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ฤกษ์มงคลชั้นสูง ฤกษ์แต่งงานไทย-จีน จดทะเบียนสมรส ฤกษ์ยกเสาเอก ฤกษ์เข้าบ้านใหม่ ฤกษ์ลาสิกขา ฤกษ์ออกรถ ฤกษ์เปลี่ยนชื่อ ฤกษ์เปิดร้าน ฤกษ์จดทะเบียนบริษัท ฤกษ์ตั้งศาล ฤกษ์โกนผมไฟ ฤกษ์ผ่าคลอด ฤกษ์เข้าทำงานใหม่ คำนวนดวงพิชัยสงคราม ดูฮวงจุ้ย ปรับและแก้ฮวงจุ้ย แก้ไขอุปสรรค เสริมโชคลาภ สอบถามเพิ่มเติมได้ที่ Line @astroneemo

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

เราอาจจะสังเกตเห็นจุดที่น่าสนใจบางอย่างในการหาหน่วยกำลังของระบบษัฑพละ และนี่ก็่เป็นตัวอย่างหนึ่ง โดยเป็นการเชื่อมโยงกำลัง กันระหว่างไตรภาคพละนี้กับทีคะพละ ที่จะอธิบายต่อไป

3.4 ทีคะพละ
ช่วงแรกของวันจะเป็นช่วงที่ให้กำลังแก่ดาวพุธ  ช่วงเที่ยงวันให้กำลังกับดาวอาทิตย์ ดาวเสาร์จะเข้มแข็งที่สุดเมื่ออยู่ในตำแหน่งตรงข้ามกับลัคนา (อัสตะลัคน์-จุดที่พระอาทิตย์ตก )พระจันทร์และดาวศุกร์จะเข้มแข็งในเวลากลางคืนอย่างไรก็ตาม ในระบบ ทีคะพละ ไม่ได้ให้ค่ากำลังของดาวอังคารตามเกณฑ์นี้



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



3.5 วรรษะ มาสะ ทินะ โหรา พละ

วรรษะพละ  คือกำลังของปี อ้างอิงการพิจารณาของหน่วยกำลังตามวรรษะพละนี้จะยึดตามดาวเจ้าการของปี ซึ่งจะได้ 15 ษัทฎิอัมศะดาวเจ้าปี คือดาวที่เป็นเจ้าวันในวันแรกของปี ยกตัวอย่างเช่นวันแรกของปีเป็นวันอาทิตย์ ปีนั้นๆจะครอบครองโดยดาวอาทิตย์ (พระอาทิตย์เป็นดาวประจำปี) โดยปัจจุบันนี้อยู่ในยุค กาลียุค โดยกาลียุคนี้เริ่มต้นประมาณ 4000 ปีมาแล้ว วันเริ่มยุคกาลี คือวันพุธ แล้วมาเฉลี่ยต่อปี ก็จะรู้ได้ว่าปีนี้เริ่มจากวันอะไรแล้วถือว่าวันนั้นมีกำลังสูงสุดในปีนั้น กฎเกณฑ์นี้อาจข้ามหรือยกเว้นไปได้เนื่องจากคัมภีร์โบราณให้เกณฑ์การคำนวนตั้งแต่วันสร้างโลกว่าเป็นวันอะไรจนมาถึงยุคปัจจุบันว่าเริ่มต้นจากวันอะไร ซึ่งมีความแตกต่างกันหลายมติ    (อ่านบทความเพิ่มเติม-มาตราเวลาและยุคต่างๆของคัมภีร์พระเวท) กฏต่อไปนี้เป็นวิธีการคำนวน ดาวเจ้าปี ตามกฏโหราศาสตร์ที่นิยมใช้กันทั่วไป


กฏ-ดาวเจ้าปี (วรรษครหะ)= (( ปีค.ศ. + 3 ) * 3 ) หารด้วย 7
ตัวอย่าง-(2004+3) * 3 = 6021, หารด้วย 7 เหลือเศษ 1 ดังนั้น ดาวจันทร์เป็นดาวเจ้าปีในปี ค.ศ. 2004


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