. It also supports equal compliance with legal requirements and contributes to raising Thailand&amp;rsquo;s industrial standards sustainably.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;i&gt;Source: The Nation, August 16, 2026, and the Ministry of Industry&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;Data from : &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.thaigov.go.th/th/news/168308&quot;&gt;https://www.thaigov.go.th/th/news/168308&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt; : &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.nationthailand.com/business/economy/40069853&quot;&gt;https://www.nationthailand.com/business/economy/40069853&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6904052">
        <dc:format>text/html</dc:format>
        <dc:date>2026-09-03T15:43:00+09:00</dc:date>
        <title>การฝ่าฝืนข้อกำหนดด้านมลพิษของโรงงานอาจนำไปสู่การสั่งปิดโรงงานได้ทันที ภายใต้ระบบ i-Auditor</title>
        <link>https://hstecheng.com/info/6904052</link>
        <description>&lt;p&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260903154532-6a99178cedd14.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260903154532-6a99178cedd14.png&quot; alt=&quot;DIW i-Auditor system by DIW.png&quot; width=&quot;532&quot; height=&quot;798&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;กระทรวงอุตสาหกรรมปรับการกำกับดูแลโรงงานสู่ &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;Data-Driven Regulation &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;โดยนำข้อมูลและเทคโนโลยีดิจิทัลมาใช้ประเมินความเสี่ยงและระบุความผิดปกติ เพื่อให้การตรวจสอบเป็นไปอย่างตรงจุดและมีประสิทธิภาพมากขึ้น&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;หนึ่งในเครื่องมือสำคัญคือ &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;i-Auditor &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ระบบดิจิทัลที่ช่วยให้เจ้าหน้าที่บันทึกผลการตรวจ แนบหลักฐาน จัดทำรายงาน และติดตามการแก้ไขข้อบกพร่องได้อย่างเป็นระบบ ลดการใช้เอกสาร และช่วยให้การตรวจสอบมีมาตรฐานเดียวกันมากขึ้น&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;b&gt;โรงงานฝ่าฝืนมาตรฐานมลพิษ อาจถูกสั่งปิดทันที&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;การเปลี่ยนแปลงที่สำคัญคือการยกระดับการบังคับใช้กฎหมายกับโรงงานที่ ปล่อยมลพิษเกินกว่ามาตรฐานที่กำหนด หรือไม่สามารถจัดการกากอุตสาหกรรมได้อย่างถูกต้อง&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ในอดีต หากโรงงานก่อให้เกิดมลพิษจากการปล่อยน้ำเสียหรือมลพิษทางอากาศเกินกว่าค่าที่กฎหมายกำหนด เจ้าหน้าที่กรมโรงงานอุตสาหกรรม &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;(DIW) &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;สามารถมีคำสั่งให้โรงงานดำเนินการแก้ไขภายในระยะเวลาที่กำหนด ตามวรรคหนึ่งของมาตรา &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;37 &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;แห่งพระราชบัญญัติโรงงาน&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ภายใต้แนวทางการกำกับดูแลรูปแบบใหม่ การใช้ข้อมูลและระบบ &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;i-Auditor &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;จะช่วยให้เจ้าหน้าที่สามารถประเมินความเสี่ยงและติดตามปัญหาได้รวดเร็วยิ่งขึ้น โดยโรงงานที่ฝ่าฝืนข้อกำหนดด้านมลพิษอาจ ถูกสั่งหยุดหรือปิดกิจการได้ทันที ตามอำนาจและเงื่อนไขที่กฎหมายกำหนด&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;b&gt;ผลการดำเนินงาน ปี &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;b&gt;2569&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ในปี &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;2569 &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;พบโรงงานผิดกฎหมาย &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;767 &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ราย โดยมีการดำเนินการ ได้แก่ สั่งหยุดกิจการ &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;131 &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ราย สั่งปรับปรุงแก้ไข &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;636 &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ราย และดำเนินคดี &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;391 &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ราย&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;การยกระดับ &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;i-Auditor &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ภายใต้นโยบาย &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;ONE MIND &lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;จึงเป็นส่วนสำคัญในการพัฒนาระบบกำกับดูแลโรงงานให้มีความ รวดเร็ว โปร่งใส และตรวจสอบย้อนหลังได้ พร้อมส่งเสริมให้ผู้ประกอบการปฏิบัติตามกฎหมายอย่างเท่าเทียม และยกระดับมาตรฐานอุตสาหกรรมไทยอย่างยั่งยืน&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;i&gt;&lt;b&gt;ที่มา&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;i&gt;&lt;b&gt;: The Nation, 16 August 2026 &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;i&gt;&lt;b&gt;และกระทรวงอุตสาหกรรม&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;span face=&quot;Browallia New&quot; style=&quot;font-family: &#039;Browallia New&#039;;&quot;&gt;ข&lt;/span&gt;้อมูลจาก &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;: &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.thaigov.go.th/th/news/168308&quot;&gt;https://www.thaigov.go.th/th/news/168308&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos; font-size: 12pt;&quot;&gt; : &lt;span color=&quot;#467886&quot; style=&quot;color: #467886;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://www.nationthailand.com/business/economy/40069853&quot;&gt;https://www.nationthailand.com/business/economy/40069853&lt;/a&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6893349">
        <dc:format>text/html</dc:format>
        <dc:date>2026-08-27T19:15:00+09:00</dc:date>
        <title>Characteristics of Foreign travelers in Thailand from the top 10 countries by month.</title>
        <link>https://hstecheng.com/info/6893349</link>
        <description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260827191745-6a900ec98602e.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260827191745-6a900ec98602e_l.png&quot; alt=&quot;ggplot2 line chart 1.png&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260902203501-6a9809e50b913.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260902203501-6a9809e50b913_l.png&quot; alt=&quot;ggplot2 line chart 13.png&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;Prepared by HS-TECH with ggplot2 in positron.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; padding: 0cm; font-size: 10pt; border: medium none currentcolor;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;Here is a summary of the &lt;strong&gt;characteristics of travelers from the top 10 countries&lt;/strong&gt;, with detailed insights for &lt;strong&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;Japan&lt;/span&gt;, China, the US, and Russia&lt;/strong&gt;, and concise overviews for the rest based on the data trends from &lt;strong&gt;2018 to 2026&lt;/strong&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; padding: 0cm; color: #0000ff; border: medium none currentcolor;&quot;&gt; &lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;b&gt;Japan&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; padding: 0cm; font-size: 10pt; border: medium none currentcolor;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;Travelers from Japan have &lt;strong&gt;shown a steady pattern with notable seasonality, typically peaking slightly in August and December&lt;/strong&gt;. Pre-2020, annual visitor numbers were around 1.7 to 1.8 million. While the numbers fell sharply during 2020&amp;ndash;2021, a gradual recovery began in late 2022. By 2025, annual travelers surpassed 1 million again, though &lt;strong&gt;this is still roughly 60% of pre-pandemic levels&lt;/strong&gt;. The recovery has been relatively cautious compared to other nations, with stable numbers returning but &lt;strong&gt;not yet reaching previous highs.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;b&gt;China&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; padding: 0cm; font-size: 10pt; border: medium none currentcolor;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;strong&gt;China is a massive volume driver&lt;/strong&gt;, &lt;strong&gt;consistently contributing the highest number of travelers&lt;/strong&gt;. &lt;strong&gt;Before 2020, annual arrivals exceeded 11 million&lt;/strong&gt;. The data reflects a rapid post-2022 rebound, with over 3.5 million arrivals in 2023 and a massive surge to 6.7 million in 2024. Interestingly, this momentum slowed to around 4.4 million in 2025. &lt;strong&gt;Chinese travel patterns show strong peaks during early-year holidays (like January&lt;/strong&gt;) &lt;strong&gt;and mid-summer&lt;/strong&gt; (July/August), demonstrating high sensitivity to major holiday periods.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;b&gt;United States&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; padding: 0cm; font-size: 10pt; border: medium none currentcolor;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;strong&gt;The US represents a highly stable&lt;/strong&gt;, long-haul travel market. Before 2020, annual arrivals were consistently &lt;strong&gt;around 1.1 to 1.2 million&lt;/strong&gt;. The recovery here has been robust and rapid; by 2024, the numbers had already bounced back to over 1 million, and by 2025, &lt;strong&gt;they were near the 1.1 million mark again&lt;/strong&gt;. &lt;strong&gt;The US shows distinct travel peaks during the winter holidays (December/January)&lt;/strong&gt;, indicating a preference for escaping colder weather or utilizing holiday time for long-distance travel.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;b&gt;Russia&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; padding: 0cm; font-size: 10pt; border: medium none currentcolor;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;strong&gt;Russia exhibits the most extreme seasonal travel patterns among the top 10 countries&lt;/strong&gt;.&lt;strong&gt; Arrivals skyrocket during the winter months (December through February)&lt;/strong&gt;, with single-month arrivals frequently exceeding 200,000, while summer numbers (June/July) drop drastically to under 80,000. Remarkably, the Russian market recovered rapidly; &lt;strong&gt;total arrivals in 2024 (1.74 million) and 2025 (1.89 million) have actually &lt;i&gt;exceeded&lt;/i&gt; pre-2020 levels&lt;/strong&gt;, indicating a very strong and growing preference for winter travel to this destination.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;b&gt;Brief Summaries for Other Nations:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;b&gt;Malaysia:&lt;/b&gt; The highest volume driver from neighboring countries, quickly rebounding to pre-pandemic levels (close to 4.9 million in 2024) with relatively stable month-to-month traffic.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;b&gt;India:&lt;/b&gt; Showing aggressive growth, exceeding pre-2020 numbers by 2024 and reaching nearly 2.4 million in 2025, driven by steady year-round arrivals.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;b&gt;South Korea:&lt;/b&gt; A major contributor (around 2 million pre-2020) that showed a strong initial rebound in 2023&amp;ndash;2024, though numbers slightly softened in 2025.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;b&gt;Laos:&lt;/b&gt; Represents consistent cross-border traffic, with a solid recovery peaking at 1.1 million in 2024, maintaining steady volumes without extreme seasonal spikes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;b&gt;Singapore:&lt;/b&gt; A very stable market that has largely recovered to its pre-2020 baseline of around 1 million annual travelers, maintaining consistent flow throughout the year.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin-bottom: 0cm; orphans: 2; line-height: 114%; widows: 2; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p style=&quot;orphans: 2; line-height: 114%; widows: 2; margin-bottom: 0cm; border: none; padding: 0cm; page-break-before: auto; page-break-after: auto;&quot;&gt;&lt;span style=&quot;display: inline-block; border: none; padding: 0cm;&quot;&gt;&lt;span color=&quot;#1f1f1f&quot; style=&quot;color: #1f1f1f;&quot;&gt;&lt;span face=&quot;Google Sans Text, sans-serif&quot; style=&quot;font-family: &#039;Google Sans Text&#039;, sans-serif;&quot;&gt;&lt;span size=&quot;3&quot; style=&quot;font-size: medium;&quot;&gt;&lt;span lang=&quot;en-US&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;b&gt;Vietnam:&lt;/b&gt; Demonstrated a strong early recovery in 2023 (over 1 million) but has seen numbers drop significantly in 2025, showing higher volatility compared to other regional neighbors.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6886129">
        <dc:format>text/html</dc:format>
        <dc:date>2026-08-21T19:19:00+09:00</dc:date>
        <title>ข้อกำหนดใหม่ของ BOI: เงินเดือนแรงงานต่างชาติและสัดส่วนพนักงานไทย 70%</title>
        <link>https://hstecheng.com/info/6886129</link>
        <description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&lt;p&gt;
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&lt;p&gt;&lt;strong&gt;ข้อกำหนดใหม่ของ BOI: เงินเดือนแรงงานต่างชาติและสัดส่วนพนักงานไทย 70%&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;สำนักงานคณะกรรมการส่งเสริมการลงทุน (BOI) ได้กำหนดข้อกำหนดใหม่เกี่ยวกับเงินเดือนขั้นต่ำของบุคลากรต่างชาติและสัดส่วนพนักงานไทย สำหรับโครงการในภาคการผลิตที่ได้รับการส่งเสริมการลงทุนจาก BOI&lt;/p&gt;
&lt;div id=&quot;fig-boireq&quot; class=&quot;quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;
&lt;div aria-describedby=&quot;fig-boireq-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;&lt;img src=&quot;boi-70.jpg&quot; class=&quot;img-fluid figure-img&quot; /&gt;&lt;/div&gt;
&lt;figcaption class=&quot;quarto-float-caption-bottom quarto-float-caption quarto-float-fig&quot; id=&quot;fig-boireq-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; Figure&amp;nbsp;1: BOI Requirements&lt;/figcaption&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-bottom quarto-float-caption quarto-float-fig&quot; id=&quot;fig-boireq-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; &lt;/figcaption&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;p&gt;&lt;strong&gt;หมายเหตุ:&lt;/strong&gt; โบนัสและค่าตอบแทนพิเศษ เช่น &lt;strong&gt;ค่าตำแหน่ง (Position Allowance) และค่าที่พัก (Housing Benefit/Allowance)&lt;/strong&gt; สามารถนำมานับรวมในเงินเดือนขั้นต่ำได้ หากระบุจำนวนเงินที่ชัดเจนในสัญญาจ้าง และมีเอกสารหลักฐานตามที่ BOI กำหนด&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;สัดส่วนพนักงานไทย 70% ของ BOI&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;ใช้กับ &lt;strong&gt;บริษัท BOI ที่เป็นกิจการผลิต (Manufacturing)&lt;/strong&gt; และมีพนักงาน &lt;strong&gt;มากกว่า 100 คน&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;ต้องมีพนักงานไทย &lt;strong&gt;อย่างน้อย 70%&lt;/strong&gt; ของพนักงานทั้งหมด&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;ถ้ามีพนักงาน &lt;strong&gt;ไม่เกิน 100 คน &amp;rarr; ไม่ต้องใช้กฎ 70%&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;กิจการบริการ&lt;/strong&gt; ไม่อยู่ภายใต้กฎนี้&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;ชาวต่างชาติที่เข้ามาทำงานในตำแหน่งที่ได้รับอนุญาตให้อยู่ในไทย &lt;strong&gt;ไม่เกิน 6 เดือน&lt;/strong&gt; ไม่รวมในเงื่อนไขนี้&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;หากเป็นโครงการ &lt;strong&gt;ลงทุนสูง / เทคโนโลยีขั้นสูง / หาคนไทยที่มีคุณสมบัติเหมาะสมไม่ได้&lt;/strong&gt; สามารถขอ BOI พิจารณาผ่อนผันหรือยกเว้นเป็นรายกรณีได้&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ตัวอย่าง:&lt;/strong&gt; มีพนักงาน 200 คน &amp;rarr; ต้องมีคนไทยอย่างน้อย &lt;strong&gt;140 คน&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;วันที่เริ่มบังคับใช้&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;โครงการ BOI ที่ได้รับอนุมัติตั้งแต่ 5 มิถุนายน 2568 เป็นต้นไป &amp;rarr; ใช้หลักเกณฑ์ใหม่ตั้งแต่ 1 ตุลาคม 2568&lt;/p&gt;
&lt;p&gt;โครงการ BOI ที่ได้รับอนุมัติก่อน 5 มิถุนายน 2568 &amp;rarr; ใช้หลักเกณฑ์ใหม่ตั้งแต่ 1 มกราคม 2569&lt;/p&gt;
&lt;p&gt;หลักเกณฑ์ใหม่ของ BOI มีเป้าหมายเพื่อส่งเสริมการจ้างงานคนไทยและยกระดับการใช้บุคลากรต่างชาติให้สอดคล้องกับความต้องการของโครงการลงทุน บริษัทที่ได้รับการส่งเสริมจาก BOI ควรตรวจสอบ &lt;strong&gt;ระดับตำแหน่งและรายได้ของบุคลากรต่างชาติ รวมถึงสัดส่วนพนักงานไทย&lt;/strong&gt; ให้เป็นไปตามหลักเกณฑ์ใหม่ภายในระยะเวลาที่กำหนด&lt;/p&gt;
&lt;p&gt;ทั้งนี้ รายละเอียดและข้อยกเว้นอาจแตกต่างกันตามประเภทกิจการและเงื่อนไขของแต่ละโครงการ บริษัทจึงควรตรวจสอบกับ &lt;strong&gt;BOI หรือหน่วยงานที่เกี่ยวข้อง&lt;/strong&gt; ก่อนดำเนินการ เพื่อให้การปฏิบัติเป็นไปอย่างถูกต้องและลดความเสี่ยงด้านกฎระเบียบ&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;แหล่งข้อมูล: สำนักงานคณะกรรมการส่งเสริมการลงทุน (BOI), ประกาศสำนักงานคณะกรรมการส่งเสริมการลงทุนที่ ป. 8/2568&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ลิงก์: &lt;a href=&quot;https://osos.boi.go.th/images/BOI_NEWS/2025/%28%20FAQ%29%20e-New%20Sep.%202025.pdf?utm_source=chatgpt.com&quot; target=&quot;blank&quot;&gt;เอกสาร FAQ ของ BOI เรื่องหลักเกณฑ์การจ้างงานบุคลากรต่างชาติ&lt;/a&gt; &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;(BEE)&lt;/strong&gt;&lt;/p&gt;
&lt;!---

**New BOI Requirements: Minimum Salary for Foreign Workers and 70% Thai Employee Ratio**

The Board of Investment (BOI) has introduced new requirements concerning the minimum salary for foreign personnel and the Thai employee ratio for projects in the manufacturing sector that receive BOI investment promotion.

![BOI Requirements](boi-70-eng.jpg){#fig-boireqeng}


**Note:** Bonuses and special remuneration, such as **position allowances and housing benefits/allowances**, may be counted toward the minimum salary requirement, provided that the **exact amounts are clearly specified in the employment contract** and supported by the required documentation as stipulated by the BOI.


**70% Thai Employee Ratio under BOI**

- Applies to **BOI-promoted manufacturing companies** with **more than 100 employees**. 

- At least **70% of the total workforce must be Thai nationals**. 

- Companies with **100 employees or fewer → are not subject to the 70% rule**. 

- **Service businesses** are not subject to this requirement. 

- Foreign workers in positions that are permitted to stay in Thailand for **no more than 6 months** are not included in this requirement. 

- Projects involving **high-value investment / advanced technology / difficulties in recruiting suitably qualified Thai employees** may apply to the BOI for **case-by-case consideration for an exemption or relaxation** of the requirement. 

**Example:** If a company has 200 employees → at least **140 employees must be Thai nationals**.


**Effective Date**

- **BOI projects approved on or after June 5, 2025** → The new requirements apply from **October 1, 2025**. 

- **BOI projects approved before June 5, 2025** → The new requirements apply from **January 1, 2026**. 

The new BOI requirements aim to promote **employment of Thai nationals** and ensure that the employment of foreign personnel is aligned with the needs of investment projects. BOI-promoted companies should review the **positions and income of foreign personnel, as well as the proportion of Thai employees**, to ensure compliance with the new requirements within the applicable timeframe.

The specific requirements and exemptions may vary depending on the type of business and the conditions of each BOI project. Companies should therefore consult the **BOI or relevant authorities** before taking action to ensure compliance and minimize regulatory risks.

**Source:** Thailand Board of Investment (BOI), BOI Notification No. Por. 8/2568 and related FAQ.

**Link:** [BOI FAQ – Employment Conditions for Foreign Personnel](https://osos.boi.go.th/images/BOI_NEWS/2025/%28%20FAQ%29%20e-New%20Sep.%202025.pdf?utm_source=chatgpt.com){target=&quot;blank&quot;}

