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		<title>การโคลนนิ่ง</title>
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		<description><![CDATA[การโคลนนิ่ง               ความหมายของโคลนนิ่งในทางปศุสัตว์  คือ  การผลิตสัตว์ให้มีรูปร่างลักษณะแสดงออก  (phenotype)  และลักษณะพันธุกรรม  (genotype)  เหมือนกันทุกประการ  อาจทำได้โดยการตัดแบ่งตัวอ่อน  (embryo  splitting)  หรือการย้ายฝากนิวเคลียส  (nuclear  transfer) ประโยชน์ของการโคลนนิ่ง                1.ด้านสาธารณสุข  โดยเฉพาะอย่างยิ่งเมื่อใช้ร่วมกับเทคโนโลยีอย่างอื่น  เช่น  การย้ายฝากสารพันธุกรรม                2.ด้านการเกษตร  สามารถเพิ่มจำนวนสัตว์ที่มีพันธุกรรมดี  โดยย้ายฝากนิวเคลียสจากเซลล์ตัวอ่อนที่มีพันธุกรรมดีเลิศหรือจากโซมาติกเซลล์ของสัตว์เต็มวัยที่พิสูจน์แล้วว่ามีพันธุกรรมและลักษณะที่แสดงออกเป็นที่ต้องการ  เช่น  โคที่ให้น้ำนมมาก  มีความต้านทานโรคสูง  เป็นต้น วิธีการโคลนนิ่ง                1.การตัดแบ่งตัวอ่อน  การตัดแบ่งตัวอ่อนเป็น  2  ส่วน  เท่าๆ  กัน  และนำไปย้ายฝากให้ตัวรับ  จะสามารถทำให้ผลิตลูกแฝดที่เหมือนกันทุกประการ  2  ตัว  จากตัวอ่อนใบเดียว  ในการตัดแบ่งตัวอ่อนจำเป็นต้องใช้เครื่องมือเฉพาะดำเนินการ คือ เครื่อง micromanipulator และใช้ไปเปตแก้วที่เรียวเล็กมาก (holding pipette) เพื่อดูดจับตัวอ่อน แล้วใช้เข็มขนาดเล็ก (microneedle) [...]]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #000080;">การโคลนนิ่ง</span></h1>
<h2>              <span style="color: #ff00ff;">ความหมายของโคลนนิ่งในทางปศุสัตว์  คือ  การผลิตสัตว์ให้มีรูปร่างลักษณะแสดงออก  (phenotype)  และลักษณะพันธุกรรม  (genotype)  เหมือนกันทุกประการ  อาจทำได้โดยการตัดแบ่งตัวอ่อน  (embryo  splitting)  หรือการย้ายฝากนิวเคลียส  (nuclear  transfer)</span></h2>
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" /></p>
<h2><span style="color: #ff00ff;">ประโยชน์ของการโคลนนิ่ง</span></h2>
<h2><span style="color: #ff00ff;">               1.ด้านสาธารณสุข  โดยเฉพาะอย่างยิ่งเมื่อใช้ร่วมกับเทคโนโลยีอย่างอื่น  เช่น  การย้ายฝากสารพันธุกรรม</span></h2>
<h2><span style="color: #ff00ff;">               2.ด้านการเกษตร  สามารถเพิ่มจำนวนสัตว์ที่มีพันธุกรรมดี  โดยย้ายฝากนิวเคลียสจากเซลล์ตัวอ่อนที่มีพันธุกรรมดีเลิศหรือจากโซมาติกเซลล์ของสัตว์เต็มวัยที่พิสูจน์แล้วว่ามีพันธุกรรมและลักษณะที่แสดงออกเป็นที่ต้องการ  เช่น  โคที่ให้น้ำนมมาก  มีความต้านทานโรคสูง  เป็นต้น</span></h2>
<p><img class="aligncenter" alt="" 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" /></p>
<h2><span style="color: #ff00ff;">วิธีการโคลนนิ่ง</span></h2>
<h2><span style="color: #ff00ff;">               1.การตัดแบ่งตัวอ่อน  การตัดแบ่งตัวอ่อนเป็น  2  ส่วน  เท่าๆ  กัน  และนำไปย้ายฝากให้ตัวรับ  จะสามารถทำให้ผลิตลูกแฝดที่เหมือนกันทุกประการ  2  ตัว  จากตัวอ่อนใบเดียว  ในการตัดแบ่งตัวอ่อนจำเป็นต้องใช้เครื่องมือเฉพาะดำเนินการ คือ เครื่อง micromanipulator และใช้ไปเปตแก้วที่เรียวเล็กมาก (holding pipette) เพื่อดูดจับตัวอ่อน แล้วใช้เข็มขนาดเล็ก (microneedle) กดตัดแบ่งตัวอ่อน หรืออาจใช้ใบมีดขนาดเล็ก (microblade) เพื่อตัดแบ่ง</span></h2>
<h2><span style="color: #ff00ff;">               ตัวอ่อนที่ใช้ตัดแบ่งอาจใช้ตัวอ่อนระยะมอรูล่าหรือบลาสโตซีสก็ได้  เมื่อตัดแบ่งแล้วก็นำไปย้ายฝากให้สัตว์ตัวรับ  ในการตัดแบ่งตัวอ่อนนั้นจะต้องตัดแบ่งตัวอ่อนออกเป็น  2  ส่วน  ที่สมมาตร  (symmetry)  กันพอดี  โดยเฉพาะอย่างยิ่งส่วนอินเนอร์เซลล์แมส  (inner  cell  mass) ซึ่งในระยะบลาสโตซีสจะสามารถเห็นได้ แต่ระยะมอรูล่าอาจจะตัดแบ่งไม่ได้ส่วนที่สมมาตรกันจริง ๆ เพราะยังไม่มีส่วนอินเนอร์เซลล์แมส </span></h2>
<h2><span style="color: #ff00ff;">               2.การย้ายฝากนิวเคลียส  การโคลนนิ่งโดยการย้ายฝากนิวเคลียสอาจใช้นิวเคลียสจากเซลล์ตัวอ่อน  ซึ่งเรียกว่า  เอ็มบริโอนิคเซลล์โคลนนิ่ง (embryonic cell cloning)  หรือใช้เซลล์ร่างกาย (somstic  cell)  เรียกว่าโซมาติกเซลล์โคลนนิ่ง (somatic cell clonig) </span></h2>
<h2><span style="color: #ff00ff;"> </span><span style="color: #ff00ff;">เซลล์ตัวให้ที่ใช้นิวเคลียส  (donor  cell) เพื่อการย้ายฝากนิวเคลียสจะได้จาก</span></h2>
<h2><span style="color: #ff00ff;">               1.เซลล์ตัวอ่อนหรือบลาสโทเนียร์  จากตัวอ่อนระยะ  2  เซลล์ถึงระยะมอรูล่า ที่นำมาทำให้เซลล์แยกจากกันเป็นเซลล์เดี่ยว ๆ หรืออาจใช้เซลล์จากอินเนอร์เซลล์แมส ซึ่งจะเป็น embryonic stem cells ที่มีความสามารถพัฒนาไปเป็นเซลล์ทุกชนิดได้ </span></h2>
<h2><span style="color: #ff00ff;">               2.เซลล์ร่างกายหรือโซมาติกเซลล์จากสัตว์เต็มวัยหรือลูกอ่อน  เช่น  เซลล์ผิวหนัง  เซลล์เต้านม  เป็นต้น</span></h2>
<p><img class="aligncenter" alt="" 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" 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<p><img class="aligncenter" alt="" 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" /></p>
<p>&nbsp;</p>
<p><a title="http://www.dld.go.th" href="http://www.dld.go.th"></p>
<p style="text-align: left;">http://www.dld.go.th</p>
<p></a></p>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>การคัดเลือกพันธุ์</title>
		<link>http://bestoftheuniverse.6te.net/?p=62</link>
		<comments>http://bestoftheuniverse.6te.net/?p=62#comments</comments>
		<pubDate>Sat, 02 Feb 2013 15:36:00 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=62</guid>
		<description><![CDATA[การคัดเลือกพันธุ์                 การคัดเลือกเป็นขบวนการที่สัตว์ตัวใดตัวหนึ่งในฝูงมีโอกาสที่จะถูกคัดเลือกไว้เพื่อให้สืบพันธุ์ไปยังชั่วอายุต่อไป การคัดเลือกพันธุ์เป็นวิธีการอย่างหนึ่งในการปรับปรุงพันธุ์สัตว์ โดยใช้ร่วมกับแผนการผสมพันธุ์เพื่อให้ได้สัตว์รุ่นต่อ ๆ ไปมีลักษณะที่ดีตามความต้องการมากยิ่งขึ้น ถ้าหากเราทำการคัดเลือกพันธุ์สัตว์ได้อย่างถูกต้องแม่นยำแล้วเราก็จะได้สัตว์เลี้ยงที่ให้ผลตอบแทนสูงในที่สุด การคัดเลือกแบ่งออกเป็น 2 แบบ ดังนี้              1 การคัดเลือกโดยธรรมชาติ (natural selection)         ส่วนใหญ่จะเกี่ยวข้องกับการปรับตัวให้เหมาะสมกับสภาพแวดล้อมและในด้านวิวัฒนาการ สัตว์ที่แข็งแรงจะมีโอกาสในการถ่ายทอดพันธุกรรมได้มากกว่าพวกที่อ่อนแอ            การคัดเลือกพันธุ์โดยมนุษย์ (artificial selection) เป็นการคัดเลือกโดยมนุษย์เพื่อให้ได้ลักษณะต่าง ๆ ตามความต้องการของมนุษย์ โดยใช้เครื่องไม้เครื่องมือ และวิทยาการ สมัยใหม่เข้าช่วย การคัดเลือกโดยมนุษย์มักจะได้สัตว์ที่มีคุณภาพดี ให้ผลิตผลสูงและได้ผลรวดเร็วในการคัดเลือก                     2. [...]]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #003300;">การคัดเลือกพันธุ์ </span></h1>
