In
my last few posts I have discussed the gemstones which should not be worn with Pearl, Ruby and RedCoral, Emerald, Yellow sapphire and Diamond and Blue Sapphire. In this post I will discuss the gemstones which
should not be worn together with Hessonite (Gomed).
In Astrology, Rahu rules over Hessonite. The enemies of Rahu are the Sun and the Moon. The stones of Sun and Moon are Ruby and Pearl. So if someone is wearing Hessonite, he should not wear Ruby and Pearl because their lords are enemies of Rahu.
If
the gemstones of enemy planets are worn, they might do harm rather than giving
benefit just like if two medicines, which react with each other, are taken
together, may harm the person.
Gemstone
|
Gemstones
that should NOT be worn with Hessonite
|
Hessonite (Gomed)
|
Ruby and Pearl
|
Gemstone is
a specialized area and great care should be taken and an expert astrologer
should be consulted before wearing a gemstone else it may even harm you.
Please also refer the quick reference gemstone guide on my blog.
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)
Please also refer the quick reference gemstone guide on my blog.
रत्न
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रत्न जो गोमेद के साथ नहीं पहने जाने
चाहिए
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गोमेद
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माणिक और मोती
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mujhe ye btaaye k mujhe kisi pandit ne pehle neelam or moti pehnaya tha..lekin ab kisi ne kha hai k aap par shani,rahu or ketu ki dasha hai to mai kya pehnu or sath me manglik dosh bhe hai..mai kya pehnu
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