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        <dc:date>2026-08-21T18:40:00+09:00</dc:date>
        <title>New BOI Requirements: Minimum Salary for Foreign Workers and 70% Thai Employee Ratio</title>
        <link>https://hstecheng.com/info/6886110</link>
        <description>&lt;p&gt;boi-requirements-eng&lt;/p&gt;
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&lt;div id=&quot;quarto-content&quot; class=&quot;page-columns page-rows-contents page-layout-article&quot;&gt;&lt;main class=&quot;content&quot; id=&quot;quarto-document-content&quot;&gt; &lt;!---
**New BOI Requirements: Minimum Salary for Foreign Workers and 70% Thai Employee Ratio**
---&gt;
&lt;p&gt;The Board of Investment (BOI) has introduced new requirements concerning the minimum salary for foreign personnel and the Thai employee ratio for projects in the manufacturing sector that receive BOI investment promotion.&lt;/p&gt;
&lt;div id=&quot;fig-boireqeng&quot; class=&quot;quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;
&lt;div aria-describedby=&quot;fig-boireqeng-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;&lt;/div&gt;
&lt;figcaption class=&quot;quarto-float-caption-bottom quarto-float-caption quarto-float-fig&quot; id=&quot;fig-boireqeng-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; &lt;/figcaption&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-bottom quarto-float-caption quarto-float-fig&quot; id=&quot;fig-boireqeng-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;Figure&amp;nbsp;1: BOI Salary Requirements&lt;/figcaption&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-bottom quarto-float-caption quarto-float-fig&quot; id=&quot;fig-boireqeng-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; &lt;/figcaption&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Note:&lt;/strong&gt; Bonuses and special remuneration, such as &lt;strong&gt;position allowances and housing benefits/allowances&lt;/strong&gt;, may be counted toward the minimum salary requirement, provided that the &lt;strong&gt;exact amounts are clearly specified in the employment contract&lt;/strong&gt; and supported by the required documentation as stipulated by the BOI.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;70% Thai Employee Ratio under BOI&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Applies to &lt;strong&gt;BOI-promoted manufacturing companies&lt;/strong&gt; with &lt;strong&gt;more than 100 employees&lt;/strong&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;At least &lt;strong&gt;70% of the total workforce must be Thai nationals&lt;/strong&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Companies with &lt;strong&gt;100 employees or fewer &amp;rarr; are not subject to the 70% rule&lt;/strong&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Service businesses&lt;/strong&gt; are not subject to this requirement.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Foreign workers in positions that are permitted to stay in Thailand for &lt;strong&gt;no more than 6 months&lt;/strong&gt; are not included in this requirement.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Projects involving &lt;strong&gt;high-value investment / advanced technology / difficulties in recruiting suitably qualified Thai employees&lt;/strong&gt; may apply to the BOI for &lt;strong&gt;case-by-case consideration for an exemption or relaxation&lt;/strong&gt; of the requirement.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;strong&gt;Example:&lt;/strong&gt; If a company has 200 employees &amp;rarr; at least &lt;strong&gt;140 employees must be Thai nationals&lt;/strong&gt;.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Effective Date&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;BOI projects approved on or after June 5, 2025&lt;/strong&gt; &amp;rarr; The new requirements apply from &lt;strong&gt;October 1, 2025&lt;/strong&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;BOI projects approved before June 5, 2025&lt;/strong&gt; &amp;rarr; The new requirements apply from &lt;strong&gt;January 1, 2026&lt;/strong&gt;.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;The new BOI requirements aim to promote &lt;strong&gt;employment of Thai nationals&lt;/strong&gt; and ensure that the employment of foreign personnel is aligned with the needs of investment projects. BOI-promoted companies should review the &lt;strong&gt;positions and income of foreign personnel, as well as the proportion of Thai employees&lt;/strong&gt;, to ensure compliance with the new requirements within the applicable timeframe.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;The specific requirements and exemptions may vary depending on the type of business and the conditions of each BOI project. Companies should therefore consult the &lt;strong&gt;BOI or relevant authorities&lt;/strong&gt; before taking action to ensure compliance and minimize regulatory risks.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br /&gt;Source:&lt;/strong&gt; Thailand Board of Investment (BOI), BOI Notification No.&amp;nbsp;Por. 8/2568 and related FAQ.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br /&gt;Link:&lt;/strong&gt; &lt;a href=&quot;https://osos.boi.go.th/images/BOI_NEWS/2025/%28%20FAQ%29%20e-New%20Sep.%202025.pdf?utm_source=chatgpt.com&quot; target=&quot;blank&quot;&gt;BOI FAQ &amp;ndash; Employment Conditions for Foreign Personnel&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;Prepared by Bee&lt;/p&gt;
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    <item rdf:about="https://hstecheng.com/info/6880104">
        <dc:format>text/html</dc:format>
        <dc:date>2026-08-16T18:44:00+09:00</dc:date>
        <title>Corruption Perceptions Index (CPI) by World Bank Region and OECD Membership, 2024</title>
        <link>https://hstecheng.com/info/6880104</link>
        <description>&lt;div id=&quot;quarto-content&quot; class=&quot;page-columns page-rows-contents page-layout-article&quot;&gt;
&lt;div id=&quot;quarto-margin-sidebar&quot; class=&quot;sidebar margin-sidebar&quot;&gt;&lt;nav id=&quot;TOC&quot; role=&quot;doc-toc&quot; class=&quot;toc-active&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&lt;section id=&quot;summary-statistics&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;summary-statistics&quot;&gt;Summary statistics&lt;/h2&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div class=&quot;cell-output-display&quot;&gt;
&lt;table class=&quot;caption-top table table-sm table-striped small&quot;&gt;&lt;caption&gt;CPI (0-100 scale) by World Bank region and OECD membership, 2024&lt;/caption&gt;&lt;colgroup&gt; &lt;col style=&quot;width: 58%;&quot; /&gt; &lt;col style=&quot;width: 12%;&quot; /&gt; &lt;col style=&quot;width: 3%;&quot; /&gt; &lt;col style=&quot;width: 5%;&quot; /&gt; &lt;col style=&quot;width: 7%;&quot; /&gt; &lt;col style=&quot;width: 5%;&quot; /&gt; &lt;col style=&quot;width: 4%;&quot; /&gt; &lt;col style=&quot;width: 4%;&quot; /&gt; &lt;/colgroup&gt;
&lt;thead&gt;
&lt;tr class=&quot;header&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Region (World Bank)&lt;/th&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;OECD member&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;n&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;Mean&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;Median&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;SD&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;Min&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;Max&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;East Asia and Pacific (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Yes&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;4&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;73.8&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;74.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;8.1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;83&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;East Asia and Pacific (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;No&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;19&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;42.3&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;40.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;18.3&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;15&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;84&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Europe and Central Asia (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Yes&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;27&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;66.3&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;67.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;14.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;34&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;90&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Europe and Central Asia (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;No&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;22&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;37.3&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;40.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;11.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;17&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;56&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Latin America and Caribbean (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Yes&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;4&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;46.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;48.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;17.1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;26&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;63&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Latin America and Caribbean (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;No&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;26&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;39.4&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;36.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;17.6&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;10&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;76&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Middle East, North Africa, Afghanistan and Pakistan (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Yes&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;NA&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Middle East, North Africa, Afghanistan and Pakistan (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;No&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;21&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;36.1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;34.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;16.9&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;12&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;68&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;North America (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Yes&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;2&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;70.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;70.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;7.1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;65&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;75&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;South Asia (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;No&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;6&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;39.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;36.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;16.8&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;23&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;72&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;Sub-Saharan Africa (WB)&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;No&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;48&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;32.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;31.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;13.8&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;8&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;72&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/section&gt;
&lt;section id=&quot;distribution-by-region&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;distribution-by-region&quot;&gt;Distribution by region&lt;/h2&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div class=&quot;cell-output-display&quot;&gt;
&lt;div&gt;
&lt;figure class=&quot;figure&quot;&gt;
&lt;p&gt;&lt;img role=&quot;img&quot; 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class=&quot;img-fluid figure-img&quot; width=&quot;595&quot; height=&quot;462&quot; /&gt;&lt;/p&gt;
&lt;/figure&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/section&gt;
&lt;section id=&quot;key-observations&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;key-observations&quot;&gt;Key observations&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Across all regions, OECD members score substantially higher on the CPI (mean 65.1, median 66, n = 38) than non-members (mean 36.7, median 34, n = 142).&lt;/li&gt;
&lt;li&gt;Europe and Central Asia has by far the largest OECD cohort (27 countries) and the widest internal spread &amp;ndash; from Denmark (90) to Turkey (34) &amp;ndash; so membership alone does not guarantee a very high score.&lt;/li&gt;
&lt;li&gt;East Asia and Pacific shows the cleanest separation: all 4 OECD members (New Zealand, Australia, Japan, South Korea) score well above the regional non-member average.&lt;/li&gt;
&lt;li&gt;Latin America and the Caribbean has the smallest OECD/non-OECD gap (46.5 vs. 39.4); Mexico (26) scores below several non-member countries in the same region.&lt;/li&gt;
&lt;li&gt;South Asia, Sub-Saharan Africa, and (aside from Israel) the Middle East/North Africa/Afghanistan/Pakistan grouping have no OECD members in this dataset. Sub-Saharan Africa has both the lowest regional mean (32.5) and the largest sample (48 countries).&lt;/li&gt;
&lt;li&gt;North America has no non-OECD entries &amp;ndash; both countries in that World Bank grouping (Canada, United States) are OECD members.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;data-source&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;data-source&quot;&gt;Data source&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Corruption Perceptions Index: Transparency International, CPI 2024.&lt;/li&gt;
&lt;li&gt;Regional classification: World Bank region groups.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/main&gt; &lt;!-- /main column --&gt;
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      var mailtoRegex = new RegExp(/^mailto:/);
        var filterRegex = new RegExp(&#039;/&#039; + window.location.host + &#039;/&#039;);
      var isInternal = (href) =&gt; {
          return filterRegex.test(href) || localhostRegex.test(href) || mailtoRegex.test(href);
      }
      // Inspect non-navigation links and adorn them if external
     var links = window.document.querySelectorAll(&#039;a[href]:not(.nav-link):not(.navbar-brand):not(.toc-action):not(.sidebar-link):not(.sidebar-item-toggle):not(.pagination-link):not(.no-external):not([aria-hidden]):not(.dropdown-item):not(.quarto-navigation-tool):not(.about-link)&#039;);
      for (var i=0; i&lt;links.length; i++) {
        const link = links[i];
        if (!isInternal(link.href)) {
          // undo the damage that might have been done by quarto-nav.js in the case of
          // links that we want to consider external
          if (link.dataset.originalHref !== undefined) {
            link.href = link.dataset.originalHref;
          }
        }
      }
    function tippyHover(el, contentFn, onTriggerFn, onUntriggerFn) {
      const config = {
        allowHTML: true,
        maxWidth: 500,
        delay: 100,
        arrow: false,
        appendTo: function(el) {
            return el.parentElement;
        },
        interactive: true,
        interactiveBorder: 10,
        theme: &#039;quarto&#039;,
        placement: &#039;bottom-start&#039;,
      };
      if (contentFn) {
        config.content = contentFn;
      }
      if (onTriggerFn) {
        config.onTrigger = onTriggerFn;
      }
      if (onUntriggerFn) {
        config.onUntrigger = onUntriggerFn;
      }
      window.tippy(el, config); 
    }
    const noterefs = window.document.querySelectorAll(&#039;a[role=&quot;doc-noteref&quot;]&#039;);
    for (var i=0; i&lt;noterefs.length; i++) {
      const ref = noterefs[i];
      tippyHover(ref, function() {
        // use id or data attribute instead here
        let href = ref.getAttribute(&#039;data-footnote-href&#039;) || ref.getAttribute(&#039;href&#039;);
        try { href = new URL(href).hash; } catch {}
        const id = href.replace(/^#/?/, &quot;&quot;);
        const note = window.document.getElementById(id);
        if (note) {
          return note.innerHTML;
        } else {
          return &quot;&quot;;
        }
      });
    }
    const xrefs = window.document.querySelectorAll(&#039;a.quarto-xref&#039;);
    const processXRef = (id, note) =&gt; {
      // Strip column container classes
      const stripColumnClz = (el) =&gt; {
        el.classList.remove(&quot;page-full&quot;, &quot;page-columns&quot;);
        if (el.children) {
          for (const child of el.children) {
            stripColumnClz(child);
          }
        }
      }
      stripColumnClz(note)
      if (id === null || id.startsWith(&#039;sec-&#039;)) {
        // Special case sections, only their first couple elements
        const container = document.createElement(&quot;div&quot;);
        if (note.children &amp;&amp; note.children.length &gt; 2) {
          container.appendChild(note.children[0].cloneNode(true));
          for (let i = 1; i &lt; note.children.length; i++) {
            const child = note.children[i];
            if (child.tagName === &quot;P&quot; &amp;&amp; child.innerText === &quot;&quot;) {
              continue;
            } else {
              container.appendChild(child.cloneNode(true));
              break;
            }
          }
          if (window.Quarto?.typesetMath) {
            window.Quarto.typesetMath(container);
          }
          return container.innerHTML
        } else {
          if (window.Quarto?.typesetMath) {
            window.Quarto.typesetMath(note);
          }
          return note.innerHTML;
        }
      } else {
        // Remove any anchor links if they are present
        const anchorLink = note.querySelector(&#039;a.anchorjs-link&#039;);
        if (anchorLink) {
          anchorLink.remove();
        }
        if (window.Quarto?.typesetMath) {
          window.Quarto.typesetMath(note);
        }
        if (note.classList.contains(&quot;callout&quot;)) {
          return note.outerHTML;
        } else {
          return note.innerHTML;
        }
      }
    }
    for (var i=0; i&lt;xrefs.length; i++) {
      const xref = xrefs[i];
      tippyHover(xref, undefined, function(instance) {
        instance.disable();
        let url = xref.getAttribute(&#039;href&#039;);
        let hash = undefined; 
        if (url.startsWith(&#039;#&#039;)) {
          hash = url;
        } else {
          try { hash = new URL(url).hash; } catch {}
        }
        if (hash) {
          const id = hash.replace(/^#/?/, &quot;&quot;);
          const note = window.document.getElementById(id);
          if (note !== null) {
            try {
              const html = processXRef(id, note.cloneNode(true));
              instance.setContent(html);
            } finally {
              instance.enable();
              instance.show();
            }
          } else {
            // See if we can fetch this
            fetch(url.split(&#039;#&#039;)[0])
            .then(res =&gt; res.text())
            .then(html =&gt; {
              const parser = new DOMParser();
              const htmlDoc = parser.parseFromString(html, &quot;text/html&quot;);
              const note = htmlDoc.getElementById(id);
              if (note !== null) {
                const html = processXRef(id, note);
                instance.setContent(html);
              } 
            }).finally(() =&gt; {
              instance.enable();
              instance.show();
            });
          }
        } else {
          // See if we can fetch a full url (with no hash to target)
          // This is a special case and we should probably do some content thinning / targeting
          fetch(url)
          .then(res =&gt; res.text())
          .then(html =&gt; {
            const parser = new DOMParser();
            const htmlDoc = parser.parseFromString(html, &quot;text/html&quot;);
            const note = htmlDoc.querySelector(&#039;main.content&#039;);
            if (note !== null) {
              // This should only happen for chapter cross references
              // (since there is no id in the URL)
              // remove the first header
              if (note.children.length &gt; 0 &amp;&amp; note.children[0].tagName === &quot;HEADER&quot;) {
                note.children[0].remove();
              }
              const html = processXRef(null, note);
              instance.setContent(html);
            } 
          }).finally(() =&gt; {
            instance.enable();
            instance.show();
          });
        }
      }, function(instance) {
      });
    }
        let selectedAnnoteEl;
        const selectorForAnnotation = ( cell, annotation) =&gt; {
          let cellAttr = &#039;data-code-cell=&quot;&#039; + cell + &#039;&quot;&#039;;
          let lineAttr = &#039;data-code-annotation=&quot;&#039; +  annotation + &#039;&quot;&#039;;
          const selector = &#039;span[&#039; + cellAttr + &#039;][&#039; + lineAttr + &#039;]&#039;;
          return selector;
        }
        const selectCodeLines = (annoteEl) =&gt; {
          const doc = window.document;
          const targetCell = annoteEl.getAttribute(&quot;data-target-cell&quot;);
          const targetAnnotation = annoteEl.getAttribute(&quot;data-target-annotation&quot;);
          const annoteSpan = window.document.querySelector(selectorForAnnotation(targetCell, targetAnnotation));
          const lines = annoteSpan.getAttribute(&quot;data-code-lines&quot;).split(&quot;,&quot;);
          const lineIds = lines.map((line) =&gt; {
            return targetCell + &quot;-&quot; + line;
          })
          let top = null;
          let height = null;
          let parent = null;
          if (lineIds.length &gt; 0) {
              //compute the position of the single el (top and bottom and make a div)
              const el = window.document.getElementById(lineIds[0]);
              top = el.offsetTop;
              height = el.offsetHeight;
              parent = el.parentElement.parentElement;
            if (lineIds.length &gt; 1) {
              const lastEl = window.document.getElementById(lineIds[lineIds.length - 1]);
              const bottom = lastEl.offsetTop + lastEl.offsetHeight;
              height = bottom - top;
            }
            if (top !== null &amp;&amp; height !== null &amp;&amp; parent !== null) {
              // cook up a div (if necessary) and position it 
              let div = window.document.getElementById(&quot;code-annotation-line-highlight&quot;);
              if (div === null) {
                div = window.document.createElement(&quot;div&quot;);
                div.setAttribute(&quot;id&quot;, &quot;code-annotation-line-highlight&quot;);
                div.style.position = &#039;absolute&#039;;
                parent.appendChild(div);
              }
              div.style.top = top - 2 + &quot;px&quot;;
              div.style.height = height + 4 + &quot;px&quot;;
              div.style.left = 0;
              let gutterDiv = window.document.getElementById(&quot;code-annotation-line-highlight-gutter&quot;);
              if (gutterDiv === null) {
                gutterDiv = window.document.createElement(&quot;div&quot;);
                gutterDiv.setAttribute(&quot;id&quot;, &quot;code-annotation-line-highlight-gutter&quot;);
                gutterDiv.style.position = &#039;absolute&#039;;
                const codeCell = window.document.getElementById(targetCell);
                const gutter = codeCell.querySelector(&#039;.code-annotation-gutter&#039;);
                gutter.appendChild(gutterDiv);
              }
              gutterDiv.style.top = top - 2 + &quot;px&quot;;
              gutterDiv.style.height = height + 4 + &quot;px&quot;;
            }
            selectedAnnoteEl = annoteEl;
          }
        };
        const unselectCodeLines = () =&gt; {
          const elementsIds = [&quot;code-annotation-line-highlight&quot;, &quot;code-annotation-line-highlight-gutter&quot;];
          elementsIds.forEach((elId) =&gt; {
            const div = window.document.getElementById(elId);
            if (div) {
              div.remove();
            }
          });
          selectedAnnoteEl = undefined;
        };
          // Handle positioning of the toggle
      window.addEventListener(
        &quot;resize&quot;,
        throttle(() =&gt; {
          elRect = undefined;
          if (selectedAnnoteEl) {
            selectCodeLines(selectedAnnoteEl);
          }
        }, 10)
      );
      function throttle(fn, ms) {
      let throttle = false;
      let timer;
        return (...args) =&gt; {
          if(!throttle) { // first call gets through
              fn.apply(this, args);
              throttle = true;
          } else { // all the others get throttled
              if(timer) clearTimeout(timer); // cancel #2
              timer = setTimeout(() =&gt; {
                fn.apply(this, args);
                timer = throttle = false;
              }, ms);
          }
        };
      }
        // Attach click handler to the DT
        const annoteDls = window.document.querySelectorAll(&#039;dt[data-target-cell]&#039;);
        for (const annoteDlNode of annoteDls) {
          annoteDlNode.addEventListener(&#039;click&#039;, (event) =&gt; {
            const clickedEl = event.target;
            if (clickedEl !== selectedAnnoteEl) {
              unselectCodeLines();
              const activeEl = window.document.querySelector(&#039;dt[data-target-cell].code-annotation-active&#039;);
              if (activeEl) {
                activeEl.classList.remove(&#039;code-annotation-active&#039;);
              }
              selectCodeLines(clickedEl);
              clickedEl.classList.add(&#039;code-annotation-active&#039;);
            } else {
              // Unselect the line
              unselectCodeLines();
              clickedEl.classList.remove(&#039;code-annotation-active&#039;);
            }
          });
        }
    const findCites = (el) =&gt; {
      const parentEl = el.parentElement;
      if (parentEl) {
        const cites = parentEl.dataset.cites;
        if (cites) {
          return {
            el,
            cites: cites.split(&#039; &#039;)
          };
        } else {
          return findCites(el.parentElement)
        }
      } else {
        return undefined;
      }
    };
    var bibliorefs = window.document.querySelectorAll(&#039;a[role=&quot;doc-biblioref&quot;]&#039;);
    for (var i=0; i&lt;bibliorefs.length; i++) {
      const ref = bibliorefs[i];
      const citeInfo = findCites(ref);
      if (citeInfo) {
        tippyHover(citeInfo.el, function() {
          var popup = window.document.createElement(&#039;div&#039;);
          citeInfo.cites.forEach(function(cite) {
            var citeDiv = window.document.createElement(&#039;div&#039;);
            citeDiv.classList.add(&#039;hanging-indent&#039;);
            citeDiv.classList.add(&#039;csl-entry&#039;);
            var biblioDiv = window.document.getElementById(&#039;ref-&#039; + cite);
            if (biblioDiv) {
              citeDiv.innerHTML = biblioDiv.innerHTML;
            }
            popup.appendChild(citeDiv);
          });
          return popup.innerHTML;
        });
      }
    }
  });
// ]]&gt;&lt;/script&gt;
&lt;/div&gt;
&lt;!-- /content --&gt;
&lt;style&gt;&lt;!--
span.smallcaps{font-variant: small-caps;}
div.columns{display: flex; gap: 1.5em;}
div.column{flex: auto;}
@media screen {
div.columns{gap: min(4vw, 1.5em);}
div.column{overflow-x: auto;}
}
div.hanging-indent{margin-left: 1.5em; text-indent: -1.5em;}
ul.task-list{list-style: none;}
ul.task-list li input[type=&quot;checkbox&quot;] {
width: 0.8em;
margin: 0 0.8em 0.2em -1em;  vertical-align: middle;
}
--&gt;&lt;/style&gt;
&lt;style type=&quot;text/css&quot;&gt;&lt;!--
.tippy-box[data-animation=fade][data-state=hidden]{opacity:0}[data-tippy-root]{max-width:calc(100vw - 10px)}.tippy-box{position:relative;background-color:#333;color:#fff;border-radius:4px;font-size:14px;line-height:1.4;white-space:normal;outline:0;transition-property:transform,visibility,opacity}.tippy-box[data-placement^=top]&gt;.tippy-arrow{bottom:0}.tippy-box[data-placement^=top]&gt;.tippy-arrow:before{bottom:-7px;left:0;border-width:8px 8px 0;border-top-color:initial;transform-origin:center top}.tippy-box[data-placement^=bottom]&gt;.tippy-arrow{top:0}.tippy-box[data-placement^=bottom]&gt;.tippy-arrow:before{top:-7px;left:0;border-width:0 8px 8px;border-bottom-color:initial;transform-origin:center bottom}.tippy-box[data-placement^=left]&gt;.tippy-arrow{right:0}.tippy-box[data-placement^=left]&gt;.tippy-arrow:before{border-width:8px 0 8px 8px;border-left-color:initial;right:-7px;transform-origin:center left}.tippy-box[data-placement^=right]&gt;.tippy-arrow{left:0}.tippy-box[data-placement^=right]&gt;.tippy-arrow:before{left:-7px;border-width:8px 8px 8px 0;border-right-color:initial;transform-origin:center right}.tippy-box[data-inertia][data-state=visible]{transition-timing-function:cubic-bezier(.54,1.5,.38,1.11)}.tippy-arrow{width:16px;height:16px;color:#333}.tippy-arrow:before{content:&quot;&quot;;position:absolute;border-color:transparent;border-style:solid}.tippy-content{position:relative;padding:5px 9px;z-index:1}
--&gt;&lt;/style&gt;
&lt;style type=&quot;text/css&quot;&gt;&lt;!--
@font-face {
font-display: block;
font-family: &quot;bootstrap-icons&quot;;
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format(&quot;woff&quot;);
}
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[class^=&quot;bi-&quot;]::before,
[class*=&quot; bi-&quot;]::before {
display: inline-block;
font-family: bootstrap-icons !important;
font-style: normal;
font-weight: normal !important;
font-variant: normal;
text-transform: none;
line-height: 1;
vertical-align: -.125em;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
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.bi-alarm-fill::before { content: &quot;f101&quot;; }
.bi-alarm::before { content: &quot;f102&quot;; }
.bi-align-bottom::before { content: &quot;f103&quot;; }
.bi-align-center::before { content: &quot;f104&quot;; }
.bi-align-end::before { content: &quot;f105&quot;; }
.bi-align-middle::before { content: &quot;f106&quot;; }
.bi-align-start::before { content: &quot;f107&quot;; }
.bi-align-top::before { content: &quot;f108&quot;; }
.bi-alt::before { content: &quot;f109&quot;; }
.bi-app-indicator::before { content: &quot;f10a&quot;; }
.bi-app::before { content: &quot;f10b&quot;; }
.bi-archive-fill::before { content: &quot;f10c&quot;; }
.bi-archive::before { content: &quot;f10d&quot;; }
.bi-arrow-90deg-down::before { content: &quot;f10e&quot;; }
.bi-arrow-90deg-left::before { content: &quot;f10f&quot;; }
.bi-arrow-90deg-right::before { content: &quot;f110&quot;; }
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    </item>
    <item rdf:about="https://hstecheng.com/info/6879052">
        <dc:format>text/html</dc:format>
        <dc:date>2026-08-15T16:01:00+09:00</dc:date>
        <title>世界銀行地域区分およびOECD加盟状況別 腐敗認識指数（CPI）、2024年</title>
        <link>https://hstecheng.com/info/6879052</link>
        <description>&lt;p&gt;&amp;nbsp;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;strong&gt;集計結果&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;main class=&quot;content&quot; id=&quot;quarto-document-content&quot;&gt;
&lt;section id=&quot;集計結果&quot; class=&quot;level2&quot;&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div class=&quot;cell-output-display&quot;&gt;
&lt;table class=&quot;caption-top table table-sm table-striped small&quot;&gt;&lt;caption&gt;地域別・OECD加盟状況別CPI（0〜100点、2024年）&lt;/caption&gt;&lt;colgroup&gt; &lt;col style=&quot;width: 48%;&quot; /&gt; &lt;col style=&quot;width: 14%;&quot; /&gt; &lt;col style=&quot;width: 3%;&quot; /&gt; &lt;col style=&quot;width: 5%;&quot; /&gt; &lt;col style=&quot;width: 7%;&quot; /&gt; &lt;col style=&quot;width: 9%;&quot; /&gt; &lt;col style=&quot;width: 5%;&quot; /&gt; &lt;col style=&quot;width: 5%;&quot; /&gt; &lt;/colgroup&gt;
&lt;thead&gt;
&lt;tr class=&quot;header&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;地域（世界銀行区分）&lt;/th&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;OECD加盟状況&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;n&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;平均&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;中央値&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;標準偏差&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;最小&lt;/th&gt;
&lt;th style=&quot;text-align: right;&quot;&gt;最大&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;サブサハラアフリカ&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;非加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;48&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;32.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;31.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;13.8&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;8&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;72&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;中南米・カリブ&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;非加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;26&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;39.4&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;36.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;17.6&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;10&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;76&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;中南米・カリブ&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;4&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;46.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;48.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;17.1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;26&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;63&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;中東・北アフリカ・アフガニスタン・パキスタン&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;非加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;21&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;36.1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;34.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;16.9&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;12&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;68&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;中東・北アフリカ・アフガニスタン・パキスタン&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;NA&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;北米&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;2&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;70.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;70.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;7.1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;65&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;75&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;南アジア&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;非加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;6&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;39.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;36.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;16.8&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;23&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;72&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;東アジア・太平洋&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;非加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;19&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;42.3&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;40.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;18.3&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;15&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;84&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;東アジア・太平洋&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;4&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;73.8&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;74.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;8.1&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;64&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;83&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;欧州・中央アジア&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;非加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;22&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;37.3&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;40.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;11.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;17&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;56&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;欧州・中央アジア&lt;/td&gt;
