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<!-- This network was created in GeNIe Academic, which can be used for educational and research purposes only -->
<smile version="1.0" id="Unnamed" numsamples="10000" discsamples="10000">
	<nodes>
		<cpt id="CCNB2">
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.7256637143866151 0.2743362856133848</probabilities>
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		<cpt id="BC">
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			<parents>CCNB2 PARP1</parents>
			<probabilities>0.0625 0.9375 0.1923233246964385 0.8076766753035615 0.006644536184221036 0.9933554638157791 0.9960000000000001 0.004000000000000001 0.8666658313894153 0.1333341686105846 0.06667111859949042 0.9333288814005095</probabilities>
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		<cpt id="ATP6V1G1">
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			<state id="State1" />
			<state id="State2" />
			<probabilities>0.0398230120069515 0.2986725667445395 0.6615044212485091</probabilities>
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		<cpt id="CDC37">
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			<probabilities>0.1084070820656287 0.6836283148158242 0.2079646031185471</probabilities>
		</cpt>
		<cpt id="BAK1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC CDC37</parents>
			<probabilities>0.5832195417994235 0.4166287361553634 0.0001517220452131695 0.06779783950617284 0.8983024691358024 0.0338996913580247 0.0004572473708276177 0.2501143118427069 0.7494284407864654 0.1621652816251154 0.2972979540263401 0.5405367643485445 0.01600002006755811 0.2480000053963181 0.7359999745361238 5.061986556376103e-07 0.08139573142921647 0.9186037623721279</probabilities>
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		<cpt id="GSK3B">
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			<state id="State2" />
			<probabilities>0.1570796479137221 0.4867256620667189 0.3561946900195591</probabilities>
		</cpt>
		<cpt id="LAMTOR4">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC GSK3B</parents>
			<probabilities>0.0003333333333333334 0.2223333333333333 0.7773333333333334 0.033334655029863 0.9666638764184374 1.46855169962831e-06 0.2001001753067869 0.7996493864262459 0.0002504382669671925 1.333082713783142e-06 0.1612910106233361 0.8387076562939501 7.987320607774392e-08 0.7062499106418507 0.2937500094849432 0.03973518294090489 0.8741720314246488 0.08609278563444622</probabilities>
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		<cpt id="SDC1">
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			<state id="State1" />
			<state id="State2" />
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		<cpt id="CACNG4">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC SDC1</parents>
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		<cpt id="CDH1">
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			<state id="State1" />
			<state id="State2" />
			<probabilities>0.2345132753993254 0.4513274323590145 0.3141592922416601</probabilities>
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		<cpt id="CDKN1B">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.08860807291666667 0.7721510416666667 0.1392408854166667 0.1635388772403406 0.3565683641671112 0.4798927585925481</probabilities>
		</cpt>
		<cpt id="CREB3L4">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC CDH1</parents>
			<probabilities>0.8822588020118883 0.1176840420667581 5.715592135345221e-05 2.666666666666666e-06 0.8979546666666667 0.1020426666666667 0.0001214771622934888 0.3845966958211856 0.6152818270165209 0.03370827617741198 0.0786520347508002 0.8876396890717879 0.006451699005939636 0.1677419791016931 0.8258063218923672 1.517220452131695e-07 0.2015504475800334 0.7984494006979215</probabilities>
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		<cpt id="EFNA2">
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.0126591796875 0.9873408203125001 0.27613941446687 0.7238605855331298</probabilities>
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		<cpt id="ELK1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1645572916666667 0.6835436197916667 0.1518990885416667 0.01608579694905735 0.2144772140682384 0.7694369889827042</probabilities>
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		<cpt id="GNG3">
			<state id="State0" />
			<state id="State1" />
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			<parents>BC</parents>
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		<cpt id="MAP4K2">
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			<parents>BC MAP3K11</parents>
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		<cpt id="NLK">
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			<parents>BC</parents>
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		<cpt id="NPRL2">
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			<parents>BC PAK2</parents>
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		<cpt id="NRF1">
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		<cpt id="PPP2CA">
			<state id="State0" />
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			<parents>BC</parents>
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		<cpt id="SLC7A5">
			<state id="State0" />
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			<parents>BC ATP6V1G1</parents>
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		<cpt id="SNAP29">
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			<state id="State1" />
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			<parents>BC</parents>
			<probabilities>0.1518990885416667 0.7341764322916666 0.1139244791666667 0.2064343187796229 0.2171581791644435 0.5764075020559335</probabilities>
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		<cpt id="TGFB3">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC ITGA11</parents>
			<probabilities>0.3749428440786465 0.6245999085505257 0.0004572473708276177 0.08474691358024693 0.7966080246913582 0.1186450617283951 0.08344712486724321 0.7498103474434835 0.1667425276892733 0.1641796424452134 0.522387458443585 0.3134328991112016 0.05517250317252631 0.2551724389079826 0.6896550579194911 0.0124224357297737 0.1801242596387307 0.8074533046314956</probabilities>
		</cpt>
		<cpt id="TUBA1C">
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			<parents>BC CCNB2 LAMTOR4</parents>
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		</cpt>
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			<textbox>
				<caption>Input file: NHWLUMA1SD184X452G.txt\nData rows: 452\n\nLearning algorithm: Bayesian Search\nElapsed time: 6.532 seconds\nBest score in iteration 67: -9481.24\n\nAlgorithm parameters:\nMax parent count: 8\nIterations: 80\nSample size: 50\nSeed: 0\nLink probability: 0.1\nPrior link probability: 0.001\nMax search time: 0\nUse accuracy as score: no\nNo background knowledge</caption>
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