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MINUTES <br />CITY COUNCIL <br />DECEt4BER 21, 1994 <br />of the keystone wall with $20,000 to $25,000. <br />Rose Desai asked what types of plantings would be <br />planned on the slope. <br />The Engineer replied that the landscape architect is <br />proposing a combination of sumac, flowering plants and <br />prairie grasses. Plantings with a deep root system <br />that would hold in the soils. These plantings would be <br />maintained so as not to obstruct visibility at the <br />intersection. <br />Rose Desai asked why the chain-link fence would be <br />needed on top of a keystone wall. <br />The City Administrator replied that it is his <br />understanding that Code requirements call for fencing <br />if there is more than a three foot drop or no <br />appropriate landing area. However, this information <br />was based on past experience with construction of the <br />new fire station and should be verified. <br />Scalze pointed out that a planted slope would last <br />forever, while a retaining wall would have to be <br />rebuilt in 20 or 25 years. <br />Rose Desai felt there would be continual maintenance of <br />a slope versus replacement of a retaining wall every 25 <br />years. Desai stated that she did not have strong <br />feelings on either option, but was concerned that <br />plantings on a slope may look haphazard. <br />Swanson asked how many trees would be lost in <br />constructing the slope. Also, how deep the slope would <br />come into his lot, and how is it possible to construct <br />a slope that will be 12 feet high in an 11 foot <br />easement area. Swanson reported that he has mowed the <br />area for the past several years, and felt a mowed, <br />maintained area was preferable to a slope planted with <br />prairie grasses and weeds. <br />The City Administrator reported that the drawings show <br />no tree loss due to the slope option. <br />The City Engineer reported that the one-to-one grade <br />was decided upon to avoid tree loss. <br />Pedersen asked if the slope were mowed if that would <br />31 <br />