<h2>               <span style="color: #339966;">การคัดเลือกเป็นขบวนการที่สัตว์ตัวใดตัวหนึ่งในฝูงมีโอกาสที่จะถูกคัดเลือกไว้เพื่อให้สืบพันธุ์ไปยังชั่วอายุต่อไป การคัดเลือกพันธุ์เป็นวิธีการอย่างหนึ่งในการปรับปรุงพันธุ์สัตว์ โดยใช้ร่วมกับแผนการผสมพันธุ์เพื่อให้ได้สัตว์รุ่นต่อ ๆ ไปมีลักษณะที่ดีตามความต้องการมากยิ่งขึ้น ถ้าหากเราทำการคัดเลือกพันธุ์สัตว์ได้อย่างถูกต้องแม่นยำแล้วเราก็จะได้สัตว์เลี้ยงที่ให้ผลตอบแทนสูงในที่สุด</span></h2>
<p><img class="aligncenter" alt="" 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" /></p>
<h2><span style="color: #339966;">การคัดเลือกแบ่งออกเป็น 2 แบบ ดังนี้ </span><br />
<span style="color: #339966;">            1 การคัดเลือกโดยธรรมชาติ (natural selection)         ส่วนใหญ่จะเกี่ยวข้องกับการปรับตัวให้เหมาะสมกับสภาพแวดล้อมและในด้านวิวัฒนาการ สัตว์ที่แข็งแรงจะมีโอกาสในการถ่ายทอดพันธุกรรมได้มากกว่าพวกที่อ่อนแอ</span></h2>
<h2><span style="color: #339966;">           การคัดเลือกพันธุ์โดยมนุษย์ (artificial selection) เป็นการคัดเลือกโดยมนุษย์เพื่อให้ได้ลักษณะต่าง ๆ ตามความต้องการของมนุษย์ โดยใช้เครื่องไม้เครื่องมือ และวิทยาการ สมัยใหม่เข้าช่วย การคัดเลือกโดยมนุษย์มักจะได้สัตว์ที่มีคุณภาพดี ให้ผลิตผลสูงและได้ผลรวดเร็วในการคัดเลือก<br />
</span></h2>
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" /></p>
<h2>                <span style="color: #339966;">    2. หลักในการคัดเลือกพันธุ์สัตว์ การคัดเลือกพันธุ์สัตว์มีหลักในการยึดถือให้ปฏิบัติหลายประการ ผู้เลี้ยงสัตว์จะยึด หลักการข้อใดข้อหนึ่งหรือทั้งหมดก็ได้ ซึ่งหลักการคัดเลือกพันธุ์สัตว์มีหลักการดัง<br />
</span></h2>
<h2>                 <span style="color: #339966;">     2.1 การคัดเลือกจากความสามารถของตัวมันเอง (individual selection) หรือการคัดเลือกความสามารถของสัตว์ทั้งฝูง (mass selection) การคัดเลือกแบบนี้พิจารณาจากลักษณะที่ปรากฏภายนอกของสัตว์ เช่น การให้ผลผลิต ปริมาณน้ำนม การให้ไข่ ฯลฯ การคัดเลือกโดยวิธีนี้ต้องพยายามควบคุมอิทธิพลที่เกิดจากสภาพแวดล้อมให้คงที่ วิธีการก็คือคัดเลือกจากสัตว์ที่เลี้ยงดูในสภาพที่ใกล้เคียงกันให้มากที่สุด การคัดเลือกจากความสามารถของตัวมันเองจะเกิดผลดีเมื่อ<br />
</span></h2>
<h2>                  <span style="color: #339966;">   2.1.1 ลักษณะที่คัดเลือกนั้นมีอัตราพันธุกรรมสูง </span><br />
<span style="color: #339966;">                     2.1.2 ลักษณะที่คัดเลือกนั้นต้องปรากฏออกมาในขณะที่สัตว์มีชีวิต</span></h2>
<h2>                         <span style="color: #339966;"> 2.2 การคัดเลือกจากบันทึกประวัติ (pedigree selection) เป็นการคัดเลือกโดยอาศัยพิจารณาจากพันธุ์ประวัติหรือบันทึกพันธุ์ประวัติของตนเองและของบรรพบุรุษ ดังนั้นในการคัดเลือกจึงต้องมีบันทึกพันธุ์ประวัติสมบูรณ์และจะดูพันธุ์ประวัติของบรรพบุรุษย้อนหลัง 2 ชั่วอายุ คือ พ่อ แม่ ปู่ ย่า ตา ยาย</span></h2>
<p><img class="aligncenter" alt="" src="http://t1.gstatic.com/images?q=tbn:ANd9GcQDOXEuK2zj73w0URns92KsuQAAWFV2zTrY5txjeWE9Usza1SMz2w" /></p>
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" /></p>
<p><a title="http://www.thaigoodview.com" href="http://www.thaigoodview.com">http://www.thaigoodview.com</a></p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://bestoftheuniverse.6te.net/?feed=rss2&#038;p=62</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>อาการดาวน์</title>
		<link>http://bestoftheuniverse.6te.net/?p=58</link>
		<comments>http://bestoftheuniverse.6te.net/?p=58#comments</comments>
		<pubDate>Sat, 02 Feb 2013 15:23:47 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=58</guid>
		<description><![CDATA[อาการดาวน์                  กลุ่มอาการดาวน์ หมายถึงโรคกรรมพันธุ์ชนิดหนึ่ง ในคนปกติจะมีโครโมโซมจำนวน 46 แท่ง แต่คนที่เป็นโรคนี้จะมีโครโมโซมจำนวน 47 แท่งโดยมีโครโมโซมคู่ที่ 21 เกินมา 1 แท่งถือเป็นความผิดปกติทางกรรมพันธุ์ที่พบได้บ่อยที่สุด อุบัติการณ์เท่ากับ 1:800 ของทารกแรกเกิด พบในทุกเชื้อชาติ สามารถเกิดได้กับทุกๆ คน เด็กจะมีลักษณะที่เฉพาะ เช่น ใบหน้ามักจะกลม ศีรษะค่อนข้างเล็กและท้ายทอยแบน ดั้งจมูกแบน หางตาเฉียงขึ้นบน นิ้วมือและนิ้วเท้ามักจะสั้น กล้ามเนื้อที่อ่อนนิ่ม มีพัฒนาการและการเจริญเติบโตที่ล่าช้า ซึ่งความรุนแรงจะมากน้อยแตกต่างกันในแต่ละคน พบความผิดปกติทางร่างกายของระบบต่างๆ ร่วมด้วย เช่น โรคหัวใจ  พิการแต่กำเนิด ภาวะต่อมธัยรอยด์บกพร่อง ปัญหาด้านการได้ยินและด้านสายตา เป็นต้น จึงควรได้รับคำปรึกษาดูแลจากแพทย์ผู้เชี่ยวชาญเฉพาะทาง และยืนยันการวินิจฉัยโดยการส่งตรวจโครโมโซม     http://www.thaigoodview.com    &#160; &#160; &#160;]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #0000ff;"><strong>อาการดาวน์</strong></span></h1>
<h2><strong>                 <span style="color: #33cccc;">กลุ่มอาการดาวน์ </span></strong><span style="color: #33cccc;">หมายถึงโรคกรรมพันธุ์ชนิดหนึ่ง ในคนปกติจะมีโครโมโซมจำนวน 46 แท่ง แต่คนที่เป็นโรคนี้จะมีโครโมโซมจำนวน 47 แท่งโดยมีโครโมโซมคู่ที่ 21 เกินมา 1 แท่งถือเป็นความผิดปกติทางกรรมพันธุ์ที่พบได้บ่อยที่สุด อุบัติการณ์เท่ากับ 1:800 ของทารกแรกเกิด พบในทุกเชื้อชาติ สามารถเกิดได้กับทุกๆ คน เด็กจะมีลักษณะที่เฉพาะ เช่น ใบหน้ามักจะกลม ศีรษะค่อนข้างเล็กและท้ายทอยแบน ดั้งจมูกแบน หางตาเฉียงขึ้นบน นิ้วมือและนิ้วเท้ามักจะสั้น กล้ามเนื้อที่อ่อนนิ่ม มีพัฒนาการและการเจริญเติบโตที่ล่าช้า ซึ่งความรุนแรงจะมากน้อยแตกต่างกันในแต่ละคน พบความผิดปกติทางร่างกายของระบบต่างๆ ร่วมด้วย เช่น โรคหัวใจ  พิการแต่กำเนิด ภาวะต่อมธัยรอยด์บกพร่อง ปัญหาด้านการได้ยินและด้านสายตา เป็นต้น จึงควรได้รับคำปรึกษาดูแลจากแพทย์ผู้เชี่ยวชาญเฉพาะทาง และยืนยันการวินิจฉัยโดยการส่งตรวจโครโมโซม</span></h2>
<h2><span style="color: #33cccc;"><img class="aligncenter" alt="" src="http://t2.gstatic.com/images?q=tbn:ANd9GcSzkN9wRFMCD9DXrkkst6w7WXtvt5V_qDnmaNvSrcQ_E9zfN8DtFQ" />   </span></h2>