&lt;td style=&quot;text-align: left;&quot;&gt;加盟&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;27&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;66.3&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;67.0&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;14.5&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;34&lt;/td&gt;
&lt;td style=&quot;text-align: right;&quot;&gt;90&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/section&gt;
&lt;section id=&quot;地域別分布&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;地域別分布&quot;&gt;地域別分布&lt;/h2&gt;
&lt;div class=&quot;cell&quot;&gt;
&lt;div class=&quot;cell-output-display&quot;&gt;
&lt;div&gt;
&lt;figure class=&quot;figure&quot;&gt;
&lt;p&gt;&lt;img role=&quot;img&quot; 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&quot; class=&quot;img-fluid figure-img&quot; width=&quot;576&quot; height=&quot;448&quot; /&gt;&lt;/p&gt;
&lt;/figure&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/section&gt;
&lt;section id=&quot;特筆事項&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;特筆事項&quot;&gt;特筆事項&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;全地域を通じて、OECD加盟国のCPI平均は65.1（中央値66、n=38）、非加盟国は平均36.7（中央値34、n=142）と、加盟国が顕著に高いスコアを示す。&lt;/li&gt;
&lt;li&gt;欧州・中央アジアはOECD加盟国数が突出して多く（27カ国）、域内のばらつきも最大（デンマーク90点〜トルコ34点）。加盟国であることが高スコアを保証するわけではない。&lt;/li&gt;
&lt;li&gt;東アジア・太平洋は加盟・非加盟の分離が最も明瞭で、OECD加盟4カ国（ニュージーランド、オーストラリア、日本、韓国）はいずれも非加盟国平均を大きく上回る。&lt;/li&gt;
&lt;li&gt;中南米・カリブはOECD/非OECDの差が最小（46.5対39.4）。メキシコ（26点）は同地域の一部の非加盟国より低いスコア。&lt;/li&gt;
&lt;li&gt;南アジア、サブサハラアフリカ、および中東・北アフリカ・アフガニスタン・パキスタン（イスラエルを除く）は本データセット上、OECD加盟国がゼロ。サブサハラアフリカは地域平均が最も低く（32.5）、サンプル数も最大（48カ国）。&lt;/li&gt;
&lt;li&gt;北米は非加盟国が存在せず、当該世界銀行区分の2カ国（カナダ・米国）はいずれもOECD加盟国。&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;データソース&quot; class=&quot;level2&quot;&gt;
&lt;h2 class=&quot;anchored&quot; data-anchor-id=&quot;データソース&quot;&gt;データソース&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;腐敗認識指数（CPI）：Transparency International、CPI 2024&lt;/li&gt;
&lt;li&gt;地域区分：世界銀行（World Bank）地域グループ&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/main&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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format(&quot;woff&quot;);
}
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[class^=&quot;bi-&quot;]::before,
[class*=&quot; bi-&quot;]::before {
display: inline-block;
font-family: bootstrap-icons !important;
font-style: normal;
font-weight: normal !important;
font-variant: normal;
text-transform: none;
line-height: 1;
vertical-align: -.125em;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
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.bi-alarm-fill::before { content: &quot;f101&quot;; }
.bi-alarm::before { content: &quot;f102&quot;; }
.bi-align-bottom::before { content: &quot;f103&quot;; }
.bi-align-center::before { content: &quot;f104&quot;; }
.bi-align-end::before { content: &quot;f105&quot;; }
.bi-align-middle::before { content: &quot;f106&quot;; }
.bi-align-start::before { content: &quot;f107&quot;; }
.bi-align-top::before { content: &quot;f108&quot;; }
.bi-alt::before { content: &quot;f109&quot;; }
.bi-app-indicator::before { content: &quot;f10a&quot;; }
.bi-app::before { content: &quot;f10b&quot;; }
.bi-archive-fill::before { content: &quot;f10c&quot;; }
.bi-archive::before { content: &quot;f10d&quot;; }
.bi-arrow-90deg-down::before { content: &quot;f10e&quot;; }
.bi-arrow-90deg-left::before { content: &quot;f10f&quot;; }
.bi-arrow-90deg-right::before { content: &quot;f110&quot;; }
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    </item>
    <item rdf:about="https://hstecheng.com/info/6877137">
        <dc:format>text/html</dc:format>
        <dc:date>2026-08-13T16:27:00+09:00</dc:date>
        <title>Corruption Perceptions Index, CPI and Thailand , 2024</title>
        <link>https://hstecheng.com/info/6877137</link>
        <description>&lt;p&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260813191628-6a7d997c8f2df.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260813191628-6a7d997c8f2df_l.png&quot; alt=&quot;ggplot2 horizontal lines 1.png&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Prepared by HS-TECH with ggplot2, r and positron&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;Thailand had a score of 34 in the non-OECD members&lt;/span&gt;, the same score as Turkey, which ranked second worst among OECD member countries.&amp;nbsp;Eradicating corruption is one of the bottlenecks for countries like Thailand that aim to become new members of the OECD.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;OECD members, &lt;strong&gt;Mexico and Turkey&lt;/strong&gt; have long been required to make improvements as their CPI ranks at the bottom among OECD member countries, but no significant measures to prevent corruption appear to have been implemented.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;Corruption Perceptions Index&lt;/strong&gt; is expressed as a number from 0 to 100, with 100 points indicating the least corruption.&lt;/span&gt;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6875391">
        <dc:format>text/html</dc:format>
        <dc:date>2026-08-11T17:51:00+09:00</dc:date>
        <title>Initiatives to combat corruption in Thailand</title>
        <link>https://hstecheng.com/info/6875391</link>
        <description>&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt; color: #0000ff;&quot;&gt;&lt;b&gt;July 23 2026 &amp;ndash; First Meeting of the Anti-Corruption Coordination Committee (KTT):&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
The government moved forward with measures to combat bribery and corruption, promoted the &lt;b&gt;&amp;ldquo;One Department, One Transparency&amp;rdquo;&lt;/b&gt; policy, established subcommittees to drive anti-corruption efforts, and strengthened cooperation between the public and private sectors.&lt;/div&gt;
&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;&lt;strong&gt;Link&lt;/strong&gt; : &lt;a href=&quot;https://www.thaigov.go.th/th/news/166801?utm_source=chatgpt.com&quot; moz-do-not-send=&quot;true&quot; class=&quot;moz-txt-link-freetext&quot;&gt; https://www.thaigov.go.th/th/news/166801?utm_source=chatgpt.com&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;&lt;/div&gt;
&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;&lt;/div&gt;
&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;&lt;/div&gt;
&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;&lt;/div&gt;
&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;&lt;/div&gt;
&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;&lt;/div&gt;
&lt;div class=&quot;elementToProof&quot; style=&quot;font-family: Aptos, Aptos_EmbeddedFont, Aptos_MSFontService, Calibri, Helvetica, sans-serif; font-size: 12pt;&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;b&gt;August 5 2026 &amp;ndash; Closed-door Dialogue:&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
The &lt;b&gt;Zero Corruption: JSCCIB and Friends&lt;/b&gt; working group, together with the &lt;b&gt; Thailand Institute of Justice (TIJ)&lt;/b&gt;, held a closed-door dialogue to discuss structural corruption issues and exchange practical solutions among government, private sector, academia, and other relevant stakeholders.&lt;/div&gt;
&lt;p&gt;&lt;strong&gt;Link&lt;/strong&gt; : &lt;a href=&quot;https://www.jsccib.org/news/detail/public-private-civil-society-dialogue-anti-corruption-data-transparency-oecd&quot; moz-do-not-send=&quot;true&quot; class=&quot;moz-txt-link-freetext&quot;&gt; https://www.jsccib.org/news/detail/public-private-civil-society-dialogue-anti-corruption-data-transparency-oecd&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b data-path-to-node=&quot;1,0,0&quot; data-index-in-node=&quot;6&quot;&gt;&lt;span class=&quot;citation-5 citation-end-5&quot;&gt;JSCCIB: Joint Standing Committee on Commerce, Industry and Banking&lt;source-footnote ng-version=&quot;0.0.0-PLACEHOLDER&quot; _nghost-ng-c717954970=&quot;&quot;&gt;&lt;sup _ngcontent-ng-c717954970=&quot;&quot; class=&quot;superscript&quot; data-turn-source-index=&quot;1&quot;&gt;&lt;/sup&gt;&lt;/source-footnote&gt;&lt;/span&gt;&lt;/b&gt;&lt;sources-carousel-inline ng-version=&quot;0.0.0-PLACEHOLDER&quot; _nghost-ng-c2510184733=&quot;&quot;&gt;&lt;/sources-carousel-inline&gt;&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6874109">
        <dc:format>text/html</dc:format>
        <dc:date>2026-08-10T12:40:00+09:00</dc:date>
        <title>HS-TECH ENGINEERING Contributes Article to the Japanese Monthly Chemical Management Journal </title>
        <link>https://hstecheng.com/info/6874109</link>
        <description>&lt;p&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;HS-TECH ENGINEERING has contributed an article to the July 2026 issue of &lt;em&gt;Chemical Substances Management&lt;/em&gt;, a monthly journal published by Johokiko Co., Ltd., Tokyo, titled &quot;&lt;strong&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;Thailand&#039;s Path Toward OECD Accession: An Analysis of the Sweeping Reform of Its Chemical Regulatory Framework&lt;/span&gt;&lt;/strong&gt;.&quot; The issue is scheduled for release on July 8.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;Contents&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;div class=&quot;flex-1 flex flex-col px-4 max-w-3xl mx-auto w-full pt-1&quot;&gt;
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&lt;div class=&quot;font-claude-response relative leading-[1.65rem] [&amp;amp;_pre&amp;gt;div]:bg-bg-000/50 [&amp;amp;_pre&amp;gt;div]:border-0.5 [&amp;amp;_pre&amp;gt;div]:border-border-400 [&amp;amp;_.ignore-pre-bg&amp;gt;div]:bg-transparent [&amp;amp;_.standard-markdown_:is(p,blockquote,h1,h2,h3,h4,h5,h6)]:pl-2 [&amp;amp;_.standard-markdown_:is(p,blockquote,ul,ol,h1,h2,h3,h4,h5,h6)]:pr-8 [&amp;amp;_.progressive-markdown_:is(p,blockquote,h1,h2,h3,h4,h5,h6)]:pl-2 [&amp;amp;_.progressive-markdown_:is(p,blockquote,ul,ol,h1,h2,h3,h4,h5,h6)]:pr-8&quot;&gt;
&lt;div class=&quot;grid grid-rows-[auto_auto] min-w-0&quot;&gt;
&lt;div class=&quot;row-start-2 col-start-1 relative grid grid-rows-[auto_auto] isolate min-w-0&quot;&gt;
&lt;div class=&quot;row-start-1 col-start-1 relative z-[2] min-w-0&quot;&gt;
&lt;div class=&quot;standard-markdown grid-cols-1 grid [&amp;amp;_&amp;gt;_*]:min-w-0 gap-3 [&amp;amp;_&amp;gt;_*:last-child]:mb-0 print:block print:[&amp;amp;_&amp;gt;_*_+_*]:mt-3 standard-markdown&quot;&gt;1. Introduction&lt;br /&gt;&lt;br /&gt;2. Thailand&#039;s Efforts Toward OECD Accession&lt;br /&gt;&lt;br /&gt;3. The Five Pillars of Chemical Regulatory Reform (Background, Current Status, and Direction of Reform)&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;3-1 Full Alignment with GHS (Complete Transition to the Latest Revision)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;3-2 Establishment of a National Chemical Inventory and Integration of the Underlying Data Infrastructure&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;3-3 Modernization of Chemical Storage Standards (Harmonization with International Norms)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;3-4 Introduction of a PRTR System&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;strong&gt;3-5 Rigorous Implementation of Process Safety Management (PSM)&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;4. Sector-by-Sector Qualitative Impact Analysis and the Positioning of the Chemical and Materials Industries&lt;br /&gt;&lt;br /&gt;5. Precedents from Prior OECD Accessions&lt;br /&gt;&lt;br /&gt;6. Thailand&#039;s Anticipated OECD Accession Process&lt;br /&gt;&lt;br /&gt;7. Conclusion&lt;br /&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;font-claude-response-body break-words whitespace-normal&quot; dir=&quot;ltr&quot;&gt;&lt;strong&gt;Inquiries&lt;/strong&gt;&lt;/p&gt;
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&lt;div class=&quot;mix-blend-luminosity&quot; style=&quot;width: 20px; height: 20px; display: flex; align-items: center; justify-content: center;&quot;&gt;&lt;svg width=&quot;20&quot; height=&quot;20&quot; viewbox=&quot;0 0 20 20&quot; fill=&quot;currentColor&quot; xmlns=&quot;http://www.w3.org/2000/svg&quot; class=&quot;mix-blend-luminosity&quot; aria-hidden=&quot;true&quot; style=&quot;flex-shrink: 0;&quot;&gt;&lt;path d=&quot;M10 3a.5.5 0 0 1 .5.5v11.793l4.147-4.146a.5.5 0 0 1 .707.707l-5 5a.5.5 0 0 1-.631.062l-.076-.062-5-5a.5.5 0 0 1 .707-.707L9.5 15.293V3.5A.5.5 0 0 1 10 3&quot;&gt;&lt;/path&gt;&lt;/svg&gt;&lt;/div&gt;
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    <item rdf:about="https://hstecheng.com/info/6868734">
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        <dc:date>2026-08-05T19:02:00+09:00</dc:date>
        <title>บริการจัดทำเอกสารข้อมูลความปลอดภัยสารเคมี อย่างมืออาชีพ โดย HS-TECH Engineering</title>
        <link>https://hstecheng.com/info/6868734</link>
        <description>&lt;p&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;แม่แบบ:&amp;nbsp;&lt;/span&gt;&lt;img src=&quot;https://goope.jp/img/icon/pdf/pdficon_16.png&quot; width=&quot;16&quot; height=&quot;16&quot; alt=&quot;pdf&quot; /&gt; &lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260805185706-6a7308f27fc06.pdf&quot; target=&quot;_blank&quot; style=&quot;color: #0000ff;&quot;&gt;SDS_TH_HS-TECH_ 05082026_1.pdf&lt;/a&gt; (0.15MB)&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;HS-TECH Engineering Co., Ltd. &lt;/span&gt;&lt;/strong&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ให้บริการจัดทำเอกสารข้อมูลความปลอดภัยสารเคมี &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;(Thai Safety Data Sheet: SDS) &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;อย่างมืออาชีพ เพื่อช่วยให้ผลิตภัณฑ์เคมีของคุณเป็นไปตามข้อกำหนดของกฎหมายไทย เอกสาร &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;SDS &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ทุกฉบับจัดทำตามระบบการจำแนกและการติดฉลากสารเคมีสากล &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;(GHS) &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot; style=&quot;font-size: large;&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;และข้อกำหนดทางกฎหมายของประเทศไทย เพื่อรองรับการนำเข้า การผลิต และการจำหน่ายผลิตภัณฑ์เคมี พร้อมช่วยลดความเสี่ยงด้านการปฏิบัติตามกฎระเบียบและส่งเสริมความปลอดภัยในการทำงาน&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;เอกสาร &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;SDS &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ทุกฉบับจัดทำและตรวจสอบโดยผู้เชี่ยวชาญที่มีประสบการณ์ด้านกฎระเบียบสารเคมีและกฎหมายความปลอดภัย เรามุ่งมั่นส่งมอบเอกสารที่ถูกต้อง ครบถ้วน และเชื่อถือได้ตามมาตรฐานสากล บริการของเราครอบคลุมการจัดทำ การแปล การปรับปรุงเอกสาร &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;SDS &lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot; style=&quot;font-size: large;&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;และการให้คำปรึกษาด้านกฎระเบียบ เพื่อช่วยให้ธุรกิจของคุณสามารถปฏิบัติตามข้อกำหนดทางกฎหมายได้อย่างมีประสิทธิภาพ&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ด้วยการให้บริการที่รวดเร็ว ความเชี่ยวชาญระดับมืออาชีพ และบริการที่เชื่อถือได้ &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;HS-TECH Engineering Co., Ltd. &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;พร้อมเป็นพันธมิตรที่คุณไว้วางใจด้านเอกสารข้อมูลความปลอดภัยสารเคมี เรามุ่งมั่นช่วยให้ธุรกิจของคุณดำเนินงานได้อย่างมั่นใจ เป็นไปตามข้อกำหนดของกฎหมาย และพร้อมตอบสนองความต้องการด้านการกำกับดูแลสารเคมี ติดต่อเราได้วันนี้เพื่อสอบถามข้อมูลเพิ่มเติมเกี่ยวกับบริการจัดทำ &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;Thai Safety Data Sheet (SDS) &lt;/span&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;ของเรา&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;;&quot;&gt;&lt;span size=&quot;4&quot; style=&quot;font-size: large;&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #0000ff; font-size: 12pt;&quot;&gt;&lt;strong&gt;Related information:&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;a href=&quot;https://hstecheng.com/free/thaisds&quot; target=&quot;_blank&quot; title=&quot;Thai SDS Authoring Services&quot;&gt;https://hstecheng.com/free/thaisds&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;a href=&quot;https://hstecheng.com/info/5479008&quot; target=&quot;_blank&quot; title=&quot;Question &amp;amp; Answer for the Thai SDS Preparation Services&quot;&gt;https://hstecheng.com/info/5479008&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;&lt;span face=&quot;Cordia New&quot; style=&quot;font-family: &#039;Cordia New&#039;; font-size: 12pt;&quot;&gt;&lt;span size=&quot;4&quot;&gt;&lt;span lang=&quot;th-TH&quot;&gt;CONTACT: &lt;a href=&quot;https://hstecheng.com/contact&quot; target=&quot;_blank&quot;&gt;https://hstecheng.com/contact&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;br /&gt;&lt;img src=&#039;https://cdn.goope.jp/21561/260805192616-6a730fc857106_m.png&#039; /&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6868715">
        <dc:format>text/html</dc:format>
        <dc:date>2026-08-05T18:51:00+09:00</dc:date>
        <title>Professional Thai Safety Data Sheet (SDS) Preparation Services by HS-TECH Engineering Co., Ltd.</title>
        <link>https://hstecheng.com/info/6868715</link>
        <description>&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p style=&quot;margin-bottom: 0.28cm; line-height: 100%;&quot;&gt;&lt;span style=&quot;font-size: 14pt; color: #0000ff;&quot;&gt;&lt;strong&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;A template of Thai SDS&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p class=&quot;pdf&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;&lt;img src=&quot;https://goope.jp/img/icon/pdf/pdficon_16.png&quot; width=&quot;16&quot; height=&quot;16&quot; alt=&quot;pdf&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt; &lt;a href=&quot;https://cdn.goope.jp/21561/260805185706-6a7308f27fc06.pdf&quot; target=&quot;_blank&quot; style=&quot;color: #0000ff;&quot;&gt;SDS_TH_HS-TECH_ 05082026_1.pdf&lt;/a&gt; (0.15MB)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;strong&gt;HS-TECH Engineering Co., Ltd. provides professional Thai Safety Data Sheet (SDS)&lt;/strong&gt; preparation services to help ensure your chemical products comply with Thai regulations. Our SDS documents are prepared in accordance with the Globally Harmonized System (GHS) and applicable Thai legal requirements, supporting the import, manufacture, and distribution of chemical products while reducing regulatory risks and promoting workplace safety.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;strong&gt;Each SDS is prepared and reviewed by experienced specialists&lt;/strong&gt; with expertise in chemical regulations and safety legislation. We are committed to delivering accurate, complete, and reliable documentation that meets international standards. Our services include SDS preparation, translation, revision, and regulatory support to help your business comply with legal requirements efficiently.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;strong&gt;With fast turnaround times, professional expertise, and dependable service&lt;/strong&gt;, HS-TECH Engineering Co., Ltd. is your trusted partner for chemical safety documentation. We are dedicated to helping your business achieve regulatory compliance and operate with confidence. Contact us today to learn more about our professional Thai SDS services.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff; font-size: 12pt;&quot;&gt;&lt;strong&gt;Related information:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://hstecheng.com/free/thaisds&quot; target=&quot;_blank&quot; title=&quot;Thai SDS Authoring Services&quot;&gt;https://hstecheng.com/free/thaisds&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://hstecheng.com/info/5479008&quot; target=&quot;_blank&quot; title=&quot;Question &amp;amp; Answer for the Thai SDS Preparation Services&quot;&gt;https://hstecheng.com/info/5479008&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span face=&quot;Aptos&quot; style=&quot;font-family: Aptos;&quot;&gt;&lt;strong&gt;CONTACT: &lt;/strong&gt;&lt;a href=&quot;https://hstecheng.com/contact&quot; target=&quot;_blank&quot;&gt;https://hstecheng.com/contact&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;br /&gt;&lt;img src=&#039;https://cdn.goope.jp/21561/260805192649-6a730fe9c657a_m.png&#039; /&gt;</description>
    </item>
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        <dc:date>2026-07-15T15:27:00+09:00</dc:date>
        <title>Thailand Province-Level Analysis: GPP per Capita vs. Life Expectancy (2020) and Suicide Rate (2019)</title>
        <link>https://hstecheng.com/info/6840596</link>
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O=v[C],x=be(O),k=Fe(O)===Xt,L=[zt,Rt].indexOf(x)&gt;=0,S=L?&quot;width&quot;:&quot;height&quot;,D=ii(e,{placement:O,boundary:h,rootBoundary:d,altBoundary:u,padding:c}),$=L?k?qt:Vt:k?Rt:zt;y[S]&gt;w[S]&amp;&amp;($=Ve($));var I=Ve($),N=[];if(o&amp;&amp;N.push(D[x]&lt;=0),a&amp;&amp;N.push(D[$]&lt;=0,D[I]&lt;=0),N.every((function(t){return t}))){T=O,E=!1;break}A.set(O,N)}if(E)for(var P=function(t){var e=v.find((function(e){var i=A.get(e);if(i)return i.slice(0,t).every((function(t){return t}))}));if(e)return T=e,&quot;break&quot;},M=p?3:1;M&gt;0&amp;&amp;&quot;break&quot;!==P(M);M--);e.placement!==T&amp;&amp;(e.modifiersData[n]._skip=!0,e.placement=T,e.reset=!0)}},requiresIfExists:[&quot;offset&quot;],data:{_skip:!1}};function oi(t,e,i){return void 0===i&amp;&amp;(i={x:0,y:0}),{top:t.top-e.height-i.y,right:t.right-e.width+i.x,bottom:t.bottom-e.height+i.y,left:t.left-e.width-i.x}}function ri(t){return[zt,qt,Rt,Vt].some((function(e){return t[e]&gt;=0}))}const ai={name:&quot;hide&quot;,enabled:!0,phase:&quot;main&quot;,requiresIfExists:[&quot;preventOverflow&quot;],fn:function(t){var e=t.state,i=t.name,n=e.rects.reference,s=e.rects.popper,o=e.modifiersData.preventOverflow,r=ii(e,{elementContext:&quot;reference&quot;}),a=ii(e,{altBoundary:!0}),l=oi(r,n),c=oi(a,s,o),h=ri(l),d=ri(c);e.modifiersData[i]={referenceClippingOffsets:l,popperEscapeOffsets:c,isReferenceHidden:h,hasPopperEscaped:d},e.attributes.popper=Object.assign({},e.attributes.popper,{&quot;data-popper-reference-hidden&quot;:h,&quot;data-popper-escaped&quot;:d})}},li={name:&quot;offset&quot;,enabled:!0,phase:&quot;main&quot;,requires:[&quot;popperOffsets&quot;],fn:function(t){var e=t.state,i=t.options,n=t.name,s=i.offset,o=void 0===s?[0,0]:s,r=ee.reduce((function(t,i){return t[i]=function(t,e,i){var n=be(t),s=[Vt,zt].indexOf(n)&gt;=0?-1:1,o=&quot;function&quot;==typeof i?i(Object.assign({},e,{placement:t})):i,r=o[0],a=o[1];return r=r||0,a=(a||0)*s,[Vt,qt].indexOf(n)&gt;=0?{x:a,y:r}:{x:r,y:a}}(i,e.rects,o),t}),{}),a=r[e.placement],l=a.x,c=a.y;null!=e.modifiersData.popperOffsets&amp;&amp;(e.modifiersData.popperOffsets.x+=l,e.modifiersData.popperOffsets.y+=c),e.modifiersData[n]=r}},ci={name:&quot;popperOffsets&quot;,enabled:!0,phase:&quot;read&quot;,fn:function(t){var e=t.state,i=t.name;e.modifiersData[i]=ei({reference:e.rects.reference,element:e.rects.popper,strategy:&quot;absolute&quot;,placement:e.placement})},data:{}},hi={name:&quot;preventOverflow&quot;,enabled:!0,phase:&quot;main&quot;,fn:function(t){var e=t.state,i=t.options,n=t.name,s=i.mainAxis,o=void 0===s||s,r=i.altAxis,a=void 0!==r&amp;&amp;r,l=i.boundary,c=i.rootBoundary,h=i.altBoundary,d=i.padding,u=i.tether,f=void 0===u||u,p=i.tetherOffset,m=void 0===p?0:p,g=ii(e,{boundary:l,rootBoundary:c,padding:d,altBoundary:h}),_=be(e.placement),b=Fe(e.placement),v=!b,y=Ie(_),w=&quot;x&quot;===y?&quot;y&quot;:&quot;x&quot;,A=e.modifiersData.popperOffsets,E=e.rects.reference,T=e.rects.popper,C=&quot;function&quot;==typeof m?m(Object.assign({},e.rects,{placement:e.placement})):m,O=&quot;number&quot;==typeof C?{mainAxis:C,altAxis:C}:Object.assign({mainAxis:0,altAxis:0},C),x=e.modifiersData.offset?e.modifiersData.offset[e.placement]:null,k={x:0,y:0};if(A){if(o){var L,S=&quot;y&quot;===y?zt:Vt,D=&quot;y&quot;===y?Rt:qt,$=&quot;y&quot;===y?&quot;height&quot;:&quot;width&quot;,I=A[y],N=I+g[S],P=I-g[D],M=f?-T[$]/2:0,j=b===Xt?E[$]:T[$],F=b===Xt?-T[$]:-E[$],H=e.elements.arrow,W=f&amp;&amp;H?Ce(H):{width:0,height:0},B=e.modifiersData[&quot;arrow#persistent&quot;]?e.modifiersData[&quot;arrow#persistent&quot;].padding:{top:0,right:0,bottom:0,left:0},z=B[S],R=B[D],q=Ne(0,E[$],W[$]),V=v?E[$]/2-M-q-z-O.mainAxis:j-q-z-O.mainAxis,K=v?-E[$]/2+M+q+R+O.mainAxis:F+q+R+O.mainAxis,Q=e.elements.arrow&amp;&amp;$e(e.elements.arrow),X=Q?&quot;y&quot;===y?Q.clientTop||0:Q.clientLeft||0:0,Y=null!=(L=null==x?void 0:x[y])?L:0,U=I+K-Y,G=Ne(f?ye(N,I+V-Y-X):N,I,f?ve(P,U):P);A[y]=G,k[y]=G-I}if(a){var J,Z=&quot;x&quot;===y?zt:Vt,tt=&quot;x&quot;===y?Rt:qt,et=A[w],it=&quot;y&quot;===w?&quot;height&quot;:&quot;width&quot;,nt=et+g[Z],st=et-g[tt],ot=-1!==[zt,Vt].indexOf(_),rt=null!=(J=null==x?void 0:x[w])?J:0,at=ot?nt:et-E[it]-T[it]-rt+O.altAxis,lt=ot?et+E[it]+T[it]-rt-O.altAxis:st,ct=f&amp;&amp;ot?function(t,e,i){var n=Ne(t,e,i);return n&gt;i?i:n}(at,et,lt):Ne(f?at:nt,et,f?lt:st);A[w]=ct,k[w]=ct-et}e.modifiersData[n]=k}},requiresIfExists:[&quot;offset&quot;]};function di(t,e,i){void 0===i&amp;&amp;(i=!1);var n,s,o=me(e),r=me(e)&amp;&amp;function(t){var e=t.getBoundingClientRect(),i=we(e.width)/t.offsetWidth||1,n=we(e.height)/t.offsetHeight||1;return 1!==i||1!==n}(e),a=Le(e),l=Te(t,r,i),c={scrollLeft:0,scrollTop:0},h={x:0,y:0};return(o||!o&amp;&amp;!i)&amp;&amp;((&quot;body&quot;!==ue(e)||Ue(a))&amp;&amp;(c=(n=e)!==fe(n)&amp;&amp;me(n)?{scrollLeft:(s=n).scrollLeft,scrollTop:s.scrollTop}:Xe(n)),me(e)?((h=Te(e,!0)).x+=e.clientLeft,h.y+=e.clientTop):a&amp;&amp;(h.x=Ye(a))),{x:l.left+c.scrollLeft-h.x,y:l.top+c.scrollTop-h.y,width:l.width,height:l.height}}function ui(t){var e=new Map,i=new Set,n=[];function s(t){i.add(t.name),[].concat(t.requires||[],t.requiresIfExists||[]).forEach((function(t){if(!i.has(t)){var n=e.get(t);n&amp;&amp;s(n)}})),n.push(t)}return t.forEach((function(t){e.set(t.name,t)})),t.forEach((function(t){i.has(t.name)||s(t)})),n}var fi={placement:&quot;bottom&quot;,modifiers:[],strategy:&quot;absolute&quot;};function pi(){for(var t=arguments.length,e=new Array(t),i=0;i&lt;t;i++)e[i]=arguments[i];return!e.some((function(t){return!(t&amp;&amp;&quot;function&quot;==typeof t.getBoundingClientRect)}))}function mi(t){void 0===t&amp;&amp;(t={});var e=t,i=e.defaultModifiers,n=void 0===i?[]:i,s=e.defaultOptions,o=void 0===s?fi:s;return function(t,e,i){void 0===i&amp;&amp;(i=o);var s,r,a={placement:&quot;bottom&quot;,orderedModifiers:[],options:Object.assign({},fi,o),modifiersData:{},elements:{reference:t,popper:e},attributes:{},styles:{}},l=[],c=!1,h={state:a,setOptions:function(i){var s=&quot;function&quot;==typeof i?i(a.options):i;d(),a.options=Object.assign({},o,a.options,s),a.scrollParents={reference:pe(t)?Je(t):t.contextElement?Je(t.contextElement):[],popper:Je(e)};var r,c,u=function(t){var e=ui(t);return de.reduce((function(t,i){return t.concat(e.filter((function(t){return t.phase===i})))}),[])}((r=[].concat(n,a.options.modifiers),c=r.reduce((function(t,e){var i=t[e.name];return t[e.name]=i?Object.assign({},i,e,{options:Object.assign({},i.options,e.options),data:Object.assign({},i.data,e.data)}):e,t}),{}),Object.keys(c).map((function(t){return c[t]}))));return a.orderedModifiers=u.filter((function(t){return t.enabled})),a.orderedModifiers.forEach((function(t){var e=t.name,i=t.options,n=void 0===i?{}:i,s=t.effect;if(&quot;function&quot;==typeof s){var o=s({state:a,name:e,instance:h,options:n});l.push(o||function(){})}})),h.update()},forceUpdate:function(){if(!c){var t=a.elements,e=t.reference,i=t.popper;if(pi(e,i)){a.rects={reference:di(e,$e(i),&quot;fixed&quot;===a.options.strategy),popper:Ce(i)},a.reset=!1,a.placement=a.options.placement,a.orderedModifiers.forEach((function(t){return a.modifiersData[t.name]=Object.assign({},t.data)}));for(var n=0;n&lt;a.orderedModifiers.length;n++)if(!0!==a.reset){var s=a.orderedModifiers[n],o=s.fn,r=s.options,l=void 0===r?{}:r,d=s.name;&quot;function&quot;==typeof o&amp;&amp;(a=o({state:a,options:l,name:d,instance:h})||a)}else a.reset=!1,n=-1}}},update:(s=function(){return new Promise((function(t){h.forceUpdate(),t(a)}))},function(){return r||(r=new Promise((function(t){Promise.resolve().then((function(){r=void 0,t(s())}))}))),r}),destroy:function(){d(),c=!0}};if(!pi(t,e))return h;function d(){l.forEach((function(t){return t()})),l=[]}return h.setOptions(i).then((function(t){!c&amp;&amp;i.onFirstUpdate&amp;&amp;i.onFirstUpdate(t)})),h}}var gi=mi(),_i=mi({defaultModifiers:[Re,ci,Be,_e]}),bi=mi({defaultModifiers:[Re,ci,Be,_e,li,si,hi,je,ai]});const vi=Object.freeze(Object.defineProperty({__proto__:null,afterMain:ae,afterRead:se,afterWrite:he,applyStyles:_e,arrow:je,auto:Kt,basePlacements:Qt,beforeMain:oe,beforeRead:ie,beforeWrite:le,bottom:Rt,clippingParents:Ut,computeStyles:Be,createPopper:bi,createPopperBase:gi,createPopperLite:_i,detectOverflow:ii,end:Yt,eventListeners:Re,flip:si,hide:ai,left:Vt,main:re,modifierPhases:de,offset:li,placements:ee,popper:Jt,popperGenerator:mi,popperOffsets:ci,preventOverflow:hi,read:ne,reference:Zt,right:qt,start:Xt,top:zt,variationPlacements:te,viewport:Gt,write:ce},Symbol.toStringTag,{value:&quot;Module&quot;})),yi=&quot;dropdown&quot;,wi=&quot;.bs.dropdown&quot;,Ai=&quot;.data-api&quot;,Ei=&quot;ArrowUp&quot;,Ti=&quot;ArrowDown&quot;,Ci=`hide${wi}`,Oi=`hidden${wi}`,xi=`show${wi}`,ki=`shown${wi}`,Li=`click${wi}${Ai}`,Si=`keydown${wi}${Ai}`,Di=`keyup${wi}${Ai}`,$i=&quot;show&quot;,Ii=&#039;[data-bs-toggle=&quot;dropdown&quot;]:not(.disabled):not(:disabled)&#039;,Ni=`${Ii}.${$i}`,Pi=&quot;.dropdown-menu&quot;,Mi=p()?&quot;top-end&quot;:&quot;top-start&quot;,ji=p()?&quot;top-start&quot;:&quot;top-end&quot;,Fi=p()?&quot;bottom-end&quot;:&quot;bottom-start&quot;,Hi=p()?&quot;bottom-start&quot;:&quot;bottom-end&quot;,Wi=p()?&quot;left-start&quot;:&quot;right-start&quot;,Bi=p()?&quot;right-start&quot;:&quot;left-start&quot;,zi={autoClose:!0,boundary:&quot;clippingParents&quot;,display:&quot;dynamic&quot;,offset:[0,2],popperConfig:null,reference:&quot;toggle&quot;},Ri={autoClose:&quot;(boolean|string)&quot;,boundary:&quot;(string|element)&quot;,display:&quot;string&quot;,offset:&quot;(array|string|function)&quot;,popperConfig:&quot;(null|object|function)&quot;,reference:&quot;(string|element|object)&quot;};class qi extends W{constructor(t,e){super(t,e),this._popper=null,this._parent=this._element.parentNode,this._menu=z.next(this._element,Pi)[0]||z.prev(this._element,Pi)[0]||z.findOne(Pi,this._parent),this._inNavbar=this._detectNavbar()}static get Default(){return zi}static get DefaultType(){return Ri}static get NAME(){return yi}toggle(){return this._isShown()?this.hide():this.show()}show(){if(l(this._element)||this._isShown())return;const t={relatedTarget:this._element};if(!N.trigger(this._element,xi,t).defaultPrevented){if(this._createPopper(),&quot;ontouchstart&quot;in document.documentElement&amp;&amp;!this._parent.closest(&quot;.navbar-nav&quot;))for(const t of[].concat(...document.body.children))N.on(t,&quot;mouseover&quot;,h);this._element.focus(),this._element.setAttribute(&quot;aria-expanded&quot;,!0),this._menu.classList.add($i),this._element.classList.add($i),N.trigger(this._element,ki,t)}}hide(){if(l(this._element)||!this._isShown())return;const t={relatedTarget:this._element};this._completeHide(t)}dispose(){this._popper&amp;&amp;this._popper.destroy(),super.dispose()}update(){this._inNavbar=this._detectNavbar(),this._popper&amp;&amp;this._popper.update()}_completeHide(t){if(!N.trigger(this._element,Ci,t).defaultPrevented){if(&quot;ontouchstart&quot;in document.documentElement)for(const t of[].concat(...document.body.children))N.off(t,&quot;mouseover&quot;,h);this._popper&amp;&amp;this._popper.destroy(),this._menu.classList.remove($i),this._element.classList.remove($i),this._element.setAttribute(&quot;aria-expanded&quot;,&quot;false&quot;),F.removeDataAttribute(this._menu,&quot;popper&quot;),N.trigger(this._element,Oi,t)}}_getConfig(t){if(&quot;object&quot;==typeof(t=super._getConfig(t)).reference&amp;&amp;!o(t.reference)&amp;&amp;&quot;function&quot;!=typeof t.reference.getBoundingClientRect)throw new TypeError(`${yi.toUpperCase()}: Option &quot;reference&quot; provided type &quot;object&quot; without a required &quot;getBoundingClientRect&quot; method.`);return t}_createPopper(){if(void 0===vi)throw new TypeError(&quot;Bootstrap&#039;s dropdowns require Popper (https://popper.js.org)&quot;);let t=this._element;&quot;parent&quot;===this._config.reference?t=this._parent:o(this._config.reference)?t=r(this._config.reference):&quot;object&quot;==typeof this._config.reference&amp;&amp;(t=this._config.reference);const e=this._getPopperConfig();this._popper=bi(t,this._menu,e)}_isShown(){return this._menu.classList.contains($i)}_getPlacement(){const t=this._parent;if(t.classList.contains(&quot;dropend&quot;))return Wi;if(t.classList.contains(&quot;dropstart&quot;))return Bi;if(t.classList.contains(&quot;dropup-center&quot;))return&quot;top&quot;;if(t.classList.contains(&quot;dropdown-center&quot;))return&quot;bottom&quot;;const e=&quot;end&quot;===getComputedStyle(this._menu).getPropertyValue(&quot;--bs-position&quot;).trim();return t.classList.contains(&quot;dropup&quot;)?e?ji:Mi:e?Hi:Fi}_detectNavbar(){return null!==this._element.closest(&quot;.navbar&quot;)}_getOffset(){const{offset:t}=this._config;return&quot;string&quot;==typeof t?t.split(&quot;,&quot;).map((t=&gt;Number.parseInt(t,10))):&quot;function&quot;==typeof t?e=&gt;t(e,this._element):t}_getPopperConfig(){const t={placement:this._getPlacement(),modifiers:[{name:&quot;preventOverflow&quot;,options:{boundary:this._config.boundary}},{name:&quot;offset&quot;,options:{offset:this._getOffset()}}]};return(this._inNavbar||&quot;static&quot;===this._config.display)&amp;&amp;(F.setDataAttribute(this._menu,&quot;popper&quot;,&quot;static&quot;),t.modifiers=[{name:&quot;applyStyles&quot;,enabled:!1}]),{...t,...g(this._config.popperConfig,[t])}}_selectMenuItem({key:t,target:e}){const i=z.find(&quot;.dropdown-menu .dropdown-item:not(.disabled):not(:disabled)&quot;,this._menu).filter((t=&gt;a(t)));i.length&amp;&amp;b(i,e,t===Ti,!i.includes(e)).focus()}static jQueryInterface(t){return this.each((function(){const e=qi.getOrCreateInstance(this,t);if(&quot;string&quot;==typeof t){if(void 0===e[t])throw new TypeError(`No method named &quot;${t}&quot;`);e[t]()}}))}static clearMenus(t){if(2===t.button||&quot;keyup&quot;===t.type&amp;&amp;&quot;Tab&quot;!