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<br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />One problem with rainfall is that it doesn't always fall in the amount needed or at the time <br />needed. Therefore, the whole story of how useful rainfall is whenever it falls is never accurately <br />known. This was one of the main points the Kansas Water Office made in its evaluation of the <br />WKWMP several years ago. Due to the rainfall variability, slight increases, or decreases, in. <br />rainfall probably doesn't mean much to the whole crop-growing picture in any given year. For <br />instance, how many fanners want or need a one-inch to two-inch rainfall at the time they are <br />trying to harvest wheat? Would less rainfall or no rainfall be preferable at that time? Or how <br />about just after planting, would a one- to two-inch hard, eroding rainfall be preferable to less <br />rainfall and/or not as hard-driven which would cause re-planting? <br /> <br />Rainfall will always be variable and each fanner's water need itself will vary among the <br />total farming community due to the type of crop( s) being raised and the condition of the crop at <br />the time. Trying to make economic sense out of an average percentage increase or decrease of <br />rainfall borders on being a futile exercise. Interesting, yes, but having being true meaning is <br />doubtful---without assumption after assumption thrown in. When clouds are seeded expressly to <br />increase rainfall, assuming increases do arise from the seeding, one may get several hundred or <br />thousands percent increases above what the original cloud would have produced, or he may <br />receive relatively little. Percentage rainfall increases vary greatly among seeded clouds and single <br />storms only affect a relatively small area, not an entire target area. It's likely some areas inside a <br />target area are affected rarely during a season while other areas may be affected often. <br /> <br />I <br />-1 <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />Rain falling at a certain time of year will have a definite impact on any crop either helping <br />or harming its eventual yield. But, if one doesn't know what stage of development each crop is <br />during the season, or how much rain will fall from a given storm, etc., how can the economics of <br />relating increased rainfall to crop production be calculated with any credibility? How valid will be <br />any calculations except without many assumptions of dubious value thrown in? The reason a <br />percentage increase (or decrease) of rainfall number is needed is because the public and weather <br />modification sponsors inevitably get caught up in the funding aspect of the program and demand <br />to know what are the average percentage increases (or decreases) so some calculation can be <br />made to justify continuing the weather modification program. What is found isn't real; it doesn't <br />mean too much except to indicate that it appears rainfall is increasing or decreasing in smaller or <br />greater amounts. Naturally, the larger the apparent percentage increases, the more it tends to <br />make one believe there is a high success rate, or vice versa. Trying to make economic reality out <br />of rainfall changes creates a challenging problem having an infinite number of answers. <br /> <br />At the WKWMP our long-term objective is to o.ptimize rainfall and let the percentage <br />changes take care of themselves. Our technology is firmly based in science and it is enough to <br />know we're intentionally attempting to produce the best precipitation result. Often, we mis-state <br />our objective when, inadvertently, we say our objective is to maximize rainfall. If flooding were <br />occurring, obviously we wouldn't want to increase rainfall. In fact, what we really are attempting <br />to do here is to maximize 'beneficial' precipitation. <br /> <br />48 <br />