Rampur, 6 February (IANS). Acharya Pramod Krishnam has made a big claim regarding the assembly elections to be held in Uttar Pradesh in the year 2027. He said that if Hindus are not divided in this election, BJP government will be formed once again.
Acharya Pramod Krishnam reached the Hindu conference organized in Bilaspur, where he told IANS that there is a threat to the existence of Hindutva. There is a conspiracy going on to destroy Hindutva, and some people want to divide Hindutva to get power, that is why this conspiracy is being hatched. He said that Hindu conferences are needed to stop the conspiracy to divide Hindutva.
Acharya Pramod Krishnam on the film Ghooskhor Pandit said that this is an act which I would call a sin, a very big sin, because films should not be made by targeting any community. There are some people who want to make Brahmins fight Kshatriyas and Kshatriyas fight Brahmins. Many parties want to fight to get power.
Making serious allegations against the Congress Party, Acharya Pramod Krishnam said that the Congress Party hates Prime Minister Narendra. The whole country and the world believe that he is the PM of the country, Congress party is refusing to accept it, plotting against PM Modi is an old habit of Congress and the way Rahul Gandhi called Union Minister of State Ravneet Bittu a traitor, it shows the mentality of Rahul Gandhi. I want to tell them that a Sardar is not a traitor and the one who is a traitor is not a Sardar.
He said that efforts are being made to divide Hindus and this effort is being made because Hindus will be divided only when they are divided. Only if Hindus are divided will it decrease and only if Hindus are divided will the government change in UP. If Hindus do not divide then BJP government will be formed in UP again in 2027. The opposition knows very well that unless Hindus are divided, they cannot come to power. This is the reason behind it. Whose government will be formed in UP will be decided by the public vote and 80 percent Hindus will do so.
–IANS
DKM/DKP