==t.key)return;const e=z.find(Ni);for(const i of e){const e=qi.getInstance(i);if(!e||!1===e._config.autoClose)continue;const n=t.composedPath(),s=n.includes(e._menu);if(n.includes(e._element)||&quot;inside&quot;===e._config.autoClose&amp;&amp;!s||&quot;outside&quot;===e._config.autoClose&amp;&amp;s)continue;if(e._menu.contains(t.target)&amp;&amp;(&quot;keyup&quot;===t.type&amp;&amp;&quot;Tab&quot;===t.key||/input|select|option|textarea|form/i.test(t.target.tagName)))continue;const o={relatedTarget:e._element};&quot;click&quot;===t.type&amp;&amp;(o.clickEvent=t),e._completeHide(o)}}static dataApiKeydownHandler(t){const e=/input|textarea/i.test(t.target.tagName),i=&quot;Escape&quot;===t.key,n=[Ei,Ti].includes(t.key);if(!n&amp;&amp;!i)return;if(e&amp;&amp;!i)return;t.preventDefault();const s=this.matches(Ii)?this:z.prev(this,Ii)[0]||z.next(this,Ii)[0]||z.findOne(Ii,t.delegateTarget.parentNode),o=qi.getOrCreateInstance(s);if(n)return t.stopPropagation(),o.show(),void o._selectMenuItem(t);o._isShown()&amp;&amp;(t.stopPropagation(),o.hide(),s.focus())}}N.on(document,Si,Ii,qi.dataApiKeydownHandler),N.on(document,Si,Pi,qi.dataApiKeydownHandler),N.on(document,Li,qi.clearMenus),N.on(document,Di,qi.clearMenus),N.on(document,Li,Ii,(function(t){t.preventDefault(),qi.getOrCreateInstance(this).toggle()})),m(qi);const Vi=&quot;backdrop&quot;,Ki=&quot;show&quot;,Qi=`mousedown.bs.${Vi}`,Xi={className:&quot;modal-backdrop&quot;,clickCallback:null,isAnimated:!1,isVisible:!0,rootElement:&quot;body&quot;},Yi={className:&quot;string&quot;,clickCallback:&quot;(function|null)&quot;,isAnimated:&quot;boolean&quot;,isVisible:&quot;boolean&quot;,rootElement:&quot;(element|string)&quot;};class Ui extends H{constructor(t){super(),this._config=this._getConfig(t),this._isAppended=!1,this._element=null}static get Default(){return Xi}static get DefaultType(){return Yi}static get NAME(){return Vi}show(t){if(!this._config.isVisible)return void g(t);this._append();const e=this._getElement();this._config.isAnimated&amp;&amp;d(e),e.classList.add(Ki),this._emulateAnimation((()=&gt;{g(t)}))}hide(t){this._config.isVisible?(this._getElement().classList.remove(Ki),this._emulateAnimation((()=&gt;{this.dispose(),g(t)}))):g(t)}dispose(){this._isAppended&amp;&amp;(N.off(this._element,Qi),this._element.remove(),this._isAppended=!1)}_getElement(){if(!this._element){const t=document.createElement(&quot;div&quot;);t.className=this._config.className,this._config.isAnimated&amp;&amp;t.classList.add(&quot;fade&quot;),this._element=t}return this._element}_configAfterMerge(t){return t.rootElement=r(t.rootElement),t}_append(){if(this._isAppended)return;const t=this._getElement();this._config.rootElement.append(t),N.on(t,Qi,(()=&gt;{g(this._config.clickCallback)})),this._isAppended=!0}_emulateAnimation(t){_(t,this._getElement(),this._config.isAnimated)}}const Gi=&quot;.bs.focustrap&quot;,Ji=`focusin${Gi}`,Zi=`keydown.tab${Gi}`,tn=&quot;backward&quot;,en={autofocus:!0,trapElement:null},nn={autofocus:&quot;boolean&quot;,trapElement:&quot;element&quot;};class sn extends H{constructor(t){super(),this._config=this._getConfig(t),this._isActive=!1,this._lastTabNavDirection=null}static get Default(){return en}static get DefaultType(){return nn}static get NAME(){return&quot;focustrap&quot;}activate(){this._isActive||(this._config.autofocus&amp;&amp;this._config.trapElement.focus(),N.off(document,Gi),N.on(document,Ji,(t=&gt;this._handleFocusin(t))),N.on(document,Zi,(t=&gt;this._handleKeydown(t))),this._isActive=!0)}deactivate(){this._isActive&amp;&amp;(this._isActive=!1,N.off(document,Gi))}_handleFocusin(t){const{trapElement:e}=this._config;if(t.target===document||t.target===e||e.contains(t.target))return;const i=z.focusableChildren(e);0===i.length?e.focus():this._lastTabNavDirection===tn?i[i.length-1].focus():i[0].focus()}_handleKeydown(t){&quot;Tab&quot;===t.key&amp;&amp;(this._lastTabNavDirection=t.shiftKey?tn:&quot;forward&quot;)}}const on=&quot;.fixed-top, .fixed-bottom, .is-fixed, .sticky-top&quot;,rn=&quot;.sticky-top&quot;,an=&quot;padding-right&quot;,ln=&quot;margin-right&quot;;class cn{constructor(){this._element=document.body}getWidth(){const t=document.documentElement.clientWidth;return Math.abs(window.innerWidth-t)}hide(){const t=this.getWidth();this._disableOverFlow(),this._setElementAttributes(this._element,an,(e=&gt;e+t)),this._setElementAttributes(on,an,(e=&gt;e+t)),this._setElementAttributes(rn,ln,(e=&gt;e-t))}reset(){this._resetElementAttributes(this._element,&quot;overflow&quot;),this._resetElementAttributes(this._element,an),this._resetElementAttributes(on,an),this._resetElementAttributes(rn,ln)}isOverflowing(){return this.getWidth()&gt;0}_disableOverFlow(){this._saveInitialAttribute(this._element,&quot;overflow&quot;),this._element.style.overflow=&quot;hidden&quot;}_setElementAttributes(t,e,i){const n=this.getWidth();this._applyManipulationCallback(t,(t=&gt;{if(t!==this._element&amp;&amp;window.innerWidth&gt;t.clientWidth+n)return;this._saveInitialAttribute(t,e);const s=window.getComputedStyle(t).getPropertyValue(e);t.style.setProperty(e,`${i(Number.parseFloat(s))}px`)}))}_saveInitialAttribute(t,e){const i=t.style.getPropertyValue(e);i&amp;&amp;F.setDataAttribute(t,e,i)}_resetElementAttributes(t,e){this._applyManipulationCallback(t,(t=&gt;{const i=F.getDataAttribute(t,e);null!==i?(F.removeDataAttribute(t,e),t.style.setProperty(e,i)):t.style.removeProperty(e)}))}_applyManipulationCallback(t,e){if(o(t))e(t);else for(const i of z.find(t,this._element))e(i)}}const hn=&quot;.bs.modal&quot;,dn=`hide${hn}`,un=`hidePrevented${hn}`,fn=`hidden${hn}`,pn=`show${hn}`,mn=`shown${hn}`,gn=`resize${hn}`,_n=`click.dismiss${hn}`,bn=`mousedown.dismiss${hn}`,vn=`keydown.dismiss${hn}`,yn=`click${hn}.data-api`,wn=&quot;modal-open&quot;,An=&quot;show&quot;,En=&quot;modal-static&quot;,Tn={backdrop:!0,focus:!0,keyboard:!0},Cn={backdrop:&quot;(boolean|string)&quot;,focus:&quot;boolean&quot;,keyboard:&quot;boolean&quot;};class On extends W{constructor(t,e){super(t,e),this._dialog=z.findOne(&quot;.modal-dialog&quot;,this._element),this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._isShown=!1,this._isTransitioning=!1,this._scrollBar=new cn,this._addEventListeners()}static get Default(){return Tn}static get DefaultType(){return Cn}static get NAME(){return&quot;modal&quot;}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||this._isTransitioning||N.trigger(this._element,pn,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._isTransitioning=!0,this._scrollBar.hide(),document.body.classList.add(wn),this._adjustDialog(),this._backdrop.show((()=&gt;this._showElement(t))))}hide(){this._isShown&amp;&amp;!this._isTransitioning&amp;&amp;(N.trigger(this._element,dn).defaultPrevented||(this._isShown=!1,this._isTransitioning=!0,this._focustrap.deactivate(),this._element.classList.remove(An),this._queueCallback((()=&gt;this._hideModal()),this._element,this._isAnimated())))}dispose(){N.off(window,hn),N.off(this._dialog,hn),this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}handleUpdate(){this._adjustDialog()}_initializeBackDrop(){return new Ui({isVisible:Boolean(this._config.backdrop),isAnimated:this._isAnimated()})}_initializeFocusTrap(){return new sn({trapElement:this._element})}_showElement(t){document.body.contains(this._element)||document.body.append(this._element),this._element.style.display=&quot;block&quot;,this._element.removeAttribute(&quot;aria-hidden&quot;),this._element.setAttribute(&quot;aria-modal&quot;,!0),this._element.setAttribute(&quot;role&quot;,&quot;dialog&quot;),this._element.scrollTop=0;const e=z.findOne(&quot;.modal-body&quot;,this._dialog);e&amp;&amp;(e.scrollTop=0),d(this._element),this._element.classList.add(An),this._queueCallback((()=&gt;{this._config.focus&amp;&amp;this._focustrap.activate(),this._isTransitioning=!1,N.trigger(this._element,mn,{relatedTarget:t})}),this._dialog,this._isAnimated())}_addEventListeners(){N.on(this._element,vn,(t=&gt;{&quot;Escape&quot;===t.key&amp;&amp;(this._config.keyboard?this.hide():this._triggerBackdropTransition())})),N.on(window,gn,(()=&gt;{this._isShown&amp;&amp;!this._isTransitioning&amp;&amp;this._adjustDialog()})),N.on(this._element,bn,(t=&gt;{N.one(this._element,_n,(e=&gt;{this._element===t.target&amp;&amp;this._element===e.target&amp;&amp;(&quot;static&quot;!==this._config.backdrop?this._config.backdrop&amp;&amp;this.hide():this._triggerBackdropTransition())}))}))}_hideModal(){this._element.style.display=&quot;none&quot;,this._element.setAttribute(&quot;aria-hidden&quot;,!0),this._element.removeAttribute(&quot;aria-modal&quot;),this._element.removeAttribute(&quot;role&quot;),this._isTransitioning=!1,this._backdrop.hide((()=&gt;{document.body.classList.remove(wn),this._resetAdjustments(),this._scrollBar.reset(),N.trigger(this._element,fn)}))}_isAnimated(){return this._element.classList.contains(&quot;fade&quot;)}_triggerBackdropTransition(){if(N.trigger(this._element,un).defaultPrevented)return;const t=this._element.scrollHeight&gt;document.documentElement.clientHeight,e=this._element.style.overflowY;&quot;hidden&quot;===e||this._element.classList.contains(En)||(t||(this._element.style.overflowY=&quot;hidden&quot;),this._element.classList.add(En),this._queueCallback((()=&gt;{this._element.classList.remove(En),this._queueCallback((()=&gt;{this._element.style.overflowY=e}),this._dialog)}),this._dialog),this._element.focus())}_adjustDialog(){const t=this._element.scrollHeight&gt;document.documentElement.clientHeight,e=this._scrollBar.getWidth(),i=e&gt;0;if(i&amp;&amp;!t){const t=p()?&quot;paddingLeft&quot;:&quot;paddingRight&quot;;this._element.style[t]=`${e}px`}if(!i&amp;&amp;t){const t=p()?&quot;paddingRight&quot;:&quot;paddingLeft&quot;;this._element.style[t]=`${e}px`}}_resetAdjustments(){this._element.style.paddingLeft=&quot;&quot;,this._element.style.paddingRight=&quot;&quot;}static jQueryInterface(t,e){return this.each((function(){const i=On.getOrCreateInstance(this,t);if(&quot;string&quot;==typeof t){if(void 0===i[t])throw new TypeError(`No method named &quot;${t}&quot;`);i[t](e)}}))}}N.on(document,yn,&#039;[data-bs-toggle=&quot;modal&quot;]&#039;,(function(t){const e=z.getElementFromSelector(this);[&quot;A&quot;,&quot;AREA&quot;].includes(this.tagName)&amp;&amp;t.preventDefault(),N.one(e,pn,(t=&gt;{t.defaultPrevented||N.one(e,fn,(()=&gt;{a(this)&amp;&amp;this.focus()}))}));const i=z.findOne(&quot;.modal.show&quot;);i&amp;&amp;On.getInstance(i).hide(),On.getOrCreateInstance(e).toggle(this)})),R(On),m(On);const xn=&quot;.bs.offcanvas&quot;,kn=&quot;.data-api&quot;,Ln=`load${xn}${kn}`,Sn=&quot;show&quot;,Dn=&quot;showing&quot;,$n=&quot;hiding&quot;,In=&quot;.offcanvas.show&quot;,Nn=`show${xn}`,Pn=`shown${xn}`,Mn=`hide${xn}`,jn=`hidePrevented${xn}`,Fn=`hidden${xn}`,Hn=`resize${xn}`,Wn=`click${xn}${kn}`,Bn=`keydown.dismiss${xn}`,zn={backdrop:!0,keyboard:!0,scroll:!1},Rn={backdrop:&quot;(boolean|string)&quot;,keyboard:&quot;boolean&quot;,scroll:&quot;boolean&quot;};class qn extends W{constructor(t,e){super(t,e),this._isShown=!1,this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._addEventListeners()}static get Default(){return zn}static get DefaultType(){return Rn}static get NAME(){return&quot;offcanvas&quot;}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||N.trigger(this._element,Nn,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._backdrop.show(),this._config.scroll||(new cn).hide(),this._element.setAttribute(&quot;aria-modal&quot;,!0),this._element.setAttribute(&quot;role&quot;,&quot;dialog&quot;),this._element.classList.add(Dn),this._queueCallback((()=&gt;{this._config.scroll&amp;&amp;!this._config.backdrop||this._focustrap.activate(),this._element.classList.add(Sn),this._element.classList.remove(Dn),N.trigger(this._element,Pn,{relatedTarget:t})}),this._element,!0))}hide(){this._isShown&amp;&amp;(N.trigger(this._element,Mn).defaultPrevented||(this._focustrap.deactivate(),this._element.blur(),this._isShown=!1,this._element.classList.add($n),this._backdrop.hide(),this._queueCallback((()=&gt;{this._element.classList.remove(Sn,$n),this._element.removeAttribute(&quot;aria-modal&quot;),this._element.removeAttribute(&quot;role&quot;),this._config.scroll||(new cn).reset(),N.trigger(this._element,Fn)}),this._element,!0)))}dispose(){this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}_initializeBackDrop(){const t=Boolean(this._config.backdrop);return new Ui({className:&quot;offcanvas-backdrop&quot;,isVisible:t,isAnimated:!0,rootElement:this._element.parentNode,clickCallback:t?()=&gt;{&quot;static&quot;!==this._config.backdrop?this.hide():N.trigger(this._element,jn)}:null})}_initializeFocusTrap(){return new sn({trapElement:this._element})}_addEventListeners(){N.on(this._element,Bn,(t=&gt;{&quot;Escape&quot;===t.key&amp;&amp;(this._config.keyboard?this.hide():N.trigger(this._element,jn))}))}static jQueryInterface(t){return this.each((function(){const e=qn.getOrCreateInstance(this,t);if(&quot;string&quot;==typeof t){if(void 0===e[t]||t.startsWith(&quot;_&quot;)||&quot;constructor&quot;===t)throw new TypeError(`No method named &quot;${t}&quot;`);e[t](this)}}))}}N.on(document,Wn,&#039;[data-bs-toggle=&quot;offcanvas&quot;]&#039;,(function(t){const e=z.getElementFromSelector(this);if([&quot;A&quot;,&quot;AREA&quot;].includes(this.tagName)&amp;&amp;t.preventDefault(),l(this))return;N.one(e,Fn,(()=&gt;{a(this)&amp;&amp;this.focus()}));const i=z.findOne(In);i&amp;&amp;i!==e&amp;&amp;qn.getInstance(i).hide(),qn.getOrCreateInstance(e).toggle(this)})),N.on(window,Ln,(()=&gt;{for(const t of z.find(In))qn.getOrCreateInstance(t).show()})),N.on(window,Hn,(()=&gt;{for(const t of z.find(&quot;[aria-modal][class*=show][class*=offcanvas-]&quot;))&quot;fixed&quot;!==getComputedStyle(t).position&amp;&amp;qn.getOrCreateInstance(t).hide()})),R(qn),m(qn);const Vn={&quot;*&quot;:[&quot;class&quot;,&quot;dir&quot;,&quot;id&quot;,&quot;lang&quot;,&quot;role&quot;,/^aria-[w-]*$/i],a:[&quot;target&quot;,&quot;href&quot;,&quot;title&quot;,&quot;rel&quot;],area:[],b:[],br:[],col:[],code:[],div:[],em:[],hr:[],h1:[],h2:[],h3:[],h4:[],h5:[],h6:[],i:[],img:[&quot;src&quot;,&quot;srcset&quot;,&quot;alt&quot;,&quot;title&quot;,&quot;width&quot;,&quot;height&quot;],li:[],ol:[],p:[],pre:[],s:[],small:[],span:[],sub:[],sup:[],strong:[],u:[],ul:[]},Kn=new Set([&quot;background&quot;,&quot;cite&quot;,&quot;href&quot;,&quot;itemtype&quot;,&quot;longdesc&quot;,&quot;poster&quot;,&quot;src&quot;,&quot;xlink:href&quot;]),Qn=/^(?!javascript:)(?:[a-z0-9+.-]+:|[^&amp;:/?#]*(?:[/?#]|$))/i,Xn=(t,e)=&gt;{const i=t.nodeName.toLowerCase();return e.includes(i)?!Kn.has(i)||Boolean(Qn.test(t.nodeValue)):e.filter((t=&gt;t instanceof RegExp)).some((t=&gt;t.test(i)))},Yn={allowList:Vn,content:{},extraClass:&quot;&quot;,html:!1,sanitize:!0,sanitizeFn:null,template:&quot;&lt;div&gt;&lt;/div&gt;&quot;},Un={allowList:&quot;object&quot;,content:&quot;object&quot;,extraClass:&quot;(string|function)&quot;,html:&quot;boolean&quot;,sanitize:&quot;boolean&quot;,sanitizeFn:&quot;(null|function)&quot;,template:&quot;string&quot;},Gn={entry:&quot;(string|element|function|null)&quot;,selector:&quot;(string|element)&quot;};class Jn extends H{constructor(t){super(),this._config=this._getConfig(t)}static get Default(){return Yn}static get DefaultType(){return Un}static get NAME(){return&quot;TemplateFactory&quot;}getContent(){return Object.values(this._config.content).map((t=&gt;this._resolvePossibleFunction(t))).filter(Boolean)}hasContent(){return this.getContent().length&gt;0}changeContent(t){return this._checkContent(t),this._config.content={...this._config.content,...t},this}toHtml(){const t=document.createElement(&quot;div&quot;);t.innerHTML=this._maybeSanitize(this._config.template);for(const[e,i]of Object.entries(this._config.content))this._setContent(t,i,e);const e=t.children[0],i=this._resolvePossibleFunction(this._config.extraClass);return i&amp;&amp;e.classList.add(...i.split(&quot; &quot;)),e}_typeCheckConfig(t){super._typeCheckConfig(t),this._checkContent(t.content)}_checkContent(t){for(const[e,i]of Object.entries(t))super._typeCheckConfig({selector:e,entry:i},Gn)}_setContent(t,e,i){const n=z.findOne(i,t);n&amp;&amp;((e=this._resolvePossibleFunction(e))?o(e)?this._putElementInTemplate(r(e),n):this._config.html?n.innerHTML=this._maybeSanitize(e):n.textContent=e:n.remove())}_maybeSanitize(t){return this._config.sanitize?function(t,e,i){if(!t.length)return t;if(i&amp;&amp;&quot;function&quot;==typeof i)return i(t);const n=(new window.DOMParser).parseFromString(t,&quot;text/html&quot;),s=[].concat(...n.body.querySelectorAll(&quot;*&quot;));for(const t of s){const i=t.nodeName.toLowerCase();if(!Object.keys(e).includes(i)){t.remove();continue}const n=[].concat(...t.attributes),s=[].concat(e[&quot;*&quot;]||[],e[i]||[]);for(const e of n)Xn(e,s)||t.removeAttribute(e.nodeName)}return n.body.innerHTML}(t,this._config.allowList,this._config.sanitizeFn):t}_resolvePossibleFunction(t){return g(t,[this])}_putElementInTemplate(t,e){if(this._config.html)return e.innerHTML=&quot;&quot;,void e.append(t);e.textContent=t.textContent}}const Zn=new Set([&quot;sanitize&quot;,&quot;allowList&quot;,&quot;sanitizeFn&quot;]),ts=&quot;fade&quot;,es=&quot;show&quot;,is=&quot;.modal&quot;,ns=&quot;hide.bs.modal&quot;,ss=&quot;hover&quot;,os=&quot;focus&quot;,rs={AUTO:&quot;auto&quot;,TOP:&quot;top&quot;,RIGHT:p()?&quot;left&quot;:&quot;right&quot;,BOTTOM:&quot;bottom&quot;,LEFT:p()?&quot;right&quot;:&quot;left&quot;},as={allowList:Vn,animation:!0,boundary:&quot;clippingParents&quot;,container:!1,customClass:&quot;&quot;,delay:0,fallbackPlacements:[&quot;top&quot;,&quot;right&quot;,&quot;bottom&quot;,&quot;left&quot;],html:!1,offset:[0,6],placement:&quot;top&quot;,popperConfig:null,sanitize:!0,sanitizeFn:null,selector:!1,template:&#039;&lt;div class=&quot;tooltip&quot; role=&quot;tooltip&quot;&gt;&lt;div class=&quot;tooltip-arrow&quot;&gt;&lt;/div&gt;&lt;div class=&quot;tooltip-inner&quot;&gt;&lt;/div&gt;&lt;/div&gt;&#039;,title:&quot;&quot;,trigger:&quot;hover focus&quot;},ls={allowList:&quot;object&quot;,animation:&quot;boolean&quot;,boundary:&quot;(string|element)&quot;,container:&quot;(string|element|boolean)&quot;,customClass:&quot;(string|function)&quot;,delay:&quot;(number|object)&quot;,fallbackPlacements:&quot;array&quot;,html:&quot;boolean&quot;,offset:&quot;(array|string|function)&quot;,placement:&quot;(string|function)&quot;,popperConfig:&quot;(null|object|function)&quot;,sanitize:&quot;boolean&quot;,sanitizeFn:&quot;(null|function)&quot;,selector:&quot;(string|boolean)&quot;,template:&quot;string&quot;,title:&quot;(string|element|function)&quot;,trigger:&quot;string&quot;};class cs extends W{constructor(t,e){if(void 0===vi)throw new TypeError(&quot;Bootstrap&#039;s tooltips require Popper (https://popper.js.org)&quot;);super(t,e),this._isEnabled=!0,this._timeout=0,this._isHovered=null,this._activeTrigger={},this._popper=null,this._templateFactory=null,this._newContent=null,this.tip=null,this._setListeners(),this._config.selector||this._fixTitle()}static get Default(){return as}static get DefaultType(){return ls}static get NAME(){return&quot;tooltip&quot;}enable(){this._isEnabled=!0}disable(){this._isEnabled=!1}toggleEnabled(){this._isEnabled=!this._isEnabled}toggle(){this._isEnabled&amp;&amp;(this._activeTrigger.click=!this._activeTrigger.click,this._isShown()?this._leave():this._enter())}dispose(){clearTimeout(this._timeout),N.off(this._element.closest(is),ns,this._hideModalHandler),this._element.getAttribute(&quot;data-bs-original-title&quot;)&amp;&amp;this._element.setAttribute(&quot;title&quot;,this._element.getAttribute(&quot;data-bs-original-title&quot;)),this._disposePopper(),super.dispose()}show(){if(&quot;none&quot;===this._element.style.display)throw new Error(&quot;Please use show on visible elements&quot;);if(!this._isWithContent()||!this._isEnabled)return;const t=N.trigger(this._element,this.constructor.eventName(&quot;show&quot;)),e=(c(this._element)||this._element.ownerDocument.documentElement).contains(this._element);if(t.defaultPrevented||!e)return;this._disposePopper();const i=this._getTipElement();this._element.setAttribute(&quot;aria-describedby&quot;,i.getAttribute(&quot;id&quot;));const{container:n}=this._config;if(this._element.ownerDocument.documentElement.contains(this.tip)||(n.append(i),N.trigger(this._element,this.constructor.eventName(&quot;inserted&quot;))),this._popper=this._createPopper(i),i.classList.add(es),&quot;ontouchstart&quot;in document.documentElement)for(const t of[].concat(...document.body.children))N.on(t,&quot;mouseover&quot;,h);this._queueCallback((()=&gt;{N.trigger(this._element,this.constructor.eventName(&quot;shown&quot;)),!1===this._isHovered&amp;&amp;this._leave(),this._isHovered=!1}),this.tip,this._isAnimated())}hide(){if(this._isShown()&amp;&amp;!N.trigger(this._element,this.constructor.eventName(&quot;hide&quot;)).defaultPrevented){if(this._getTipElement().classList.remove(es),&quot;ontouchstart&quot;in document.documentElement)for(const t of[].concat(...document.body.children))N.off(t,&quot;mouseover&quot;,h);this._activeTrigger.click=!1,this._activeTrigger[os]=!1,this._activeTrigger[ss]=!1,this._isHovered=null,this._queueCallback((()=&gt;{this._isWithActiveTrigger()||(this._isHovered||this._disposePopper(),this._element.removeAttribute(&quot;aria-describedby&quot;),N.trigger(this._element,this.constructor.eventName(&quot;hidden&quot;)))}),this.tip,this._isAnimated())}}update(){this._popper&amp;&amp;this._popper.update()}_isWithContent(){return Boolean(this._getTitle())}_getTipElement(){return this.tip||(this.tip=this._createTipElement(this._newContent||this._getContentForTemplate())),this.tip}_createTipElement(t){const e=this._getTemplateFactory(t).toHtml();if(!e)return null;e.classList.remove(ts,es),e.classList.add(`bs-${this.constructor.NAME}-auto`);const i=(t=&gt;{do{t+=Math.floor(1e6*Math.random())}while(document.getElementById(t));return t})(this.constructor.NAME).toString();return e.setAttribute(&quot;id&quot;,i),this._isAnimated()&amp;&amp;e.classList.add(ts),e}setContent(t){this._newContent=t,this._isShown()&amp;&amp;(this._disposePopper(),this.show())}_getTemplateFactory(t){return this._templateFactory?this._templateFactory.changeContent(t):this._templateFactory=new Jn({...this._config,content:t,extraClass:this._resolvePossibleFunction(this._config.customClass)}),this._templateFactory}_getContentForTemplate(){return{&quot;.tooltip-inner&quot;:this._getTitle()}}_getTitle(){return this._resolvePossibleFunction(this._config.title)||this._element.getAttribute(&quot;data-bs-original-title&quot;)}_initializeOnDelegatedTarget(t){return this.constructor.getOrCreateInstance(t.delegateTarget,this._getDelegateConfig())}_isAnimated(){return this._config.animation||this.tip&amp;&amp;this.tip.classList.contains(ts)}_isShown(){return this.tip&amp;&amp;this.tip.classList.contains(es)}_createPopper(t){const e=g(this._config.placement,[this,t,this._element]),i=rs[e.toUpperCase()];return bi(this._element,t,this._getPopperConfig(i))}_getOffset(){const{offset:t}=this._config;return&quot;string&quot;==typeof t?t.split(&quot;,&quot;).map((t=&gt;Number.parseInt(t,10))):&quot;function&quot;==typeof t?e=&gt;t(e,this._element):t}_resolvePossibleFunction(t){return g(t,[this._element])}_getPopperConfig(t){const e={placement:t,modifiers:[{name:&quot;flip&quot;,options:{fallbackPlacements:this._config.fallbackPlacements}},{name:&quot;offset&quot;,options:{offset:this._getOffset()}},{name:&quot;preventOverflow&quot;,options:{boundary:this._config.boundary}},{name:&quot;arrow&quot;,options:{element:`.${this.constructor.NAME}-arrow`}},{name:&quot;preSetPlacement&quot;,enabled:!0,phase:&quot;beforeMain&quot;,fn:t=&gt;{this._getTipElement().setAttribute(&quot;data-popper-placement&quot;,t.state.placement)}}]};return{...e,...g(this._config.popperConfig,[e])}}_setListeners(){const t=this._config.trigger.split(&quot; &quot;);for(const e of t)if(&quot;click&quot;===e)N.on(this._element,this.constructor.eventName(&quot;click&quot;),this._config.selector,(t=&gt;{this._initializeOnDelegatedTarget(t).toggle()}));else if(&quot;manual&quot;!==e){const t=e===ss?this.constructor.eventName(&quot;mouseenter&quot;):this.constructor.eventName(&quot;focusin&quot;),i=e===ss?this.constructor.eventName(&quot;mouseleave&quot;):this.constructor.eventName(&quot;focusout&quot;);N.on(this._element,t,this._config.selector,(t=&gt;{const e=this._initializeOnDelegatedTarget(t);e._activeTrigger[&quot;focusin&quot;===t.type?os:ss]=!0,e._enter()})),N.on(this._element,i,this._config.selector,(t=&gt;{const e=this._initializeOnDelegatedTarget(t);e._activeTrigger[&quot;focusout&quot;===t.type?os:ss]=e._element.contains(t.relatedTarget),e._leave()}))}this._hideModalHandler=()=&gt;{this._element&amp;&amp;this.hide()},N.on(this._element.closest(is),ns,this._hideModalHandler)}_fixTitle(){const t=this._element.getAttribute(&quot;title&quot;);t&amp;&amp;(this._element.getAttribute(&quot;aria-label&quot;)||this._element.textContent.trim()||this._element.setAttribute(&quot;aria-label&quot;,t),this._element.setAttribute(&quot;data-bs-original-title&quot;,t),this._element.removeAttribute(&quot;title&quot;))}_enter(){this._isShown()||this._isHovered?this._isHovered=!0:(this._isHovered=!0,this._setTimeout((()=&gt;{this._isHovered&amp;&amp;this.show()}),this._config.delay.show))}_leave(){this._isWithActiveTrigger()||(this._isHovered=!1,this._setTimeout((()=&gt;{this._isHovered||this.hide()}),this._config.delay.hide))}_setTimeout(t,e){clearTimeout(this._timeout),this._timeout=setTimeout(t,e)}_isWithActiveTrigger(){return Object.values(this._activeTrigger).includes(!0)}_getConfig(t){const e=F.getDataAttributes(this._element);for(const t of Object.keys(e))Zn.has(t)&amp;&amp;delete e[t];return t={...e,...&quot;object&quot;==typeof t&amp;&amp;t?t:{}},t=this._mergeConfigObj(t),t=this._configAfterMerge(t),this._typeCheckConfig(t),t}_configAfterMerge(t){return t.container=!1===t.container?document.body:r(t.container),&quot;number&quot;==typeof t.delay&amp;&amp;(t.delay={show:t.delay,hide:t.delay}),&quot;number&quot;==typeof t.title&amp;&amp;(t.title=t.title.toString()),&quot;number&quot;==typeof t.content&amp;&amp;(t.content=t.content.toString()),t}_getDelegateConfig(){const t={};for(const[e,i]of Object.entries(this._config))this.constructor.Default[e]!==i&amp;&amp;(t[e]=i);return t.selector=!1,t.trigger=&quot;manual&quot;,t}_disposePopper(){this._popper&amp;&amp;(this._popper.destroy(),this._popper=null),this.tip&amp;&amp;(this.tip.remove(),this.tip=null)}static jQueryInterface(t){return this.each((function(){const e=cs.getOrCreateInstance(this,t);if(&quot;string&quot;==typeof t){if(void 0===e[t])throw new TypeError(`No method named &quot;${t}&quot;`);e[t]()}}))}}m(cs);const 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t={root:this._rootElement,threshold:this._config.threshold,rootMargin:this._config.rootMargin};return new IntersectionObserver((t=&gt;this._observerCallback(t)),t)}_observerCallback(t){const e=t=&gt;this._targetLinks.get(`#${t.target.id}`),i=t=&gt;{this._previousScrollData.visibleEntryTop=t.target.offsetTop,this._process(e(t))},n=(this._rootElement||document.documentElement).scrollTop,s=n&gt;=this._previousScrollData.parentScrollTop;this._previousScrollData.parentScrollTop=n;for(const o of t){if(!o.isIntersecting){this._activeTarget=null,this._clearActiveClass(e(o));continue}const t=o.target.offsetTop&gt;=this._previousScrollData.visibleEntryTop;if(s&amp;&amp;t){if(i(o),!n)return}else s||t||i(o)}}_initializeTargetsAndObservables(){this._targetLinks=new Map,this._observableSections=new Map;const t=z.find(bs,this._config.target);for(const e of t){if(!e.hash||l(e))continue;const t=z.findOne(decodeURI(e.hash),this._element);a(t)&amp;&amp;(this._targetLinks.set(decodeURI(e.hash),e),this._observableSections.set(e.hash,t))}}_process(t){this._activeTarget!==t&amp;&amp;(this._clearActiveClass(this._config.target),this._activeTarget=t,t.classList.add(_s),this._activateParents(t),N.trigger(this._element,ps,{relatedTarget:t}))}_activateParents(t){if(t.classList.contains(&quot;dropdown-item&quot;))z.findOne(&quot;.dropdown-toggle&quot;,t.closest(&quot;.dropdown&quot;)).classList.add(_s);else for(const e of z.parents(t,&quot;.nav, .list-group&quot;))for(const t of z.prev(e,ys))t.classList.add(_s)}_clearActiveClass(t){t.classList.remove(_s);const e=z.find(`${bs}.${_s}`,t);for(const t of e)t.classList.remove(_s)}static jQueryInterface(t){return this.each((function(){const e=Es.getOrCreateInstance(this,t);if(&quot;string&quot;==typeof t){if(void 0===e[t]||t.startsWith(&quot;_&quot;)||&quot;constructor&quot;===t)throw new TypeError(`No method named &quot;${t}&quot;`);e[t]()}}))}}N.on(window,gs,(()=&gt;{for(const t of z.find(&#039;[data-bs-spy=&quot;scroll&quot;]&#039;))Es.getOrCreateInstance(t)})),m(Es);const Ts=&quot;.bs.tab&quot;,Cs=`hide${Ts}`,Os=`hidden${Ts}`,xs=`show${Ts}`,ks=`shown${Ts}`,Ls=`click${Ts}`,Ss=`keydown${Ts}`,Ds=`load${Ts}`,$s=&quot;ArrowLeft&quot;,Is=&quot;ArrowRight&quot;,Ns=&quot;ArrowUp&quot;,Ps=&quot;ArrowDown&quot;,Ms=&quot;Home&quot;,js=&quot;End&quot;,Fs=&quot;active&quot;,Hs=&quot;fade&quot;,Ws=&quot;show&quot;,Bs=&quot;:not(.dropdown-toggle)&quot;,zs=&#039;[data-bs-toggle=&quot;tab&quot;], [data-bs-toggle=&quot;pill&quot;], [data-bs-toggle=&quot;list&quot;]&#039;,Rs=`.nav-link${Bs}, .list-group-item${Bs}, [role=&quot;tab&quot;]${Bs}, ${zs}`,qs=`.${Fs}[data-bs-toggle=&quot;tab&quot;], .${Fs}[data-bs-toggle=&quot;pill&quot;], .${Fs}[data-bs-toggle=&quot;list&quot;]`;class Vs extends W{constructor(t){super(t),this._parent=this._element.closest(&#039;.list-group, .nav, [role=&quot;tablist&quot;]&#039;),this._parent&amp;&amp;(this._setInitialAttributes(this._parent,this._getChildren()),N.on(this._element,Ss,(t=&gt;this._keydown(t))))}static get NAME(){return&quot;tab&quot;}show(){const t=this._element;if(this._elemIsActive(t))return;const e=this._getActiveElem(),i=e?N.trigger(e,Cs,{relatedTarget:t}):null;N.trigger(t,xs,{relatedTarget:e}).defaultPrevented||i&amp;&amp;i.defaultPrevented||(this._deactivate(e,t),this._activate(t,e))}_activate(t,e){t&amp;&amp;(t.classList.add(Fs),this._activate(z.getElementFromSelector(t)),this._queueCallback((()=&gt;{&quot;tab&quot;===t.getAttribute(&quot;role&quot;)?(t.removeAttribute(&quot;tabindex&quot;),t.setAttribute(&quot;aria-selected&quot;,!0),this._toggleDropDown(t,!0),N.trigger(t,ks,{relatedTarget:e})):t.classList.add(Ws)}),t,t.classList.contains(Hs)))}_deactivate(t,e){t&amp;&amp;(t.classList.remove(Fs),t.blur(),this._deactivate(z.getElementFromSelector(t)),this._queueCallback((()=&gt;{&quot;tab&quot;===t.getAttribute(&quot;role&quot;)?(t.setAttribute(&quot;aria-selected&quot;,!1),t.setAttribute(&quot;tabindex&quot;,&quot;-1&quot;),this._toggleDropDown(t,!1),N.trigger(t,Os,{relatedTarget:e})):t.classList.remove(Ws)}),t,t.classList.contains(Hs)))}_keydown(t){if(![$s,Is,Ns,Ps,Ms,js].includes(t.key))return;t.stopPropagation(),t.preventDefault();const e=this._getChildren().filter((t=&gt;!l(t)));let i;if([Ms,js].includes(t.key))i=e[t.key===Ms?0:e.length-1];else{const n=[Is,Ps].includes(t.key);i=b(e,t.target,n,!0)}i&amp;&amp;(i.focus({preventScroll:!0}),Vs.getOrCreateInstance(i).show())}_getChildren(){return z.find(Rs,this._parent)}_getActiveElem(){return this._getChildren().find((t=&gt;this._elemIsActive(t)))||null}_setInitialAttributes(t,e){this._setAttributeIfNotExists(t,&quot;role&quot;,&quot;tablist&quot;);for(const t of e)this._setInitialAttributesOnChild(t)}_setInitialAttributesOnChild(t){t=this._getInnerElement(t);const e=this._elemIsActive(t),i=this._getOuterElement(t);t.setAttribute(&quot;aria-selected&quot;,e),i!==t&amp;&amp;this._setAttributeIfNotExists(i,&quot;role&quot;,&quot;presentation&quot;),e||t.setAttribute(&quot;tabindex&quot;,&quot;-1&quot;),this._setAttributeIfNotExists(t,&quot;role&quot;,&quot;tab&quot;),this._setInitialAttributesOnTargetPanel(t)}_setInitialAttributesOnTargetPanel(t){const e=z.getElementFromSelector(t);e&amp;&amp;(this._setAttributeIfNotExists(e,&quot;role&quot;,&quot;tabpanel&quot;),t.id&amp;&amp;this._setAttributeIfNotExists(e,&quot;aria-labelledby&quot;,`${t.id}`))}_toggleDropDown(t,e){const i=this._getOuterElement(t);if(!i.classList.contains(&quot;dropdown&quot;))return;const n=(t,n)=&gt;{const s=z.findOne(t,i);s&amp;&amp;s.classList.toggle(n,e)};n(&quot;.dropdown-toggle&quot;,Fs),n(&quot;.dropdown-menu&quot;,Ws),i.setAttribute(&quot;aria-expanded&quot;,e)}_setAttributeIfNotExists(t,e,i){t.hasAttribute(e)||t.setAttribute(e,i)}_elemIsActive(t){return t.classList.contains(Fs)}_getInnerElement(t){return t.matches(Rs)?t:z.findOne(Rs,t)}_getOuterElement(t){return t.closest(&quot;.nav-item, .list-group-item&quot;)||t}static jQueryInterface(t){return this.each((function(){const e=Vs.getOrCreateInstance(this);if(&quot;string&quot;==typeof t){if(void 0===e[t]||t.startsWith(&quot;_&quot;)||&quot;constructor&quot;===t)throw new TypeError(`No method named 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NAME(){return&quot;toast&quot;}show(){N.trigger(this._element,Zs).defaultPrevented||(this._clearTimeout(),this._config.animation&amp;&amp;this._element.classList.add(&quot;fade&quot;),this._element.classList.remove(eo),d(this._element),this._element.classList.add(io,no),this._queueCallback((()=&gt;{this._element.classList.remove(no),N.trigger(this._element,to),this._maybeScheduleHide()}),this._element,this._config.animation))}hide(){this.isShown()&amp;&amp;(N.trigger(this._element,Gs).defaultPrevented||(this._element.classList.add(no),this._queueCallback((()=&gt;{this._element.classList.add(eo),this._element.classList.remove(no,io),N.trigger(this._element,Js)}),this._element,this._config.animation)))}dispose(){this._clearTimeout(),this.isShown()&amp;&amp;this._element.classList.remove(io),super.dispose()}isShown(){return this._element.classList.contains(io)}_maybeScheduleHide(){this._config.autohide&amp;&amp;(this._hasMouseInteraction||this._hasKeyboardInteraction||(this._timeout=setTimeout((()=&gt;{this.hide()}),this._config.delay)))}_onInteraction(t,e){switch(t.type){case&quot;mouseover&quot;:case&quot;mouseout&quot;:this._hasMouseInteraction=e;break;case&quot;focusin&quot;:case&quot;focusout&quot;:this._hasKeyboardInteraction=e}if(e)return void this._clearTimeout();const i=t.relatedTarget;this._element===i||this._element.contains(i)||this._maybeScheduleHide()}_setListeners(){N.on(this._element,Qs,(t=&gt;this._onInteraction(t,!0))),N.on(this._element,Xs,(t=&gt;this._onInteraction(t,!1))),N.on(this._element,Ys,(t=&gt;this._onInteraction(t,!0))),N.on(this._element,Us,(t=&gt;this._onInteraction(t,!1)))}_clearTimeout(){clearTimeout(this._timeout),this._timeout=null}static jQueryInterface(t){return this.each((function(){const e=ro.getOrCreateInstance(this,t);if(&quot;string&quot;==typeof t){if(void 0===e[t])throw new TypeError(`No method named &quot;${t}&quot;`);e[t](this)}}))}}return R(ro),m(ro),{Alert:Q,Button:Y,Carousel:xt,Collapse:Bt,Dropdown:qi,Modal:On,Offcanvas:qn,Popover:us,ScrollSpy:Es,Tab:Vs,Toast:ro,Tooltip:cs}}));
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// ]]&gt;&lt;/script&gt;
&lt;/p&gt;
&lt;style type=&quot;text/css&quot;&gt;&lt;!--
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font-display: block;
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format(&quot;woff&quot;);
}
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[class^=&quot;bi-&quot;]::before,
[class*=&quot; bi-&quot;]::before {
display: inline-block;
font-family: bootstrap-icons !important;
font-style: normal;
font-weight: normal !important;
font-variant: normal;
text-transform: none;
line-height: 1;
vertical-align: -.125em;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
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.bi-alarm-fill::before { content: &quot;f101&quot;; }
.bi-alarm::before { content: &quot;f102&quot;; }
.bi-align-bottom::before { content: &quot;f103&quot;; }
.bi-align-center::before { content: &quot;f104&quot;; }
.bi-align-end::before { content: &quot;f105&quot;; }
.bi-align-middle::before { content: &quot;f106&quot;; }
.bi-align-start::before { content: &quot;f107&quot;; }
.bi-align-top::before { content: &quot;f108&quot;; }
.bi-alt::before { content: &quot;f109&quot;; }
.bi-app-indicator::before { content: &quot;f10a&quot;; }
.bi-app::before { content: &quot;f10b&quot;; }
.bi-archive-fill::before { content: &quot;f10c&quot;; }
.bi-archive::before { content: &quot;f10d&quot;; }
.bi-arrow-90deg-down::before { content: &quot;f10e&quot;; }
.bi-arrow-90deg-left::before { content: &quot;f10f&quot;; }
.bi-arrow-90deg-right::before { content: &quot;f110&quot;; }
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.bi-typescript::before { content: &quot;f919&quot;; }
.bi-fork-knife::before { content: &quot;f91a&quot;; }
