WebGIS Property Search ... Warning Display Format z*** NOT CURRENT *** TMK 1-3-028:024-98 [39301 sq ft.] 0.902 ac. POID= 10/19/2012 to 10/20/2012 TAXPIN = 96322 z*** NOT CURRENT *** TMK 1-3-028:024-99 [39301 sq ft.] 0.902 ac. POID= 96322 1769 AKAHI ST Honolulu / Tripler 96819 01/01/1800 to 10/20/2012 TAXPIN = 96322 ... City and … WebHonolulu County Property Records are real estate documents that contain information related to real property in Honolulu County, Hawaii. Public Property Records provide …
Honolulu Internet Permit System - Tax Map Key
WebCity and County of Honolulu, Department of Planning & Permitting 650 So. King St., Honolulu, HI 96813 * Fax: (808) 768-6743 email: [email protected] © Copyright … WebComplete Request for Materials and Methods and check to the City and County of Honolulu for $800.00. 2. Provide construction documents, including plans, specifications, calculations, and installation instructions … can a notary sign a prenuptial agreement
Honolulu County GIS Maps Search (Hawaii) - County Office
WebCITY AND COUNTY OF HONOLULU Department of Planning and Permitting (DPP) Aloha. We provide services and information on building permits, development projects, and planning activities for the City and County of Honolulu. ... Tax Map Key Info. TMK: 3-5-018:031: POID: 145876: Historical TMK Sequence: Tax Pin: 145876: Area (sq ft): 10240: … WebGIS Property Search ... Warning Display Format z*** NOT CURRENT *** TMK 1-1-008:005-98 [20638031 sq ft.] 473.784 ac. POID= 215870 09/07/1983 to 10/26/1998 TAXPIN = z*** NOT CURRENT *** TMK 1-1-008:005-99 [53320247 sq ft.] 1224.064 ac. POID= 215871 09/07/1983 to 10/26/1998 TAXPIN = ... City and County of Honolulu, Department of … WebProperty Record Search The County of Hawaii Real Property Tax Office makes every effort to produce the most accurate information possible. No warranties, expressed or implied are provided for the data herein, its use or interpretation. The assessment information is from the last certified tax roll. All other data is subject to change. fisher\u0027s approach