MUMBAI, March 25 (Commoditiescontrol): Imported Masoor price traded almost unchanged at Mumbai, Mundra & Hajira during the week ended on March 25th on limited mills trade activity and ongoing domestic arrivals.
The prices of Masoor of Canadian and Australian origin have gone up by Rs 50/100Kg in Kolkata due to steady demand from Bangladesh and regular purchases from mills. The Bangladesh government recently issued a fresh tender for 4000 tons of Chati Masoor (without shell) variety, and around 25,000 tonnes have already been exported to Bangladesh in the current season.
The current stock of Australian Masoor is approximately 1 Lakh tonne, equivalent to 3-month consumption, and the stock of Canada Masoor is around 5000 tonnes. However, imported Masoor stock are in strong hands who are not interested in selling at lower rates, and no overseas shipment is expected in the near term.
In Indore, domestic Masoor prices traded almost unchanged due to holidays, while in Kanpur, prices increased by Rs 50/100Kg as millers were active in need-based purchasing of the new crop. Meanwhile, Madhya Pradesh origin Masoor declined by Rs 75/100Kg for Delhi delivery as millers were inactive at higher rates.
Additionally, Masoor dal produced from Canadian origin Masoor increased by Rs 50 to Rs 7,200-7,400/100Kg in Mumbai due to need-based demand. However, the commodity produced from domestic origin Masoor at Katni remained unchanged at Rs 6,650-7,150/100Kg.
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)
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)
Despite the decrease in Tur production, its prices have not risen as expected. This could be due to a shift in demand towards other pulses such as Masoor and Matar. As a result of this shift in demand, Masoor prices may remain steady in the near future, even with a large Rabi crop of approximately 16 lakh tonnes. Additionally, a lower carryover stock of around 2.5 lakh tonnes, as opposed to 5 lakh tonnes last year, may also support Masoor prices.
Large-scale buyers and major corporations are actively participating in the market, seeking to build their inventory due to the shortage in Tur production during the last Kharif season. The expectation of the development of the El Nino weather event this summer may lead to an overall shortfall in the supply of pulses, further driving their interest in building up their inventory.
International Updates:
Canada is benefiting from increased Turkish lentil imports due to rising demand from Iraq. However, this year's Turkish imports are expected to be lower than in previous years due to an anticipated large domestic crop. The red lentil crop in Turkey has not been severely affected by the driest period in over 60 years, and growers anticipate a similar production to last year. Despite Australia's bumper harvest, Canada is expected to maintain its position in the Turkish market due to quality and logistical issues with Australian Masoor.
As per technical chart - Canada Masoor (Mumbai) - Counter-trend Rally / Next resistance at Rs 6,300. Click here
Trend: Several factors may cause Masoor prices to increase in the upcoming week. These are limited supply at lower rates, as strong buyers hold stock. A lower carryover stock and a slowdown in the supply of imported Masoor. Furthermore, the entry of bulk buyers and domestic and international corporates into markets. As they anticipate a shortfall in the supply of Tur, may further drive up the price of Tur, leading to an uptick in demand towards Masoor and other pulses. However, considering the large Indian and international crops, the upside for Masoor prices may be limited, and its prices in the midterm may depend on the price movement of Tur.
(By Commoditiescontrol Bureau; +91-9820130172)