.bi-globe-americas-fill::before { content: &quot;f91b&quot;; }
.bi-globe-asia-australia-fill::before { content: &quot;f91c&quot;; }
.bi-globe-central-south-asia-fill::before { content: &quot;f91d&quot;; }
.bi-globe-europe-africa-fill::before { content: &quot;f91e&quot;; }
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a=O.pageX-P.pageX;if(Math.abs(a)&lt;=13)return!1}p=!0;var h,d=s.targetTouches[0].clientX,c=s.targetTouches[0].clientY,u=M-d,m=z-c;if(Math.abs(u)&gt;Math.abs(m)?(L=!1,I=!0):(I=!1,L=!0),t=P.pageX-O.pageX,E=100*t/l,i=P.pageY-O.pageY,A=100*i/o,L&amp;&amp;f&amp;&amp;(h=1-Math.abs(i)/o,Y.style.opacity=h,e.settings.touchFollowAxis&amp;&amp;(E=0)),I&amp;&amp;(h=1-Math.abs(t)/l,g.style.opacity=h,e.settings.touchFollowAxis&amp;&amp;(A=0)),!f)return v(g,&quot;translate3d(&quot;.concat(E,&quot;%, 0, 0)&quot;));v(g,&quot;translate3d(&quot;.concat(E,&quot;%, &quot;).concat(A,&quot;%, 0)&quot;))}},touchEnd:function(){if(r){if(p=!1,S||b)return C=w,void(k=T);var t=Math.abs(parseInt(A)),i=Math.abs(parseInt(E));if(!(t&gt;29&amp;&amp;f))return t&lt;29&amp;&amp;i&lt;25?(h(Y,&quot;greset&quot;),Y.style.opacity=1,W(g)):void 0;e.close()}},multipointEnd:function(){setTimeout((function(){b=!1}),50)},multipointStart:function(){b=!0,m=x||1},pinch:function(e){if(!f||p)return!1;b=!0,f.scaleX=f.scaleY=m*e.zoom;var t=m*e.zoom;if(S=!0,t&lt;=1)return S=!1,t=1,k=null,C=null,w=null,T=null,void f.setAttribute(&quot;style&quot;,&quot;&quot;);t&gt;4.5&amp;&amp;(t=4.5),f.style.transform=&quot;scale3d(&quot;.concat(t,&quot;, &quot;).concat(t,&quot;, 1)&quot;),x=t},pressMove:function(e){if(S&amp;&amp;!b){var t=P.pageX-O.pageX,i=P.pageY-O.pageY;C&amp;&amp;(t+=C),k&amp;&amp;(i+=k),w=t,T=i;var n=&quot;translate3d(&quot;.concat(t,&quot;px, &quot;).concat(i,&quot;px, 0)&quot;);x&amp;&amp;(n+=&quot; scale3d(&quot;.concat(x,&quot;, &quot;).concat(x,&quot;, 1)&quot;)),v(f,n)}},swipe:function(t){if(!S)if(b)b=!1;else{if(&quot;Left&quot;==t.direction){if(e.index==e.elements.length-1)return W(g);e.nextSlide()}if(&quot;Right&quot;==t.direction){if(0==e.index)return W(g);e.prevSlide()}}}});e.events.touch=q}var H=function(){function e(i,n){var s=this,l=arguments.length&gt;2&amp;&amp;void 0!==arguments[2]?arguments[2]:null;if(t(this,e),this.img=i,this.slide=n,this.onclose=l,this.img.setZoomEvents)return!1;this.active=!1,this.zoomedIn=!1,this.dragging=!1,this.currentX=null,this.currentY=null,this.initialX=null,this.initialY=null,this.xOffset=0,this.yOffset=0,this.img.addEventListener(&quot;mousedown&quot;,(function(e){return s.dragStart(e)}),!1),this.img.addEventListener(&quot;mouseup&quot;,(function(e){return s.dragEnd(e)}),!1),this.img.addEventListener(&quot;mousemove&quot;,(function(e){return s.drag(e)}),!1),this.img.addEventListener(&quot;click&quot;,(function(e){return s.slide.classList.contains(&quot;dragging-nav&quot;)?(s.zoomOut(),!1):s.zoomedIn?void(s.zoomedIn&amp;&amp;!s.dragging&amp;&amp;s.zoomOut()):s.zoomIn()}),!1),this.img.setZoomEvents=!0}return n(e,[{key:&quot;zoomIn&quot;,value:function(){var e=this.widowWidth();if(!(this.zoomedIn||e&lt;=768)){var t=this.img;if(t.setAttribute(&quot;data-style&quot;,t.getAttribute(&quot;style&quot;)),t.style.maxWidth=t.naturalWidth+&quot;px&quot;,t.style.maxHeight=t.naturalHeight+&quot;px&quot;,t.naturalWidth&gt;e){var i=e/2-t.naturalWidth/2;this.setTranslate(this.img.parentNode,i,0)}this.slide.classList.add(&quot;zoomed&quot;),this.zoomedIn=!0}}},{key:&quot;zoomOut&quot;,value:function(){this.img.parentNode.setAttribute(&quot;style&quot;,&quot;&quot;),this.img.setAttribute(&quot;style&quot;,this.img.getAttribute(&quot;data-style&quot;)),this.slide.classList.remove(&quot;zoomed&quot;),this.zoomedIn=!1,this.currentX=null,this.currentY=null,this.initialX=null,this.initialY=null,this.xOffset=0,this.yOffset=0,this.onclose&amp;&amp;&quot;function&quot;==typeof this.onclose&amp;&amp;this.onclose()}},{key:&quot;dragStart&quot;,value:function(e){e.preventDefault(),this.zoomedIn?(&quot;touchstart&quot;===e.type?(this.initialX=e.touches[0].clientX-this.xOffset,this.initialY=e.touches[0].clientY-this.yOffset):(this.initialX=e.clientX-this.xOffset,this.initialY=e.clientY-this.yOffset),e.target===this.img&amp;&amp;(this.active=!0,this.img.classList.add(&quot;dragging&quot;))):this.active=!1}},{key:&quot;dragEnd&quot;,value:function(e){var t=this;e.preventDefault(),this.initialX=this.currentX,this.initialY=this.currentY,this.active=!1,setTimeout((function(){t.dragging=!1,t.img.isDragging=!1,t.img.classList.remove(&quot;dragging&quot;)}),100)}},{key:&quot;drag&quot;,value:function(e){this.active&amp;&amp;(e.preventDefault(),&quot;touchmove&quot;===e.type?(this.currentX=e.touches[0].clientX-this.initialX,this.currentY=e.touches[0].clientY-this.initialY):(this.currentX=e.clientX-this.initialX,this.currentY=e.clientY-this.initialY),this.xOffset=this.currentX,this.yOffset=this.currentY,this.img.isDragging=!0,this.dragging=!0,this.setTranslate(this.img,this.currentX,this.currentY))}},{key:&quot;onMove&quot;,value:function(e){if(this.zoomedIn){var t=e.clientX-this.img.naturalWidth/2,i=e.clientY-this.img.naturalHeight/2;this.setTranslate(this.img,t,i)}}},{key:&quot;setTranslate&quot;,value:function(e,t,i){e.style.transform=&quot;translate3d(&quot;+t+&quot;px, &quot;+i+&quot;px, 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t=this;e&amp;&amp;e.preventDefault(),this.initialX=0,this.initialY=0,this.currentX=null,this.currentY=null,this.initialX=null,this.initialY=null,this.xOffset=0,this.yOffset=0,this.active=!1,this.doSlideChange&amp;&amp;(this.instance.preventOutsideClick=!0,&quot;right&quot;==this.doSlideChange&amp;&amp;this.instance.prevSlide(),&quot;left&quot;==this.doSlideChange&amp;&amp;this.instance.nextSlide()),this.doSlideClose&amp;&amp;this.instance.close(),this.toleranceReached||this.setTranslate(this.dragContainer,0,0,!0),setTimeout((function(){t.instance.preventOutsideClick=!1,t.toleranceReached=!1,t.lastDirection=null,t.dragging=!1,t.el.isDragging=!1,t.el.classList.remove(&quot;dragging&quot;),t.slide.classList.remove(&quot;dragging-nav&quot;),t.dragContainer.style.transform=&quot;&quot;,t.dragContainer.style.transition=&quot;&quot;}),100)}},{key:&quot;drag&quot;,value:function(e){if(this.active){e.preventDefault(),this.slide.classList.add(&quot;dragging-nav&quot;),&quot;touchmove&quot;===e.type?(this.currentX=e.touches[0].clientX-this.initialX,this.currentY=e.touches[0].clientY-this.initialY):(this.currentX=e.clientX-this.initialX,this.currentY=e.clientY-this.initialY),this.xOffset=this.currentX,this.yOffset=this.currentY,this.el.isDragging=!0,this.dragging=!0,this.doSlideChange=!1,this.doSlideClose=!1;var t=Math.abs(this.currentX),i=Math.abs(this.currentY);if(t&gt;0&amp;&amp;t&gt;=Math.abs(this.currentY)&amp;&amp;(!this.lastDirection||&quot;x&quot;==this.lastDirection)){this.yOffset=0,this.lastDirection=&quot;x&quot;,this.setTranslate(this.dragContainer,this.currentX,0);var n=this.shouldChange();if(!this.instance.settings.dragAutoSnap&amp;&amp;n&amp;&amp;(this.doSlideChange=n),this.instance.settings.dragAutoSnap&amp;&amp;n)return this.instance.preventOutsideClick=!0,this.toleranceReached=!0,this.active=!1,this.instance.preventOutsideClick=!0,this.dragEnd(null),&quot;right&quot;==n&amp;&amp;this.instance.prevSlide(),void(&quot;left&quot;==n&amp;&amp;this.instance.nextSlide())}if(this.toleranceY&gt;0&amp;&amp;i&gt;0&amp;&amp;i&gt;=t&amp;&amp;(!this.lastDirection||&quot;y&quot;==this.lastDirection)){this.xOffset=0,this.lastDirection=&quot;y&quot;,this.setTranslate(this.dragContainer,0,this.currentY);var s=this.shouldClose();return!this.instance.settings.dragAutoSnap&amp;&amp;s&amp;&amp;(this.doSlideClose=!0),void(this.instance.settings.dragAutoSnap&amp;&amp;s&amp;&amp;this.instance.close())}}}},{key:&quot;shouldChange&quot;,value:function(){var e=!1;if(Math.abs(this.currentX)&gt;=this.toleranceX){var t=this.currentX&gt;0?&quot;right&quot;:&quot;left&quot;;(&quot;left&quot;==t&amp;&amp;this.slide!==this.slide.parentNode.lastChild||&quot;right&quot;==t&amp;&amp;this.slide!==this.slide.parentNode.firstChild)&amp;&amp;(e=t)}return e}},{key:&quot;shouldClose&quot;,value:function(){var e=!1;return Math.abs(this.currentY)&gt;=this.toleranceY&amp;&amp;(e=!0),e}},{key:&quot;setTranslate&quot;,value:function(e,t,i){var n=arguments.length&gt;3&amp;&amp;void 0!==arguments[3]&amp;&amp;arguments[3];e.style.transition=n?&quot;all .2s ease&quot;:&quot;&quot;,e.style.transform=&quot;translate3d(&quot;.concat(t,&quot;px, &quot;).concat(i,&quot;px, 0)&quot;)}}]),e}();function j(e,t,i,n){var s=e.querySelector(&quot;.gslide-media&quot;),l=new Image,o=&quot;gSlideTitle_&quot;+i,r=&quot;gSlideDesc_&quot;+i;l.addEventListener(&quot;load&quot;,(function(){T(n)&amp;&amp;n()}),!1),l.src=t.href,&quot;&quot;!=t.sizes&amp;&amp;&quot;&quot;!=t.srcset&amp;&amp;(l.sizes=t.sizes,l.srcset=t.srcset),l.alt=&quot;&quot;,I(t.alt)||&quot;&quot;===t.alt||(l.alt=t.alt),&quot;&quot;!==t.title&amp;&amp;l.setAttribute(&quot;aria-labelledby&quot;,o),&quot;&quot;!==t.description&amp;&amp;l.setAttribute(&quot;aria-describedby&quot;,r),t.hasOwnProperty(&quot;_hasCustomWidth&quot;)&amp;&amp;t._hasCustomWidth&amp;&amp;(l.style.width=t.width),t.hasOwnProperty(&quot;_hasCustomHeight&quot;)&amp;&amp;t._hasCustomHeight&amp;&amp;(l.style.height=t.height),s.insertBefore(l,s.firstChild)}function F(e,t,i,n){var s=this,l=e.querySelector(&quot;.ginner-container&quot;),o=&quot;gvideo&quot;+i,r=e.querySelector(&quot;.gslide-media&quot;),a=this.getAllPlayers();h(l,&quot;gvideo-container&quot;),r.insertBefore(m(&#039;&lt;div class=&quot;gvideo-wrapper&quot;&gt;&lt;/div&gt;&#039;),r.firstChild);var d=e.querySelector(&quot;.gvideo-wrapper&quot;);S(this.settings.plyr.css,&quot;Plyr&quot;);var c=t.href,u=null==t?void 0:t.videoProvider,g=!1;r.style.maxWidth=t.width,S(this.settings.plyr.js,&quot;Plyr&quot;,(function(){if(!u&amp;&amp;c.match(/vimeo.com/([0-9]*)/)&amp;&amp;(u=&quot;vimeo&quot;),!u&amp;&amp;(c.match(/(youtube.com|youtube-nocookie.com)/watch?v=([a-zA-Z0-9-_]+)/)||c.match(/youtu.be/([a-zA-Z0-9-_]+)/)||c.match(/(youtube.com|youtube-nocookie.com)/embed/([a-zA-Z0-9-_]+)/))&amp;&amp;(u=&quot;youtube&quot;),&quot;local&quot;===u||!u){u=&quot;local&quot;;var l=&#039;&lt;video id=&quot;&#039;+o+&#039;&quot; &#039;;l+=&#039;style=&quot;background:#000; max-width: &#039;.concat(t.width,&#039;;&quot; 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e.querySelector(&quot;iframe&quot;)&amp;&amp;&quot;true&quot;==e.querySelector(&quot;iframe&quot;).dataset.ready}),(function(){s.resize(e)})),f.on(&quot;enterfullscreen&quot;,R),f.on(&quot;exitfullscreen&quot;,R)}))}function R(e){var t=u(e.target,&quot;.gslide-media&quot;);&quot;enterfullscreen&quot;===e.type&amp;&amp;h(t,&quot;fullscreen&quot;),&quot;exitfullscreen&quot;===e.type&amp;&amp;d(t,&quot;fullscreen&quot;)}function G(e,t,i,n){var s,l=this,o=e.querySelector(&quot;.gslide-media&quot;),r=!(!O(t,&quot;href&quot;)||!t.href)&amp;&amp;t.href.split(&quot;#&quot;).pop().trim(),d=!(!O(t,&quot;content&quot;)||!t.content)&amp;&amp;t.content;if(d&amp;&amp;(C(d)&amp;&amp;(s=m(&#039;&lt;div class=&quot;ginlined-content&quot;&gt;&#039;.concat(d,&quot;&lt;/div&gt;&quot;))),k(d))){&quot;none&quot;==d.style.display&amp;&amp;(d.style.display=&quot;block&quot;);var c=document.createElement(&quot;div&quot;);c.className=&quot;ginlined-content&quot;,c.appendChild(d),s=c}if(r){var u=document.getElementById(r);if(!u)return!1;var g=u.cloneNode(!0);g.style.height=t.height,g.style.maxWidth=t.width,h(g,&quot;ginlined-content&quot;),s=g}if(!s)return console.error(&quot;Unable to append inline slide content&quot;,t),!1;o.style.height=t.height,o.style.width=t.width,o.appendChild(s),this.events[&quot;inlineclose&quot;+r]=a(&quot;click&quot;,{onElement:o.querySelectorAll(&quot;.gtrigger-close&quot;),withCallback:function(e){e.preventDefault(),l.close()}}),T(n)&amp;&amp;n()}function Z(e,t,i,n){var s=e.querySelector(&quot;.gslide-media&quot;),l=function(e){var t=e.url,i=e.allow,n=e.callback,s=e.appendTo,l=document.createElement(&quot;iframe&quot;);return l.className=&quot;vimeo-video 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i=this,n=l({descPosition:t.descPosition},this.defaults);if(L(e)&amp;&amp;!k(e)){O(e,&quot;type&quot;)||(O(e,&quot;content&quot;)&amp;&amp;e.content?e.type=&quot;inline&quot;:O(e,&quot;href&quot;)&amp;&amp;(e.type=this.sourceType(e.href)));var s=l(n,e);return this.setSize(s,t),s}var r=&quot;&quot;,a=e.getAttribute(&quot;data-glightbox&quot;),h=e.nodeName.toLowerCase();if(&quot;a&quot;===h&amp;&amp;(r=e.href),&quot;img&quot;===h&amp;&amp;(r=e.src,n.alt=e.alt),n.href=r,o(n,(function(s,l){O(t,l)&amp;&amp;&quot;width&quot;!==l&amp;&amp;(n[l]=t[l]);var o=e.dataset[l];I(o)||(n[l]=i.sanitizeValue(o))})),n.content&amp;&amp;(n.type=&quot;inline&quot;),!n.type&amp;&amp;r&amp;&amp;(n.type=this.sourceType(r)),I(a)){if(!n.title&amp;&amp;&quot;a&quot;==h){var d=e.title;I(d)||&quot;&quot;===d||(n.title=d)}if(!n.title&amp;&amp;&quot;img&quot;==h){var c=e.alt;I(c)||&quot;&quot;===c||(n.title=c)}}else{var 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m(this.instance.settings.slideHTML)}},{key:&quot;getConfig&quot;,value:function(){k(this.element)||this.element.hasOwnProperty(&quot;draggable&quot;)||(this.element.draggable=this.instance.settings.draggable);var e=new U(this.instance.settings.slideExtraAttributes);return this.slideConfig=e.parseConfig(this.element,this.instance.settings),this.slideConfig}}]),e}(),J=w(),K=null!==w()||void 0!==document.createTouch||&quot;ontouchstart&quot;in window||&quot;onmsgesturechange&quot;in 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t=this.slidesContainer&amp;&amp;this.slidesContainer.querySelectorAll(&quot;.gslide&quot;)[e];t&amp;&amp;(this.getActiveSlideIndex()==e&amp;&amp;(e==this.elements.length-1?this.prevSlide():this.nextSlide()),t.parentNode.removeChild(t)),this.elements.splice(e,1),this.trigger(&quot;slide_removed&quot;,e),T(this.settings.slideRemoved)&amp;&amp;this.settings.slideRemoved(e)}},{key:&quot;slideAnimateIn&quot;,value:function(e,t){var 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r=this.settings.slideEffect,a=&quot;none&quot;!==r?this.settings.cssEfects[r].in:r;this.prevActiveSlideIndex&gt;this.index&amp;&amp;&quot;slide&quot;==this.settings.slideEffect&amp;&amp;(a=this.settings.cssEfects.slideBack.in),g(e,a,(function(){i.settings.autoplayVideos&amp;&amp;i.slidePlayerPlay(e),i.trigger(&quot;slide_changed&quot;,{prev:l,current:o}),T(i.settings.afterSlideChange)&amp;&amp;i.settings.afterSlideChange.apply(i,[l,o])}))}setTimeout((function(){i.resize(e)}),100),h(e,&quot;current&quot;)}},{key:&quot;slideAnimateOut&quot;,value:function(){if(!this.prevActiveSlide)return!1;var e=this.prevActiveSlide;d(e,this.effectsClasses),h(e,&quot;prev&quot;);var t=this.settings.slideEffect,i=&quot;none&quot;!==t?this.settings.cssEfects[t].out:t;this.slidePlayerPause(e),this.trigger(&quot;slide_before_change&quot;,{prev:{index:this.prevActiveSlideIndex,slide:this.prevActiveSlide,slideNode:this.prevActiveSlide,slideIndex:this.prevActiveSlideIndex,slideConfig:I(this.prevActiveSlideIndex)?null:this.elements[this.prevActiveSlideIndex].slideConfig,trigger:I(this.prevActiveSlideIndex)?null:this.elements[this.prevActiveSlideIndex].node,player:this.getSlidePlayerInstance(this.prevActiveSlideIndex)},current:{index:this.index,slide:this.activeSlide,slideNode:this.activeSlide,slideIndex:this.index,slideConfig:this.elements[this.index].slideConfig,trigger:this.elements[this.index].node,player:this.getSlidePlayerInstance(this.index)}}),T(this.settings.beforeSlideChange)&amp;&amp;this.settings.beforeSlideChange.apply(this,[{index:this.prevActiveSlideIndex,slide:this.prevActiveSlide,player:this.getSlidePlayerInstance(this.prevActiveSlideIndex)},{index:this.index,slide:this.activeSlide,player:this.getSlidePlayerInstance(this.index)}]),this.prevActiveSlideIndex&gt;this.index&amp;&amp;&quot;slide&quot;==this.settings.slideEffect&amp;&amp;(i=this.settings.cssEfects.slideBack.out),g(e,i,(function(){var t=e.querySelector(&quot;.ginner-container&quot;),i=e.querySelector(&quot;.gslide-media&quot;),n=e.querySelector(&quot;.gslide-description&quot;);t.style.transform=&quot;&quot;,i.style.transform=&quot;&quot;,d(i,&quot;greset&quot;),i.style.opacity=&quot;&quot;,n&amp;&amp;(n.style.opacity=&quot;&quot;),d(e,&quot;prev&quot;)}))}},{key:&quot;getAllPlayers&quot;,value:function(){return this.videoPlayers}},{key:&quot;getSlidePlayerInstance&quot;,value:function(e){var t=&quot;gvideo&quot;+e,i=this.getAllPlayers();return!(!O(i,t)||!i[t])&amp;&amp;i[t]}},{key:&quot;stopSlideVideo&quot;,value:function(e){if(k(e)){var t=e.querySelector(&quot;.gvideo-wrapper&quot;);t&amp;&amp;(e=t.getAttribute(&quot;data-index&quot;))}console.log(&quot;stopSlideVideo is deprecated, use slidePlayerPause&quot;);var i=this.getSlidePlayerInstance(e);i&amp;&amp;i.playing&amp;&amp;i.pause()}},{key:&quot;slidePlayerPause&quot;,value:function(e){if(k(e)){var t=e.querySelector(&quot;.gvideo-wrapper&quot;);t&amp;&amp;(e=t.getAttribute(&quot;data-index&quot;))}var i=this.getSlidePlayerInstance(e);i&amp;&amp;i.playing&amp;&amp;i.pause()}},{key:&quot;playSlideVideo&quot;,value:function(e){if(k(e)){var t=e.querySelector(&quot;.gvideo-wrapper&quot;);t&amp;&amp;(e=t.getAttribute(&quot;data-index&quot;))}console.log(&quot;playSlideVideo is deprecated, use slidePlayerPlay&quot;);var i=this.getSlidePlayerInstance(e);i&amp;&amp;!i.playing&amp;&amp;i.play()}},{key:&quot;slidePlayerPlay&quot;,value:function(e){var t;if(!J||null!==(t=this.settings.plyr.config)&amp;&amp;void 0!==t&amp;&amp;t.muted){if(k(e)){var i=e.querySelector(&quot;.gvideo-wrapper&quot;);i&amp;&amp;(e=i.getAttribute(&quot;data-index&quot;))}var n=this.getSlidePlayerInstance(e);n&amp;&amp;!n.playing&amp;&amp;(n.play(),this.settings.autofocusVideos&amp;&amp;n.elements.container.focus())}}},{key:&quot;setElements&quot;,value:function(e){var t=this;this.settings.elements=!1;var i=[];e&amp;&amp;e.length&amp;&amp;o(e,(function(e,n){var s=new $(e,t,n),o=s.getConfig(),r=l({},o);r.slideConfig=o,r.instance=s,r.index=n,i.push(r)})),this.elements=i,this.lightboxOpen&amp;&amp;(this.slidesContainer.innerHTML=&quot;&quot;,this.elements.length&amp;&amp;(o(this.elements,(function(){var e=m(t.settings.slideHTML);t.slidesContainer.appendChild(e)})),this.showSlide(0,!0)))}},{key:&quot;getElementIndex&quot;,value:function(e){var t=!1;return o(this.elements,(function(i,n){if(O(i,&quot;node&quot;)&amp;&amp;i.node==e)return t=n,!0})),t}},{key:&quot;getElements&quot;,value:function(){var e=this,t=[];this.elements=this.elements?this.elements:[],!I(this.settings.elements)&amp;&amp;E(this.settings.elements)&amp;&amp;this.settings.elements.length&amp;&amp;o(this.settings.elements,(function(i,n){var s=new $(i,e,n),o=s.getConfig(),r=l({},o);r.node=!1,r.index=n,r.instance=s,r.slideConfig=o,t.push(r)}));var i=!1;return this.getSelector()&amp;&amp;(i=document.querySelectorAll(this.getSelector())),i?(o(i,(function(i,n){var s=new $(i,e,n),o=s.getConfig(),r=l({},o);r.node=i,r.index=n,r.instance=s,r.slideConfig=o,r.gallery=i.getAttribute(&quot;data-gallery&quot;),t.push(r)})),t):t}},{key:&quot;getGalleryElements&quot;,value:function(e,t){return e.filter((function(e){return e.gallery==t}))}},{key:&quot;getSelector&quot;,value:function(){return!this.settings.elements&amp;&amp;(this.settings.selector&amp;&amp;&quot;data-&quot;==this.settings.selector.substring(0,5)?&quot;*[&quot;.concat(this.settings.selector,&quot;]&quot;):this.settings.selector)}},{key:&quot;getActiveSlide&quot;,value:function(){return this.slidesContainer.querySelectorAll(&quot;.gslide&quot;)[this.index]}},{key:&quot;getActiveSlideIndex&quot;,value:function(){return this.index}},{key:&quot;getAnimationClasses&quot;,value:function(){var e=[];for(var t in this.settings.cssEfects)if(this.settings.cssEfects.hasOwnProperty(t)){var i=this.settings.cssEfects[t];e.push(&quot;g&quot;.concat(i.in)),e.push(&quot;g&quot;.concat(i.out))}return e.join(&quot; &quot;)}},{key:&quot;build&quot;,value:function(){var e=this;if(this.built)return!1;var t=document.body.childNodes,i=[];o(t,(function(e){e.parentNode==document.body&amp;&amp;&quot;#&quot;!==e.nodeName.charAt(0)&amp;&amp;e.hasAttribute&amp;&amp;!e.hasAttribute(&quot;aria-hidden&quot;)&amp;&amp;(i.push(e),e.setAttribute(&quot;aria-hidden&quot;,&quot;true&quot;))}));var n=O(this.settings.svg,&quot;next&quot;)?this.settings.svg.next:&quot;&quot;,s=O(this.settings.svg,&quot;prev&quot;)?this.settings.svg.prev:&quot;&quot;,l=O(this.settings.svg,&quot;close&quot;)?this.settings.svg.close:&quot;&quot;,r=this.settings.lightboxHTML;r=m(r=(r=(r=r.replace(/{nextSVG}/g,n)).replace(/{prevSVG}/g,s)).replace(/{closeSVG}/g,l)),document.body.appendChild(r);var d=document.getElementById(&quot;glightbox-body&quot;);this.modal=d;var g=d.querySelector(&quot;.gclose&quot;);this.prevButton=d.querySelector(&quot;.gprev&quot;),this.nextButton=d.querySelector(&quot;.gnext&quot;),this.overlay=d.querySelector(&quot;.goverlay&quot;),this.loader=d.querySelector(&quot;.gloader&quot;),this.slidesContainer=document.getElementById(&quot;glightbox-slider&quot;),this.bodyHiddenChildElms=i,this.events={},h(this.modal,&quot;glightbox-&quot;+this.settings.skin),this.settings.closeButton&amp;&amp;g&amp;&amp;(this.events.close=a(&quot;click&quot;,{onElement:g,withCallback:function(t,i){t.preventDefault(),e.close()}})),g&amp;&amp;!this.settings.closeButton&amp;&amp;g.parentNode.removeChild(g),this.nextButton&amp;&amp;(this.events.next=a(&quot;click&quot;,{onElement:this.nextButton,withCallback:function(t,i){t.preventDefault(),e.nextSlide()}})),this.prevButton&amp;&amp;(this.events.prev=a(&quot;click&quot;,{onElement:this.prevButton,withCallback:function(t,i){t.preventDefault(),e.prevSlide()}})),this.settings.closeOnOutsideClick&amp;&amp;(this.events.outClose=a(&quot;click&quot;,{onElement:d,withCallback:function(t,i){e.preventOutsideClick||c(document.body,&quot;glightbox-mobile&quot;)||u(t.target,&quot;.ginner-container&quot;)||u(t.target,&quot;.gbtn&quot;)||c(t.target,&quot;gnext&quot;)||c(t.target,&quot;gprev&quot;)||e.close()}})),o(this.elements,(function(t,i){e.slidesContainer.appendChild(t.instance.create()),t.slideNode=e.slidesContainer.querySelectorAll(&quot;.gslide&quot;)[i]})),K&amp;&amp;h(document.body,&quot;glightbox-touch&quot;),this.events.resize=a(&quot;resize&quot;,{onElement:window,withCallback:function(){e.resize()}}),this.built=!0}},{key:&quot;resize&quot;,value:function(){var e=arguments.length&gt;0&amp;&amp;void 0!==arguments[0]?arguments[0]:null;if((e=e||this.activeSlide)&amp;&amp;!c(e,&quot;zoomed&quot;)){var t=y(),i=e.querySelector(&quot;.gvideo-wrapper&quot;),n=e.querySelector(&quot;.gslide-image&quot;),s=this.slideDescription,l=t.width,o=t.height;if(l&lt;=768?h(document.body,&quot;glightbox-mobile&quot;):d(document.body,&quot;glightbox-mobile&quot;),i||n){var r=!1;if(s&amp;&amp;(c(s,&quot;description-bottom&quot;)||c(s,&quot;description-top&quot;))&amp;&amp;!c(s,&quot;gabsolute&quot;)&amp;&amp;(r=!0),n)if(l&lt;=768)n.querySelector(&quot;img&quot;);else if(r){var a=s.offsetHeight,u=n.querySelector(&quot;img&quot;);u.setAttribute(&quot;style&quot;,&quot;max-height: calc(100vh - &quot;.concat(a,&quot;px)&quot;)),s.setAttribute(&quot;style&quot;,&quot;max-width: &quot;.concat(u.offsetWidth,&quot;px;&quot;))}if(i){var g=O(this.settings.plyr.config,&quot;ratio&quot;)?this.settings.plyr.config.ratio:&quot;&quot;;if(!g){var v=i.clientWidth,f=i.clientHeight,p=v/f;g=&quot;&quot;.concat(v/p,&quot;:&quot;).concat(f/p)}var m=g.split(&quot;:&quot;),x=this.settings.videosWidth,b=this.settings.videosWidth,S=(b=M(x)||-1!==x.indexOf(&quot;px&quot;)?parseInt(x):-1!==x.indexOf(&quot;vw&quot;)?l*parseInt(x)/100:-1!==x.indexOf(&quot;vh&quot;)?o*parseInt(x)/100:-1!==x.indexOf(&quot;%&quot;)?l*parseInt(x)/100:parseInt(i.clientWidth))/(parseInt(m[0])/parseInt(m[1]));if(S=Math.floor(S),r&amp;&amp;(o-=s.offsetHeight),b&gt;l||S&gt;o||o&lt;S&amp;&amp;l&gt;b){var w=i.offsetWidth,T=i.offsetHeight,C=o/T,k={width:w*C,height:T*C};i.parentNode.setAttribute(&quot;style&quot;,&quot;max-width: &quot;.concat(k.width,&quot;px&quot;)),r&amp;&amp;s.setAttribute(&quot;style&quot;,&quot;max-width: &quot;.concat(k.width,&quot;px;&quot;))}else i.parentNode.style.maxWidth=&quot;&quot;.concat(x),r&amp;&amp;s.setAttribute(&quot;style&quot;,&quot;max-width: &quot;.concat(x,&quot;;&quot;))}}}}},{key:&quot;reload&quot;,value:function(){this.init()}},{key:&quot;updateNavigationClasses&quot;,value:function(){var e=this.loop();d(this.nextButton,&quot;disabled&quot;),d(this.prevButton,&quot;disabled&quot;),0==this.index&amp;&amp;this.elements.length-1==0?(h(this.prevButton,&quot;disabled&quot;),h(this.nextButton,&quot;disabled&quot;)):0!==this.index||e?this.index!==this.elements.length-1||e||h(this.nextButton,&quot;disabled&quot;):h(this.prevButton,&quot;disabled&quot;)}},{key:&quot;loop&quot;,value:function(){var e=O(this.settings,&quot;loopAtEnd&quot;)?this.settings.loopAtEnd:null;return e=O(this.settings,&quot;loop&quot;)?this.settings.loop:e,e}},{key:&quot;close&quot;,value:function(){var e=this;if(!this.lightboxOpen){if(this.events){for(var t in this.events)this.events.hasOwnProperty(t)&amp;&amp;this.events[t].destroy();this.events=null}return!1}if(this.closing)return!1;this.closing=!0,this.slidePlayerPause(this.activeSlide),this.fullElementsList&amp;&amp;(this.elements=this.fullElementsList),this.bodyHiddenChildElms.length&amp;&amp;o(this.bodyHiddenChildElms,(function(e){e.removeAttribute(&quot;aria-hidden&quot;)})),h(this.modal,&quot;glightbox-closing&quot;),g(this.overlay,&quot;none&quot;==this.settings.openEffect?&quot;none&quot;:this.settings.cssEfects.fade.out),g(this.activeSlide,this.settings.cssEfects[this.settings.closeEffect].out,(function(){if(e.activeSlide=null,e.prevActiveSlideIndex=null,e.prevActiveSlide=null,e.built=!1,e.events){for(var t in e.events)e.events.hasOwnProperty(t)&amp;&amp;e.events[t].destroy();e.events=null}var i=document.body;d(Q,&quot;glightbox-open&quot;),d(i,&quot;glightbox-open touching gdesc-open glightbox-touch glightbox-mobile gscrollbar-fixer&quot;),e.modal.parentNode.removeChild(e.modal),e.trigger(&quot;close&quot;),T(e.settings.onClose)&amp;&amp;e.settings.onClose();var n=document.querySelector(&quot;.gcss-styles&quot;);n&amp;&amp;n.parentNode.removeChild(n),e.lightboxOpen=!1,e.closing=null}))}},{key:&quot;destroy&quot;,value:function(){this.close(),this.clearAllEvents(),this.baseEvents&amp;&amp;this.baseEvents.destroy()}},{key:&quot;on&quot;,value:function(e,t){var i=arguments.length&gt;2&amp;&amp;void 0!==arguments[2]&amp;&amp;arguments[2];if(!e||!T(t))throw new TypeError(&quot;Event name and callback must be defined&quot;);this.apiEvents.push({evt:e,once:i,callback:t})}},{key:&quot;once&quot;,value:function(e,t){this.on(e,t,!0)}},{key:&quot;trigger&quot;,value:function(e){var t=this,i=arguments.length&gt;1&amp;&amp;void 0!==arguments[1]?arguments[1]:null,n=[];o(this.apiEvents,(function(t,s){var l=t.evt,o=t.once,r=t.callback;l==e&amp;&amp;(r(i),o&amp;&amp;n.push(s))})),n.length&amp;&amp;o(n,(function(e){return t.apiEvents.splice(e,1)}))}},{key:&quot;clearAllEvents&quot;,value:function(){this.apiEvents.splice(0,this.apiEvents.length)}},{key:&quot;version&quot;,value:function(){return&quot;3.1.0&quot;}}]),e}();return function(){var e=arguments.length&gt;0&amp;&amp;void 0!==arguments[0]?arguments[0]:{},t=new te(e);return t.init(),t}}));
// ]]&gt;&lt;/script&gt;
&lt;/p&gt;
&lt;style type=&quot;text/css&quot;&gt;&lt;!--
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&lt;div id=&quot;quarto-content&quot; class=&quot;page-columns page-rows-contents page-layout-full toc-left&quot;&gt;
&lt;div id=&quot;quarto-sidebar-toc-left&quot; class=&quot;sidebar toc-left&quot;&gt;&lt;nav id=&quot;TOC&quot; role=&quot;doc-toc&quot; class=&quot;toc-active&quot;&gt;
&lt;h2 id=&quot;toc-title&quot;&gt;Table of Contents&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&quot;#gpp-per-capita-vs.-life-expectancy-2020&quot; id=&quot;toc-gpp-per-capita-vs.-life-expectancy-2020&quot; class=&quot;nav-link active&quot; data-scroll-target=&quot;#gpp-per-capita-vs.-life-expectancy-2020&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;1&lt;/span&gt; GPP per Capita vs. Life Expectancy (2020)&lt;/a&gt;
&lt;ul class=&quot;collapse&quot;&gt;
&lt;li&gt;&lt;a href=&quot;#by-8-regions&quot; id=&quot;toc-by-8-regions&quot; class=&quot;nav-link&quot; data-scroll-target=&quot;#by-8-regions&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;1.1&lt;/span&gt; By 8 Regions&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;#key-observations&quot; id=&quot;toc-key-observations&quot; class=&quot;nav-link&quot; data-scroll-target=&quot;#key-observations&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;1.2&lt;/span&gt; Key observations&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;#note&quot; id=&quot;toc-note&quot; class=&quot;nav-link&quot; data-scroll-target=&quot;#note&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;1.3&lt;/span&gt; Note&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;#gpp-per-capita-vs.-suicide-rate-2019&quot; id=&quot;toc-gpp-per-capita-vs.-suicide-rate-2019&quot; class=&quot;nav-link&quot; data-scroll-target=&quot;#gpp-per-capita-vs.-suicide-rate-2019&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;2&lt;/span&gt; GPP per Capita vs. Suicide Rate (2019)&lt;/a&gt;
&lt;ul class=&quot;collapse&quot;&gt;
&lt;li&gt;&lt;a href=&quot;#by-8-regions-1&quot; id=&quot;toc-by-8-regions-1&quot; class=&quot;nav-link&quot; data-scroll-target=&quot;#by-8-regions-1&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;2.1&lt;/span&gt; By 8 regions&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;#key-observations-1&quot; id=&quot;toc-key-observations-1&quot; class=&quot;nav-link&quot; data-scroll-target=&quot;#key-observations-1&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;2.2&lt;/span&gt; Key observations&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;#combining-the-two-analyses&quot; id=&quot;toc-combining-the-two-analyses&quot; class=&quot;nav-link&quot; data-scroll-target=&quot;#combining-the-two-analyses&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;3&lt;/span&gt; Combining the Two Analyses&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/nav&gt;&lt;/div&gt;
&lt;div id=&quot;quarto-margin-sidebar&quot; class=&quot;sidebar margin-sidebar zindex-bottom&quot;&gt;&lt;/div&gt;
&lt;main class=&quot;content column-page-right&quot; id=&quot;quarto-document-content&quot;&gt;&lt;header id=&quot;title-block-header&quot; class=&quot;quarto-title-block default&quot;&gt;
&lt;div class=&quot;quarto-title&quot;&gt;
&lt;h1 class=&quot;title&quot;&gt;Thailand Province-Level Analysis&lt;/h1&gt;
&lt;/div&gt;
&lt;div class=&quot;quarto-title-meta-author column-page-right&quot;&gt;
&lt;div class=&quot;quarto-title-meta-heading&quot;&gt;Author&lt;/div&gt;
&lt;div class=&quot;quarto-title-meta-heading&quot;&gt;Affiliation&lt;/div&gt;
&lt;div class=&quot;quarto-title-meta-contents&quot;&gt;
&lt;p class=&quot;author&quot;&gt;Sasiton Treeprak, Sciences Manager&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;quarto-title-meta-contents&quot;&gt;
&lt;p class=&quot;affiliation&quot;&gt;HS-TECH Engineering&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;quarto-title-meta column-page-right&quot;&gt;&lt;/div&gt;
&lt;/header&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;This report summarizes two province-level scatter analyses relating Gross Provincial Product (GPP) per capita to two health outcomes: life expectancy at birth (2020) and suicide rate (2019). Both analyses cover all 77 Thai provinces.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;section id=&quot;gpp-per-capita-vs.-life-expectancy-2020&quot; class=&quot;level2&quot; data-number=&quot;1&quot;&gt;
&lt;h2 data-number=&quot;1&quot; class=&quot;anchored&quot; data-anchor-id=&quot;gpp-per-capita-vs.-life-expectancy-2020&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;1&lt;/span&gt; GPP per Capita vs. Life Expectancy (2020)&lt;/h2&gt;
&lt;p&gt;Overall correlation: Pearson r &amp;asymp; -0.36 (n = 77 provinces) &amp;mdash; a weak-to-moderate negative relationship. Higher GPP per capita is associated with slightly lower life expectancy across provinces.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260715155100-6a572dd46e74c.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260715155100-6a572dd46e74c_l.png&quot; alt=&quot;GPP&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;div id=&quot;fig-gpp-life&quot; class=&quot;quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;br /&gt;&lt;figcaption class=&quot;quarto-float-caption-bottom quarto-float-caption quarto-float-fig&quot; id=&quot;fig-gpp-life-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; Figure 1: GPP per capita (2020) vs. life expectancy (2020), clustered by region-group&lt;/figcaption&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;/figure&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-bottom quarto-float-caption quarto-float-fig&quot; id=&quot;fig-gpp-life-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; &lt;/figcaption&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;section id=&quot;by-8-regions&quot; class=&quot;level3&quot; data-number=&quot;1.1&quot;&gt;
&lt;h3 data-number=&quot;1.1&quot; class=&quot;anchored&quot; data-anchor-id=&quot;by-8-regions&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;1.1&lt;/span&gt; By 8 Regions&lt;/h3&gt;
&lt;div id=&quot;tbl-life&quot; class=&quot;quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-top quarto-float-caption quarto-float-tbl&quot; id=&quot;tbl-life-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; Table 1: Mean GPP and Life Expectancy &lt;/figcaption&gt;
&lt;div aria-describedby=&quot;tbl-life-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;
&lt;table class=&quot;caption-top table&quot;&gt;
&lt;thead&gt;
&lt;tr class=&quot;header&quot;&gt;
&lt;th&gt;Region group&lt;/th&gt;
&lt;th&gt;Mean GPP/capita (Baht)&lt;/th&gt;
&lt;th&gt;Life expectancy (yrs)&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Bangkok&lt;/td&gt;
&lt;td&gt;585,689&lt;/td&gt;
&lt;td&gt;74.7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;East&lt;/td&gt;
&lt;td&gt;353,730&lt;/td&gt;
&lt;td&gt;75&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Central&lt;/td&gt;
&lt;td&gt;214,621&lt;/td&gt;
&lt;td&gt;75.1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;North&lt;/td&gt;
&lt;td&gt;105,101&lt;/td&gt;
&lt;td&gt;75.7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Perimeter&lt;/td&gt;
&lt;td&gt;277,842&lt;/td&gt;
&lt;td&gt;76.1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;Northeast&lt;/td&gt;
&lt;td&gt;80,127&lt;/td&gt;
&lt;td&gt;76.5&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;West&lt;/td&gt;
&lt;td&gt;155,443&lt;/td&gt;
&lt;td&gt;77&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;South&lt;/td&gt;
&lt;td&gt;136,596&lt;/td&gt;
&lt;td&gt;77.8&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/figure&gt;
&lt;/div&gt;
&lt;/section&gt;
&lt;section id=&quot;key-observations&quot; class=&quot;level3&quot; data-number=&quot;1.2&quot;&gt;
&lt;h3 data-number=&quot;1.2&quot; class=&quot;anchored&quot; data-anchor-id=&quot;key-observations&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3 data-number=&quot;1.2&quot; class=&quot;anchored&quot; data-anchor-id=&quot;key-observations&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;1.2&lt;/span&gt; Key observations&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;The richest provinces&lt;/strong&gt; &amp;mdash; Rayong, Bangkok, Prachin Buri (all industrial / Eastern-seaboard) &amp;mdash; sit at the lowest life-expectancy tier.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;The South and Northeast&lt;/strong&gt; &amp;mdash; lower-GPP regions &amp;mdash; have the highest average life expectancy.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;note&quot; class=&quot;level3&quot; data-number=&quot;1.3&quot;&gt;
