Fresno plans sewer-maintenance tax for 52 homes in two new tracts
Fresno is annexing Final Tract Maps 6502 and 6549 into Community Facilities District 17 so the city can maintain the sewer lift station and pressure main serving the development. The district will levy a special tax of up to $147.51 per residential unit, with estimated 2026-27 costs of $28,321.12 and an annual appropriations limit of $500,000. DYP Blossom View LP is the sole landowner and has six votes in the mailed-ballot election set for Nov. 12, 2026. The source includes proposed election-results and tax-levy actions, but the vote totals and adoption dates are blank.
HEARING to Adopt Resolutions and Ordinance to Annex Territory and Levy a Special Tax Regarding City of Fresno Community Facilities District No. 17, Annexation No. LS004 (Final Tract Map No. 6502 & 6549) (North side of East McKinley Avenue, east of North Temperance Avenue) (Council District 7) 1. ***RESOLUTION - to Annex Territory to Community Facilities District No. 17, Authorizing the Levy of a Special Tax Therein and Preliminarily Establishing an Appropriation Limit Thereon for Annexation No. LS004 (Subject to Mayor’s Veto) 2. ***RESOLUTION - Calling Special Mailed-Ballot Election (Subject to Mayor’s Veto) 3. ***RESOLUTION - Declaring Election Results (Subject to Mayor’s Veto) 4. ***BILL - (For introduction and adoption) - Levying a Special Tax for the Property Tax Year 2026-2027 and Future Tax Years Within and Relating to Community Facilities District No. 17, Annexation No. LS004 (Subject to Mayor’s Veto)
Nov 12, 2026ID 26-1455: HEARING to Adopt Resolutions and Ordinance to Annex Territory and Levy a Special Tax Regarding City of Fresno Community Facilities District No. 17, Annexation No. LS004 (Final Tract Map No. 6502 & 6549) (North side of East McKinley Avenue, east of North Temperance Avenue) (Council District 7) 1. ***RESOLUTION - to Annex Territory to Community Facilities District No. 17, Authorizing the Levy of a Special Tax Therein and Preliminarily Establishing an Appropriation Limit Thereon for AnSource documentPDF 1PDF 2PDF 3PDF 4PDF 5PDF 6PDF 7PDF 8