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Applkatioa IHitc: 8/22/01 <br />Applkatius DcMilisc: 12/20/01 <br />REQITEST FOR COUNCIL ACTION <br />OOlJMrif McmNQ <br />ocr 2 2 2001 <br />CITYOFOR u ^k) <br />DATE: October 17.2001 <br />ITEM NO.: <br />DeparlMcal Approval: <br />NaaM Paul Weinberger <br />Title Zoning Administrator <br />Admiabtrator Res-iewed:Agcada Scelioa: <br />Zoning <br />Itcat Dcacriptioa:(VO I-2714 Frederick Puzak <br />1340 Baldur Park Road <br />Variances <br />Zoaiat Dbirki: <br />LbtorEshibili <br />LR-IC, '/j acre. One Family Lakeshore Residential <br />A <br />B <br />C <br />D <br />Resf'lution <br />Site Plan <br />Memo - Septic Review (October 17.2001) <br />Planning Report (August 13.2001) <br />Review of Request The applicant is requesting variances to permit new construction on the properts . <br />Proposed is to tear down the existing residence and construct a new residence. Tlte property is liKated at <br />the end of the Baldur Park peninsula. Because the lot is located at the end of the Baldur Park peninsula most <br />of the lot area (79% of the lot) is located within 75* of the lakeshore. The proposed building plan requires <br />variances for the follow ing: <br />I.Section 10.22. Subdivision I and Section 10.56. Subdivision 16 (L) (I) • So hardcover or <br />imper\ ious surface shall he placed, located or constructed within 75 feet of the Onlinary Hijth <br />Water Level of any lake <br />0-75* Lot Area - 17.021 s.f. <br />Existing Hardcover ■ 2.113 s.f. (12.4%) <br />Proposed Hardcover “ 1,675 s.f. (9.8%) <br />Section 10.22. Subdiv ision 2 and Section 10.56. Subdivision 16 (L) (2) • Hardcover shall not exceed <br />25% in the 75-250'sethai k <br />75-250* Lot Area » 4,538 s.f. <br />Existing Hardcover = 3.219 s.f. (70.9%) <br />Proposed Hardcover = 2.885 s.f (63.6%) <br />Section 10.55, Subdivision 8 • To permit new structure within 75* of the lakeshore. The proposed <br />house would be located 48* from the lakeshore. within the 75* required setback. The existing <br />residence is approximately 47* from the lake at its closest point.