&lt;h3 data-number=&quot;1.3&quot; class=&quot;anchored&quot; data-anchor-id=&quot;note&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3 data-number=&quot;1.3&quot; class=&quot;anchored&quot; data-anchor-id=&quot;note&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;1.3&lt;/span&gt; Note&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Important data limitation: life expectancy is only published at the regional level (8 groups) by NESDB/NSO for 2020, not by individual province. Every province in the same region-group shares an identical assigned value, so this correlation reflects a regional pattern rather than true province-specific variation.&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section id=&quot;gpp-per-capita-vs.-suicide-rate-2019&quot; class=&quot;level2&quot; data-number=&quot;2&quot;&gt;
&lt;h2 data-number=&quot;2&quot; class=&quot;anchored&quot; data-anchor-id=&quot;gpp-per-capita-vs.-suicide-rate-2019&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-number=&quot;2&quot; class=&quot;anchored&quot; data-anchor-id=&quot;gpp-per-capita-vs.-suicide-rate-2019&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;2&lt;/span&gt; GPP per Capita vs. Suicide Rate (2019)&lt;/h2&gt;
&lt;p&gt;Overall correlation: Pearson r &amp;asymp; -0.20 (log GPP, n = 77 provinces) &amp;mdash; a weak negative relationship. Higher GPP per capita is associated with slightly lower suicide rate.&lt;/p&gt;
&lt;div id=&quot;fig-gpp-suicide&quot; class=&quot;quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-fig figure&quot;&gt;
&lt;div aria-describedby=&quot;fig-gpp-suicide-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;&lt;a href=&quot;https://cdn.goope.jp/21561/260715155219-6a572e23475d5.png&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;https://cdn.goope.jp/21561/260715155219-6a572e23475d5_l.png&quot; alt=&quot;gpp-suicide.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div aria-describedby=&quot;fig-gpp-suicide-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;&lt;/div&gt;
&lt;div aria-describedby=&quot;fig-gpp-suicide-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;&lt;/div&gt;
&lt;figcaption class=&quot;quarto-float-caption-bottom quarto-float-caption quarto-float-fig&quot; id=&quot;fig-gpp-suicide-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; Figure 2: GPP per capita (2019, log scale) vs. suicide rate (2019) &lt;/figcaption&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;section id=&quot;by-8-regions-1&quot; class=&quot;level3&quot; data-number=&quot;2.1&quot;&gt;
&lt;h3 data-number=&quot;2.1&quot; class=&quot;anchored&quot; data-anchor-id=&quot;by-8-regions-1&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-number=&quot;2.1&quot; class=&quot;anchored&quot; data-anchor-id=&quot;by-8-regions-1&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;2.1&lt;/span&gt; By 6 regions&lt;/h3&gt;
&lt;div id=&quot;tbl-suicide&quot; class=&quot;quarto-float quarto-figure quarto-figure-center anchored&quot;&gt;
&lt;figure class=&quot;quarto-float quarto-float-tbl figure&quot;&gt;&lt;figcaption class=&quot;quarto-float-caption-top quarto-float-caption quarto-float-tbl&quot; id=&quot;tbl-suicide-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt; Table 2: Mean GPP and Suicide &lt;/figcaption&gt;
&lt;div aria-describedby=&quot;tbl-suicide-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca&quot;&gt;
&lt;table class=&quot;caption-top table&quot;&gt;&lt;colgroup&gt; &lt;col style=&quot;width: 29%;&quot; /&gt; &lt;col style=&quot;width: 32%;&quot; /&gt; &lt;col style=&quot;width: 37%;&quot; /&gt; &lt;/colgroup&gt;
&lt;thead&gt;
&lt;tr class=&quot;header&quot;&gt;
&lt;th&gt;Region&lt;/th&gt;
&lt;th&gt;Mean GPP/capita (Baht)&lt;/th&gt;
&lt;th&gt;Suicide rate (per 100,000)&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Bangkok &amp;amp; Vicinities&lt;/td&gt;
&lt;td&gt;352,508&lt;/td&gt;
&lt;td&gt;4.11 (lowest)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;Southern&lt;/td&gt;
&lt;td&gt;162,237&lt;/td&gt;
&lt;td&gt;6.1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Western&lt;/td&gt;
&lt;td&gt;191,117&lt;/td&gt;
&lt;td&gt;6.15&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;Eastern&lt;/td&gt;
&lt;td&gt;395,695&lt;/td&gt;
&lt;td&gt;6.9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Northeastern&lt;/td&gt;
&lt;td&gt;79,897&lt;/td&gt;
&lt;td&gt;6.94&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;Northern&lt;/td&gt;
&lt;td&gt;109,503&lt;/td&gt;
&lt;td&gt;9.33 (highest)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/figure&gt;
&lt;/div&gt;
&lt;/section&gt;
&lt;section id=&quot;key-observations-1&quot; class=&quot;level3&quot; data-number=&quot;2.2&quot;&gt;
&lt;h3 data-number=&quot;2.2&quot; class=&quot;anchored&quot; data-anchor-id=&quot;key-observations-1&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-number=&quot;2.2&quot; class=&quot;anchored&quot; data-anchor-id=&quot;key-observations-1&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;2.2&lt;/span&gt; Key observations&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Bangkok &amp;amp; Vicinities (highest GPP) &lt;/strong&gt; has the lowest suicide rate, consistent with the overall negative trend.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;The Northern region&lt;/strong&gt; is a clear outlier: it has only middling GPP but the highest suicide rates &amp;mdash; Nan, Phrae, and Lamphun all exceed 11 per 100,000.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;The Northeast&lt;/strong&gt;, despite being the poorest region by GPP, is mid-pack for suicide rate, not the worst &amp;mdash; breaking a simple &amp;ldquo;poorer means higher risk&amp;rdquo; story.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Southern provinces&lt;/strong&gt; &amp;mdash; Narathiwat, Pattani, Yala &amp;mdash; have the lowest suicide rates in the country (under 2.5), despite modest GPP, likely reflecting cultural/religious factors in this &lt;strong&gt;majority-Muslim region rather than economic conditions.&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Suicide rate 2019 was computed from raw counts: (male deaths + female deaths) / (male population + female population) &amp;times; 100,000, combining both sexes rather than averaging published sex-specific rates.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;/section&gt;
&lt;section id=&quot;combining-the-two-analyses&quot; class=&quot;level2&quot; data-number=&quot;3&quot;&gt;
&lt;h2 data-number=&quot;3&quot; class=&quot;anchored&quot; data-anchor-id=&quot;combining-the-two-analyses&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-number=&quot;3&quot; class=&quot;anchored&quot; data-anchor-id=&quot;combining-the-two-analyses&quot;&gt;&lt;span class=&quot;header-section-number&quot;&gt;3&lt;/span&gt; Combining the Two Analyses&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Both relationships point in the same direction &amp;mdash; provinces with higher GPP per capita trend toward a slightly lower suicide rate, but slightly lower (not higher) life expectancy. However, neither relationship is strong: r&amp;sup2; is approximately 13% for life expectancy and 4% for suicide rate, meaning GPP per capita explains only a small share of the variation in either outcome.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;The life-expectancy result is likely confounded by industrial and environmental exposure in high-GPP Eastern-seaboard provinces. The suicide-rate pattern is dominated by a distinct Northern-region effect that overwhelms any simple wealth-based explanation. GPP per capita should be treated as a weak, non-causal predictor for either outcome on its own &amp;mdash; other factors (healthcare access, environmental exposure, culture, religion, urbanization, and reporting practices) likely play a larger role.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;em&gt;Note: Note: This is a descriptive, exploratory summary intended to surface patterns for further investigation &amp;mdash; not a causal or policy analysis.&lt;/em&gt;&lt;/p&gt;
&lt;/section&gt;
&lt;/main&gt; &lt;!-- /main column --&gt;
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    <item rdf:about="https://hstecheng.com/info/6838583">
        <dc:format>text/html</dc:format>
        <dc:date>2026-07-13T17:29:00+09:00</dc:date>
        <title>Gross Provincial Product (GPP) per Capita: A Reflection of Thailand&amp;#039;s Regional Economic Performance</title>
        <link>https://hstecheng.com/info/6838583</link>
        <description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span lang=&quot;EN-US&quot;&gt;Gross Provincial Product (GPP) per capita is a key indicator of the average economic output per person in each province and is widely used to compare regional economic performance across Thailand.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-US&quot;&gt;Analysis of data for the period 2018&amp;ndash;2024 indicates that Rayong consistently recorded the highest GPP per capita, driven by its concentration of petrochemical industries, oil refineries, and automotive manufacturing, which form the core of Thailand&#039;s Eastern Economic Corridor (EEC). Bangkok ranked second, reflecting its role as the country&#039;s principal centre for business, finance, trade, and services.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-US&quot;&gt;Provinces with well-developed industrial bases and major economic zones, including Chon Buri, Phra Nakhon Si Ayutthaya, Samut Sakhon, and Pathum Thani, generally recorded medium to high levels of GPP per capita. In contrast, many provinces in the Northeastern region and parts of Northern Thailand, where economic activity is more heavily dependent on agriculture, exhibited relatively lower levels of GPP per capita.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-US&quot;&gt;These findings highlight the considerable variation in economic performance across provinces, reflecting differences in industrial structure, investment, and productivity. GPP per capita serves as a valuable indicator for regional economic analysis and provides an important evidence base for investment planning, business strategy, and the formulation of regional development policies.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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        <dc:date>2026-07-08T13:30:00+09:00</dc:date>
        <title>都県別人口増減</title>
        <link>https://hstecheng.com/info/6832406</link>
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&lt;h1 class=&quot;title&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;タイ王国 地域別・県別 人口動態&lt;/span&gt;&lt;/h1&gt;
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&lt;section id=&quot;地域別の人口増減&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;地域別の人口増減&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;東部：突出して増加（２０１３年から２０２５年で１９％増）は、東部経済回廊への産業集積が牽引&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;li&gt;バンコク首都圏、南部：緩やかに増加（+5〜6%）。ただしバンコク都心自体は人口減少が続き、周辺県（サムットプラーカーン、ノンタブリー、パトゥムタニー）への郊外流出が実態&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;li&gt;東北部・北部・西部: 緩やかな減少基調（-2〜3%）。地方の高齢化・都市部への転出が背景。&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/section&gt;
&lt;section id=&quot;都県別の伸び率トップ５直近５年間の年平均複利成長率&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;都県別の伸び率トップ５（直近５年間の年平均複利成長率）&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;table class=&quot;caption-top table&quot;&gt;
&lt;thead&gt;
&lt;tr class=&quot;header&quot;&gt;
&lt;th&gt;都県&lt;/th&gt;
&lt;th&gt;地域&lt;/th&gt;
&lt;th&gt;伸び率（％）&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Rayong&lt;/td&gt;
&lt;td&gt;Eastern&lt;/td&gt;
&lt;td&gt;1.41&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;Pathum Thani&lt;/td&gt;
&lt;td&gt;Pathum Thani&lt;/td&gt;
&lt;td&gt;1.31&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Chonburi&lt;/td&gt;
&lt;td&gt;Eastern&lt;/td&gt;
&lt;td&gt;1.23&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;Tak&lt;/td&gt;
&lt;td&gt;Northern&lt;/td&gt;
&lt;td&gt;1.08&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Phuket&lt;/td&gt;
&lt;td&gt;Southern&lt;/td&gt;
&lt;td&gt;0.98&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/section&gt;
&lt;section id=&quot;都県別減少率トップ５&quot; class=&quot;level1&quot;&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;都県別減少率トップ５&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;table class=&quot;caption-top table&quot;&gt;
&lt;thead&gt;
&lt;tr class=&quot;header&quot;&gt;
&lt;th&gt;都県&lt;/th&gt;
&lt;th&gt;地域&lt;/th&gt;
&lt;th&gt;伸び率（％）&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Phrae&lt;/td&gt;
&lt;td&gt;Northern&lt;/td&gt;
&lt;td&gt;▲ 0.91&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;Lampang&lt;/td&gt;
&lt;td&gt;Northern&lt;/td&gt;
&lt;td&gt;▲ 0.89&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Samut Songkhram&lt;/td&gt;
&lt;td&gt;Western&lt;/td&gt;
&lt;td&gt;▲ 0.73&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td&gt;Uttaradit&lt;/td&gt;
&lt;td&gt;Northern&lt;/td&gt;
&lt;td&gt;▲ 0.71&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td&gt;Singburi&lt;/td&gt;
&lt;td&gt;Western&lt;/td&gt;
&lt;td&gt;▲ 0.70&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/section&gt;
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            width: 120px;
            height: 35px;
            display: inline-block;
            vertical-align: middle;
        }
--&gt;&lt;/style&gt;
&lt;h2&gt;タイ国 都県別人口推移 (2013-2035年)&lt;/h2&gt;
&lt;div class=&quot;controls&quot;&gt;
&lt;div&gt;&lt;label&gt;開始年:&lt;select id=&quot;startYear&quot;&gt;&lt;/select&gt;&lt;/label&gt; &lt;label&gt;終了年:&lt;select id=&quot;endYear&quot;&gt;&lt;/select&gt;&lt;/label&gt; &lt;label&gt;地域:&lt;select id=&quot;regionFilter&quot;&gt;&lt;/select&gt;&lt;/label&gt;&lt;/div&gt;
&lt;div&gt;&lt;label&gt;検索: &lt;input type=&quot;text&quot; id=&quot;searchInput&quot; placeholder=&quot;県名(英語/タイ語)...&quot; /&gt;&lt;/label&gt; &lt;button class=&quot;btn&quot; id=&quot;expandAllBtn&quot; type=&quot;button&quot;&gt;全て展開&lt;/button&gt; &lt;button class=&quot;btn&quot; id=&quot;collapseAllBtn&quot; type=&quot;button&quot;&gt;全て折りたたむ&lt;/button&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;footnote&quot;&gt;※ 2026年以降（&lt;span style=&quot;font-style: normal;&quot;&gt;*&lt;/span&gt;印・薄色セル）は各都県の2020-2025年の実績トレンド（年平均成長率）をもとに機械的に延長した推計値です。出生・死亡・移動を年齢階層別に積み上げる公式の人口推計（NESDCやUN Population Divisionのコホート要因法）ではないため、参考値です。&lt;/div&gt;
&lt;div class=&quot;table-container&quot;&gt;
&lt;table&gt;
&lt;thead&gt;
&lt;tr id=&quot;tableHeader&quot;&gt;&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody id=&quot;tableBody&quot;&gt;&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;p&gt;
&lt;script&gt;// &lt;![CDATA[
const data = [{&quot;タイ語県名&quot;: &quot;กรุงเทพมหานคร&quot;, &quot;英語県名 (name)&quot;: &quot;Bangkok&quot;, &quot;Region&quot;: &quot;BANGKOK AND VICINITIES&quot;, &quot;2013年&quot;: 5686252, &quot;2014年&quot;: 5692284, &quot;2015年&quot;: 5696409, &quot;2016年&quot;: 5686646, &quot;2017年&quot;: 5682415, &quot;2018年&quot;: 5676648, &quot;2019年&quot;: 5666264, &quot;2020年&quot;: 5588222, &quot;2021年&quot;: 5527994, &quot;2022年&quot;: 5494932, &quot;2023年&quot;: 5471588, &quot;2024年&quot;: 5448343, &quot;2025年&quot;: 5425196, &quot;2026年&quot;: 5393166, &quot;2027年&quot;: 5361325, &quot;2028年&quot;: 5329672, &quot;2029年&quot;: 5298206, &quot;2030年&quot;: 5266926, &quot;2031年&quot;: 5235830, &quot;2032年&quot;: 5204918, &quot;2033年&quot;: 5174189, &quot;2034年&quot;: 5143641, &quot;2035年&quot;: 5113273}, {&quot;タイ語県名&quot;: &quot;นครราชสีมา&quot;, &quot;英語県名 (name)&quot;: &quot;Nakhon Ratchasima&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 2610164, &quot;2014年&quot;: 2620517, &quot;2015年&quot;: 2628818, &quot;2016年&quot;: 2631435, &quot;2017年&quot;: 2639226, &quot;2018年&quot;: 2646401, &quot;2019年&quot;: 2648927, &quot;2020年&quot;: 2633207, &quot;2021年&quot;: 2634154, &quot;2022年&quot;: 2630058, &quot;2023年&quot;: 2625794, &quot;2024年&quot;: 2621536, &quot;2025年&quot;: 2617285, &quot;2026年&quot;: 2614112, &quot;2027年&quot;: 2610943, &quot;2028年&quot;: 2607778, &quot;2029年&quot;: 2604617, &quot;2030年&quot;: 2601459, &quot;2031年&quot;: 2598306, &quot;2032年&quot;: 2595156, &quot;2033年&quot;: 2592010, &quot;2034年&quot;: 2588868, &quot;2035年&quot;: 2585729}, {&quot;タイ語県名&quot;: &quot;อุบลราชธานี&quot;, &quot;英語県名 (name)&quot;: &quot;Ubon Ratchathani&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1836523, &quot;2014年&quot;: 1844669, &quot;2015年&quot;: 1857429, &quot;2016年&quot;: 1862965, &quot;2017年&quot;: 1869633, &quot;2018年&quot;: 1874548, &quot;2019年&quot;: 1878146, &quot;2020年&quot;: 1866697, &quot;2021年&quot;: 1868519, &quot;2022年&quot;: 1869806, &quot;2023年&quot;: 1869608, &quot;2024年&quot;: 1869410, &quot;2025年&quot;: 1869212, &quot;2026年&quot;: 1869715, &quot;2027年&quot;: 1870219, &quot;2028年&quot;: 1870723, &quot;2029年&quot;: 1871226, &quot;2030年&quot;: 1871730, &quot;2031年&quot;: 1872234, &quot;2032年&quot;: 1872739, &quot;2033年&quot;: 1873243, &quot;2034年&quot;: 1873748, &quot;2035年&quot;: 1874252}, {&quot;タイ語県名&quot;: &quot;เชียงใหม่&quot;, &quot;英語県名 (name)&quot;: &quot;Chiang Mai&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 1666888, &quot;2014年&quot;: 1678284, &quot;2015年&quot;: 1728242, &quot;2016年&quot;: 1735762, &quot;2017年&quot;: 1746840, &quot;2018年&quot;: 1763742, &quot;2019年&quot;: 1779254, &quot;2020年&quot;: 1784370, &quot;2021年&quot;: 1789385, &quot;2022年&quot;: 1792474, &quot;2023年&quot;: 1797075, &quot;2024年&quot;: 1801687, &quot;2025年&quot;: 1806311, &quot;2026年&quot;: 1810731, &quot;2027年&quot;: 1815163, &quot;2028年&quot;: 1819605, &quot;2029年&quot;: 1824058, &quot;2030年&quot;: 1828522, &quot;2031年&quot;: 1832997, &quot;2032年&quot;: 1837482, &quot;2033年&quot;: 1841979, &quot;2034年&quot;: 1846487, &quot;2035年&quot;: 1851006}, {&quot;タイ語県名&quot;: &quot;ขอนแก่น&quot;, &quot;英語県名 (name)&quot;: &quot;Khon Kaen&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1781655, &quot;2014年&quot;: 1790049, &quot;2015年&quot;: 1798014, &quot;2016年&quot;: 1801753, &quot;2017年&quot;: 1805910, &quot;2018年&quot;: 1805895, &quot;2019年&quot;: 1802872, &quot;2020年&quot;: 1794531, &quot;2021年&quot;: 1790863, &quot;2022年&quot;: 1784641, &quot;2023年&quot;: 1779373, &quot;2024年&quot;: 1774120, &quot;2025年&quot;: 1768883, &quot;2026年&quot;: 1763798, &quot;2027年&quot;: 1758727, &quot;2028年&quot;: 1753670, &quot;2029年&quot;: 1748629, &quot;2030年&quot;: 1743602, &quot;2031年&quot;: 1738589, &quot;2032年&quot;: 1733590, &quot;2033年&quot;: 1728606, &quot;2034年&quot;: 1723637, &quot;2035年&quot;: 1718681}, {&quot;タイ語県名&quot;: &quot;ชลบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Chonburi&quot;, &quot;Region&quot;: &quot;EASTERN&quot;, &quot;2013年&quot;: 1390354, &quot;2014年&quot;: 1421425, &quot;2015年&quot;: 1455039, &quot;2016年&quot;: 1483049, &quot;2017年&quot;: 1509125, &quot;2018年&quot;: 1535445, &quot;2019年&quot;: 1558301, &quot;2020年&quot;: 1566885, &quot;2021年&quot;: 1583672, &quot;2022年&quot;: 1594758, &quot;2023年&quot;: 1618066, &quot;2024年&quot;: 1641714, &quot;2025年&quot;: 1665708, &quot;2026年&quot;: 1686208, &quot;2027年&quot;: 1706961, &quot;2028年&quot;: 1727969, &quot;2029年&quot;: 1749235, &quot;2030年&quot;: 1770764, &quot;2031年&quot;: 1792557, &quot;2032年&quot;: 1814618, &quot;2033年&quot;: 1836951, &quot;2034年&quot;: 1859559, &quot;2035年&quot;: 1882445}, {&quot;タイ語県名&quot;: &quot;บุรีรัมย์&quot;, &quot;英語県名 (name)&quot;: &quot;Buriram&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1573438, &quot;2014年&quot;: 1579248, &quot;2015年&quot;: 1584661, &quot;2016年&quot;: 1587897, &quot;2017年&quot;: 1591905, &quot;2018年&quot;: 1594850, &quot;2019年&quot;: 1595747, &quot;2020年&quot;: 1581184, &quot;2021年&quot;: 1579805, &quot;2022年&quot;: 1576915, &quot;2023年&quot;: 1573230, &quot;2024年&quot;: 1569553, &quot;2025年&quot;: 1565885, &quot;2026年&quot;: 1562843, &quot;2027年&quot;: 1559807, &quot;2028年&quot;: 1556777, &quot;2029年&quot;: 1553752, &quot;2030年&quot;: 1550734, &quot;2031年&quot;: 1547721, &quot;2032年&quot;: 1544715, &quot;2033年&quot;: 1541714, &quot;2034年&quot;: 1538719, &quot;2035年&quot;: 1535730}, {&quot;タイ語県名&quot;: &quot;อุดรธานี&quot;, &quot;英語県名 (name)&quot;: &quot;Udon Thani&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1563964, &quot;2014年&quot;: 1570300, &quot;2015年&quot;: 1575152, &quot;2016年&quot;: 1578783, &quot;2017年&quot;: 1583092, &quot;2018年&quot;: 1586666, &quot;2019年&quot;: 1586646, &quot;2020年&quot;: 1567983, &quot;2021年&quot;: 1566510, &quot;2022年&quot;: 1563048, &quot;2023年&quot;: 1558528, &quot;2024年&quot;: 1554021, &quot;2025年&quot;: 1549527, &quot;2026年&quot;: 1545862, &quot;2027年&quot;: 1542206, &quot;2028年&quot;: 1538558, &quot;2029年&quot;: 1534919, &quot;2030年&quot;: 1531288, &quot;2031年&quot;: 1527666, &quot;2032年&quot;: 1524053, &quot;2033年&quot;: 1520448, &quot;2034年&quot;: 1516852, &quot;2035年&quot;: 1513264}, {&quot;タイ語県名&quot;: &quot;นครศรีธรรมราช&quot;, &quot;英語県名 (name)&quot;: &quot;Nakhon Si Thammarat&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 1541843, &quot;2014年&quot;: 1548028, &quot;2015年&quot;: 1552530, &quot;2016年&quot;: 1554432, &quot;2017年&quot;: 1557482, &quot;2018年&quot;: 1560433, &quot;2019年&quot;: 1561927, &quot;2020年&quot;: 1550721, &quot;2021年&quot;: 1549344, &quot;2022年&quot;: 1545147, &quot;2023年&quot;: 1540953, &quot;2024年&quot;: 1536770, &quot;2025年&quot;: 1532598, &quot;2026年&quot;: 1528999, &quot;2027年&quot;: 1525408, &quot;2028年&quot;: 1521826, &quot;2029年&quot;: 1518252, &quot;2030年&quot;: 1514687, &quot;2031年&quot;: 1511130, &quot;2032年&quot;: 1507581, &quot;2033年&quot;: 1504041, &quot;2034年&quot;: 1500509, &quot;2035年&quot;: 1496985}, {&quot;タイ語県名&quot;: &quot;ศรีสะเกษ&quot;, &quot;英語県名 (name)&quot;: &quot;Sisaket&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1462028, &quot;2014年&quot;: 1465213, &quot;2015年&quot;: 1468798, &quot;2016年&quot;: 1470341, &quot;2017年&quot;: 1472031, &quot;2018年&quot;: 1473011, &quot;2019年&quot;: 1472859, &quot;2020年&quot;: 1458580, &quot;2021年&quot;: 1457556, &quot;2022年&quot;: 1454730, &quot;2023年&quot;: 1450333, &quot;2024年&quot;: 1445949, &quot;2025年&quot;: 1441578, &quot;2026年&quot;: 1438201, &quot;2027年&quot;: 1434833, &quot;2028年&quot;: 1431472, &quot;2029年&quot;: 1428119, &quot;2030年&quot;: 1424774, &quot;2031年&quot;: 1421437, &quot;2032年&quot;: 1418108, &quot;2033年&quot;: 1414786, &quot;2034年&quot;: 1411472, &quot;2035年&quot;: 1408166}, {&quot;タイ語県名&quot;: &quot;สงขลา&quot;, &quot;英語県名 (name)&quot;: &quot;Songkhla&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 1389890, &quot;2014年&quot;: 1401303, &quot;2015年&quot;: 1410577, &quot;2016年&quot;: 1417440, &quot;2017年&quot;: 1424230, &quot;2018年&quot;: 1432628, &quot;2019年&quot;: 1435968, &quot;2020年&quot;: 1428609, &quot;2021年&quot;: 1431536, &quot;2022年&quot;: 1431063, &quot;2023年&quot;: 1431959, &quot;2024年&quot;: 1432855, &quot;2025年&quot;: 1433752, &quot;2026年&quot;: 1434783, &quot;2027年&quot;: 1435814, &quot;2028年&quot;: 1436847, &quot;2029年&quot;: 1437880, &quot;2030年&quot;: 1438914, &quot;2031年&quot;: 1439948, &quot;2032年&quot;: 1440983, &quot;2033年&quot;: 1442019, &quot;2034年&quot;: 1443056, &quot;2035年&quot;: 1444094}, {&quot;タイ語県名&quot;: &quot;สมุทรปราการ&quot;, &quot;英語県名 (name)&quot;: &quot;Samut Prakan&quot;, &quot;Region&quot;: &quot;BANGKOK AND VICINITIES&quot;, &quot;2013年&quot;: 1241610, &quot;2014年&quot;: 1261530, &quot;2015年&quot;: 1279310, &quot;2016年&quot;: 1293553, &quot;2017年&quot;: 1310766, &quot;2018年&quot;: 1326608, &quot;2019年&quot;: 1344875, &quot;2020年&quot;: 1351479, &quot;2021年&quot;: 1356449, &quot;2022年&quot;: 1360227, &quot;2023年&quot;: 1372970, &quot;2024年&quot;: 1385832, &quot;2025年&quot;: 1398814, &quot;2026年&quot;: 1408478, &quot;2027年&quot;: 1418209, &quot;2028年&quot;: 1428007, &quot;2029年&quot;: 1437873, &quot;2030年&quot;: 1447807, &quot;2031年&quot;: 1457809, &quot;2032年&quot;: 1467881, &quot;2033年&quot;: 1478022, &quot;2034年&quot;: 1488234, &quot;2035年&quot;: 1498516}, {&quot;タイ語県名&quot;: &quot;สุรินทร์&quot;, &quot;英語県名 (name)&quot;: &quot;Surin&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1388194, &quot;2014年&quot;: 1391636, &quot;2015年&quot;: 1395024, &quot;2016年&quot;: 1395567, &quot;2017年&quot;: 1397180, &quot;2018年&quot;: 1397857, &quot;2019年&quot;: 1396831, &quot;2020年&quot;: 1378221, &quot;2021年&quot;: 1376230, &quot;2022年&quot;: 1372910, &quot;2023年&quot;: 1367842, &quot;2024年&quot;: 1362792, &quot;2025年&quot;: 1357761, &quot;2026年&quot;: 1353706, &quot;2027年&quot;: 1349662, &quot;2028年&quot;: 1345631, &quot;2029年&quot;: 1341612, &quot;2030年&quot;: 1337605, &quot;2031年&quot;: 1333610, &quot;2032年&quot;: 1329626, &quot;2033年&quot;: 1325655, &quot;2034年&quot;: 1321695, &quot;2035年&quot;: 1317748}, {&quot;タイ語県名&quot;: &quot;นนทบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Nonthaburi&quot;, &quot;Region&quot;: &quot;BANGKOK AND VICINITIES&quot;, &quot;2013年&quot;: 1156271, &quot;2014年&quot;: 1173870, &quot;2015年&quot;: 1193711, &quot;2016年&quot;: 1211924, &quot;2017年&quot;: 1229735, &quot;2018年&quot;: 1246295, &quot;2019年&quot;: 1265387, &quot;2020年&quot;: 1276745, &quot;2021年&quot;: 1288637, &quot;2022年&quot;: 1295916, &quot;2023年&quot;: 1308092, &quot;2024年&quot;: 1320382, &quot;2025年&quot;: 1332787, &quot;2026年&quot;: 1344287, &quot;2027年&quot;: 1355887, &quot;2028年&quot;: 1367586, &quot;2029年&quot;: 1379387, &quot;2030年&quot;: 1391289, &quot;2031年&quot;: 1403294, &quot;2032年&quot;: 1415403, &quot;2033年&quot;: 1427616, &quot;2034年&quot;: 1439934, &quot;2035年&quot;: 1452359}, {&quot;タイ語県名&quot;: &quot;เชียงราย&quot;, &quot;英語県名 (name)&quot;: &quot;Chiang Rai&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 1204660, &quot;2014年&quot;: 1207699, &quot;2015年&quot;: 1277950, &quot;2016年&quot;: 1282544, &quot;2017年&quot;: 1287615, &quot;2018年&quot;: 1292130, &quot;2019年&quot;: 1298304, &quot;2020年&quot;: 1295026, &quot;2021年&quot;: 1298425, &quot;2022年&quot;: 1299636, &quot;2023年&quot;: 1298977, &quot;2024年&quot;: 1298318, &quot;2025年&quot;: 1297659, &quot;2026年&quot;: 1298186, &quot;2027年&quot;: 1298714, &quot;2028年&quot;: 1299241, &quot;2029年&quot;: 1299769, &quot;2030年&quot;: 1300297, &quot;2031年&quot;: 1300826, &quot;2032年&quot;: 1301354, &quot;2033年&quot;: 1301883, &quot;2034年&quot;: 1302412, &quot;2035年&quot;: 1302941}, {&quot;タイ語県名&quot;: &quot;ร้อยเอ็ด&quot;, &quot;英語県名 (name)&quot;: &quot;Roi Et&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1308958, &quot;2014年&quot;: 1308318, &quot;2015年&quot;: 1308166, &quot;2016年&quot;: 1307982, &quot;2017年&quot;: 1307911, &quot;2018年&quot;: 1307208, &quot;2019年&quot;: 1305211, &quot;2020年&quot;: 1298640, &quot;2021年&quot;: 1296013, &quot;2022年&quot;: 1291131, &quot;2023年&quot;: 1284836, &quot;2024年&quot;: 1278571, &quot;2025年&quot;: 1272337, &quot;2026年&quot;: 1267141, &quot;2027年&quot;: 1261966, &quot;2028年&quot;: 1256812, &quot;2029年&quot;: 1251679, &quot;2030年&quot;: 1246567, &quot;2031年&quot;: 1241476, &quot;2032年&quot;: 1236405, &quot;2033年&quot;: 1231356, &quot;2034年&quot;: 1226327, &quot;2035年&quot;: 1221318}, {&quot;タイ語県名&quot;: &quot;ปทุมธานี&quot;, &quot;英語県名 (name)&quot;: &quot;Pathum Thani&quot;, &quot;Region&quot;: &quot;BANGKOK AND VICINITIES&quot;, &quot;2013年&quot;: 1053158, &quot;2014年&quot;: 1074058, &quot;2015年&quot;: 1094249, &quot;2016年&quot;: 1111376, &quot;2017年&quot;: 1129115, &quot;2018年&quot;: 1146092, &quot;2019年&quot;: 1163604, &quot;2020年&quot;: 1176412, &quot;2021年&quot;: 1190060, &quot;2022年&quot;: 1201532, &quot;2023年&quot;: 1219199, &quot;2024年&quot;: 1237125, &quot;2025年&quot;: 1255315, &quot;2026年&quot;: 1271720, &quot;2027年&quot;: 1288339, &quot;2028年&quot;: 1305175, &quot;2029年&quot;: 1322231, &quot;2030年&quot;: 1339510, &quot;2031年&quot;: 1357015, &quot;2032年&quot;: 1374749, &quot;2033年&quot;: 1392714, &quot;2034年&quot;: 1410914, &quot;2035年&quot;: 1429352}, {&quot;タイ語県名&quot;: &quot;สกลนคร&quot;, &quot;英語県名 (name)&quot;: &quot;Sakon Nakhon&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1134322, &quot;2014年&quot;: 1138609, &quot;2015年&quot;: 1142737, &quot;2016年&quot;: 1145949, &quot;2017年&quot;: 1149472, &quot;2018年&quot;: 1152282, &quot;2019年&quot;: 1153390, &quot;2020年&quot;: 1146936, &quot;2021年&quot;: 1146286, &quot;2022年&quot;: 1145187, &quot;2023年&quot;: 1142657, &quot;2024年&quot;: 1140132, &quot;2025年&quot;: 1137613, &quot;2026年&quot;: 1135758, &quot;2027年&quot;: 1133905, &quot;2028年&quot;: 1132056, &quot;2029年&quot;: 1130209, &quot;2030年&quot;: 1128366, &quot;2031年&quot;: 1126525, &quot;2032年&quot;: 1124688, &quot;2033年&quot;: 1122854, &quot;2034年&quot;: 1121022, &quot;2035年&quot;: 1119194}, {&quot;タイ語県名&quot;: &quot;ชัยภูมิ&quot;, &quot;英語県名 (name)&quot;: &quot;Chaiyaphum&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 1135723, &quot;2014年&quot;: 1137049, &quot;2015年&quot;: 1138252, &quot;2016年&quot;: 1138199, &quot;2017年&quot;: 1139356, &quot;2018年&quot;: 1138777, &quot;2019年&quot;: 1137357, &quot;2020年&quot;: 1124924, &quot;2021年&quot;: 1122265, &quot;2022年&quot;: 1117925, &quot;2023年&quot;: 1113378, &quot;2024年&quot;: 1108849, &quot;2025年&quot;: 1104338, &quot;2026年&quot;: 1100266, &quot;2027年&quot;: 1096209, &quot;2028年&quot;: 1092168, &quot;2029年&quot;: 1088141, &quot;2030年&quot;: 1084129, &quot;2031年&quot;: 1080131, &quot;2032年&quot;: 1076149, &quot;2033年&quot;: 1072181, &quot;2034年&quot;: 1068228, &quot;2035年&quot;: 1064289}, {&quot;タイ語県名&quot;: &quot;สุราษฎร์ธานี&quot;, &quot;英語県名 (name)&quot;: &quot;Surat Thani&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 1031812, &quot;2014年&quot;: 1040230, &quot;2015年&quot;: 1046772, &quot;2016年&quot;: 1050913, &quot;2017年&quot;: 1057581, &quot;2018年&quot;: 1063501, &quot;2019年&quot;: 1068010, &quot;2020年&quot;: 1067726, &quot;2021年&quot;: 1072464, &quot;2022年&quot;: 1073663, &quot;2023年&quot;: 1075788, &quot;2024年&quot;: 1077917, &quot;2025年&quot;: 1080050, &quot;2026年&quot;: 1082532, &quot;2027年&quot;: 1085019, &quot;2028年&quot;: 1087513, &quot;2029年&quot;: 1090012, &quot;2030年&quot;: 1092516, &quot;2031年&quot;: 1095027, &quot;2032年&quot;: 1097543, &quot;2033年&quot;: 1100065, &quot;2034年&quot;: 1102593, &quot;2035年&quot;: 1105126}, {&quot;タイ語県名&quot;: &quot;นครสวรรค์&quot;, &quot;英語県名 (name)&quot;: &quot;Nakhon Sawan&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 1073142, &quot;2014年&quot;: 1072756, &quot;2015年&quot;: 1071942, &quot;2016年&quot;: 1066455, &quot;2017年&quot;: 1065334, &quot;2018年&quot;: 1063964, &quot;2019年&quot;: 1059887, &quot;2020年&quot;: 1040308, &quot;2021年&quot;: 1035028, &quot;2022年&quot;: 1028814, &quot;2023年&quot;: 1021883, &quot;2024年&quot;: 1014998, &quot;2025年&quot;: 1008160, &quot;2026年&quot;: 1001851, &quot;2027年&quot;: 995581, &quot;2028年&quot;: 989350, &quot;2029年&quot;: 983158, &quot;2030年&quot;: 977005, &quot;2031年&quot;: 970891, &quot;2032年&quot;: 964815, &quot;2033年&quot;: 958777, &quot;2034年&quot;: 952776, &quot;2035年&quot;: 946814}, {&quot;タイ語県名&quot;: &quot;กาฬสินธุ์&quot;, &quot;英語県名 (name)&quot;: &quot;Kalasin&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 984030, &quot;2014年&quot;: 984907, &quot;2015年&quot;: 985203, &quot;2016年&quot;: 985232, &quot;2017年&quot;: 986005, &quot;2018年&quot;: 985346, &quot;2019年&quot;: 983418, &quot;2020年&quot;: 977175, &quot;2021年&quot;: 975570, &quot;2022年&quot;: 972101, &quot;2023年&quot;: 968065, &quot;2024年&quot;: 964045, &quot;2025年&quot;: 960042, &quot;2026年&quot;: 956652, &quot;2027年&quot;: 953273, &quot;2028年&quot;: 949907, &quot;2029年&quot;: 946552, &quot;2030年&quot;: 943209, &quot;2031年&quot;: 939878, &quot;2032年&quot;: 936559, &quot;2033年&quot;: 933252, &quot;2034年&quot;: 929956, &quot;2035年&quot;: 926672}, {&quot;タイ語県名&quot;: &quot;เพชรบูรณ์&quot;, &quot;英語県名 (name)&quot;: &quot;Phetchabun&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 994397, &quot;2014年&quot;: 995807, &quot;2015年&quot;: 996986, &quot;2016年&quot;: 995223, &quot;2017年&quot;: 995331, &quot;2018年&quot;: 994540, &quot;2019年&quot;: 992451, &quot;2020年&quot;: 981940, &quot;2021年&quot;: 978372, &quot;2022年&quot;: 973386, &quot;2023年&quot;: 967421, &quot;2024年&quot;: 961492, &quot;2025年&quot;: 955599, &quot;2026年&quot;: 950416, &quot;2027年&quot;: 945262, &quot;2028年&quot;: 940135, &quot;2029年&quot;: 935036, &quot;2030年&quot;: 929965, &quot;2031年&quot;: 924921, &quot;2032年&quot;: 919904, &quot;2033年&quot;: 914915, &quot;2034年&quot;: 909953, &quot;2035年&quot;: 905018}, {&quot;タイ語県名&quot;: &quot;มหาสารคาม&quot;, &quot;英語県名 (name)&quot;: &quot;Mahasarakham&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 955644, &quot;2014年&quot;: 960588, &quot;2015年&quot;: 964596, &quot;2016年&quot;: 963484, &quot;2017年&quot;: 963072, &quot;2018年&quot;: 963047, &quot;2019年&quot;: 962665, &quot;2020年&quot;: 953660, &quot;2021年&quot;: 948310, &quot;2022年&quot;: 944605, &quot;2023年&quot;: 937915, &quot;2024年&quot;: 931272, &quot;2025年&quot;: 924676, &quot;2026年&quot;: 918986, &quot;2027年&quot;: 913331, &quot;2028年&quot;: 907710, &quot;2029年&quot;: 902124, &quot;2030年&quot;: 896573, &quot;2031年&quot;: 891056, &quot;2032年&quot;: 885572, &quot;2033年&quot;: 880123, &quot;2034年&quot;: 874707, &quot;2035年&quot;: 869324}, {&quot;タイ語県名&quot;: &quot;นครปฐม&quot;, &quot;英語県名 (name)&quot;: &quot;Nakhon Pathom&quot;, &quot;Region&quot;: &quot;BANGKOK AND VICINITIES&quot;, &quot;2013年&quot;: 882184, &quot;2014年&quot;: 891071, &quot;2015年&quot;: 899342, &quot;2016年&quot;: 905008, &quot;2017年&quot;: 911492, &quot;2018年&quot;: 917053, &quot;2019年&quot;: 920030, &quot;2020年&quot;: 920729, &quot;2021年&quot;: 922171, &quot;2022年&quot;: 921882, &quot;2023年&quot;: 924521, &quot;2024年&quot;: 927167, &quot;2025年&quot;: 929821, &quot;2026年&quot;: 931650, &quot;2027年&quot;: 933483, &quot;2028年&quot;: 935319, &quot;2029年&quot;: 937159, &quot;2030年&quot;: 939003, &quot;2031年&quot;: 940850, &quot;2032年&quot;: 942701, &quot;2033年&quot;: 944555, &quot;2034年&quot;: 946413, &quot;2035年&quot;: 948275}, {&quot;タイ語県名&quot;: &quot;กาญจนบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Kanchanaburi&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 842882, &quot;2014年&quot;: 848198, &quot;2015年&quot;: 882146, &quot;2016年&quot;: 885112, &quot;2017年&quot;: 887979, &quot;2018年&quot;: 893151, &quot;2019年&quot;: 895525, &quot;2020年&quot;: 891976, &quot;2021年&quot;: 894054, &quot;2022年&quot;: 894283, &quot;2023年&quot;: 895281, &quot;2024年&quot;: 896280, &quot;2025年&quot;: 897280, &quot;2026年&quot;: 898345, &quot;2027年&quot;: 899410, &quot;2028年&quot;: 900478, &quot;2029年&quot;: 901546, &quot;2030年&quot;: 902616, &quot;2031年&quot;: 903686, &quot;2032年&quot;: 904759, &quot;2033年&quot;: 905832, &quot;2034年&quot;: 906907, &quot;2035年&quot;: 907983}, {&quot;タイ語県名&quot;: &quot;ราชบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Ratchaburi&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 850162, &quot;2014年&quot;: 853217, &quot;2015年&quot;: 867883, &quot;2016年&quot;: 869823, &quot;2017年&quot;: 871714, &quot;2018年&quot;: 873518, &quot;2019年&quot;: 873101, &quot;2020年&quot;: 869313, &quot;2021年&quot;: 868281, &quot;2022年&quot;: 865807, &quot;2023年&quot;: 864746, &quot;2024年&quot;: 863686, &quot;2025年&quot;: 862627, &quot;2026年&quot;: 861296, &quot;2027年&quot;: 859967, &quot;2028年&quot;: 858640, &quot;2029年&quot;: 857315, &quot;2030年&quot;: 855992, &quot;2031年&quot;: 854672, &quot;2032年&quot;: 853353, &quot;2033年&quot;: 852036, &quot;2034年&quot;: 850722, &quot;2035年&quot;: 849409}, {&quot;タイ語県名&quot;: &quot;พิษณุโลก&quot;, &quot;英語県名 (name)&quot;: &quot;Phitsanulok&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 856376, &quot;2014年&quot;: 858988, &quot;2015年&quot;: 863404, &quot;2016年&quot;: 865759, &quot;2017年&quot;: 865368, &quot;2018年&quot;: 866891, &quot;2019年&quot;: 865247, &quot;2020年&quot;: 849481, &quot;2021年&quot;: 847384, &quot;2022年&quot;: 844494, &quot;2023年&quot;: 841729, &quot;2024年&quot;: 838973, &quot;2025年&quot;: 836226, &quot;2026年&quot;: 833600, &quot;2027年&quot;: 830982, &quot;2028年&quot;: 828372, &quot;2029年&quot;: 825771, &quot;2030年&quot;: 823178, &quot;2031年&quot;: 820593, &quot;2032年&quot;: 818016, &quot;2033年&quot;: 815447, &quot;2034年&quot;: 812886, &quot;2035年&quot;: 810333}, {&quot;タイ語県名&quot;: &quot;สุพรรณบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Suphan Buri&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 848066, &quot;2014年&quot;: 849053, &quot;2015年&quot;: 849699, &quot;2016年&quot;: 848567, &quot;2017年&quot;: 852003, &quot;2018年&quot;: 848720, &quot;2019年&quot;: 846334, &quot;2020年&quot;: 838628, &quot;2021年&quot;: 835360, &quot;2022年&quot;: 830695, &quot;2023年&quot;: 826391, &quot;2024年&quot;: 822109, &quot;2025年&quot;: 817849, &quot;2026年&quot;: 813755, &quot;2027年&quot;: 809682, &quot;2028年&quot;: 805630, &quot;2029年&quot;: 801597, &quot;2030年&quot;: 