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<br /> If?# <br /> - <br /> GOVERNMENT FUND TYPE <br /> The City of San Marcos maintains portfolios which utilizes specific investment <br /> strategy considerations designed to address the unique characteristics of the <br /> fund groups represented in the portfolios: <br /> Investment strategies for a commingled pool containing operating, special <br /> projects, and special purpose funds, have as their primary objective to assure <br /> that anticipated cash flows are matched with adequate investment liquidity. The . <br /> secondary objective is to create a portfolio structure which will experience <br /> minimal volatility during economic cycles. This may be accomplished by <br /> purchasing high'quality, short-to medium-term securities which will complement <br /> each other in a laterad or barbell maturity structure. The dollar weighted <br /> average maturity of 365 day~_or less will be calculated using the stated final <br /> maturity dates of each security. <br /> Investment strategies for General debt service funds shall have as the primary <br /> objective the assurance of the investment liquidity adequate to cover the debt <br /> service obligation on the required payment date. Securities p~rchased should not <br /> have a stated final maturity date which exceeds the debt service payment date. <br /> Investment strategies for General debt service reserve funds shall have as the <br /> primary objective the ability to generate a dependable revenue stream to the <br /> appropriate debt service fund from securities with a low degree of volatility. <br /> Except as may be required by the bond ordinance specific to an individual issue, <br /> securities should be of high quality, with short-to intermediate-term maturities. <br /> Volatility shall be further controlled through the purchase of securities <br /> carrying the highest coupon available, within the desired maturity an quality <br /> range, without paying premium, if at all possible. Such securities will tend to <br /> hold their value during economic cycles. <br /> 7 <br />