<h2><a title="http://www.thaigoodview.com" href="http://www.thaigoodview.com">http://www.thaigoodview.com   </a></h2>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h2></h2>
]]></content:encoded>
			<wfw:commentRss>http://bestoftheuniverse.6te.net/?feed=rss2&#038;p=58</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>ยีน</title>
		<link>http://bestoftheuniverse.6te.net/?p=59</link>
		<comments>http://bestoftheuniverse.6te.net/?p=59#comments</comments>
		<pubDate>Sat, 02 Feb 2013 15:15:27 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=59</guid>
		<description><![CDATA[ยีน                 ยีนเป็นสารพันธุกรรมที่อยู่บนโครโมโซม    ที่เรียงกันคล้ายๆกับสร้อยลูกปัด   ซึ่งยีนจะมีหน้าที่สำคัญอย่างไรนั้นเราต้องมาทำความรู้จักกันเลยดีกว่าค่ะ                   ทำหน้าที่่ควบคุมลักษณะทางพันธุกรรมจากพ่อแม่ไปยังลูกหลาน ยีนแต่ละยีนจะควบคุมลักษณะต่างๆทางพันธุกรรมเพียงลักษณะเดียว ยีนที่ควบคุมลักษณะใดลักษณะหนึ่งนั้นจะอยู่กันเป็นคู่ ยีนสามารถเป็นได้ทั้งดีเอ็นเอหรือ อาร์เอ็นเอ เมื่อมีการถ่ายทอดลักษณะต่างๆ มายังรุ่นลูก ยีนแต่ละคู่ของลูกนั้นจะได้รับมาจากพ่อ  ครึ่งหนึ่งและได้รับจากแม่อีกครึ่งหนึ่ง ทำให้ลูกที่เกิดมานั้นมีความแตกต่างกันภายในครอบครัว   ยีนมีอยู่  2  แบบด้วยกัน คือ  ยีนเด่น   ยีนด้อย  เป็นต้น http://www.thaigoodview.com &#160; &#160; &#160; &#160;]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #ff99cc;">ยีน</span></h1>
<h2>           <span style="color: #808000;">     ยีนเป็นสารพันธุกรรมที่อยู่บนโครโมโซม    ที่เรียงกันคล้ายๆกับสร้อยลูกปัด   ซึ่งยีนจะมีหน้าที่สำคัญอย่างไรนั้นเราต้องมาทำความรู้จักกันเลยดีกว่าค่ะ</span></h2>
<p><img class="aligncenter" alt="" 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" /></p>
<h2 align="left">                 <span style="color: #808000;"> ทำหน้าที่่ควบคุมลักษณะทางพันธุกรรมจากพ่อแม่ไปยังลูกหลาน ยีนแต่ละยีนจะควบคุมลักษณะต่างๆทางพันธุกรรมเพียงลักษณะเดียว ยีนที่ควบคุมลักษณะใดลักษณะหนึ่งนั้นจะอยู่กันเป็นคู่ ยีนสามารถเป็นได้ทั้งดีเอ็นเอหรือ อาร์เอ็นเอ เมื่อมีการถ่ายทอดลักษณะต่างๆ มายังรุ่นลูก ยีนแต่ละคู่ของลูกนั้นจะได้รับมาจากพ่อ  ครึ่งหนึ่งและได้รับจากแม่อีกครึ่งหนึ่ง ทำให้ลูกที่เกิดมานั้นมีความแตกต่างกัน<span style="font-size: 1.285714286rem; line-height: 1.6;">ภายในครอบครัว   ยีนมีอยู่  2  แบบด้วยกัน คือ  ยีนเด่น   ยีนด้อย  เป็นต้น</span></span></h2>
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" /></p>
<p><a title="http://www.thaigoodview.com" href="http://www.thaigoodview.com">http://www.thaigoodview.com</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://bestoftheuniverse.6te.net/?feed=rss2&#038;p=59</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>โครโมโซม</title>
		<link>http://bestoftheuniverse.6te.net/?p=56</link>
		<comments>http://bestoftheuniverse.6te.net/?p=56#comments</comments>
		<pubDate>Sat, 02 Feb 2013 15:03:39 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=56</guid>
		<description><![CDATA[โครโมโซม                      โครโมโซมเป็นส่วนสำคัญส่วนหนึ่งของสารพันธุกรรม     ซึ่งถ้าโครโมตัวใดตัวหนึ่งขาดหรือหายไปอาจจะทำให้ร่างกายของมนุาย์ผิดปกติตามไปด้วย                        โครโมโซมคือสารพันธุกรรมในร่างกายของมนุษย์ เป็นตัวกำหนดลักษณะต่างๆเช่น สีตา สีผม ความสูง และควบคุม การทำงาน ของร่างกาย โครโมโซมจะอยู่ในเซลล์ทุกเซลล์ในร่างกาย ในคนปกติทั่วไป แต่ละเซลล์จะมีจำนวนโครโมโซม อยู่ทั้ง หมด 23 คู่ หรือ 46 แท่ง โดยครึ่งหนึ่งคือ 23 แท่งเราจะได้รับมาจากพ่อและอีก 23 แท่งจะได้มาจากแม่ และเราสามารถ ถ่ายทอดโครโมโซมครึ่งหนึ่งไปให้ลูกของเราได้เช่นกัน ด้วยเหตุนี้ เราจึงมีลักษณะเหมือนพ่อและแม่ ส่วนลูกของเรา ก็จะ [...]]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #808000;">โครโมโซม</span></h1>
<h3>                   <span style="color: #ff6600;">  โครโมโซมเป็นส่วนสำคัญส่วนหนึ่งของสารพันธุกรรม     ซึ่งถ้าโครโมตัวใดตัวหนึ่งขาดหรือหายไปอาจจะทำให้ร่างกายของมนุาย์ผิดปกติตามไปด้วย  </span></h3>
<p><img class="aligncenter" alt="" 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/></p>
<h2><span style="color: #ff6600; font-family: 'MS Sans Serif', 'Microsoft Sans Serif', Thonburi; font-size: medium;">                     โครโมโซมคือสารพันธุกรรมในร่างกายของมนุษย์ เป็นตัวกำหนดลักษณะต่างๆเช่น สีตา สีผม ความสูง และควบคุม การทำงาน ของร่างกาย โครโมโซมจะอยู่ในเซลล์ทุกเซลล์ในร่างกาย ในคนปกติทั่วไป แต่ละเซลล์จะมีจำนวนโครโมโซม อยู่ทั้ง หมด 23 คู่ หรือ 46 แท่ง โดยครึ่งหนึ่งคือ 23 แท่งเราจะได้รับมาจากพ่อและอีก 23 แท่งจะได้มาจากแม่ และเราสามารถ ถ่ายทอดโครโมโซมครึ่งหนึ่งไปให้ลูกของเราได้เช่นกัน ด้วยเหตุนี้ เราจึงมีลักษณะเหมือนพ่อและแม่ ส่วนลูกของเรา ก็จะ มีลักษณะเหมือนเราและคู่ครองของเรานั่นเอง</span></h2>
<h2><span style="color: #ff6600; font-family: 'MS Sans Serif', 'Microsoft Sans Serif', Thonburi; font-size: medium;">                    ดังที่กล่าวมาแล้ว คนปกติจะมีโครโมโซมอยู่ 46 แท่งในเซลล์ทุกเซลล์ จึงจะทำให้ร่างกายทำหน้าที่ได้ปกติ หากมีการเกินมาหรือขาดหายไปของโครโมโซมหรือส่วนใดส่วนหนึ่งของโครโมโซม จะมีผลให้ร่างกายเกิดความผิดปกติ และเกิดความพิการได้ยกตัวอย่างเช่น ในกรณีที่มีโครโมโซมที่ 21 เกินมาหนึ่งแท่ง จะทำให้เกิดกลุ่มอาการผิด ปกติ ที่เรียกว่ากลุ่มอาการดาวน์ (Down Syndrome) ซึ่งผู้ที่มีลักษณะเช่นนี้จะมีพัฒนาการช้า และอาจมีความผิดปกติของ อวัยวะ อื่นๆร่วมด้วยเช่น หัวใจผิดปกติเป็นต้น</span></h2>
<p><img class="aligncenter" alt="" src="http://t2.gstatic.com/images?q=tbn:ANd9GcQkuSkZkHTY-3ENMlkZFCnoXRQBpyBlH3WoPmWxjXRNr4p7r4_pTA" /></p>
<p><img class="aligncenter" alt="" src="http://t3.gstatic.com/images?q=tbn:ANd9GcRacMvhfspIP-zEZpJrc63_fGzYdspmPFeJJpv6WTiX-CATLKKw" /></p>
<p><a title="http://medinfo2.psu.ac.th/pathology/Education/Ge/Chromos.html" href="http://medinfo2.psu.ac.th/pathology/Education/Ge/Chromos.html">http://medinfo2.psu.ac.th/pathology/Education/Ge/Chromos.html</a></p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://bestoftheuniverse.6te.net/?feed=rss2&#038;p=56</wfw:commentRss>
