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3 properties in pincode 493661

3 properties are listed in pincode 493661, Abhanpur, Raipur (November 2026).

Abhanpur, Raipur, CHATTISGARH

A pincode is a postal zone, not a locality. Post office names are shown as they appear in the directory.

3 homes

3 homes match.

Search within 5 km of 493661 →

Postal details

As listed in the India Post directory.

Post office
Abhanpur, Bendri, Bhurka, Chandi Bazar, Chhachhanpairi, Darba, Hasda-11, Kathia-11, Kendri, Khola, Khorpa, Kolar, Kondapar, Kurru, Manikchouri, P.jamgaon, Parsada, Piprod, Pond, Seoni, Sunderkera, Tamaseoni, Tekari, Uparwara
Office type
S.O
Delivery status
Delivery
Taluk
Abhanpur
Postal division
Raipur
Head office
Raipur H.O
District
Raipur
State
Chattisgarh

Chattisgarh state pageStamp duty in ChattisgarhLand measurement in ChhattisgarhProperty registration, step by step

Nearby pincodes

Closest pincodes in Raipur district, by approximate centre distance, with the homes live in each.

492109 · Panduka · 5.4 km3 live492101 · Mandir Hasod · 6.3 km3 live492015 · Mana Camp · 8.8 km3 live492010 · Ravi Shankar University · 11.3 km3 live492012 · Krishak Nagar · 11.3 km3 live492014 · Saddu · 11.3 km3 live492112 · Sankra (Mahasamund) · 16.3 km3 live493890 · Deobhog · 17.5 km1 live

Questions about pincode 493661

Answers from the India Post directory and the state RERA registers.

Which district is pincode 493661 in?

Pincode 493661 is in Raipur district, Abhanpur taluk, Chattisgarh, according to the India Post directory.

Does pincode 493661 have a delivery post office?

India Post lists Abhanpur as delivery, under the Raipur H.O head office.

Are there RERA registered projects in pincode 493661?

The RERA registers we hold record no project at pincode 493661.

What stamp duty applies to property in pincode 493661?

Stamp duty is set by the state. See the Chattisgarh stamp duty page for the rates and the source they come from.

Pincode areas from the Department of Posts All India Pincode Directory (data.gov.in, GODL-India), with centres from GeoNames (CC BY 4.0). Centres and distances are approximate.