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9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 0.4995004995004995 0.4995004995004995 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 9.99000999000999e-05 0.4995004995004995 0.4995004995004995 9.99000999000999e-05 9.990009990009991e-05 9.990009990009991e-05 9.990009990009991e-05 9.990009990009991e-05 9.990009990009991e-05 9.990009990009991e-05 9.990009990009991e-05 9.990009990009991e-05 0.4995004995004996 0.4995004995004996 9.990009990009991e-05 9.990009990009991e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 9.989012086704624e-05 0.9989012086704624 9.989012086704626e-05 9.989012086704626e-05 9.989012086704626e-05 9.989012086704626e-05 9.989012086704626e-05 9.989012086704626e-05 9.989012086704626e-05 9.989012086704626e-05 9.989012086704626e-05 9.989012086704626e-05 0.9989012086704626 9.989012086704626e-05</probabilities>
		</cpt>
		<cpt id="blindh">
			<state id="No" />
			<state id="Yes" />
			<parents>blindsum</parents>
			<probabilities>0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002 0.2998 0.7002</probabilities>
		</cpt>
		<cpt id="iweed2">
			<state id="x_1" />
			<state id="x1_4" />
			<state id="x5_9" />
			<state id="x9_16" />
			<state id="x16_25" />
			<state id="x25_36" />
			<state id="x36_49" />
			<state id="x49_64" />
			<state id="x64_81" />
			<state id="x81_100" />
			<state id="x_100" />
			<probabilities>0.09090909090909093 0.09090909090909093 0.09090909090909093 0.09090909090909093 0.09090909090909093 0.09090909090909093 0.09090909090909093 0.09090909090909093 0.09090909090909093 0.09090909090909093 0.09090909090909093</probabilities>
		</cpt>
		<cpt id="almh">
			<state id="No" />
			<state id="Yes" />
			<parents>iweed2 blindh</parents>
			<probabilities>0.9999000099990001 9.999000099990002e-05 0.1001 0.8999 0.2703 0.7297 0.1001 0.8999 0.0956 0.9044 0.0956 0.9044 0.06519999999999999 0.9348 0.06519999999999999 0.9348 0.0537 0.9463 0.0537 0.9463 0.0474 0.9526 0.0474 0.9526 0.0431 0.9569 0.0431 0.9569 0.0399 0.9601 0.0399 0.9601 0.0373 0.9627 0.0373 0.9627 0.0352 0.9648 0.0352 0.9648 0.0291 0.9709 0.0291 0.9709</probabilities>
		</cpt>
		<cpt id="rkafst">
			<state id="app_12" />
			<state id="app_20" />
			<probabilities>0.5 0.5</probabilities>
		</cpt>
		<cpt id="selh">
			<state id="No" />
			<state id="Yes_1_time" />
			<parents>rkafst iweed2 almh</parents>
			<probabilities>0.9998 0.0002 0.9998 0.0002 0.9979 0.0021 0.9994 0.0005999999999999999 0.8885999999999999 0.1114 0.9854000000000001 0.0146 0.2095 0.7905 0.7339 0.2661 0.0177 0.9823 0.3061 0.6939 0.0028 0.9972 0.1272 0.8728 0.0009 0.9991 0.067 0.9330000000000001 0.0004 0.9996 0.043 0.957 0.0003 0.9997 0.0315 0.9685 0.0002 0.9998 0.0252 0.9748 0.0001 0.9999 0.0155 0.9845 0.9683 0.0317 0.9699 0.0301 0.9222 0.07779999999999999 0.9476 0.0524 0.6953 0.3047 0.8541 0.1459 0.2438 0.7562 0.5966 0.4034 0.0383 0.9617 0.2969 0.7030999999999999 0.0062 0.9938 0.1363 0.8637 0.0016 0.9984 0.07190000000000001 0.9281 0.0005999999999999999 0.9994 0.045 0.955 0.0003 0.9997 0.0322 0.9678 0.0002 0.9998 0.0252 0.9748 0.0001 0.9999 0.0149 0.9851</probabilities>
		</cpt>
		<cpt id="nplac">
			<state id="Top_dressed" />
			<state id="Invorked" />
			<state id="Placed" />
			<probabilities>0.3333333333333333 0.3333333333333333 0.3333333333333333</probabilities>
		</cpt>
		<cpt id="weed">
			<state id="x0_2_5" />
			<state id="x2_5_5_0" />
			<state id="x5_10" />
			<state id="x10_20" />
			<state id="x20_50" />
			<state id="x50_100" />
			<state id="x100_150" />
			<state id="x_150" />
			<parents>blindh almh selh rkafst iweed2 saatid nplac</parents>
			<probabilities>0.9993004896572401 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 0.9993004896572401 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 0.9993004896572401 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 0.9993004896572401 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 0.9993004896572401 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 0.9993004896572401 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 9.993004896572401e-05 0.871664167916042 0.1276361819090455 0.0001999000499750125 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 0.871664167916042 0.1276361819090455 0.0001999000499750125 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 0.9993004197481512 9.994003597841297e-05 9.994003597841297e-05 9.994003597841297e-05 