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		</item>
		<item>
		<title>DNA</title>
		<link>http://bestoftheuniverse.6te.net/?p=53</link>
		<comments>http://bestoftheuniverse.6te.net/?p=53#comments</comments>
		<pubDate>Sat, 02 Feb 2013 14:47:45 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=53</guid>
		<description><![CDATA[DNA                      หลายคนอาจจะเคยได้ยินคำว่า  ดีเอ็นเอ  อยู่บ่อยๆซึ่งเป็นศัพทืทางการแพทย์และทางวิทยาศาสตร์ซึ่ง  ดีเอ็นเอ จะหมายความว่าอย่างไรมีความสำคัญอย่างไรนั้นเรามารู้จักกับ  ดีเอ็นเอ   กันดีกว่าค่ะ                  ดีเอ็นเอ (DNA)คือ ชื่อย่อของสารพันธุกรรม มีชื่อแบบเต็มว่า กรดดีออกซีไรโบนิวคลีอิก (Deoxyribonucleic acid) ซึ่งเป็นจำพวกกรดนิวคลีอิก(Nucleic acid) (กรดที่สามารถพบได้ในส่วนของใจกลางของเซลล์) ซึ่ง ดีเอ็นเอ (DNA) มักพบอยู่ในส่วนของนิวเคลียสของเซลล์ โดยพันตัวอยู่บนโครโมโซม ดีเอ็นเอ (DNA)มักพบในเซลล์ของสิ่งมีชีวิตทุกชนิด ได้แก่ คน (Human), สัตว์ (Animal), พืช (Plant), เห็ดและรา (Fungi), แบคทีเรีย (Bacteria), ไวรัส (Virus) (ไวรัสอาจจะไม่ถูกเรียกว่าสิ่งมีชีวิตเพราะองค์ประกอบบางอย่างไม่ครบ) เป็นต้น ดีเอ็นเอ (DNA) ทำการเก็บข้อมูลทางพันธุกรรมของสิ่งมีชีวิตชนิดหนึ่งๆเอาไว้ ซึ่งมีลักษณะที่มีการผสมผสานมาจากสิ่งมีชีวิตรุ่นก่อน ซึ่งก็คือ รุ่นพ่อและแม่ [...]]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #ffcc00;">DNA</span></h1>
<h2><span style="color: #ff0000;">                     หลายคนอาจจะเคยได้ยินคำว่า  ดีเอ็นเอ  อยู่บ่อยๆซึ่งเป็นศัพทืทางการแพทย์และทางวิทยาศาสตร์ซึ่ง  ดีเอ็นเอ จะหมายความว่าอย่างไรมีความสำคัญอย่างไรนั้นเรามารู้จักกับ  ดีเอ็นเอ   กันดีกว่าค่ะ</span></h2>
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" /></p>
<h2><strong>                <span style="color: #ff0000;"> </span></strong><span style="color: #ff0000;">ดีเอ็นเอ (DNA)คือ ชื่อย่อของสารพันธุกรรม มีชื่อแบบเต็มว่า<strong> </strong>กรดดีออกซีไรโบนิวคลีอิก<strong> </strong>(Deoxyribonucleic acid) ซึ่งเป็นจำพวกกรดนิวคลีอิก(Nucleic acid) (กรดที่สามารถพบได้ในส่วนของใจกลางของเซลล์) ซึ่ง ดีเอ็นเอ (DNA) มักพบอยู่ในส่วนของนิวเคลียสของเซลล์ โดยพันตัวอยู่บนโครโมโซม<strong> </strong>ดีเอ็นเอ (DNA)มักพบในเซลล์ของสิ่งมีชีวิตทุกชนิด ได้แก่ คน (Human), สัตว์ (Animal), พืช (Plant), เห็ดและรา (Fungi), แบคทีเรีย (Bacteria), ไวรัส (Virus) (ไวรัสอาจจะไม่ถูกเรียกว่าสิ่งมีชีวิตเพราะองค์ประกอบบางอย่างไม่ครบ) เป็นต้น ดีเอ็นเอ (DNA) ทำการเก็บข้อมูลทางพันธุกรรมของสิ่งมีชีวิตชนิดหนึ่งๆเอาไว้ ซึ่งมีลักษณะที่มีการผสมผสานมาจากสิ่งมีชีวิตรุ่นก่อน ซึ่งก็คือ รุ่นพ่อและแม่ (Parent) ทั้งยังสามารถถ่ายทอดลักษณะไปยังสิ่งมีชีวิตรุ่นถัดไป ซึ่งก็คือรุ่นลูก หรือ รุ่นหลาน (Offspring)</span></h2>
<p><img class="aligncenter" alt="" 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" /></p>
<h2>            <span style="color: #ff0000;">   ผู้ค้นพบดีเอ็นเอ(DNA) คือ ฟรีดริช มีเชอร์ (Johann Friedrich Miecher) ในปี พ.ศ. 2412 (ค.ศ. 1869) แต่ยังไม่ทราบว่ามีโครงสร้างอย่างไร จนในปี พ.ศ. 2496 (ค.ศ. 1953) เจมส์ ดี. วัตสัน และฟรานซิส คริก (James D. Watson and Francis Crick)เป็นผู้รวบรวมข้อมูล และสร้างแบบจำลองโครงสร้าง DNA (DNA Structure Model)จนทำให้ได้รับรางวัลโนเบล(Nobel Prize in Physiology or Medicine in 1962) และนับเป็นจุดเริ่มต้นของยุคเทคโนโลยีทางดีเอ็นเอ (DNA Technology)</span></h2>
<p><img class="aligncenter" alt="" 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" /></p>
<p>&nbsp;</p>
<p><img class="aligncenter" alt="" 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" /></p>
<p>&nbsp;</p>
<p><a title="http://www.thaibiotech.info/what-is-dna.php" href="http://www.thaibiotech.info/what-is-dna.php">http://www.thaibiotech.info/what-is-dna.php</a></p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://bestoftheuniverse.6te.net/?feed=rss2&#038;p=53</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>การแพร่</title>
		<link>http://bestoftheuniverse.6te.net/?p=51</link>
		<comments>http://bestoftheuniverse.6te.net/?p=51#comments</comments>
		<pubDate>Sat, 02 Feb 2013 14:35:41 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=51</guid>
		<description><![CDATA[ การแพร่                 ในชีวิตประจำวันของเรามีวิทยาศาสตร์เข้าเกี่ยวข้องกับเราตั้งมากมายโดยเฉพาะในเรื่องของการแพร่   เช่น  การแพร่ของน้ำหอม   ทั้งสารเคมีต่างๆ                   การแพร่แบบธรรมดาสารจะแพร่จากบริเวณที่สารมีความหนาแน่นมากไปยังบริเวณที่มีสารความหนาแน่นน้อย จนความหนาแน่นของสารในทุกบริเวณเท่ากัน สภาวะเช่นนี้ เรียกว่าสมดุลของการแพร่ (dynamic equilibrium) ซึ่งอัตราการแพร่ไปและกลับจะเท่ากัน                           สารที่มีขนาดเล็กและละลายในไขมันได้ดีและไม่มีขั้ว จะเข้าสู่เซลล์โดยกระบวนการแพร่ผ่านเยื่อหุ้มเซลล์ได้ดี  และมีอัตราการแพร่ผ่านเยื่อหุ้มเซลล์ได้สูง  เช่น ไนโตรเจน  ออกซิเจน                   [...]]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #008000;"> การแพร่</span></h1>
<h2>                <span style="color: #ced529;">ในชีวิตประจำวันของเรามีวิทยาศาสตร์เข้าเกี่ยวข้องกับเราตั้งมากมายโดยเฉพาะในเรื่องของการแพร่   เช่น  การแพร่ของน้ำหอม   ทั้งสารเคมีต่างๆ</span></h2>
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/></p>
<h2>                 <span style="color: #ced529;"> การแพร่แบบธรรมดาสารจะแพร่จากบริเวณที่สารมีความหนาแน่นมากไปยังบริเวณที่<span style="font-size: 1.285714286rem; line-height: 1.6;">มีสารความหนาแน่นน้อย จนความหนาแน่นของสารในทุกบริเวณเท่ากัน สภาวะเช่นนี้ เรียกว่า</span><strong style="font-size: 1.285714286rem; line-height: 1.6;">สมดุลของการแพร่</strong><span style="font-size: 1.285714286rem; line-height: 1.6;"> (dynamic equilibrium) ซึ่งอัตราการแพร่ไปและกลับจะเท่ากัน        </span><span style="font-size: 1.285714286rem; line-height: 1.6;"><br />
</span></span><br />
