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	<title>มุมมองใหม่เกี่ยวกับการศึกษา &#8211; Social innovation news Youth news area Design news</title>
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		<title>เศรษฐกิจพอเพียง ปรัชญาฝ่าวิกฤต เคล็ด ไม่ ลับ สำหรับผู้ประกอบการไทย</title>
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		<pubDate>Wed, 27 Mar 2024 03:14:00 +0000</pubDate>
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					<description><![CDATA[วันพุธ ที่ 21 กุมภาพันธ์ 2567 เวลา 10.00 น. ที่องค์การบริหารส่วนตำบลน้ำดิบ อำเภอป่าซาง จังหวัดลำพูน นายสันติธร ยิ้มละ&#8230; วันนี้ (31 มกราคม 2567) ห้องประชุมหริภุญชัย ชั้น 4 ศาลากลางจังหวัดลำพูน&#8230; วันที่ 21 กุมภาพันธ์ 2567 เวลา 09.30 น. “&#8230;การจะเป็นเสือนั้นไม่สำคัญ สำคัญอยู่ที่เรามีเศรษฐกิจแบบพอมีพอกิน แบบพอมีพอกินนั้น หมายความว่า อุ้มชูตัวเองได้ ให้มีพอเพียงกับตนเอง ความพอเพียงนี้ไม่ได้หมายความว่าทุกครอบครัวจะต้องผลิตอาหารของตัวเอง จะต้องทอผ้าใส่เอง อย่างนั้นมันเกินไป แต่ว่าในหมู่บ้านหรือในอำเภอ จะต้องมีความพอเพียงพอสมควร บางสิ่งบางอย่างผลิตได้มากกว่าความต้องการก็ขายได้ แต่ขายในที่ไม่ห่างไกลเท่าไร ไม่ต้องเสียค่าขนส่งมากนัก&#8230;”พระราชดำรัส เนื่องในโอกาสวันเฉลิมพระชนมพรรษา&#160;ณ ศาลาดุสิดาลัย วันที่ ๔ ธันวาคม ๒๕๓๙. “&#8230;การจะเป็นเสือนั้นไม่สำคัญ สำคัญอยู่ที่เรามีเศรษฐกิจแบบพอมีพอกิน แบบพอมีพอกินนั้น หมายความว่า อุ้มชูตัวเองได้ ให้มีพอเพียงกับตนเอง ความพอเพียงนี้ไม่ได้หมายความว่าทุกครอบครัวจะต้องผลิตอาหารของตัวเอง [&#8230;]]]></description>
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" width="305px" alt="ข่าวเศรษฐกิจพอเพียง"/></p>
<p>วันพุธ ที่ 21 กุมภาพันธ์ 2567 เวลา 10.00 น. ที่องค์การบริหารส่วนตำบลน้ำดิบ อำเภอป่าซาง จังหวัดลำพูน นายสันติธร ยิ้มละ&#8230; วันนี้ (31 มกราคม 2567) ห้องประชุมหริภุญชัย ชั้น 4 ศาลากลางจังหวัดลำพูน&#8230; วันที่ 21 กุมภาพันธ์ 2567 เวลา 09.30 น.