797585, &quot;2031年&quot;: 793593, &quot;2032年&quot;: 789620, &quot;2033年&quot;: 785668, &quot;2034年&quot;: 781736, &quot;2035年&quot;: 777823}, {&quot;タイ語県名&quot;: &quot;พระนครศรีอยุธยา&quot;, &quot;英語県名 (name)&quot;: &quot;Ayutthaya&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 797970, &quot;2014年&quot;: 803599, &quot;2015年&quot;: 808360, &quot;2016年&quot;: 810320, &quot;2017年&quot;: 813852, &quot;2018年&quot;: 817441, &quot;2019年&quot;: 820188, &quot;2020年&quot;: 819088, &quot;2021年&quot;: 820512, &quot;2022年&quot;: 820417, &quot;2023年&quot;: 822106, &quot;2024年&quot;: 823798, &quot;2025年&quot;: 825493, &quot;2026年&quot;: 826780, &quot;2027年&quot;: 828069, &quot;2028年&quot;: 829360, &quot;2029年&quot;: 830653, &quot;2030年&quot;: 831948, &quot;2031年&quot;: 833245, &quot;2032年&quot;: 834544, &quot;2033年&quot;: 835845, &quot;2034年&quot;: 837148, &quot;2035年&quot;: 838454}, {&quot;タイ語県名&quot;: &quot;นราธิวาส&quot;, &quot;英語県名 (name)&quot;: &quot;Narathiwat&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 766145, &quot;2014年&quot;: 774799, &quot;2015年&quot;: 783082, &quot;2016年&quot;: 789681, &quot;2017年&quot;: 796239, &quot;2018年&quot;: 802474, &quot;2019年&quot;: 808020, &quot;2020年&quot;: 804429, &quot;2021年&quot;: 809660, &quot;2022年&quot;: 814121, &quot;2023年&quot;: 819162, &quot;2024年&quot;: 824234, &quot;2025年&quot;: 829337, &quot;2026年&quot;: 834410, &quot;2027年&quot;: 839515, &quot;2028年&quot;: 844650, &quot;2029年&quot;: 849818, &quot;2030年&quot;: 855016, &quot;2031年&quot;: 860247, &quot;2032年&quot;: 865509, &quot;2033年&quot;: 870804, &quot;2034年&quot;: 876131, &quot;2035年&quot;: 881491}, {&quot;タイ語県名&quot;: &quot;ระยอง&quot;, &quot;英語県名 (name)&quot;: &quot;Rayong&quot;, &quot;Region&quot;: &quot;EASTERN&quot;, &quot;2013年&quot;: 661220, &quot;2014年&quot;: 674393, &quot;2015年&quot;: 688999, &quot;2016年&quot;: 700223, &quot;2017年&quot;: 711236, &quot;2018年&quot;: 723316, &quot;2019年&quot;: 734753, &quot;2020年&quot;: 741524, &quot;2021年&quot;: 751343, &quot;2022年&quot;: 759386, &quot;2023年&quot;: 771189, &quot;2024年&quot;: 783175, &quot;2025年&quot;: 795347, &quot;2026年&quot;: 806572, &quot;2027年&quot;: 817955, &quot;2028年&quot;: 829498, &quot;2029年&quot;: 841205, &quot;2030年&quot;: 853077, &quot;2031年&quot;: 865116, &quot;2032年&quot;: 877325, &quot;2033年&quot;: 889707, &quot;2034年&quot;: 902263, &quot;2035年&quot;: 914997}, {&quot;タイ語県名&quot;: &quot;ปัตตานี&quot;, &quot;英語県名 (name)&quot;: &quot;Pattani&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 678838, &quot;2014年&quot;: 686186, &quot;2015年&quot;: 694023, &quot;2016年&quot;: 700961, &quot;2017年&quot;: 709796, &quot;2018年&quot;: 718077, &quot;2019年&quot;: 725104, &quot;2020年&quot;: 726015, &quot;2021年&quot;: 729581, &quot;2022年&quot;: 732955, &quot;2023年&quot;: 737077, &quot;2024年&quot;: 741222, &quot;2025年&quot;: 745390, &quot;2026年&quot;: 749327, &quot;2027年&quot;: 753284, &quot;2028年&quot;: 757262, &quot;2029年&quot;: 761262, &quot;2030年&quot;: 765282, &quot;2031年&quot;: 769324, &quot;2032年&quot;: 773387, &quot;2033年&quot;: 777471, &quot;2034年&quot;: 781577, &quot;2035年&quot;: 785705}, {&quot;タイ語県名&quot;: &quot;ฉะเชิงเทรา&quot;, &quot;英語県名 (name)&quot;: &quot;Chachoengsao&quot;, &quot;Region&quot;: &quot;EASTERN&quot;, &quot;2013年&quot;: 690226, &quot;2014年&quot;: 695478, &quot;2015年&quot;: 700902, &quot;2016年&quot;: 704399, &quot;2017年&quot;: 709889, &quot;2018年&quot;: 715009, &quot;2019年&quot;: 720113, &quot;2020年&quot;: 720718, &quot;2021年&quot;: 724178, &quot;2022年&quot;: 726687, &quot;2023年&quot;: 730543, &quot;2024年&quot;: 734419, &quot;2025年&quot;: 738316, &quot;2026年&quot;: 741887, &quot;2027年&quot;: 745475, &quot;2028年&quot;: 749080, &quot;2029年&quot;: 752703, &quot;2030年&quot;: 756344, &quot;2031年&quot;: 760002, &quot;2032年&quot;: 763677, &quot;2033年&quot;: 767371, &quot;2034年&quot;: 771082, &quot;2035年&quot;: 774812}, {&quot;タイ語県名&quot;: &quot;ลพบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Lop Buri&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 757970, &quot;2014年&quot;: 758406, &quot;2015年&quot;: 758655, &quot;2016年&quot;: 757321, &quot;2017年&quot;: 757273, &quot;2018年&quot;: 758733, &quot;2019年&quot;: 755556, &quot;2020年&quot;: 742928, &quot;2021年&quot;: 739473, &quot;2022年&quot;: 735293, &quot;2023年&quot;: 729697, &quot;2024年&quot;: 724143, &quot;2025年&quot;: 718631, &quot;2026年&quot;: 713868, &quot;2027年&quot;: 709136, &quot;2028年&quot;: 704436, &quot;2029年&quot;: 699767, &quot;2030年&quot;: 695129, &quot;2031年&quot;: 690521, &quot;2032年&quot;: 685944, &quot;2033年&quot;: 681398, &quot;2034年&quot;: 676881, &quot;2035年&quot;: 672395}, {&quot;タイ語県名&quot;: &quot;นครพนม&quot;, &quot;英語県名 (name)&quot;: &quot;Nakhon Phanom&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 710860, &quot;2014年&quot;: 713341, &quot;2015年&quot;: 715399, &quot;2016年&quot;: 716873, &quot;2017年&quot;: 718028, &quot;2018年&quot;: 718786, &quot;2019年&quot;: 719136, &quot;2020年&quot;: 717201, &quot;2021年&quot;: 717040, &quot;2022年&quot;: 716647, &quot;2023年&quot;: 714284, &quot;2024年&quot;: 711928, &quot;2025年&quot;: 709580, &quot;2026年&quot;: 708066, &quot;2027年&quot;: 706554, &quot;2028年&quot;: 705046, &quot;2029年&quot;: 703542, &quot;2030年&quot;: 702040, &quot;2031年&quot;: 700542, &quot;2032年&quot;: 699046, &quot;2033年&quot;: 697554, &quot;2034年&quot;: 696066, &quot;2035年&quot;: 694580}, {&quot;タイ語県名&quot;: &quot;ลำปาง&quot;, &quot;英語県名 (name)&quot;: &quot;Lampang&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 754862, &quot;2014年&quot;: 753013, &quot;2015年&quot;: 752356, &quot;2016年&quot;: 748850, &quot;2017年&quot;: 746547, &quot;2018年&quot;: 742883, &quot;2019年&quot;: 738316, &quot;2020年&quot;: 728964, &quot;2021年&quot;: 724678, &quot;2022年&quot;: 718790, &quot;2023年&quot;: 711478, &quot;2024年&quot;: 704240, &quot;2025年&quot;: 697076, &quot;2026年&quot;: 690868, &quot;2027年&quot;: 684715, &quot;2028年&quot;: 678617, &quot;2029年&quot;: 672573, &quot;2030年&quot;: 666583, &quot;2031年&quot;: 660646, &quot;2032年&quot;: 654763, &quot;2033年&quot;: 648931, &quot;2034年&quot;: 643152, &quot;2035年&quot;: 637424}, {&quot;タイ語県名&quot;: &quot;กำแพงเพชร&quot;, &quot;英語県名 (name)&quot;: &quot;Kamphaeng Phet&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 728631, &quot;2014年&quot;: 729522, &quot;2015年&quot;: 730158, &quot;2016年&quot;: 729542, &quot;2017年&quot;: 729133, &quot;2018年&quot;: 727807, &quot;2019年&quot;: 725867, &quot;2020年&quot;: 714118, &quot;2021年&quot;: 712143, &quot;2022年&quot;: 708775, &quot;2023年&quot;: 704948, &quot;2024年&quot;: 701141, &quot;2025年&quot;: 697355, &quot;2026年&quot;: 694050, &quot;2027年&quot;: 690760, &quot;2028年&quot;: 687487, &quot;2029年&quot;: 684228, &quot;2030年&quot;: 680985, &quot;2031年&quot;: 677758, &quot;2032年&quot;: 674546, &quot;2033年&quot;: 671349, &quot;2034年&quot;: 668167, &quot;2035年&quot;: 665000}, {&quot;タイ語県名&quot;: &quot;ตาก&quot;, &quot;英語県名 (name)&quot;: &quot;Tak&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 532353, &quot;2014年&quot;: 539553, &quot;2015年&quot;: 618382, &quot;2016年&quot;: 631965, &quot;2017年&quot;: 644267, &quot;2018年&quot;: 654676, &quot;2019年&quot;: 665620, &quot;2020年&quot;: 670265, &quot;2021年&quot;: 676583, &quot;2022年&quot;: 684140, &quot;2023年&quot;: 691714, &quot;2024年&quot;: 699371, &quot;2025年&quot;: 707113, &quot;2026年&quot;: 714722, &quot;2027年&quot;: 722413, &quot;2028年&quot;: 730187, &quot;2029年&quot;: 738045, &quot;2030年&quot;: 745987, &quot;2031年&quot;: 754014, &quot;2032年&quot;: 762128, &quot;2033年&quot;: 770329, &quot;2034年&quot;: 778619, &quot;2035年&quot;: 786998}, {&quot;タイ語県名&quot;: &quot;สระบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Saraburi&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 629216, &quot;2014年&quot;: 633460, &quot;2015年&quot;: 637673, &quot;2016年&quot;: 640065, &quot;2017年&quot;: 642040, &quot;2018年&quot;: 645024, &quot;2019年&quot;: 645911, &quot;2020年&quot;: 643828, &quot;2021年&quot;: 643963, &quot;2022年&quot;: 638582, &quot;2023年&quot;: 638826, &quot;2024年&quot;: 639070, &quot;2025年&quot;: 639314, &quot;2026年&quot;: 638415, &quot;2027年&quot;: 637517, &quot;2028年&quot;: 636621, &quot;2029年&quot;: 635726, &quot;2030年&quot;: 634832, &quot;2031年&quot;: 633939, &quot;2032年&quot;: 633048, &quot;2033年&quot;: 632157, &quot;2034年&quot;: 631268, &quot;2035年&quot;: 630381}, {&quot;タイ語県名&quot;: &quot;ตรัง&quot;, &quot;英語県名 (name)&quot;: &quot;Trang&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 636043, &quot;2014年&quot;: 638746, &quot;2015年&quot;: 640793, &quot;2016年&quot;: 641684, &quot;2017年&quot;: 643072, &quot;2018年&quot;: 643116, &quot;2019年&quot;: 643164, &quot;2020年&quot;: 640574, &quot;2021年&quot;: 639788, &quot;2022年&quot;: 638206, &quot;2023年&quot;: 637017, &quot;2024年&quot;: 635830, &quot;2025年&quot;: 634645, &quot;2026年&quot;: 633466, &quot;2027年&quot;: 632289, &quot;2028年&quot;: 631114, &quot;2029年&quot;: 629941, &quot;2030年&quot;: 628771, &quot;2031年&quot;: 627603, &quot;2032年&quot;: 626436, &quot;2033年&quot;: 625273, &quot;2034年&quot;: 624111, &quot;2035年&quot;: 622951}, {&quot;タイ語県名&quot;: &quot;เลย&quot;, &quot;英語県名 (name)&quot;: &quot;Loei&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 632205, &quot;2014年&quot;: 634513, &quot;2015年&quot;: 638819, &quot;2016年&quot;: 639801, &quot;2017年&quot;: 641666, &quot;2018年&quot;: 642773, &quot;2019年&quot;: 642950, &quot;2020年&quot;: 638736, &quot;2021年&quot;: 638732, &quot;2022年&quot;: 637341, &quot;2023年&quot;: 635142, &quot;2024年&quot;: 632950, &quot;2025年&quot;: 630766, &quot;2026年&quot;: 629184, &quot;2027年&quot;: 627606, &quot;2028年&quot;: 626032, &quot;2029年&quot;: 624462, &quot;2030年&quot;: 622895, &quot;2031年&quot;: 621333, &quot;2032年&quot;: 619775, &quot;2033年&quot;: 618220, &quot;2034年&quot;: 616670, &quot;2035年&quot;: 615123}, {&quot;タイ語県名&quot;: &quot;สมุทรสาคร&quot;, &quot;英語県名 (name)&quot;: &quot;Samut Sakhon&quot;, &quot;Region&quot;: &quot;BANGKOK AND VICINITIES&quot;, &quot;2013年&quot;: 519457, &quot;2014年&quot;: 531887, &quot;2015年&quot;: 545454, &quot;2016年&quot;: 556719, &quot;2017年&quot;: 568465, &quot;2018年&quot;: 577964, &quot;2019年&quot;: 584703, &quot;2020年&quot;: 586199, &quot;2021年&quot;: 586789, &quot;2022年&quot;: 589428, &quot;2023年&quot;: 592033, &quot;2024年&quot;: 594649, &quot;2025年&quot;: 597277, &quot;2026年&quot;: 599518, &quot;2027年&quot;: 601767, &quot;2028年&quot;: 604024, &quot;2029年&quot;: 606290, &quot;2030年&quot;: 608564, &quot;2031年&quot;: 610847, &quot;2032年&quot;: 613139, &quot;2033年&quot;: 615439, &quot;2034年&quot;: 617748, &quot;2035年&quot;: 620065}, {&quot;タイ語県名&quot;: &quot;สุโขทัย&quot;, &quot;英語県名 (name)&quot;: &quot;Sukhothai&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 602713, &quot;2014年&quot;: 602460, &quot;2015年&quot;: 601712, &quot;2016年&quot;: 600231, &quot;2017年&quot;: 599319, &quot;2018年&quot;: 597257, &quot;2019年&quot;: 595072, &quot;2020年&quot;: 587883, &quot;2021年&quot;: 585352, &quot;2022年&quot;: 581652, &quot;2023年&quot;: 577866, &quot;2024年&quot;: 574104, &quot;2025年&quot;: 570367, &quot;2026年&quot;: 566927, &quot;2027年&quot;: 563508, &quot;2028年&quot;: 560109, &quot;2029年&quot;: 556731, &quot;2030年&quot;: 553373, &quot;2031年&quot;: 550035, &quot;2032年&quot;: 546718, &quot;2033年&quot;: 543420, &quot;2034年&quot;: 540143, &quot;2035年&quot;: 536885}, {&quot;タイ語県名&quot;: &quot;สระแก้ว&quot;, &quot;英語県名 (name)&quot;: &quot;Sa Kaeo&quot;, &quot;Region&quot;: &quot;EASTERN&quot;, &quot;2013年&quot;: 550937, &quot;2014年&quot;: 552187, &quot;2015年&quot;: 556922, &quot;2016年&quot;: 559017, &quot;2017年&quot;: 561938, &quot;2018年&quot;: 564092, &quot;2019年&quot;: 566303, &quot;2020年&quot;: 560925, &quot;2021年&quot;: 561992, &quot;2022年&quot;: 562816, &quot;2023年&quot;: 562902, &quot;2024年&quot;: 562988, &quot;2025年&quot;: 563074, &quot;2026年&quot;: 563505, &quot;2027年&quot;: 563936, &quot;2028年&quot;: 564367, &quot;2029年&quot;: 564799, &quot;2030年&quot;: 565231, &quot;2031年&quot;: 565664, &quot;2032年&quot;: 566096, &quot;2033年&quot;: 566530, &quot;2034年&quot;: 566963, &quot;2035年&quot;: 567397}, {&quot;タイ語県名&quot;: &quot;ประจวบคีรีขันธ์&quot;, &quot;英語県名 (name)&quot;: &quot;Prachuap Khiri Khan&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 520271, &quot;2014年&quot;: 525107, &quot;2015年&quot;: 534719, &quot;2016年&quot;: 539534, &quot;2017年&quot;: 543979, &quot;2018年&quot;: 548815, &quot;2019年&quot;: 554116, &quot;2020年&quot;: 550678, &quot;2021年&quot;: 553171, &quot;2022年&quot;: 553298, &quot;2023年&quot;: 550977, &quot;2024年&quot;: 548665, &quot;2025年&quot;: 546363, &quot;2026年&quot;: 545504, &quot;2027年&quot;: 544646, &quot;2028年&quot;: 543790, &quot;2029年&quot;: 542935, &quot;2030年&quot;: 542082, &quot;2031年&quot;: 541230, &quot;2032年&quot;: 540379, &quot;2033年&quot;: 539529, &quot;2034年&quot;: 538681, &quot;2035年&quot;: 537834}, {&quot;タイ語県名&quot;: &quot;ยะลา&quot;, &quot;英語県名 (name)&quot;: &quot;Yala&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 506138, &quot;2014年&quot;: 511911, &quot;2015年&quot;: 518139, &quot;2016年&quot;: 522279, &quot;2017年&quot;: 527295, &quot;2018年&quot;: 532326, &quot;2019年&quot;: 536330, &quot;2020年&quot;: 538602, &quot;2021年&quot;: 542314, &quot;2022年&quot;: 545913, &quot;2023年&quot;: 549946, &quot;2024年&quot;: 554008, &quot;2025年&quot;: 558100, &quot;2026年&quot;: 562083, &quot;2027年&quot;: 566095, &quot;2028年&quot;: 570136, &quot;2029年&quot;: 574205, &quot;2030年&quot;: 578304, &quot;2031年&quot;: 582432, &quot;2032年&quot;: 586589, &quot;2033年&quot;: 590776, &quot;2034年&quot;: 594992, &quot;2035年&quot;: 599239}, {&quot;タイ語県名&quot;: &quot;จันทบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Chanthaburi&quot;, &quot;Region&quot;: &quot;EASTERN&quot;, &quot;2013年&quot;: 524260, &quot;2014年&quot;: 527350, &quot;2015年&quot;: 531037, &quot;2016年&quot;: 532466, &quot;2017年&quot;: 534459, &quot;2018年&quot;: 536496, &quot;2019年&quot;: 537698, &quot;2020年&quot;: 535559, &quot;2021年&quot;: 536557, &quot;2022年&quot;: 536144, &quot;2023年&quot;: 536436, &quot;2024年&quot;: 536728, &quot;2025年&quot;: 537020, &quot;2026年&quot;: 537313, &quot;2027年&quot;: 537606, &quot;2028年&quot;: 537899, &quot;2029年&quot;: 538192, &quot;2030年&quot;: 538485, &quot;2031年&quot;: 538778, &quot;2032年&quot;: 539072, &quot;2033年&quot;: 539366, &quot;2034年&quot;: 539660, &quot;2035年&quot;: 539954}, {&quot;タイ語県名&quot;: &quot;ยโสธร&quot;, &quot;英語県名 (name)&quot;: &quot;Yasothon&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 540383, &quot;2014年&quot;: 540211, &quot;2015年&quot;: 540182, &quot;2016年&quot;: 539815, &quot;2017年&quot;: 539542, &quot;2018年&quot;: 538729, &quot;2019年&quot;: 537299, &quot;2020年&quot;: 534500, &quot;2021年&quot;: 533394, &quot;2022年&quot;: 531599, &quot;2023年&quot;: 528878, &quot;2024年&quot;: 526170, &quot;2025年&quot;: 523476, &quot;2026年&quot;: 521299, &quot;2027年&quot;: 519130, &quot;2028年&quot;: 516971, &quot;2029年&quot;: 514821, &quot;2030年&quot;: 512679, &quot;2031年&quot;: 510547, &quot;2032年&quot;: 508423, &quot;2033年&quot;: 506309, &quot;2034年&quot;: 504203, &quot;2035年&quot;: 502105}, {&quot;タイ語県名&quot;: &quot;พิจิตร&quot;, &quot;英語県名 (name)&quot;: &quot;Phichit&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 548855, &quot;2014年&quot;: 547543, &quot;2015年&quot;: 545957, &quot;2016年&quot;: 543482, &quot;2017年&quot;: 541868, &quot;2018年&quot;: 539374, &quot;2019年&quot;: 536311, &quot;2020年&quot;: 532310, &quot;2021年&quot;: 529395, &quot;2022年&quot;: 525944, &quot;2023年&quot;: 521907, &quot;2024年&quot;: 517900, &quot;2025年&quot;: 513924, &quot;2026年&quot;: 510324, &quot;2027年&quot;: 506749, &quot;2028年&quot;: 503199, &quot;2029年&quot;: 499674, &quot;2030年&quot;: 496173, &quot;2031年&quot;: 492697, &quot;2032年&quot;: 489246, &quot;2033年&quot;: 485818, &quot;2034年&quot;: 482415, &quot;2035年&quot;: 479035}, {&quot;タイ語県名&quot;: &quot;พัทลุง&quot;, &quot;英語県名 (name)&quot;: &quot;Phatthalung&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 518021, &quot;2014年&quot;: 520419, &quot;2015年&quot;: 522723, &quot;2016年&quot;: 523723, &quot;2017年&quot;: 524857, &quot;2018年&quot;: 525044, &quot;2019年&quot;: 524865, &quot;2020年&quot;: 523077, &quot;2021年&quot;: 522541, &quot;2022年&quot;: 521619, &quot;2023年&quot;: 520598, &quot;2024年&quot;: 519578, &quot;2025年&quot;: 518560, &quot;2026年&quot;: 517661, &quot;2027年&quot;: 516764, &quot;2028年&quot;: 515869, &quot;2029年&quot;: 514975, &quot;2030年&quot;: 514082, &quot;2031年&quot;: 513191, &quot;2032年&quot;: 512302, &quot;2033年&quot;: 511414, &quot;2034年&quot;: 510527, &quot;2035年&quot;: 509643}, {&quot;タイ語県名&quot;: &quot;หนองคาย&quot;, &quot;英語県名 (name)&quot;: &quot;Nong Khai&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 514943, &quot;2014年&quot;: 517260, &quot;2015年&quot;: 519580, &quot;2016年&quot;: 520363, &quot;2017年&quot;: 521886, &quot;2018年&quot;: 522103, &quot;2019年&quot;: 522311, &quot;2020年&quot;: 517435, &quot;2021年&quot;: 516843, &quot;2022年&quot;: 515795, &quot;2023年&quot;: 514021, &quot;2024年&quot;: 512253, &quot;2025年&quot;: 510491, &quot;2026年&quot;: 509113, &quot;2027年&quot;: 507740, &quot;2028年&quot;: 506369, &quot;2029年&quot;: 505003, &quot;2030年&quot;: 503640, &quot;2031年&quot;: 502281, &quot;2032年&quot;: 500926, &quot;2033年&quot;: 499574, &quot;2034年&quot;: 498226, &quot;2035年&quot;: 496881}, {&quot;タイ語県名&quot;: &quot;ชุมพร&quot;, &quot;英語県名 (name)&quot;: &quot;Chumphon&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 498294, &quot;2014年&quot;: 500575, &quot;2015年&quot;: 505830, &quot;2016年&quot;: 507604, &quot;2017年&quot;: 509650, &quot;2018年&quot;: 510963, &quot;2019年&quot;: 511304, &quot;2020年&quot;: 509208, &quot;2021年&quot;: 509479, &quot;2022年&quot;: 509385, &quot;2023年&quot;: 508857, &quot;2024年&quot;: 508329, &quot;2025年&quot;: 507802, &quot;2026年&quot;: 507521, &quot;2027年&quot;: 507241, &quot;2028年&quot;: 506960, &quot;2029年&quot;: 506680, &quot;2030年&quot;: 506400, &quot;2031年&quot;: 506120, &quot;2032年&quot;: 505840, &quot;2033年&quot;: 505560, &quot;2034年&quot;: 505281, &quot;2035年&quot;: 505002}, {&quot;タイ語県名&quot;: &quot;หนองบัวลำภู&quot;, &quot;英語県名 (name)&quot;: &quot;Nong Bua Lamphu&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 507137, &quot;2014年&quot;: 508864, &quot;2015年&quot;: 510074, &quot;2016年&quot;: 510734, &quot;2017年&quot;: 511641, &quot;2018年&quot;: 512117, &quot;2019年&quot;: 512780, &quot;2020年&quot;: 509470, &quot;2021年&quot;: 509001, &quot;2022年&quot;: 508325, &quot;2023年&quot;: 506872, &quot;2024年&quot;: 505423, &quot;2025年&quot;: 503978, &quot;2026年&quot;: 502887, &quot;2027年&quot;: 501798, &quot;2028年&quot;: 500711, &quot;2029年&quot;: 499627, &quot;2030年&quot;: 498545, &quot;2031年&quot;: 497466, &quot;2032年&quot;: 496389, &quot;2033年&quot;: 495314, &quot;2034年&quot;: 494241, &quot;2035年&quot;: 493171}, {&quot;タイ語県名&quot;: &quot;ปราจีนบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Prachinburi&quot;, &quot;Region&quot;: &quot;EASTERN&quot;, &quot;2013年&quot;: 476167, &quot;2014年&quot;: 479314, &quot;2015年&quot;: 482195, &quot;2016年&quot;: 484829, &quot;2017年&quot;: 487544, &quot;2018年&quot;: 491640, &quot;2019年&quot;: 494680, &quot;2020年&quot;: 493670, &quot;2021年&quot;: 495325, &quot;2022年&quot;: 497778, &quot;2023年&quot;: 499563, &quot;2024年&quot;: 501354, &quot;2025年&quot;: 503151, &quot;2026年&quot;: 505069, &quot;2027年&quot;: 506994, &quot;2028年&quot;: 508927, &quot;2029年&quot;: 510867, &quot;2030年&quot;: 512814, &quot;2031年&quot;: 514769, &quot;2032年&quot;: 516731, &quot;2033年&quot;: 518701, &quot;2034年&quot;: 520678, &quot;2035年&quot;: 522663}, {&quot;タイ語県名&quot;: &quot;เพชรบุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Phetchaburi&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 471087, &quot;2014年&quot;: 474192, &quot;2015年&quot;: 478589, &quot;2016年&quot;: 480652, &quot;2017年&quot;: 482375, &quot;2018年&quot;: 484294, &quot;2019年&quot;: 485191, &quot;2020年&quot;: 482193, &quot;2021年&quot;: 482875, &quot;2022年&quot;: 482950, &quot;2023年&quot;: 483668, &quot;2024年&quot;: 484387, &quot;2025年&quot;: 485107, &quot;2026年&quot;: 485692, &quot;2027年&quot;: 486278, &quot;2028年&quot;: 486864, &quot;2029年&quot;: 487451, &quot;2030年&quot;: 488039, &quot;2031年&quot;: 488627, &quot;2032年&quot;: 489216, &quot;2033年&quot;: 489806, &quot;2034年&quot;: 490397, &quot;2035年&quot;: 490988}, {&quot;タイ語県名&quot;: &quot;กระบี่&quot;, &quot;英語県名 (name)&quot;: &quot;Krabi&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 450890, &quot;2014年&quot;: 456811, &quot;2015年&quot;: 462101, &quot;2016年&quot;: 465931, &quot;2017年&quot;: 469769, &quot;2018年&quot;: 473738, &quot;2019年&quot;: 476739, &quot;2020年&quot;: 477770, &quot;2021年&quot;: 479351, &quot;2022年&quot;: 480057, &quot;2023年&quot;: 482121, &quot;2024年&quot;: 484193, &quot;2025年&quot;: 486274, &quot;2026年&quot;: 487993, &quot;2027年&quot;: 489718, &quot;2028年&quot;: 491449, &quot;2029年&quot;: 493186, &quot;2030年&quot;: 494929, &quot;2031年&quot;: 496679, &quot;2032年&quot;: 498434, &quot;2033年&quot;: 500196, &quot;2034年&quot;: 501964, &quot;2035年&quot;: 503739}, {&quot;タイ語県名&quot;: &quot;น่าน&quot;, &quot;英語県名 (name)&quot;: &quot;Nan&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 477912, &quot;2014年&quot;: 478264, &quot;2015年&quot;: 479518, &quot;2016年&quot;: 479916, &quot;2017年&quot;: 479838, &quot;2018年&quot;: 478989, &quot;2019年&quot;: 478227, &quot;2020年&quot;: 476727, &quot;2021年&quot;: 475875, &quot;2022年&quot;: 474539, &quot;2023年&quot;: 472722, &quot;2024年&quot;: 470911, &quot;2025年&quot;: 469107, &quot;2026年&quot;: 467598, &quot;2027年&quot;: 466093, &quot;2028年&quot;: 464594, &quot;2029年&quot;: 463099, &quot;2030年&quot;: 461609, &quot;2031年&quot;: 460124, &quot;2032年&quot;: 458643, &quot;2033年&quot;: 457168, &quot;2034年&quot;: 455697, &quot;2035年&quot;: 454230}, {&quot;タイ語県名&quot;: &quot;พะเยา&quot;, &quot;英語県名 (name)&quot;: &quot;Phayao&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 486744, &quot;2014年&quot;: 484454, &quot;2015年&quot;: 482645, &quot;2016年&quot;: 479188, &quot;2017年&quot;: 477100, &quot;2018年&quot;: 475215, &quot;2019年&quot;: 472356, &quot;2020年&quot;: 467356, &quot;2021年&quot;: 464505, &quot;2022年&quot;: 461431, &quot;2023年&quot;: 458287, &quot;2024年&quot;: 455164, &quot;2025年&quot;: 452062, &quot;2026年&quot;: 449064, &quot;2027年&quot;: 446085, &quot;2028年&quot;: 443127, &quot;2029年&quot;: 440188, &quot;2030年&quot;: 437268, &quot;2031年&quot;: 434368, &quot;2032年&quot;: 431488, &quot;2033年&quot;: 428626, &quot;2034年&quot;: 425783, &quot;2035年&quot;: 422959}, {&quot;タイ語県名&quot;: &quot;อุตรดิตถ์&quot;, &quot;英語県名 (name)&quot;: &quot;Uttaradit&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 460995, &quot;2014年&quot;: 460400, &quot;2015年&quot;: 459768, &quot;2016年&quot;: 458197, &quot;2017年&quot;: 457092, &quot;2018年&quot;: 455403, &quot;2019年&quot;: 453103, &quot;2020年&quot;: 448745, &quot;2021年&quot;: 446148, &quot;2022年&quot;: 442949, &quot;2023年&quot;: 439629, &quot;2024年&quot;: 436333, &quot;2025年&quot;: 433062, &quot;2026年&quot;: 429992, &quot;2027年&quot;: 426943, &quot;2028年&quot;: 423917, &quot;2029年&quot;: 420911, &quot;2030年&quot;: 417927, &quot;2031年&quot;: 414964, &quot;2032年&quot;: 412022, &quot;2033年&quot;: 409101, &quot;2034年&quot;: 406201, &quot;2035年&quot;: 403321}, {&quot;タイ語県名&quot;: &quot;แพร่&quot;, &quot;英語県名 (name)&quot;: &quot;Phrae&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 456074, &quot;2014年&quot;: 454083, &quot;2015年&quot;: 452346, &quot;2016年&quot;: 449810, &quot;2017年&quot;: 447564, &quot;2018年&quot;: 445090, &quot;2019年&quot;: 441726, &quot;2020年&quot;: 437350, &quot;2021年&quot;: 434580, &quot;2022年&quot;: 430669, &quot;2023年&quot;: 426331, &quot;2024年&quot;: 422036, &quot;2025年&quot;: 417784, &quot;2026年&quot;: 413977, &quot;2027年&quot;: 410205, &quot;2028年&quot;: 406467, &quot;2029年&quot;: 402763, &quot;2030年&quot;: 399093, &quot;2031年&quot;: 395457, &quot;2032年&quot;: 391853, &quot;2033年&quot;: 388283, &quot;2034年&quot;: 384745, &quot;2035年&quot;: 381239}, {&quot;タイ語県名&quot;: &quot;ภูเก็ต&quot;, &quot;英語県名 (name)&quot;: &quot;Phuket&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 369522, &quot;2014年&quot;: 378364, &quot;2015年&quot;: 386605, &quot;2016年&quot;: 394169, &quot;2017年&quot;: 402017, &quot;2018年&quot;: 410211, &quot;2019年&quot;: 416582, &quot;2020年&quot;: 414471, &quot;2021年&quot;: 418785, &quot;2022年&quot;: 417891, &quot;2023年&quot;: 423599, &quot;2024年&quot;: 429384, &quot;2025年&quot;: 435248, &quot;2026年&quot;: 439527, &quot;2027年&quot;: 443848, &quot;2028年&quot;: 448211, &quot;2029年&quot;: 452617, &quot;2030年&quot;: 457067, &quot;2031年&quot;: 461560, &quot;2032年&quot;: 466097, &quot;2033年&quot;: 470679, &quot;2034年&quot;: 475306, &quot;2035年&quot;: 479979}, {&quot;タイ語県名&quot;: &quot;บึงกาฬ&quot;, &quot;英語県名 (name)&quot;: &quot;Bueng Kan&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 416236, &quot;2014年&quot;: 418566, &quot;2015年&quot;: 420647, &quot;2016年&quot;: 421625, &quot;2017年&quot;: 423032, &quot;2018年&quot;: 423940, &quot;2019年&quot;: 424091, &quot;2020年&quot;: 422042, &quot;2021年&quot;: 421995, &quot;2022年&quot;: 421684, &quot;2023年&quot;: 420487, &quot;2024年&quot;: 419293, &quot;2025年&quot;: 418102, &quot;2026年&quot;: 417318, &quot;2027年&quot;: 416536, &quot;2028年&quot;: 415756, &quot;2029年&quot;: 414976, &quot;2030年&quot;: 414199, &quot;2031年&quot;: 413423, &quot;2032年&quot;: 412648, &quot;2033年&quot;: 411874, &quot;2034年&quot;: 411102, &quot;2035年&quot;: 410332}, {&quot;タイ語県名&quot;: &quot;ลำพูน&quot;, &quot;英語県名 (name)&quot;: &quot;Lamphun&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 405268, &quot;2014年&quot;: 405468, &quot;2015年&quot;: 406385, &quot;2016年&quot;: 405999, &quot;2017年&quot;: 405918, &quot;2018年&quot;: 405955, &quot;2019年&quot;: 405075, &quot;2020年&quot;: 402011, &quot;2021年&quot;: 401139, &quot;2022年&quot;: 399557, &quot;2023年&quot;: 398440, &quot;2024年&quot;: 397326, &quot;2025年&quot;: 396215, &quot;2026年&quot;: 395066, &quot;2027年&quot;: 393920, &quot;2028年&quot;: 392778, &quot;2029年&quot;: 391638, &quot;2030年&quot;: 390503, &quot;2031年&quot;: 389370, &quot;2032年&quot;: 388241, &quot;2033年&quot;: 387115, &quot;2034年&quot;: 385992, &quot;2035年&quot;: 384872}, {&quot;タイ語県名&quot;: &quot;อำนาจเจริญ&quot;, &quot;英語県名 (name)&quot;: &quot;Amnat Charoen&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 374698, &quot;2014年&quot;: 375380, &quot;2015年&quot;: 376382, &quot;2016年&quot;: 377120, &quot;2017年&quot;: 378107, &quot;2018年&quot;: 378621, &quot;2019年&quot;: 378438, &quot;2020年&quot;: 376195, &quot;2021年&quot;: 376350, &quot;2022年&quot;: 375382, &quot;2023年&quot;: 374137, &quot;2024年&quot;: 372896, &quot;2025年&quot;: 371659, &quot;2026年&quot;: 370758, &quot;2027年&quot;: 369860, &quot;2028年&quot;: 368964, &quot;2029年&quot;: 368070, &quot;2030年&quot;: 367178, &quot;2031年&quot;: 366288, &quot;2032年&quot;: 365400, &quot;2033年&quot;: 364515, &quot;2034年&quot;: 363632, &quot;2035年&quot;: 362750}, {&quot;タイ語県名&quot;: &quot;มุกดาหาร&quot;, &quot;英語県名 (name)&quot;: &quot;Mukdahan&quot;, &quot;Region&quot;: &quot;NORTHEASTERN&quot;, &quot;2013年&quot;: 344302, &quot;2014年&quot;: 346016, &quot;2015年&quot;: 348101, &quot;2016年&quot;: 349474, &quot;2017年&quot;: 350782, &quot;2018年&quot;: 352282, &quot;2019年&quot;: 353174, &quot;2020年&quot;: 350911, &quot;2021年&quot;: 351484, &quot;2022年&quot;: 351588, &quot;2023年&quot;: 351595, &quot;2024年&quot;: 351602, &quot;2025年&quot;: 351609, &quot;2026年&quot;: 351749, &quot;2027年&quot;: 351889, &quot;2028年&quot;: 352028, &quot;2029年&quot;: 352168, &quot;2030年&quot;: 352308, &quot;2031年&quot;: 352448, &quot;2032年&quot;: 352589, &quot;2033年&quot;: 352729, &quot;2034年&quot;: 352869, &quot;2035年&quot;: 353009}, {&quot;タイ語県名&quot;: &quot;สตูล&quot;, &quot;英語県名 (name)&quot;: &quot;Satun&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 309793, &quot;2014年&quot;: 312673, &quot;2015年&quot;: 315923, &quot;2016年&quot;: 317612, &quot;2017年&quot;: 319700, &quot;2018年&quot;: 321574, &quot;2019年&quot;: 323586, &quot;2020年&quot;: 324098, &quot;2021年&quot;: 324835, &quot;2022年&quot;: 325303, &quot;2023年&quot;: 325470, &quot;2024年&quot;: 325637, &quot;2025年&quot;: 325804, &quot;2026年&quot;: 326146, &quot;2027年&quot;: 326489, &quot;2028年&quot;: 326832, &quot;2029年&quot;: 327175, &quot;2030年&quot;: 327519, &quot;2031年&quot;: 327863, &quot;2032年&quot;: 328207, &quot;2033年&quot;: 328552, &quot;2034年&quot;: 328897, &quot;2035年&quot;: 329243}, {&quot;タイ語県名&quot;: &quot;อุทัยธานี&quot;, &quot;英語県名 (name)&quot;: &quot;Uthai Thani&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 329536, &quot;2014年&quot;: 330179, &quot;2015年&quot;: 330906, &quot;2016年&quot;: 330299, &quot;2017年&quot;: 329942, &quot;2018年&quot;: 329433, &quot;2019年&quot;: 328618, &quot;2020年&quot;: 325868, &quot;2021年&quot;: 325116, &quot;2022年&quot;: 323860, &quot;2023年&quot;: 322273, &quot;2024年&quot;: 320693, &quot;2025年&quot;: 319121, &quot;2026年&quot;: 317788, &quot;2027年&quot;: 316461, &quot;2028年&quot;: 315140, &quot;2029年&quot;: 313824, &quot;2030年&quot;: 312514, &quot;2031年&quot;: 311209, &quot;2032年&quot;: 309909, &quot;2033年&quot;: 308615, &quot;2034年&quot;: 307326, &quot;2035年&quot;: 306043}, {&quot;タイ語県名&quot;: &quot;ชัยนาท&quot;, &quot;英語県名 (name)&quot;: &quot;Chai Nat&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 332769, &quot;2014年&quot;: 332283, &quot;2015年&quot;: 331655, &quot;2016年&quot;: 330431, &quot;2017年&quot;: 329722, &quot;2018年&quot;: 328263, &quot;2019年&quot;: 326611, &quot;2020年&quot;: 322477, &quot;2021年&quot;: 320432, &quot;2022年&quot;: 318308, &quot;2023年&quot;: 316220, &quot;2024年&quot;: 314145, &quot;2025年&quot;: 312084, &quot;2026年&quot;: 310046, &quot;2027年&quot;: 308021, &quot;2028年&quot;: 306010, &quot;2029年&quot;: 304011, &quot;2030年&quot;: 302026, &quot;2031年&quot;: 300054, &quot;2032年&quot;: 298094, &quot;2033年&quot;: 296147, &quot;2034年&quot;: 294213, &quot;2035年&quot;: 292292}, {&quot;タイ語県名&quot;: &quot;แม่ฮ่องสอน&quot;, &quot;英語県名 (name)&quot;: &quot;Mae Hong Son&quot;, &quot;Region&quot;: &quot;NORTHERN&quot;, &quot;2013年&quot;: 246549, &quot;2014年&quot;: 248178, &quot;2015年&quot;: 273764, &quot;2016年&quot;: 275884, &quot;2017年&quot;: 279088, &quot;2018年&quot;: 282566, &quot;2019年&quot;: 284138, &quot;2020年&quot;: 284549, &quot;2021年&quot;: 285916, &quot;2022年&quot;: 286786, &quot;2023年&quot;: 287644, &quot;2024年&quot;: 288504, &quot;2025年&quot;: 289367, &quot;2026年&quot;: 290340, &quot;2027年&quot;: 291317, &quot;2028年&quot;: 292297, &quot;2029年&quot;: 293280, &quot;2030年&quot;: 294267, &quot;2031年&quot;: 295256, &quot;2032年&quot;: 296250, &quot;2033年&quot;: 297246, &quot;2034年&quot;: 298246, &quot;2035年&quot;: 299249}, {&quot;タイ語県名&quot;: &quot;อ่างทอง&quot;, &quot;英語県名 (name)&quot;: &quot;Ang Thong&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 283732, &quot;2014年&quot;: 283568, &quot;2015年&quot;: 283173, &quot;2016年&quot;: 282404, &quot;2017年&quot;: 281187, &quot;2018年&quot;: 280840, &quot;2019年&quot;: 279654, &quot;2020年&quot;: 276584, &quot;2021年&quot;: 274763, &quot;2022年&quot;: 272587, &quot;2023年&quot;: 270726, &quot;2024年&quot;: 268877, &quot;2025年&quot;: 267041, &quot;2026年&quot;: 265172, &quot;2027年&quot;: 263317, &quot;2028年&quot;: 261474, &quot;2029年&quot;: 259644, &quot;2030年&quot;: 257827, &quot;2031年&quot;: 256023, &quot;2032年&quot;: 254231, &quot;2033年&quot;: 252452, &quot;2034年&quot;: 250686, &quot;2035年&quot;: 248931}, {&quot;タイ語県名&quot;: &quot;พังงา&quot;, &quot;英語県名 (name)&quot;: &quot;Phang Nga&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 259420, &quot;2014年&quot;: 261370, &quot;2015年&quot;: 264074, &quot;2016年&quot;: 265579, &quot;2017年&quot;: 267491, &quot;2018年&quot;: 268240, &quot;2019年&quot;: 268788, &quot;2020年&quot;: 268229, &quot;2021年&quot;: 268016, &quot;2022年&quot;: 267442, &quot;2023年&quot;: 267057, &quot;2024年&quot;: 266672, &quot;2025年&quot;: 266288, &quot;2026年&quot;: 265901, &quot;2027年&quot;: 265516, &quot;2028年&quot;: 265130, &quot;2029年&quot;: 264745, &quot;2030年&quot;: 264361, &quot;2031年&quot;: 263977, &quot;2032年&quot;: 263594, &quot;2033年&quot;: 263212, &quot;2034年&quot;: 262830, &quot;2035年&quot;: 262448}, {&quot;タイ語県名&quot;: &quot;นครนายก&quot;, &quot;英語県名 (name)&quot;: &quot;Nakhon Nayok&quot;, &quot;Region&quot;: &quot;EASTERN&quot;, &quot;2013年&quot;: 256085, &quot;2014年&quot;: 257300, &quot;2015年&quot;: 258577, &quot;2016年&quot;: 258358, &quot;2017年&quot;: 259342, &quot;2018年&quot;: 260093, &quot;2019年&quot;: 260751, &quot;2020年&quot;: 260081, &quot;2021年&quot;: 260433, &quot;2022年&quot;: 260406, &quot;2023年&quot;: 260117, &quot;2024年&quot;: 259828, &quot;2025年&quot;: 259539, &quot;2026年&quot;: 259431, &quot;2027年&quot;: 259323, &quot;2028年&quot;: 259214, &quot;2029年&quot;: 259106, &quot;2030年&quot;: 258998, &quot;2031年&quot;: 258890, &quot;2032年&quot;: 258782, &quot;2033年&quot;: 258674, &quot;2034年&quot;: 258566, &quot;2035年&quot;: 258458}, {&quot;タイ語県名&quot;: &quot;ตราด&quot;, &quot;英語県名 (name)&quot;: &quot;Trat Province&quot;, &quot;Region&quot;: &quot;EASTERN&quot;, &quot;2013年&quot;: 224010, &quot;2014年&quot;: 224730, &quot;2015年&quot;: 229435, &quot;2016年&quot;: 229437, &quot;2017年&quot;: 229649, &quot;2018年&quot;: 229914, &quot;2019年&quot;: 229958, &quot;2020年&quot;: 228536, &quot;2021年&quot;: 228376, &quot;2022年&quot;: 227808, &quot;2023年&quot;: 227052, &quot;2024年&quot;: 226298, &quot;2025年&quot;: 225547, &quot;2026年&quot;: 224954, &quot;2027年&quot;: 224362, &quot;2028年&quot;: 223772, &quot;2029年&quot;: 223184, &quot;2030年&quot;: 222597, &quot;2031年&quot;: 222012, &quot;2032年&quot;: 221428, &quot;2033年&quot;: 220846, &quot;2034年&quot;: 220265, &quot;2035年&quot;: 219686}, {&quot;タイ語県名&quot;: &quot;สิงห์บุรี&quot;, &quot;英語県名 (name)&quot;: &quot;Singburi&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 212690, &quot;2014年&quot;: 212158, &quot;2015年&quot;: 211426, &quot;2016年&quot;: 210588, &quot;2017年&quot;: 210088, &quot;2018年&quot;: 209377, &quot;2019年&quot;: 208446, &quot;2020年&quot;: 205898, &quot;2021年&quot;: 204526, &quot;2022年&quot;: 202797, &quot;2023年&quot;: 201439, &quot;2024年&quot;: 200090, &quot;2025年&quot;: 198750, &quot;2026年&quot;: 197350, &quot;2027年&quot;: 195961, &quot;2028年&quot;: 194581, &quot;2029年&quot;: 193211, &quot;2030年&quot;: 191850, &quot;2031年&quot;: 190499, &quot;2032年&quot;: 189158, &quot;2033年&quot;: 187826, &quot;2034年&quot;: 186503, &quot;2035年&quot;: 185190}, {&quot;タイ語県名&quot;: &quot;ระนอง&quot;, &quot;英語県名 (name)&quot;: &quot;Ranong&quot;, &quot;Region&quot;: &quot;SOUTHERN&quot;, &quot;2013年&quot;: 174776, &quot;2014年&quot;: 177089, &quot;2015年&quot;: 187536, &quot;2016年&quot;: 189154, &quot;2017年&quot;: 190399, &quot;2018年&quot;: 191868, &quot;2019年&quot;: 193370, &quot;2020年&quot;: 194372, &quot;2021年&quot;: 194573, &quot;2022年&quot;: 194226, &quot;2023年&quot;: 193371, &quot;2024年&quot;: 192519, &quot;2025年&quot;: 191671, &quot;2026年&quot;: 191135, &quot;2027年&quot;: 190601, &quot;2028年&quot;: 190068, &quot;2029年&quot;: 189537, &quot;2030年&quot;: 189008, &quot;2031年&quot;: 188479, &quot;2032年&quot;: 187953, &quot;2033年&quot;: 187427, &quot;2034年&quot;: 186903, &quot;2035年&quot;: 186381}, {&quot;タイ語県名&quot;: &quot;สมุทรสงคราม&quot;, &quot;英語県名 (name)&quot;: &quot;Samut Songkhram&quot;, &quot;Region&quot;: &quot;WESTERN&quot;, &quot;2013年&quot;: 194116, &quot;2014年&quot;: 194189, &quot;2015年&quot;: 194376, &quot;2016年&quot;: 194069, &quot;2017年&quot;: 193902, &quot;2018年&quot;: 193791, &quot;2019年&quot;: 193305, &quot;2020年&quot;: 192052, &quot;2021年&quot;: 190842, &quot;2022年&quot;: 189453, &quot;2023年&quot;: 187993, &quot;2024年&quot;: 186544, &quot;2025年&quot;: 185106, &quot;2026年&quot;: 183747, &quot;2027年&quot;: 182398, &quot;2028年&quot;: 181060, &quot;2029年&quot;: 179731, &quot;2030年&quot;: 178411, &quot;2031年&quot;: 177102, &quot;2032年&quot;: 175802, &quot;2033年&quot;: 174511, &quot;2034年&quot;: 173230, &quot;2035年&quot;: 171959}];
const years = [];
for (let y = 2013; y &lt;= 2035; y++) { years.push(y); }
const forecastStartYear = 2026;
const regionOrder = [&quot;BANGKOK AND VICINITIES&quot;, &quot;NORTHERN&quot;, &quot;NORTHEASTERN&quot;, &quot;EASTERN&quot;, &quot;WESTERN&quot;, &quot;SOUTHERN&quot;];
const regionLabels = {
    &quot;BANGKOK AND VICINITIES&quot;: &quot;バンコク首都圏（Bangkok and Vicinities）&quot;,
    &quot;NORTHERN&quot;: &quot;北部（Northern）&quot;,
    &quot;NORTHEASTERN&quot;: &quot;東北部（Northeastern / Isan）&quot;,
    &quot;EASTERN&quot;: &quot;東部（Eastern）&quot;,
    &quot;WESTERN&quot;: &quot;西部（Western）&quot;,
    &quot;SOUTHERN&quot;: &quot;南部（Southern）&quot;
};