<span style="color: #ced529;"><span style="font-size: 1.285714286rem; line-height: 1.6;">                  สารที่มีขนาดเล็กและละลายในไขมันได้ดีและไม่มีขั้ว จะเข้าสู่เซลล์โดยกระบวนการแพร่</span><span style="font-size: 1.285714286rem; line-height: 1.6;" data-mce-mark="1">ผ่านเยื่อหุ้มเซลล์ได้ดี  และมีอัตราการแพร่ผ่านเยื่อหุ้มเซลล์ได้สูง  เช่น</span><span style="font-size: 1.285714286rem; line-height: 1.6;" data-mce-mark="1"> </span><span style="font-size: 1.285714286rem; line-height: 1.6;" data-mce-mark="1">ไนโตรเจน  ออกซิเจน  </span></span></h2>
<h2><span style="color: #ced529;"><span style="font-size: 1.285714286rem; line-height: 1.6;">                  อนุภาคของสารบางชนิดแพร่ผ่านเยื่อหุ้มเซลล์โดยตรงไม่ได้ จะใช้การแพร่ผ่านรูหรือ</span><span style="font-size: 1.285714286rem; line-height: 1.6;">ช่องของโปรตีนที่เยื่อหุ้มเซลล์ ไอออนขนาดเล็ก เช่น โพแทสเซียมไออน โซเดีย</span><span style="font-size: 1.285714286rem; line-height: 1.6;">มไออน</span><span style="font-size: 1.285714286rem; line-height: 1.6;">หรือคลอไรด์ไออน จะแพร่ผ่านช่องโปรตีนได้</span></span></h2>
<p><img class="aligncenter" alt="" 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fD06Z7kvDPLuekJu9q3pz+un7wyFHr0B0ys1EyEAfGKYL+Jyd3r/AJOf10/fGV2WWET6IyRhpPE8prkWsqgj20xBJ9LvNMVel5lMnaoWGfTK1lmoe+q/PIGp7IUUQUN9OOo91HnMk7NlleRZ2AiryGNyJLs8/VG2lNEWbvIuzSyiMpI4XTmNdoawwUFo91WT0J4IPBvJRk09SLimV7s+ZTEoGwkKpPwINevuP4ZjLqqHRetfeeRmzS6PxEVViZEZN/ioNgawK8w+sSCbscVkabRIJVXwySoIDFTSgCl854N9Pbm2DujLOOZgNUzEDjn3Vkjs9A/PUZF+ZliQwUxgGxRLG6IBHSh1ybotrRMIXCBTtDBQU4A6A0COa+IybdjiXMQdvKFPBHO7i+eOtj0ztPZ/6KP9Rf3RnEe2YlTgspf6vNb246/DjO29nfoo/wBRf3RmXjH0Yl3Cq0pEnMWzLMWzzjcU/utrFDeHfJ3ED4EbvwsYwl7UjknMAY71DEgV0BUGx1H1hV9crnYojeV4lpZmU3IqgsoV1rcSOQTXB61jybs0RwCPxgrDjxXUGyDZ3Lx5eaq6Ar79tRLGZYN4Q1Ohi37AylzfBX2CyL6WBzWKtTpgCR5CR6VzmPboh06IRKo1MaiNp3VrqlRmOwkiiy3weOLoXgEi+cOQhsoSZTu8MglTak+TznzeX2fHJU6mdridPLFbIXyyUfqrkKXtGt3KKFu+g+r1HPrkvtBC3CJ4gJ2nzAAci7vqK9nsxNqWRVZURaWlG8FVDtfQFSWYH0F9c1tpK7MkYuTVsyW2poW+7pYpSSfuAvrxmrtOcWoMb9NzAgqB0ob+hPJ492TYtAu/yttlaxf1unLeUmq5v0zX2vCyxqsbWyqRuYAkiuSQaF51SzDirFn+Str0stivpjxd15E4v1y65SPkp/ksnr9L/wDzjy755XEdrI30OzQZUu9M2zURvRNIegJ+11oWfW/uy25Te+mpeOaNo0LtsNAEAXuFXuI49pztDrna3VJs3eiJNIk826JXvhh5uN3NGjyqlhxdEcZnPpIyu95FVT0Z6A56cmsTSPp4j/GpkmWZ1EaPGCqsr1ZBu23SKN1A9OPZt1elE6NH2kNib1MeySm5BVyWjqkYtto88m+l5y8k3gZNRi1HGnmZdodnrH12c+0fh6+3FWpTb6L+GTO1iXDGbSSBYSoSg3P1iBtjJLqCqckVbdMg9rookjaSRkLUREa5ZhtW+L6mutWM2wqZdJmOVO76KIMuurgBL+HOajqGNX69OPxzS2hUyNLslJXijaiyBvKo9C+ACehzCN0DxhjsmceUXuotf2LrnbRIH35bjwq8iH8eJ2hd5Xf38iTLrolVgx5Vdzf0RuC+b2ct+F5F7n6gPrtMy9C5r+62TT46MsW0PHRLyEgddxrYDY81ADpX5Re7Tk9o6cEKArEcDk8Nyf2ZxSclLlZicIww83nr6eJ2TDDDPFPSE/ev+TN+sn764s7B7QkSKV51CRqF2HcpJvhjwaC2RRNHrjHvf/JX+KfvrinsjVSgqGVBp9p3OzD+b5QF63uu/Ss2wX+nzM0u08jz55DPLp5RM6gstKAtOQ7qoLVYBYEeXggD0yXrYl8YwHSAwtcjsIwEJC3djgsW8tdfuzF9dEuohUwqx+w4Swi0xLB9tKornkdffzt0jmJ5JZNQrxtwgCny7SSxY2eeQDQAFfCovUktCuaLW/ONIo0zrGIQqMSDtA2qRt21yo42njnDWSszjw9pjuma+lXuG2rJ6evGSeyo5W0rDU7VTapQo3O0C2bco45Fi+et4n08ieC40jbzvbcZGNlyo5LAH0Knj0zTTaWRTOLs5WyRnAFRiFYvI54DPZO0DgX9UBbqxm6eDfCPHLRnksEb7JboxA6Vtsj385Gg1SCQDymXaboDdQq74sAk8ZnPrIpELTJQVvL4i7Sfq0Qrc/WPTm9t5e0VRZXu33G4im3WfTyhaN2fbfpnauzT9DH+on7oziHbKvuZmAr6oK3Vgc9fU9c7Lpuy4pYYjJGrnw0FsL42jKOM6sSfC9aRL1faCRqWYjgE0CLNewE8nNWi7Zim/RuCetdGr9U0cianuppypCxKrEEA88H0NBhfww7O7sRRUxBdxVM/NH2gdAff19+ecbiq9la6VGlpBtCvRLDzNv4AHUeXcSSK4GGmUys0OqjLMVM0aiT64P2d8bAMGAWxdcHNPZ2n8WUxyJcO597l9lDzbQCrB7s17KJydrVkkb6OIRnT7TA3G16NbFIY71KBeeOSB656d1icXv7X7PNmpYFKO3qt/wBG7XRR6nTz+NCsEsqtErvHtcr5fDZuCyrvoc/zfhijuz2aEj1OhkaTfBJuBVytxsDsZATS3ZBHTzD1x5D/AByWJ3hRoVBZWZhuVxt8u0HdauObBXgYuMU41yzyx7Ay+CeQSwHN+UniyKvny8559SOCanutffcevw9fHQlRv0X0l4r8q/oL+78yESJGG2q5IJ9hoIOeSdq84gi0banVGdGBjjcqviedTStuKrYFBttV8fTHXb2rjhWXTwEePM7UOlM9bufTapH4/HIOhhWNBGXXwtpiAFgli1MWN1e6wK9ua5tVp9yz89kZ+EUuEoNvrSyWXw7v7LzJ2nk8O2KAkJs8elt2sAAFSTVckHpQxX21ypE4CKFsEnduajxS8jiuDk7TdnKCIkLbUJkdmO5jI1VZPX04+ORu1FkII8srtuqrUL06ck8UTz6nNsU0lfXc8qTUpyceqsl9/wAFu+Sg/wAVl/rT+5Hl0eUDqQPiayjfJhAsmkmVwGUy9COD5E9MtD92NMf/AEU+4V+w55fEdrI9Kh2aPV7xweIYy4Vga5+qeARTfV9fblY+ULtDwmibw2kBVhtUEk8iha8izwD6Y6i7mxCRmNlCeEBIUCh1NljZ56gc9MU99EWNoApEahWApRQ8yUNvQ+yvfkaPW1sTntlfPQz0vzUONP4Q3R75g7je8bHaWfc4JBNijf2fdkF9fBpynjg6t3mAj+ioxN9FQVTfmNq/UXtPqMn6SSXwNL4EiSQEKGkkYAkbm8TybeSRwAKqs1Q69YEmjjjXSgMGDyBo43Ykhhvo35VB3rYAIHGSl1bpnIde0lfuNphX5zMiahvFcNtUqNq7XDPe0hm+tts1wTV4u7V0iJHE8q/OZYywEioWIe7AABYr1AG48bRfONXE6NDSwyTEIJnBUNQYb7sb2G2qr1rgXlf0GmVUnGjLFi67jM5P2CFUMFsbB1FH3k5bC7a5EHZJ55mWt0rbyS9JTUFXzXwbuyDVcceuLOzdSJE3QVMyuQZJCthm2kkEDkUa2rzkrtSQKwdpGO0biqrYLbSAeAWo0eBxeew7nIBAWMgkgMVfcaKjgDaQepBzU03nsZoySTW5j2jsRrBkYyABaJKqNxJKkChRAJs+zEvczUK3aMAUk0/JN3ZD2CT6+3GUE0h07L4fgBDtXxAWtdvmJG6+GJ81m6yF3UYf9RgptwElbh0PlPP/AJ78K8oNrkxNKEsLV3db6fk7VhhhnkWPQE3e/wDkkn9j99crnZ2l3Rt85cCEqNgRmD7huJax9XyWKFiryx97R/FJf7P765WdCkjaaTxNOsy2u2MVIaCmyR5ftenUAn4Zsp9l5mWfaeQ0fWqiRRRxPJHIEQbAxGw0o8wvbSndbEcZCY6V4pIoomn8Jw7AlpHty1k024nyUVPpVjjJk0+oWFDBGoYKNyllVUNLQN8FRyKHPSsh94O3WhckyRxwzB1SRaZvF8qjycG1Ym+broL6Qk1HP7lsIubworWn18rnw4JKn8EMYpF2qgIQvucWeN422tUGGQtRqvmxX6SFYiNu2JNtzFY93k4H1juFckN7saxs4TwF1i79MT84YoeUMpAVeedpDJT+jXiyTau4QKkelbewlvefEAr6rHdYKMD6bRxlcZt5+/ezNrpRisNsvfNa7pInwsy8Oyl2LVXA4F0ASTQHt9uSFdmVjJGCQ1qoKswUV0JAG7r+WV/s7VC2VallQG3bydWahuokAcUOfLXwx3HGAwZ2O5RRUtSBmABaj046fHPUjJTSaPGqQdOTiys9pODbOSr35Y+T1JFmjtB29c7l2T+gi/q0/dGcQ7RlLBiiqVuy9WQASKBHFE527sf+Tw/1afujKOM6sSfC9ZkzPDnueHPONxzBJtnzh5SfCUniLcHvxD5ywsir9B0u8nafV6WRdEhaWEsEKRlvMfMxQSEgk2yE3xfrV5o7OlWLUSSMzmmlVU9L3bnICruuhfrQBxHpe0Gi7R8Zo1GndwVeZL8LxS5tHrdGGZXr05sjm808VOUJJ7E+AoR4iEo/Elfx7vv3lv0PZrrrZWjkRgyOrFauN25UtGD/ADk6jgkHphp2aFFi1s6PM72tbqAbhFBYX1Brd6kj0zHSRRpLq/msfhzGnkeR3CUHby7iCEBJZxtscnI/bTKj6JptONTOdoWaNSyhty2QwFcWWBauhIo3UKk5SalK19