</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.saeafrica.com/wp-content/uploads/2020/09/3-%E0%B9%81%E0%B8%99%E0%B8%A7%E0%B8%84%E0%B8%B4%E0%B8%94%E0%B9%80%E0%B8%A8%E0%B8%A3%E0%B8%A9%E0%B8%90%E0%B8%81%E0%B8%B4%E0%B8%88%E0%B8%9E%E0%B8%AD%E0%B9%80%E0%B8%9E%E0%B8%B5%E0%B8%A2%E0%B8%87-%E0%B9%80%E0%B8%9E%E0%B8%B7%E0%B9%88%E0%B8%AD%E0%B8%8A%E0%B9%88%E0%B8%A7%E0%B8%A2%E0%B8%84%E0%B9%89%E0%B8%B3%E0%B8%88%E0%B8%B8%E0%B8%99%E0%B8%98%E0%B8%B8%E0%B8%A3%E0%B8%81%E0%B8%B4%E0%B8%88%E0%B9%84%E0%B8%94%E0%B9%89%E0%B8%AD%E0%B8%A2%E0%B9%88%E0%B8%B2%E0%B8%87%E0%B8%A2%E0%B8%B1%E0%B9%88%E0%B8%87%E0%B8%A2%E0%B8%B7%E0%B8%99-1.jpg" width="309px" alt="ข่าวเศรษฐกิจพอเพียง"/></p>
<p>“&#8230;การจะเป็นเสือนั้นไม่สำคัญ สำคัญอยู่ที่เรามีเศรษฐกิจแบบพอมีพอกิน แบบพอมีพอกินนั้น หมายความว่า อุ้มชูตัวเองได้ ให้มีพอเพียงกับตนเอง ความพอเพียงนี้ไม่ได้หมายความว่าทุกครอบครัวจะต้องผลิตอาหารของตัวเอง จะต้องทอผ้าใส่เอง อย่างนั้นมันเกินไป แต่ว่าในหมู่บ้านหรือในอำเภอ จะต้องมีความพอเพียงพอสมควร บางสิ่งบางอย่างผลิตได้มากกว่าความต้องการก็ขายได้ แต่ขายในที่ไม่ห่างไกลเท่าไร ไม่ต้องเสียค่าขนส่งมากนัก&#8230;”พระราชดำรัส เนื่องในโอกาสวันเฉลิมพระชนมพรรษา&nbsp;ณ ศาลาดุสิดาลัย วันที่ ๔ ธันวาคม ๒๕๓๙. “&#8230;การจะเป็นเสือนั้นไม่สำคัญ สำคัญอยู่ที่เรามีเศรษฐกิจแบบพอมีพอกิน แบบพอมีพอกินนั้น หมายความว่า อุ้มชูตัวเองได้ ให้มีพอเพียงกับตนเอง ความพอเพียงนี้ไม่ได้หมายความว่าทุกครอบครัวจะต้องผลิตอาหารของตัวเอง จะต้องทอผ้าใส่เอง อย่างนั้นมันเกินไป แต่ว่าในหมู่บ้านหรือในอำเภอ จะต้องมีความพอเพียงพอสมควร บางสิ่งบางอย่างผลิตได้มากกว่าความต้องการก็ขายได้ แต่ขายในที่ไม่ห่างไกลเท่าไร ไม่ต้องเสียค่าขนส่งมากนัก&#8230;”พระราชดำรัส เนื่องในโอกาสวันเฉลิมพระชนมพรรษาณ ศาลาดุสิดาลัย วันที่ ๔ ธันวาคม ๒๕๓๙. จากเรื่องราวของ นางกุหลาบทิพย์ แก่นลา เกษตรกรที่ได้น้อมนำหลักเศรษฐกิจพอเพียง ด้วยการจัดสรรพื้นที่ ที่อยู่อาศัย แปลงเกษตรผสมผสาน ปลูกพืชที่ใช้ต้นทุนต่ำ รวมถึงแปลงไม้ยืนต้น ทำให้มีรายได้ทุกวัน ซึ่งช่วยลดความเสี่ยง และเพิ่มภูมิคุ้มกันความเสี่ยงของการดำเนินชีวิตที่เกินตัว ทำให้มีชีวิตความเป็นอยู่ที่ยั่งยืน และอยู่ได้ อยู่ดี มีความสุข ในเขตปฏิรูปที่ดิน. การมอบรางวัลสถานประกอบการที่ปฏิบัติตามมาตรการในรายงานการประเมินผลกระทบสิ่งแวดล้อม ประจำปี 2565 พร้อมทั้งการมอบรางวัลสำหรับเทศบาลที่ได้รับการคัดเลือกในระดับประเทศ ภายใต้กรอบความร่วมมืออาเซียนด้านสิ่งแวดล้อมเมืองที่ยั่งยืนประจำปี 2564 และการมอบรางวัลนวัตกรรม สผ.