Mumbai, 30 Apr (Commoditiescontrol): Wheat prices across India's primary markets held steady today. This stability is attributed to active stockist buying and ongoing government procurement efforts. However, slower-than-expected arrivals in Uttar Pradesh suggest potential supply constraints.
In Kolkata, prices remained at INR 2625 per quintal. Wheat arrivals in Uttar Pradesh (UP) mandis continue to lag projections, reaching only 50,000-70,000 bags compared to the anticipated 1 lakh bags. This shortfall indicates farmers may be holding onto stocks, anticipating further price increases.
Prices in Bihar displayed a positive bias, ranging from INR 2470-2480 per quintal, supported by continued stockist interest.
Government wheat procurement stands at 19.6 million tons, below last year's 22.3 million tons during the same period. Officials remain confident in reaching their 20 million ton procurement target from Punjab and Haryana.
Delhi prices held at INR 2480 per quintal, with new wheat from Rajasthan and Gujarat trading steady at INR 2570 per quintal due to robust demand.
Hardoi mandi wheat prices firmed by INR 5 per quintal, reaching INR 2335 per quintal. Arrivals were approximately 40,000 bags. Stockists and large companies in UP are actively acquiring wheat, contributing to the expectation of continued price stability or potential increases in the near term. Uttar Pradesh ex-warehouse prices were stable at INR 2450 per quintal, and Madhya Pradesh (MP) wheat traded steady at INR 2550 per quintal ex-mill.
New wheat from MP was steady in Hyderabad at INR 2870 per quintal, with spot prices in Bangalore unchanged at INR 2920 per quintal. Rake movement of wheat continues from Tikamgarh in MP.
In Pune, buyers remain active, while a portion of farmers hold onto supplies. Lower yields further support expectations of steady to firm prices in the near term.
The current market scenario suggests stable wheat prices in the near term, potentially with slight increases. However, the slower pace of government procurement and potential changes to import duties could influence longer-term price trends. Market participants will closely monitor these factors as they could limit any sharp price rises.
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)
(By Commoditiescontrol Bureau: 09820130172)