PIqoUowvCnezz218Xtcjds9iRtL4vhoXrk0LYgcBj6+nX2DK72jpFZAWi2bG+jW6pQQRaodv2SaPsGOdfo17PSSQtLL4jAc80AG2AbV+7cR1IvFkGnMSFpC8u7mtgtfLW3aD1PRj7Sc10HG9nHvf2M3Exk4XjN8k9+/fKxI0OrRYmMjACzvNnddAnd6ggUePdkHtuBUUBLrk3uNm+Sd12bv24u7WKpGkEMaF2O8xld5U1y1saBoVzfA9mZS6aVIVd/PI/JMlkCx5Rx0oc17c7HiJuq01e3LnyzLpcBCnw0Z4sKbssWtueS01z3Og/JMK00oHTxf/gmXnKL8k38mlvk+IP3Ey9Zk4jtWcodmgylfKEiFoRIu9Sr2u0tfKfZHJ59mXXKf363eJpyoBbz0CaB5T1AsY4ftEK2UciHNJp3ig07F9OVS/DQqu1dgdkIokCh1AHIPN5np+xtNMsjaqQTIH8qsCgRkB3WVbzWGFk8EAWMz1zzro0EaRS6sjawtQSpDXRerAO2weos1mXzaJjBpZNNQYbj4QdIwSpMhtAAU3LRBPPHHTJNppxsSV1ad8/Uxj0zu80xjeGQUqGRmEZ3UZNqgnrtA3DrfAxNrtdtl0yyzM8zeYLHRRzcm3lhuodD8BdWcY6nTaZZNTO0zurBQYy2xIwx3KQy0esZ2kmx09cybcggWCH6EoGDEjyqVLG9x3biSPbd8+6UHJ934IywRfNW8Mysa7Rl1kMW6BiwBZ1bkUeilvLRY1VCx0zfYBXdKRsKFuVAYgWpY1xfuI9mZa2QSEv4RJQit1x2aJ+1wdrHqeOuRtPKiAL9GHYElFqiQoJJ93HX4ZuSV7mNzk0lsidrtehhDbqDAEX7/q/CycU92JAe0YCFKjxBwTZva1njN2taOSMPMqBkY7LYEgbgB0NE2LrmuM0d2ZCe0dOSFHnApRQ4Dc/HCvgl4ZfI5LDijbXf57Ha8MLwzxbnpijvZ/JJfgD+DreVvsTtI6aKSaZ1aM7VUCxRAYksTdE8ChxwMvToCCCLB4IPQjK5P3P2EnSytDf2a3p9wJBH45qpTjgwSM9SMsWKOYl7VnVHMwEkscqDehIAiR2VnLFaZCOoJJoihi6GfZvfTzxNCbGnikuxN4i7iXfcA1hwHHUuPZjmHuxqY5Hdgk+9ShBkIXaTbAIy1yetk5rn7tgmPdoP0XMex1peb4VWrrzyOvOJ01KyTVvEto1lC7ad/D9cxTrNfMwjDtp7oHVgL9fzEHjb57XyWao3XsCHtGTfYCRPpl4WJR5twIFBDQBU7/XndlqPdpQZGGkkuXh78wIN2KJIAJJND25Ak7ocps0swCGwqnahIJI3D7RBJN5KNOytdfP3ttzJf5Eb3s/l73yvyK5LrH+jd2WJQAXQ+nUVd0AbAN9KAxro2Hhq0SjZLtZi5N19qwb3eXgD0rGUPcyYyM66UgsKO+UbQCQTSluLIs0Mnr8nk0hBkkVAPsqWYdKvbwLrjNEZRjdykvqZanTSUYv6eXz31KR2yqguvmB8oCIOCb4DV8fzztvZURWCJW+sqID8QoB/PE3YXcTTaZt4UySXe9zdH2qOg+PX35ZMzcRWVSyWxOhScLthnjZ7hmU0HLNV2cJHnKyCGVZH+k22VXcwI6qRe4G7FUPS8dajvAsoj07QvPp5Iysk7DynZuVizL5d29B63bgjpj/tfutHMxcXHIerrXP6ynhuMV/wd1SLsDQyx1Wxl2ceygCM1SVOrnez3uU06lSisNrra3P6lc02paJG0srtNo3JWKQNtliKsPKW9qsB+VceXJusL6YQDTzCPSQr50ay7AFi3J4O7dyTVVYzdru6xkREfR0kZJCwyhFNkEgqCLBIBr3Z52r2ZPIAEhdB0a1D2LF1Tdasc2OchToRTd3ltmjRW4xzs7Z/Flk3z8WiupqSfGnhlaQyEhVelVdrtuG5bvqQG9ldcWyeMSHaQFgtFFHl3EV9bqQBzVdecsR7uTibesUnhAELEIwKJrqwPIFWBXU55o+6cys7Lp5WL1+kdaUC6C8jjk9bOaIxVknl5+pROq7tp3/59G+5CHsgxwSKjEtNKbJ9ehP90VyfaRmrVakSMzSxSJtNDrZO3mlsg8gDd63l0h7m6luojj+Lbj+Cj/PGGi+TiKwZ3aU+z6iffRs/jkoSp0tJZLZe/UrqzqV2245vVt/RbLaxo+SiJhppGIIDSeW/cqg/nx9xy8Zr0+nVFCoAqqKAAoAewAZszFUnjk5cy6nHBFRDKV8o8DN4AV9hO+mK7h9jgix+30y65F7R7NjnTZIu5evwPoQRyD785Tkoyu9Dsr26OpT00sSyaeNzM8vhhBIGYC/CZTIVopYAoknixwcy0mobwwNLqVfZJulaTynzFW8qqu2ivABoc3eT37rzx8afUnb6JKt/4l/0xfB3ZlijaNNNEoY7iYJNh3ehG6uePhmi0XbDJW98ynFk8UXf09DRN2/J4MraPTIshkF2oj32v1jurdTEAn1F1mrtXVbpEkaQrW3cgA2liCo8x5oknj1yYeyZFiEa6eZa6MHV2u7s3YPPtGQh3dICA6eV2TozgFru74Fdfwy2EYKV7+qITm3FRt6MQ6vUeWTxJOCAB4akFSLI6X5ia9K4zRpNMQqRhSVI5Lsd5Vr3CgOpY9bFY403diVHdl087FqHnYUoBJAXpxbHrZyRH3N1LMT4W2xXnm6C7pQpJHPOXKUHnK1/FFcsS6MG2tdNxHtjhQoFYqN7s7+ajXJ3sb3WK91Zp7oyNN2jCynfUnJAG0Kg5PHFV6+t5cNJ8mrUBJKFXm1QFjybPmf/AEOWjsTuzBpFqFApPVurH4n2e4UMpnXhFWhnlbQmqcp5zWd73GmGe1hnnmwMMgdvQSPpZ0hoyNE6puYqN5UhbZSGAv1BBysdxexdVo96PEPCkl3D6Vfok8BBwiiiTKpsA/au25wB/wBrd7dJpXWPUTxxu/IVjzV0Cf5q3xuND342GUztbsjVR6rVSQQQ6hdXFFH9NJtWJoxIp8RCp8SIh9xVebBHreJe3+7kmmi1OrA/jQ1ccumClmDoBEqxeGthQ/0oqvVbPHAHTSM06TUpKgeNldT0ZTYPNGiPeM5yO4Opj1GjKVIsSQI7ySWCFLHUkLw6M5dj5WZXsBgAMWr8nmsWLTJHEimAAh1m53jVb3bk8bogoBUBuoY1wQOraHXpMpaNgyhmSx03IxVx8QykfdmOr7UijeNHcK8rFY1PViBZoe4ck5U37r6j/ps2nWhI+omlC79oeJtW0pTevK74iVv03ZB7D7jzLqtNM8aJHFLqnWLxN5gjkjiESA9D9Isj0OBvwDoowzwYXgHuBOGeHANGi16TLujYMu5lsdNyMVcfcykfdkLtnvRptIVGpmSIuCV3mrC1urj0sfjlL7C7pavTagzLAoKtrXYjUfygSyM2njK0Qm0ndZFD3knH/eDRar55ptTBCkvhwzxsjSiOjIYCvJU2PoyDxgDWfvPpkUu0ybQsb7rsFZSViIIB3biCBV3krQ9pxTb/AAnD+G7RvXRZFrct+0XznOovk1nEcUThJFjGgP1qUGPUzyaoKDyB4c20e0DPR3H1UKMNPEnn/wCpIVEuwAal0Omcmje1EAI6ix78A6VPMqKzMaVQWJ9gAsn8MNPOrqrqbVgGB9oIsH8DnMm7ja0Tl1UcwGMu0t//AInhAIV2uv0oB2NvQcsDdZv0PcrWLPCzAFlbTN848c2kMcCJNp/D+1vdX56HxNx5GAdLzRrNYkUbSSMERFLMx4AUCySfhlM7i90JtHJGzigdHFHL9IX3apXYs1Em/IQN3soemIdT8nmrki1EZRd7Q6hHlMxb53K8iPp3KH9H4YU9el0OMA6pptQsiK6m1YBgfaCLB556ZszTpIAiKiigqhQB0AAoDN2AGGGVLv52BNqTpykYnjQy+JAZTEHZkqF9w/mNZ9o3WOQMAtjGsTdkd8dHqn2aeeOVtpalNnaCAT09pH45I7MEoQpIgXYEVWEhk3/RruYlhuFPuHmsmr9aznXZHczXx6B9KVkVvBEdnXFoSVdGZUjC3FvQMu4HgMcA6tWYyMFBJ4ABJPsA65yjsnsDVCWRoINgi1M6+A05CqkuigRNshBDKreg6chbrNum7j60S6ZmVR4UcEZcS2Si6QxyqbJP6Y3S0pAB5bAOnaPVJLGkkbBkdQ6sOjKwtSPiDm/FPdPs99PodLDJW+KCKNqNjcqKGo+vIxreAe4Z4DnuAGGGGAGGGGAc077duaj52YPFMSLLoTHGsRLTK0yGZxKPqhSNpHSgb+sMiTd9e0RHL0X5vJHpZ5PDG0SGWXxJhfAUQiAixtBns9Ms/anfNoNVJD4bSndpY0RdqeeddQQS7NyPoebAr35j2T3h08OgTVRQNHHLPUoLAsjvP4MruxJ3ASDk30A6VWAaG7Wnk7N0sslNI2o0wYoGUMh1SLuA8pFpTfzefUZh3F70anUameKc7goLApHtRT4jKF3Ha6Ntr6ORd3BO4jPYPlTR4y6wOCFjJV5ETa8kkyIjEnrthL0ATTLQN5GHyqcmQwHwDp9PKnmHiGWaaSIK3NBdyHn02E82BgFd1PfHV6jSzjxvELQahnWOIxtA0eoRIKkX63iLu4/o2Ohxlr+/mtSfVrF51RdTsUw8xtFJEqnapLMNjO9E2wUEBR1e91+9kbNBpdNpJEDLLIw3KEiCzMsjWxtwXbcCt2H9PS61gHKe1e++tRYxBOsiHxiuobTMiyujRiOPbRu9zeaMW1eXlTcvT9vambtSBJZCuzVTodMsTLsiXTzeE7S9HD8NzxZFVtOdMrCsA8Ge4YYAZU+/Pa+qgaAaWj4xeDlN22Z9pgc+xRtkv05GWzK53s73/MjGBC0zSJM4Csq0sKB5LLH+aeK9mAUPtP5RNeNOkyWhkE80cbQdY42jRUZj5ixIkbaFvaQdygZlru9Wu07TqsxI+d6gb5Y7EaiNG0yCwRtkLNVcnwyF5OWnTfKP4lImmkMzuixxF0G9ZIDOrl72r9EpJHJBoc9cXn5VlD79hMbx6fw0NK/jyS6pJFd7KhV+bnkX9U1d4A57pdp6uebUnUMqpGY0WIRkedoIJHPiNTEBmdQCAeeelCo6Dv3rpTIFceZtNsLQAGPxNV4UqsgP2UIJUsWHqRdC19md/wD5wyLFpZm8sbS2VUw+JJJGnlYgvzG7Er9kAi7rF3a3yln5sHgjKyPC0y76ZQE1UUDAgEWT4ljnAEHbnezWnTzRSS+HUevjEogO7USxSNHEi7f0bGM79y+vI4Byyd7+254YtIiSeCkkUm+UxNKfEWJDFHQ5Bcluevloc4L8qcZM+3TzOsQlKlPMX8KQRvYHKcncL6qrH0rLJ3Z7fXWQCZQANzKQHVxamjTKenryAeeQMAoHZPenXxxwadVMkg0cerW0tmhXSENGx6lzqwi39anyx/J32/qNTHKZ2WQKU2uq7TZW5FIChfK3SrI3U3IyzxdlRrM84UeK6qrPySVX6oFngetCrPXJeAGGGGAatS5CMVG5gCQPaaND7zxnIdD2/qZ3WSSVpWMWi3oIniWKRtfEJY9t0WQEjd1oc2M6/qJgisx4Cgk/ACz+zOf9rfKZKdMWg07