</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1.bp.blogspot.com/-aocWIk-bnxs/YCdGetrJkBI/AAAAAAABBTw/GdP_KDIpxC8UFZOZsub9CyXMEUiTh9R-wCLcBGAsYHQ/s2048/03%2B%25E0%25B9%2582%25E0%25B8%259B%25E0%25B8%25A3%25E0%25B8%2594%25E0%25B8%25B5%25E0%25B8%25A5%25E0%25B8%25AA%25E0%25B8%25B8%25E0%25B8%2594%25E0%25B8%25A7%25E0%25B9%2589%25E0%25B8%25B2%25E0%25B8%25A7%2521%2521%2B%25E0%25B8%258B%25E0%25B8%25B7%25E0%25B9%2589%25E0%25B8%25AD%2BYAMAHA%2BMT-15%2B%25E0%25B8%25A3%25E0%25B8%25B1%25E0%25B8%259A%25E0%25B8%25AA%25E0%25B8%25B4%25E0%25B8%2597%25E0%25B8%2598%25E0%25B8%25B4%25E0%25B9%258C%25E0%25B8%25AA%25E0%25B9%2588%25E0%25B8%25A7%25E0%25B8%2599%25E0%25B8%25A5%25E0%25B8%2594%25E0%25B8%25AA%25E0%25B8%25B8%25E0%25B8%2594%25E0%25B8%2584%25E0%25B8%25B8%25E0%25B9%2589%25E0%25B8%25A1%2B2%2B%25E0%25B8%2595%25E0%25B9%2588%25E0%25B8%25AD%25E0%25B8%2597%25E0%25B8%25B1%25E0%25B8%2599%25E0%25B8%2597%25E0%25B8%25B5.jpg" width="301px" alt="ข่าวเศรษฐกิจพอเพียง"/><br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i.ytimg.com/vi/l7fl-tygN6c/hqdefault.jpg" width="305px" alt="ข่าวเศรษฐกิจพอเพียง"/></p>
<p>สำหรับกิจกรรม “มหกรรมของดีศรีบุญเรือง เมืองเกษตรพอเพียง ประจำปี 2567 ” จัดขึ้นระหว่างวันที่ มีนาคม 2567 ณ สนามที่ว่าการอำเภอศรีบุญเรือง ในงานจัดให้มีการแสดง ดนตรี มหรสพ สวนสนุก อาหารอร่อย พร้อมสินค้าราคาถูกจำหน่ายให้กับผู้ที่มาเที่ยวชมงานอีกด้วย. จัด MOU “การส่งเสริมการออมเพื่อเด็กและเยาวชน” ระหว่างกรมกิจการเด็กและเยาวชน และ กอช. โดยนางอภิญญา ชมภูมาศ อธิบดีกรมกิจการเด็กและเยาวชน และ น.ส.จารุลักษณ์ เรืองสุวรรณ เลขาธิการ กอช. ตลอดหลายสัปดาห์ที่ผ่านมา ผมรอฟังคำอธิบายจาก &#8220;หัวหน้าพรรคอนาคตใหม่&#8221; เกี่ยวกับรูปที่เขาแชร์กันมากมายว่า..ใช่รูปนายธนาธรหรือไม่? เรื่องเดียวกันนี้ นายกนก รัตน์วงศ์สกุล โพสต์ Kanok Ratwongsakul Fan Page อธิบายแย้งประเด็นดังกล่าวไว้ว่า &#8230;. “&#8230;.เรื่องน้ำนี้ก็เป็นปัจจัยหลักของมวลมนุษย์ ไม่ใช่มนุษย์เท่านั้น แม้สิ่งมีชีวิตทั้งหลายทั้งสัตว์ทั้งพืชก็ต้องมีน้ำ ถ้าไม่มีก็อยู่ไม่ได้ เพราะว่าน้ำเป็นสื่อหรือเป็นปัจจัยสำคัญของการเป็นสิ่งมีชีวิต&#8230;..&#8221;</p>
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