9.994003597841297e-05 9.994003597841297e-05 9.994003597841297e-05 9.994003597841297e-05 0.4006996501749125 0.367016491754123 0.2283858070964518 0.003498250874562719 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 0.4006996501749125 0.367016491754123 0.2283858070964518 0.003498250874562719 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 9.995002498750625e-05 0.8040979510244878 0.1938030984507746 0.0015992003998001 9.995002498750625e-05 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			<comment>Prototype DSS for Malting Barley grown without use of pesticides: Weed Module\n\nPreliminary model for barley developed by Kristian Kristensen, Ilse A. Rasmussen and others in the project &quot;Production of beer from Danish malting barley grown without the use of pesticides&quot;\nReference:\nThe principles of the prototype DSS are described in the following publication:\nKristensen, K., Rasmussen, I.A., The use of a Bayesian Network in the design of a decision support system for growing Malting Barley without use of Pesticides. Computers and Electronics in Agriculture, 33:197-217, 2002\n\nSome additional details and thoughts concerning the prototype DSS may be found in\nKristensen, K., Rasmussen, I.A., A Decision Support System for Mechanical Weed Control in Malting Barley. Proceedings of First European Conference for Information Technology in Agriculture. Kure, H., Thysen, I., Kristensen, A.R. (eds). The Royal Veterinary and Agricultural University Copenhagen, Denmark, pages 447-452, 1997\n\nKristensen, K., Rasmussen, I.A., Using a Bayesian Network for setting up a Decision Support for effect of Fungal diseases in Malting Barley. XXVII International Biometrical Colloquium, Abstracts. The Polish Biometric Society. pages 24-25, 1997\n\nRasmussen, I.A., Kristensen, K., Beslutningsstøttesystem til dyrkning af maltbyg uden brug af pesticider (Decision support system for growing malting barley without the use of pesticides. In Danish with English summary). SP-rapport 3, 215-225, 1996\n\nRasmussen, I.A., Kristensen, K., Stetter, S., Growing malting barley without the use of pesticides. BCPC Symposium no 63: Integrated Crop Production - Towards Sustainability? 431-438, 1995\n\nProject web site: http://gbi.agrsci.dk/~kmk/BarleyDSS.html\nKristian Kristensen &lt;Kristian.Kristensen@agrsci.dk&gt;</comment>
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				<caption>Preliminary model for barley developed by Kristian Kristensen, Ilse A. Rasmussen and others in the project &quot;Production of beer from Danish malting barley grown without the use of pesticides&quot;</caption>
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				<caption>Prototype DSS for Malting Barley grown without use of pesticides: Weed Module</caption>
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				<caption>Reference:\nThe principles of the prototype DSS are described in the following publication:\nKristensen, K., Rasmussen, I.A., The use of a Bayesian Network in the design of a decision support system for growing Malting Barley without use of Pesticides. Computers and Electronics in Agriculture, 33:197-217, 2002\n\nSome additional details and thoughts concerning the prototype DSS may be found in\nKristensen, K., Rasmussen, I.A., A Decision Support System for Mechanical Weed Control in Malting Barley. Proceedings of First European Conference for Information Technology in Agriculture. Kure, H., Thysen, I., Kristensen, A.R. (eds). The Royal Veterinary and Agricultural University Copenhagen, Denmark, pages 447-452, 1997\n\nKristensen, K., Rasmussen, I.A., Using a Bayesian Network for setting up a Decision Support for effect of Fungal diseases in Malting Barley. XXVII International Biometrical Colloquium, Abstracts. The Polish Biometric Society. pages 24-25, 1997\n\nRasmussen, I.A., Kristensen, K., Beslutningsstøttesystem til dyrkning af maltbyg uden brug af pesticider (Decision support system for growing malting barley without the use of pesticides. In Danish with English summary). SP-rapport 3, 215-225, 1996\n\nRasmussen, I.A., Kristensen, K., Stetter, S., Growing malting barley without the use of pesticides. BCPC Symposium no 63: Integrated Crop Production - Towards Sustainability? 431-438, 1995\n\nProject web site: http://gbi.agrsci.dk/~kmk/BarleyDSS.html\nKristian Kristensen &lt;Kristian.Kristensen@agrsci.dk&gt;</caption>
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