let collapsedRegions = {};

const startSel = document.getElementById(&#039;startYear&#039;);
const endSel = document.getElementById(&#039;endYear&#039;);
const searchInput = document.getElementById(&#039;searchInput&#039;);
const regionSelect = document.getElementById(&#039;regionFilter&#039;);

years.forEach(function(y) {
    let suffix = (y &gt;= forecastStartYear) ? &#039;年 (推計)&#039; : &#039;年&#039;;
    startSel.add(new Option(y + suffix, y));
    endSel.add(new Option(y + suffix, y));
});
startSel.value = 2013;
endSel.value = 2035;

regionSelect.add(new Option(&#039;すべての地域&#039;, &#039;ALL&#039;));
regionOrder.forEach(function(r) {
    let label = regionLabels[r] ? regionLabels[r] : r;
    regionSelect.add(new Option(label, r));
});
regionSelect.value = &#039;ALL&#039;;

function updateTable() {
    let sy = parseInt(startSel.value);
    let ey = parseInt(endSel.value);
    if (sy &gt; ey) {
        let temp = sy; sy = ey; ey = temp;
    }

    let actualCount = Math.max(0, Math.min(ey, forecastStartYear - 1) - sy + 1);

    let thead = &#039;&lt;th&gt;県名（タイ語）&lt;/th&gt;&lt;th&gt;県名（英語）&lt;/th&gt;&#039;;
    for (let y = sy; y &lt;= ey; y++) {
        if (y &gt;= forecastStartYear) {
            thead += &#039;&lt;th class=&quot;forecast-th&quot;&gt;&#039; + y + &#039;年&lt;span style=&quot;font-size:10px;&quot;&gt;*&lt;/span&gt;&lt;/th&gt;&#039;;
        } else {
            thead += &#039;&lt;th&gt;&#039; + y + &#039;年&lt;/th&gt;&#039;;
        }
    }
    thead += &#039;&lt;th&gt;人口推移&lt;/th&gt;&#039;;
    document.getElementById(&#039;tableHeader&#039;).innerHTML = thead;

    let colCount = 2 + (ey - sy + 1) + 1;

    let filterTxt = searchInput.value.toLowerCase();
    let regionFilterVal = regionSelect.value;

    let filteredData = data.filter(function(row) {
        let matchSearch = row[&#039;タイ語県名&#039;].toLowerCase().indexOf(filterTxt) !== -1 ||
                           row[&#039;英語県名 (name)&#039;].toLowerCase().indexOf(filterTxt) !== -1;
        let matchRegion = (regionFilterVal === &#039;ALL&#039;) || (row[&#039;Region&#039;] === regionFilterVal);
        return matchSearch &amp;&amp; matchRegion;
    });

    let tbody = &#039;&#039;;
    regionOrder.forEach(function(region) {
        let rowsInRegion = filteredData.filter(function(r) { return r[&#039;Region&#039;] === region; });
        if (rowsInRegion.length === 0) return;

        let isCollapsed = !!collapsedRegions[region];
        let arrow = isCollapsed ? &#039;▶&#039; : &#039;▼&#039;;
        let label = regionLabels[region] ? regionLabels[region] : region;

        tbody += &#039;&lt;tr class=&quot;region-header&quot; data-region=&quot;&#039; + region + &#039;&quot;&gt;&#039; +
                 &#039;&lt;td colspan=&quot;&#039; + colCount + &#039;&quot;&gt;&#039; + arrow + &#039; &#039; + label + &#039;　（&#039; + rowsInRegion.length + &#039;県）&lt;/td&gt;&#039; +
                 &#039;&lt;/tr&gt;&#039;;

        if (isCollapsed) return;

        rowsInRegion.forEach(function(row) {
            let tr = &#039;&lt;tr&gt;&lt;td&gt;&#039; + row[&#039;タイ語県名&#039;] + &#039;&lt;/td&gt;&lt;td&gt;&#039; + row[&#039;英語県名 (name)&#039;] + &#039;&lt;/td&gt;&#039;;
            let trendData = [];
            for (let y = sy; y &lt;= ey; y++) {
                let val = row[y + &#039;年&#039;];
                trendData.push(val);
                if (y &gt;= forecastStartYear) {
                    tr += &#039;&lt;td class=&quot;forecast-cell&quot;&gt;&#039; + val.toLocaleString() + &#039;&lt;/td&gt;&#039;;
                } else {
                    tr += &#039;&lt;td&gt;&#039; + val.toLocaleString() + &#039;&lt;/td&gt;&#039;;
                }
            }
            tr += &#039;&lt;td style=&quot;text-align: center;&quot;&gt;&#039; + createSparkline(trendData, actualCount) + &#039;&lt;/td&gt;&lt;/tr&gt;&#039;;
            tbody += tr;
        });
    });

    document.getElementById(&#039;tableBody&#039;).innerHTML = tbody;
}

function createSparkline(arr, actualCount) {
    if (arr.length &lt; 2) return &#039;&#039;;
    let min = Math.min.apply(null, arr);
    let max = Math.max.apply(null, arr);
    let range = (max - min) || 1;
    let w = 120, h = 30;
    let dpr = 2;
    let canvas = document.createElement(&#039;canvas&#039;);
    canvas.width = w * dpr;
    canvas.height = h * dpr;
    let ctx = canvas.getContext(&#039;2d&#039;);
    ctx.scale(dpr, dpr);

    let pts = arr.map(function(v, i) {
        let x = (i / (arr.length - 1)) * w;
        let y = h - ((v - min) / range) * h;
        return {x: x, y: y, v: v};
    });

    ctx.beginPath();
    ctx.moveTo(0, h);
    pts.forEach(function(p) { ctx.lineTo(p.x, p.y); });
    ctx.lineTo(w, h);
    ctx.closePath();
    ctx.fillStyle = &#039;rgba(31, 78, 120, 0.15)&#039;;
    ctx.fill();

    let splitIdx = actualCount &gt; 0 ? actualCount - 1 : 0;

    if (actualCount &gt;= 2) {
        ctx.beginPath();
        ctx.setLineDash([]);
        for (let i = 0; i &lt;= splitIdx; i++) {
            if (i === 0) { ctx.moveTo(pts[i].x, pts[i].y); } else { ctx.lineTo(pts[i].x, pts[i].y); }
        }
        ctx.strokeStyle = &#039;#1f4e78&#039;;
        ctx.lineWidth = 2;
        ctx.stroke();
    }

    if (actualCount &gt;= 1 &amp;&amp; actualCount &lt; arr.length) {
        ctx.beginPath();
        ctx.setLineDash([3, 3]);
        for (let i = splitIdx; i &lt; arr.length; i++) {
            if (i === splitIdx) { ctx.moveTo(pts[i].x, pts[i].y); } else { ctx.lineTo(pts[i].x, pts[i].y); }
        }
        ctx.strokeStyle = &#039;#1f4e78&#039;;
        ctx.lineWidth = 2;
        ctx.stroke();
        ctx.setLineDash([]);
    } else if (actualCount === 0) {
        ctx.beginPath();
        ctx.setLineDash([3, 3]);
        pts.forEach(function(p, i) {
            if (i === 0) { ctx.moveTo(p.x, p.y); } else { ctx.lineTo(p.x, p.y); }
        });
        ctx.strokeStyle = &#039;#1f4e78&#039;;
        ctx.lineWidth = 2;
        ctx.stroke();
        ctx.setLineDash([]);
    }

    let minPt = pts[0], maxPt = pts[0];
    pts.forEach(function(p) {
        if (p.v === min) { minPt = p; }
        if (p.v === max) { maxPt = p; }
    });
    ctx.beginPath();
    ctx.arc(minPt.x, minPt.y, 3.5, 0, Math.PI * 2);
    ctx.fillStyle = &#039;#e74c3c&#039;;
    ctx.fill();
    ctx.beginPath();
    ctx.arc(maxPt.x, maxPt.y, 3.5, 0, Math.PI * 2);
    ctx.fillStyle = &#039;#2ecc71&#039;;
    ctx.fill();

    return &#039;&lt;img src=&quot;&#039; + canvas.toDataURL(&#039;image/png&#039;) + &#039;&quot; class=&quot;sparkline&quot; width=&quot;&#039; + w + &#039;&quot; height=&quot;&#039; + h + &#039;&quot; alt=&quot;人口推移グラフ&quot; /&gt;&#039;;
}

document.getElementById(&#039;tableBody&#039;).addEventListener(&#039;click&#039;, function(e) {
    let headerRow = e.target.closest(&#039;.region-header&#039;);
    if (!headerRow) return;
    let region = headerRow.getAttribute(&#039;data-region&#039;);
    collapsedRegions[region] = !collapsedRegions[region];
    updateTable();
});

document.getElementById(&#039;expandAllBtn&#039;).addEventListener(&#039;click&#039;, function() {
    collapsedRegions = {};
    updateTable();
});
document.getElementById(&#039;collapseAllBtn&#039;).addEventListener(&#039;click&#039;, function() {
    regionOrder.forEach(function(r) { collapsedRegions[r] = true; });
    updateTable();
});

startSel.addEventListener(&#039;change&#039;, updateTable);
endSel.addEventListener(&#039;change&#039;, updateTable);
searchInput.addEventListener(&#039;input&#039;, updateTable);
regionSelect.addEventListener(&#039;change&#039;, updateTable);

updateTable();
// ]]&gt;&lt;/script&gt;
&lt;/p&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6807090">
        <dc:format>text/html</dc:format>
        <dc:date>2026-06-19T13:30:00+09:00</dc:date>
        <title>We are experts in preparing Thai Safety Data Sheets.</title>
        <link>https://hstecheng.com/info/6807090</link>
        <description>&lt;p&gt;&lt;span style=&quot;font-size: 13px;&quot;&gt;Thailand enforces strict SDS compliance under the Hazardous Substances Act B.E. 2535/ Factory Act and Ministry of Industry&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 13px;&quot;&gt;notifications.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;pdf&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;img src=&quot;https://goope.jp/img/icon/pdf/pdficon_16.png&quot; width=&quot;16&quot; height=&quot;16&quot; alt=&quot;pdf&quot; /&gt; &lt;a href=&quot;https://cdn.goope.jp/21561/260619133557-6a34c72d7625a.pdf&quot; target=&quot;_blank&quot;&gt;19June_Thai Safety Data Sheet.pdf&lt;/a&gt; (0.45MB)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;pdf&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;pdf&quot;&gt;&lt;span&gt;CONTACT: &lt;a href=&quot;https://hstecheng.com/contact&quot; target=&quot;_blank&quot;&gt;https://hstecheng.com/contact&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;pdf&quot;&gt;&lt;span&gt;language: Thai, English and Japanese&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;img src=&#039;https://cdn.goope.jp/21561/260619134229-6a34c8b5b448c_m.png&#039; /&gt;</description>
    </item>
    <item rdf:about="https://hstecheng.com/info/6803599">
        <dc:format>text/html</dc:format>
        <dc:date>2026-06-16T16:46:00+09:00</dc:date>
        <title>Efforts to Eradicate Corruption in Thai Government Agencies</title>
        <link>https://hstecheng.com/info/6803599</link>
        <description>&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;According to the 2025 Corruption Perceptions Index (CPI)&amp;mdash;an annual metric published by the international NGO,&amp;nbsp; Transparency International that quantifies the perceived level of public sector corruption globally&amp;mdash;&lt;strong&gt;Thailand scored 33 out of 100 in 2025. This places the country at 116th overall&lt;/strong&gt;,&lt;strong&gt; marking its lowest ranking since 2012&lt;/strong&gt; [1]. For context, &lt;span style=&quot;color: #0000ff;&quot;&gt;India ranked 91st with a score of 39 in 2025.&lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;Meanwhile, on May 14, 2026, the Joint Standing Committee on Commerce, Industry and Banking (&lt;strong&gt;JSCCIB), Thailand&lt;/strong&gt; &lt;strong&gt;released a list of the top 10 government agencies with the highest bribe amounts per transaction, marking the first time such data has been made public&lt;/strong&gt; [2].&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;During a press conference, a named Thai government&lt;/span&gt;&lt;span style=&quot;font-family: &#039;UD デジタル 教科書体 NK-R&#039;,serif; mso-ascii-font-family: Aptos; mso-hansi-font-family: Aptos;&quot;&gt;　&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;agency pushed back against the JSCCIB&#039;s results, demanding to see the underlying data and evidence to support these claims [3].&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;With &lt;strong&gt;technical reviews by 20 OECD committees rapidly approaching as part of Thailand&#039;s bid for OECD membership&lt;/strong&gt;, movements among key stakeholders to address these issues are intensifying. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;Corruption Rankings of ASEAN Countries (2025)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot; width=&quot;506&quot; height=&quot;316&quot; /&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;&lt;o:p&gt;&amp;nbsp;Prepared by HS-TECH with leaflet/ggplot2&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;strong&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;What is the JSCCIB?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;UD デジタル 教科書体 NK-R&#039;,serif;&quot;&gt;The Joint Standing Committee on Commerce, Industry and Banking (JSCCIB) is the&lt;strong&gt; leading body of Thailand&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;rsquo;&lt;/span&gt;&lt;/strong&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;UD デジタル 教科書体 NK-R&#039;,serif;&quot;&gt;&lt;strong&gt;s private sector, comprising the Thai Chamber of Commerce, the Federation of Thai Industries, and the Thai Bankers&#039; Association&lt;/strong&gt;. It plays a pivotal role in shaping economic policies and improving the business environment in collaboration with the Thai government.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;strong&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;UD デジタル 教科書体 NK-R&#039;,serif;&quot;&gt;Currently, the JSCCIB is crucial to Thailand&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;rsquo;&lt;/span&gt;&lt;/strong&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;UD デジタル 教科書体 NK-R&#039;,serif;&quot;&gt;&lt;strong&gt;s bid to join the OECD&lt;/strong&gt;. As OECD membership requires stringent adherence to international standards of governance and legal frameworks, the JSCCIB actively champions initiatives like &quot;Zero Corruption Thailand&quot; to promote transparency and ethical business practices. By conducting surveys and providing policy recommendations, &lt;strong&gt;the JSCCIB supports the government&#039;s structural reforms&lt;/strong&gt; &lt;strong&gt;to enhance public sector integrity, ensuring Thailand&#039;s investment climate meets global standards.&lt;/strong&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;&lt;o:p&gt;(Hashi, Bee)&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;References:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;[1] &lt;a href=&quot;https://www.jsccib.org/news/detail/jsccib-private-sector-survey-corruption-worsens-zero-corruption-thailand&quot; target=&quot;_blank&quot;&gt;https://www.jsccib.org/news/detail/jsccib-private-sector-survey-corruption-worsens-zero-corruption-thailand&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;[2] &lt;a href=&quot;https://www.nationthailand.com/business/economy/40066227&quot; target=&quot;_blank&quot;&gt;https://www.nationthailand.com/business/economy/40066227&lt;/a&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#039;Aptos&#039;,sans-serif; mso-fareast-font-family: &#039;UD デジタル 教科書体 NK-R&#039;;&quot;&gt;[3] &lt;a href=&quot;https://www.thestar.com.my/aseanplus/aseanplus-news/2026/05/16/thailand039s-pollution-control-department-chief-rejects-bribery-claims-demands-survey-source&quot;&gt;https://www.thestar.com.my/aseanplus/aseanplus-news/2026/05/16/thailand039s-pollution-control-department-chief-rejects-bribery-claims-demands-survey-source&lt;/a&gt;&lt;a href=&quot;https://www.thestar.com.my/aseanplus/aseanplus-news/2026/05/16/thailand039s-pollution-control-department-chief-rejects-bribery-claims-demands-survey-source%20&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;img src=&#039;https://cdn.goope.jp/21561/260616170229-6a310315f1b98_m.png&#039; /&gt;</description>
    </item>
</rdf:RDF>