JJJHDNAZWVlaCWZIg5CtwwMieQn7Y54OAIu0e92tkj1iGVkMTRuHhi4jQatEZSaEiHwzZR1JIRje01jPW9q6uS2d9yDXTwRqsZQrHHBq9r7lbzbvJViuB1Jyy95u+vzIhWgeUiCTUOVZV2xxNGJDTHk/SWAOtffkcfKAS3hLpZDqPEkj8HxEHljiilZvEvbWyaPj2tXpeAVPu/wB9NVFDBul8WFF0PjSGBlMO/cs0bk2XIVUYuebN9GGR+2O8mrkWSRpH2tpNaUi8NkV2j1bLHwKYN4IDejUvvOP1+VZd7sELo403zdeEb6WCSWTxGJIFbK49eOeuOuzu/vzhwItNMyBYjI5KqYmlQuqsjHcaFbiOlirwCv6rvlrFm1CqQWQ6sfN/ANxRRRSNp5/E+1vZU46HxKHIywdyu1tVJLPHqWD7I9NKrCLw+Zo2Z1qzYUqPfzzkDWfKKWSAwx7WlTRT2/IEWp1KxFaB+sBZvp0zHTfKzE8csiaeUqqh0I5DIZRHbFQfDqw5Bs7efQjAL7hirsLt9dTp0mFKHvjer0QxU0yEgix8faAbAMAa4YYYAtn7uQPL4zRgybo33Wb3RCQRHrXlEj/3vXPP4N6f5s2l8JfAbeDHZo72LPzd8sxPX1xnhgCSXubpG3fQgb5ElJVmVvERdiMGVgVpLXgjgn2nNf8AATRbQvgDaIxCAGcVGJDIoFNxtkJZT1UngjH+GALOzu7engZXijCsqNGG3MW2M+97LEliX8xJs364zwwwAwwwwAwwwwAyB2l2HDOVMsYcqsiAkkUsq7ZRwftLxk/DAEc3crSMpUwij4fIZlYGJNkRVlYMpCErYI4Ju8H7laMrt8BQAsaDaWUqsTM0W0qwKlWdjuFHzHnHmGAIh3J0e6JvAXdCFCeZvssWTcN1OQ5LAvZBJPXNa9wNCC5GnXzgq3metrSLIQBupR4ihqFC79puw4YAjbuVpCZSYR9Le7zNVswdiq7qjJdQxKAEkA9cn9ldkRaZCkK7VLFzZLMzN9ZmdyWYn2kk5NwwAwwwwAwwwwDGQiuenrlG0g7ERPo304SZkUfSkg+G6SIqkt5EV2Q7RSgsMvMq2CPaKyh6j5LFaLTRiavC040r3HYkj3Br2iRQGsH629fNyDQwBr2truzZnlE8kLNHFLFJucjbEzIJgaI43hASOQaHGLu88vZiErNFvLSTSSNGxDJJFpVZ7IcMC0Cou0GiCLzDU/JfvbU/xlkSdZhsRNo3SOrBnHiFHKleoRCb8xJ5zc/yds7O82pLvI87sVhCD6bSLpyAN5oKF3Dk309+Ae6ePsjUeGi+ErzLAyKrtHINsTCAKUYFGERYBVIJF9RjtO5ukEscogUPGEVDZoBARGSl7WKgkBiCRfBxHovk9ePUQTfOeYxCG2RGMyeFHsAYiXaVIonersK4YDgXYYAg0ncLRRfUgUfU+05rw5BJEBbcBXAIA49OnGZL3G0YDgQgByCadxtp96+H5voqc7vJt55x9hgEHQdiQwxiOONQos0fMbJLMSzWSSxJJJJJJwydhgBhhhgBhhhgBhhhgBhhhgBhhhgBhhhgBhhhgBhhhgBhhhgBhhhgBhhhgBhhhgAc8wwwD3DDDAPM9wwwAwwwwAwwwwD/2Q==" 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<p><img class="aligncenter" alt="" 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" /></p>
<p><a title="http://www.thaigoodview.com" href="http://www.thaigoodview.com">http://www.thaigoodview.com</a></p>
<p>&nbsp;</p>
<h2></h2>
<h2></h2>
<h2></h2>
<h2>            <span style="line-height: 1.714285714; font-size: 1rem;">   </span></h2>
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			<wfw:commentRss>http://bestoftheuniverse.6te.net/?feed=rss2&#038;p=51</wfw:commentRss>
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		</item>
		<item>
		<title>นิวเคลียส</title>
		<link>http://bestoftheuniverse.6te.net/?p=49</link>
		<comments>http://bestoftheuniverse.6te.net/?p=49#comments</comments>
		<pubDate>Sat, 02 Feb 2013 14:21:27 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=49</guid>
		<description><![CDATA[นิวเคลียส                           เป็นโครงสร้างที่มักพบอยู่กลางเซลล์ เมื่อย้อมสี จะติดสีเข้มทึบ สังเกตได้ชัดเจนปกติเซลล์ของสิ่งมีชีวิต ทั่วไปจะมีนิวเคลียสเพียง 1  นิวเคลียส               เยื่อหุ้มนิวเคลียส (nuclear envelop , nuclear membrane)เป็นเยื่อบาง ๆ  2 ชั้น  แต่ละชั้นประกอบด้วยลิพิดเรียงตัว  2 ชั้น มีโปรตีนแทรกเป็นระยะๆ มีช่องเล็กๆ ทะลุผ่านเยื่อหุ้ม  นิวคลีโอพลาซึม คือ ส่วนต่าง ๆ ที่อยู่ใน เยื่อหุ้มนิวเคลียส เซลล์ที่มีเยื่อหุ้มนิวเคลียส เรียกว่า เซลล์ยูคาริโอต (eukaryotic cell) ได้แก่ เซลล์ของพืช สัตว์ โพรทิสต์  เซลล์ที่ไม่มีเยื่อหุ้มนิวเคลียสเรียกว่า เซลล์โพรคาริโอต (prokaryotic cell) ได้แก่ แบคทีเรีย  สาหร่ายสีเขียวแกมน้ำเงิน           [...]]]></description>
				<content:encoded><![CDATA[<h3 style="text-align: center;"><span style="color: #ff0000;">นิวเคลียส</span></h3>
<h3 style="text-align: left;"><span style="line-height: 1.714285714; font-size: 1rem;">           <img class="aligncenter" alt="" 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" /></span></h3>
<h1 style="text-align: left;"></h1>
<h3>           <span style="color: #ff9900;">   เป็นโครงสร้างที่มักพบอยู่กลางเซลล์ เมื่อย้อมสี จะติดสีเข้มทึบ สังเกตได้ชัดเจนปกติเซลล์ของสิ่งมีชีวิต ทั่วไปจะมีนิวเคลียสเพียง 1  นิวเคลียส   </span></h3>
<h3><span style="color: #ff9900;"><strong>           เยื่อหุ้มนิวเคลียส </strong>(nuclear envelop , nuclear membrane)เป็นเยื่อบาง ๆ  2 ชั้น  แต่ละชั้นประกอบด้วยลิพิดเรียงตัว  2 ชั้น มีโปรตีนแทรกเป็นระยะๆ มีช่องเล็กๆ ทะลุผ่านเยื่อหุ้ม  <strong style="font-size: 1rem;">นิวคลีโอพลาซึม</strong><span style="line-height: 1.714285714; font-size: 1rem;"> คือ ส่วนต่าง ๆ ที่อยู่ใน เยื่อหุ้มนิวเคลียส</span><span style="line-height: 1.714285714; font-size: 1rem;"> เซลล์ที่มีเยื่อหุ้มนิวเคลียส เรียกว่า </span><strong style="font-size: 1rem; line-height: 1.714285714;">เซลล์ยูคาริโอต</strong><span style="line-height: 1.714285714; font-size: 1rem;"> (eukaryotic cell) ได้แก่ </span>เซลล์ของพืช สัตว์ โพรทิสต์  เซลล์ที่ไม่มีเยื่อหุ้มนิวเคลียสเรียกว่า <strong>เซลล์โพรคาริโอต</strong> (prokaryotic cell) ได้แก่ แบคทีเรีย  สาหร่ายสีเขียวแกมน้ำเงิน </span></h3>
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<p><img class="aligncenter" alt="" 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" /></p>
<h3></h3>
<p><img class="aligncenter" alt="" 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/></p>
<p>&nbsp;</p>
<p><a style="color: #0f3647;" title="http://www.thaigoodview.com" href="http://www.thaigoodview.com">http://www.thaigoodview.com</a></p>
<p>&nbsp;</p>
<p><a style="color: #0f3647;" title="http://www.thaigoodview.com" href="http://www.thaigoodview.com"> </a></p>
<p><br style="line-height: 24px;" /><strong style="line-height: 24px;">   </strong></p>
<p><span style="line-height: 1.714285714; font-size: 1rem;">  </span></p>
<p><a style="color: #0f3647;" title="http://www.thaigoodview.com" href="http://www.thaigoodview.com"> </a></p>
<p>&nbsp;</p>
<p><strong>       </strong></p>
<h2><strong>     </strong></h2>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://bestoftheuniverse.6te.net/?feed=rss2&#038;p=49</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>เซลล์</title>
