BJP has won a huge victory in Delhi. The victory in Delhi after 27 years is considered very special for the BJP. It is also being said that BJP’s return to Delhi can open a new door for the party in Punjab.
Senior journalist Shambhu Bhadra says that the way the BJP has won a rage in Delhi, the 27 -year drought has ended. There was Congress for 15 years and AAP government for 11 years. Punjabi community is very active in Delhi. On the other hand, BJP is constantly beating hands and feet in Punjab. According to Shambhu Bhadra, BJP’s organization in Punjab is not strong. In such a situation, it is very likely that the BJP in Delhi makes the Punjabi face the Chief Minister, it can be a face which is also discussed in Delhi and is also discussed in Punjab. With this, the BJP can give a message that after Delhi, it is now the turn of Punjab.
Who can become Delhi CM?
Shambhu Bhadra says that if BJP makes a Punjabi face CM, then Meshinder Singh Sirsa is the most Are ahead He won elections from Rajouri Garden. BJP has been making anonymous faces as CM earlier also. However, there are many names in the CM Race. Among them are Pravesh Verma. Sahib is the son of Singh. Vijendra Gupta is. Delhi BJP President Virendra Sachdeva is. Apart from this, Meenakshi Lekhi, Smriti Irani and Manoj Tiwari are also named. & Nbsp;
BJP can keep the Sikh community
According to Shambhu Bhadra, it is believed that BJP can make Punjabi a CM. With this, the door of Punjab can be opened. Apart from this, the 1984 riots took place in Delhi, due to which everyone is angry with the Congress. Can also give a message about it. With this, the Sikh community can directly connect with the BJP. So far, BJP has not got success in Punjab. However, the BJP has been trying to strengthen the grip there for a long time. BJP has been getting seats in Punjab in the Lok Sabha, however, has not got success in the assembly elections. & Nbsp;
– BJP is trying to strengthen its penetration in Punjab too. Now the BJP would like to make a chance of victory in Delhi and can create the basis there. & Nbsp;