		<link>http://bestoftheuniverse.6te.net/?p=45</link>
		<comments>http://bestoftheuniverse.6te.net/?p=45#comments</comments>
		<pubDate>Sat, 02 Feb 2013 13:57:19 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=45</guid>
		<description><![CDATA[เซลล์                   เซลล์เป็นสิ่งมีชีวิตที่เล้กที่สุดเลยก็ว่าได้    แต่จะเล้กมากแค่ไหนนั้นให้เรามาทำความรู้จักมาพร้อมๆกันนะค่ะ                         เซลล์โดยทั่วไปถึงแม้จะมีขนาด รูปร่าง และหน้าที่แตกต่างกัน แต่ลักษณะพื้นฐานภายในเซลล์มักไม่แตกต่างกัน นักชีววิทยาได้ใช้กล้องจุลทรรศน์อิเล็กตรอนศึกษาเซลล์ของสิ่งมีชีวิตพบว่า ในไซโทพลาซึมมีโครงสร้างขนาดเล็กที่ทำหน้าที่เฉพาะเรียกว่า ออร์แกเนลล์ (organelle) มีหลายขนาด รูปร่าง จำนวน และหน้าที่ต่างกัน ทั้งนี้ขึ้นอยู่กับชนิดของเซลล์ซึ่งจะประกอบด้วยโครงสร้างพื้นฐานที่คล้ายคลึงกัน ดังนี้ http://school.obec.go.th/saneh/cell/cell/main1.htm &#160;]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #993366;">เซลล์</span></h1>
<h2>                 <span style="color: #ff00ff;"> เซลล์เป็นสิ่งมีชีวิตที่เล้กที่สุดเลยก็ว่าได้    แต่จะเล้กมากแค่ไหนนั้นให้เรามาทำความรู้จักมาพร้อมๆกันนะค่ะ</span></h2>
<p><img class="aligncenter" alt="" src="http://t3.gstatic.com/images?q=tbn:ANd9GcSf6OEFTJfqZB7x5_F_Wdtwu-TtpYDSZFCgm06gTiCae0-s8Hpj" /></p>
<h2>                      <span style="color: #ff00ff;">  เซลล์โดยทั่วไปถึงแม้จะมีขนาด รูปร่าง และหน้าที่แตกต่างกัน แต่ลักษณะพื้นฐานภายในเซลล์มักไม่แตกต่างกัน นักชีววิทยาได้ใช้กล้องจุลทรรศน์อิเล็กตรอนศึกษาเซลล์ของสิ่งมีชีวิตพบว่า ในไซโทพลาซึมมีโครงสร้างขนาดเล็กที่ทำหน้าที่เฉพาะเรียกว่า ออร์แกเนลล์ (organelle) มีหลายขนาด รูปร่าง จำนวน และหน้าที่ต่างกัน ทั้งนี้ขึ้นอยู่กับชนิดของเซลล์ซึ่งจะประกอบด้วยโครงสร้างพื้นฐานที่คล้ายคลึงกัน ดังนี้</span></h2>
<p><img class="aligncenter" alt="" src="http://school.obec.go.th/saneh/cell/cell/cell11.jpg" /></p>
<p><img class="aligncenter" alt="" src="http://school.obec.go.th/saneh/cell/cell/cell12.jpg" /></p>
<p><a title="http://school.obec.go.th/saneh/cell/cell/main1.htm" href="http://school.obec.go.th/saneh/cell/cell/main1.htm">http://school.obec.go.th/saneh/cell/cell/main1.htm</a></p>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>ดาวเนปจูน</title>
		<link>http://bestoftheuniverse.6te.net/?p=43</link>
		<comments>http://bestoftheuniverse.6te.net/?p=43#comments</comments>
		<pubDate>Sat, 02 Feb 2013 13:46:10 +0000</pubDate>
		<dc:creator>siriluk tai</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bestoftheuniverse.6te.net/?p=43</guid>
		<description><![CDATA[ดาวเนปจูน                        และแล้ววันนี้ก็มาถึงดาวดวงสุดท้ายที่เราจะนำมาเสนอแล้วนะค่ะ   นั่นก้คือ   ดาวเนปจูน            ดาวเนปจูนเป็นดาวเคราะห์ที่อยู่ไกลจากดวงอาทิตย์ที่สุดตามนิยามดาวเคราะห์ใหม่ที่ไม่จัดดาวพลูโตเป็นดาวเคราะห์ ดาวดวงนี้ถูกค้นพบครั้งแรกด้วยการคำนวณทางคณิตศาสตร์ เนื่องมาจากมีเหตุการณ์ที่วงโคจรของดาวยูเรนัสมีความผิดปรกติ นักวิทยาศาสตร์จึงสงสัยว่า จะต้องมีดาวเคราะห์ขนาดใหญ่ที่มีแรงดึงดูดสูงพอที่จะเปลี่ยนเส้นทางการโคจรของดาวยูเรนัสได้ ผลที่ได้ก็คือ การค้นพบดาวเนปจูนโดยนักคณิตศาสตร์ชาวฝรั่งเศสชื่อ เออร์เบน โจเซฟ ลี เวอเลียร์ (Urbain Joseph Le Verrier) เป็นผู้คำนวณและส่งผลไปไห้นักดาราศาสตร์เยอรมันชื่อ โจฮัน ก็อทฟรีด กาลล์ (Johann Gotfried Galle) เพื่อส่องกล้องหาดาวเคราะห์ตามตำแหน่งที่ได้คำนวณไว้ ซึ่งเขาสามารถพบดาวเนปจูนในคืนแรกของการสำรวจ ดาวเนปจูนมีสีน้ำเงินเข้มซึ่งเกิดจากมีเทนและธาตุอื่นซึ่งยังไม่เป็นที่เข้าใจของนักวิทยาศาสตร์ในปัจจุบัน สนามแม่เหล็กของดาวเนปจูนมีลักษณะแปลกเช่นเดียวกับดาวยูเรนัสคือมีแกนสนามแม่เหล็กเอียงออกมาจากแกนการหมุนรอบตัวเองถึง 47 องศา และมีสภาพสนามแม่เหล็กที่ซับซ้อน ขณะนี้เราค้นพบดาวบริวารของดาวเนปจูนจำนวน 13 ดวง ดาวบริวารที่ใหญ่ที่สุดของดาวเนปจูน [...]]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #003300;">ดาวเนปจูน</span></h1>
<h3>                     <span style="color: #99cc00;">  และแล้ววันนี้ก็มาถึงดาวดวงสุดท้ายที่เราจะนำมาเสนอแล้วนะค่ะ   นั่นก้คือ   ดาวเนปจูน</span></h3>
<p><img class="aligncenter" alt="" src="data:image/jpeg;base64,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" /></p>
<h2><span style="color: #99cc00; font-family: 'MS Sans Serif'; font-size: large;">           ดาวเนปจูนเป็นดาวเคราะห์ที่อยู่ไกลจากดวงอาทิตย์ที่สุดตามนิยามดาวเคราะห์ใหม่ที่ไม่จัดดาวพลูโตเป็นดาวเคราะห์ ดาวดวงนี้ถูกค้นพบครั้งแรกด้วยการคำนวณทางคณิตศาสตร์ เนื่องมาจากมีเหตุการณ์ที่วงโคจรของดาวยูเรนัสมีความผิดปรกติ นักวิทยาศาสตร์จึงสงสัยว่า จะต้องมีดาวเคราะห์ขนาดใหญ่ที่มีแรงดึงดูดสูงพอที่จะเปลี่ยนเส้นทางการโคจรของดาวยูเรนัสได้ ผลที่ได้ก็คือ การค้นพบดาวเนปจูนโดยนักคณิตศาสตร์ชาวฝรั่งเศสชื่อ เออร์เบน โจเซฟ ลี เวอเลียร์ (Urbain Joseph Le Verrier) เป็นผู้คำนวณและส่งผลไปไห้นักดาราศาสตร์เยอรมันชื่อ โจฮัน ก็อทฟรีด กาลล์ (Johann Gotfried Galle) เพื่อส่องกล้องหาดาวเคราะห์ตามตำแหน่งที่ได้คำนวณไว้ ซึ่งเขาสามารถพบดาวเนปจูนในคืนแรกของการสำรวจ ดาวเนปจูนมีสีน้ำเงินเข้มซึ่งเกิดจากมีเทนและธาตุอื่นซึ่งยังไม่เป็นที่เข้าใจของนักวิทยาศาสตร์ในปัจจุบัน สนามแม่เหล็กของดาวเนปจูนมีลักษณะแปลกเช่นเดียวกับดาวยูเรนัสคือมีแกนสนามแม่เหล็กเอียงออกมาจากแกนการหมุนรอบตัวเองถึง 47 องศา และมีสภาพสนามแม่เหล็กที่ซับซ้อน ขณะนี้เราค้นพบดาวบริวารของดาวเนปจูนจำนวน 13 ดวง ดาวบริวารที่ใหญ่ที่สุดของดาวเนปจูน คือ  ไทรทัน (Triton) ซึ่งเป็นวัตถุที่เย็นที่สุดเท่าที่เคยพบมาในระบบสุริยะ (อุณหภูมิผิวประมาณ -235 องศาเซลเซียส)</span></h2>
<h2><span style="color: #99cc00;"><img class="aligncenter" alt="" 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" /></span></h2>
<p>&nbsp;</p>
<h2><a title="http://www.thaispaceweather.com " href="http://www.thaispaceweather.com "><span style="color: #99cc00;"><span style="color: #000000;">http://www.thaispaceweather.com</span> </span></a></h2>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
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