<?xml version="1.0" encoding="ISO-8859-1"?>
<!-- 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="PARP1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.02658486707566462 0.443762781186094 0.5296523517382413</probabilities>
		</cpt>
		<cpt id="BC">
			<state id="State0" />
			<state id="State1" />
			<parents>PARP1</parents>
			<probabilities>0.9 0.1 0.9657534246575342 0.03424657534246575 0.06321839080459771 0.9367816091954023</probabilities>
		</cpt>
		<cpt id="ACTG1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.06952965235173825 0.5296523517382413 0.4008179959100204</probabilities>
		</cpt>
		<cpt id="TRAF2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.08179959100204499 0.4744376278118609 0.443762781186094</probabilities>
		</cpt>
		<cpt id="BAK1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>TRAF2 BC</parents>
			<probabilities>0.8611111111111109 0.1111111111111111 0.02777777777777777 0.1111111111111111 0.4444444444444444 0.4444444444444444 0.02339181286549707 0.9181286549707602 0.05847953216374269 0.06060606060606061 0.2878787878787879 0.6515151515151516 0.02564102564102564 0.5641025641025641 0.4102564102564102 0.00546448087431694 0.1366120218579235 0.8579234972677596</probabilities>
		</cpt>
		<cpt id="BAX">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.06339468302658487 0.541922290388548 0.394683026584867</probabilities>
		</cpt>
		<cpt id="BMP8A">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.06666666666666667 0.7541666666666668 0.1791666666666667 0.01587301587301587 0.02777777777777778 0.9563492063492063</probabilities>
		</cpt>
		<cpt id="BMP8B">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1166666666666667 0.7541666666666668 0.1291666666666667 0.09920634920634921 0.3373015873015873 0.5634920634920635</probabilities>
		</cpt>
		<cpt id="CACNA1E">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.09166666666666667 0.7416666666666667 0.1666666666666667 0.05158730158730158 0.2896825396825397 0.6587301587301587</probabilities>
		</cpt>
		<cpt id="CTSD">
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.10625 0.89375 0.5535714285714285 0.4464285714285714</probabilities>
		</cpt>
		<cpt id="STK3">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.1431492842535787 0.591002044989775 0.2658486707566463</probabilities>
		</cpt>
		<cpt id="EIF4E">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>STK3 BC</parents>
			<probabilities>0.1666666666666667 0.7916666666666669 0.04166666666666667 0.2549019607843137 0.6666666666666667 0.07843137254901961 0.03645833333333334 0.9270833333333334 0.03645833333333334 0.0392156862745098 0.392156862745098 0.5686274509803921 0.03333333333333333 0.4333333333333333 0.5333333333333333 0.009523809523809523 0.4666666666666666 0.5238095238095237</probabilities>
		</cpt>
		<cpt id="HRAS">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.06339468302658487 0.6768916155419222 0.2597137014314929</probabilities>
		</cpt>
		<cpt id="FADD">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>HRAS BC</parents>
			<probabilities>0.5925925925925926 0.3703703703703703 0.03703703703703703 0.1111111111111111 0.7777777777777777 0.1111111111111111 0.09595959595959595 0.8535353535353536 0.05050505050505051 0.007246376811594202 0.3985507246376811 0.5942028985507246 0.04761904761904762 0.04761904761904762 0.9047619047619047 0.009009009009009009 0.0900900900900901 0.900900900900901</probabilities>
		</cpt>
		<cpt id="GSK3B">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.1247443762781186 0.541922290388548 0.3333333333333334</probabilities>
		</cpt>
		<cpt id="ITGA11">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1041666666666667 0.7416666666666667 0.1541666666666667 0.09920634920634921 0.3492063492063492 0.5515873015873016</probabilities>
		</cpt>
		<cpt id="MAPK9">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.07916666666666668 0.8166666666666668 0.1041666666666667 0.06349206349206349 0.4325396825396826 0.503968253968254</probabilities>
		</cpt>
		<cpt id="PIK3R3">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1541666666666667 0.7166666666666668 0.1291666666666667 0.1111111111111111 0.3015873015873016 0.5873015873015873</probabilities>
		</cpt>
		<cpt id="PPP5C">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.07566462167689163 0.4928425357873211 0.4314928425357873</probabilities>
		</cpt>
		<cpt id="PPP2R1A">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>PPP5C BC</parents>
			<probabilities>0.611111111111111 0.361111111111111 0.02777777777777778 0.1666666666666667 0.1666666666666667 0.6666666666666666 0.005649717514124292 0.9378531073446326 0.05649717514124293 0.0144927536231884 0.5797101449275363 0.4057971014492754 0.0303030303030303 0.4848484848484849 0.4848484848484849 0.00546448087431694 0.2677595628415301 0.726775956284153</probabilities>
		</cpt>
		<cpt id="SPHK2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.1063394683026585 0.6462167689161554 0.2474437627811861</probabilities>
		</cpt>
		<cpt id="RAC3">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>SPHK2 BC</parents>
			<probabilities>0.717948717948718 0.2564102564102564 0.02564102564102564 0.2222222222222222 0.3888888888888889 0.3888888888888889 0.06060606060606061 0.896969696969697 0.04242424242424243 0.00641025641025641 0.3141025641025641 0.6794871794871795 0.02380952380952381 0.5238095238095237 0.4523809523809523 0.0119047619047619 0.1547619047619047 0.8333333333333333</probabilities>
		</cpt>
		<cpt id="RBL1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.09406952965235174 0.6646216768916156 0.2413087934560327</probabilities>
		</cpt>
		<cpt id="RRM2">
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.08125 0.9187500000000001 0.9583333333333333 0.04166666666666666</probabilities>
		</cpt>
		<cpt id="SHISA5">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>RBL1 BC</parents>
			<probabilities>0.1481481481481481 0.03703703703703703 0.8148148148148148 0.04166666666666666 0.04166666666666666 0.9166666666666666 0.06565656565656565 0.8838383838383839 0.05050505050505051 0.007575757575757576 0.2803030303030303 0.7121212121212122 0.6190476190476191 0.3333333333333334 0.04761904761904762 0.06862745098039216 0.2156862745098039 0.7156862745098038</probabilities>
		</cpt>
		<cpt id="SLC7A5">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>ACTG1 BC</parents>
			<probabilities>0.8611111111111109 0.1111111111111111 0.02777777777777777 0.3333333333333333 0.3333333333333333 0.3333333333333333 0.08743169398907102 0.7595628415300546 0.1530054644808743 0.01234567901234568 0.2716049382716049 0.7160493827160493 0.03703703703703703 0.9259259259259258 0.03703703703703703 0.005747126436781609 0.2988505747126436 0.6954022988505747</probabilities>
		</cpt>
		<cpt id="SNAP29">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1541666666666667 0.7291666666666667 0.1166666666666667 0.1706349206349206 0.1587301587301587 0.6706349206349206</probabilities>
		</cpt>
		<cpt id="VDAC3">
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.05828220858895706 0.9417177914110429</probabilities>
		</cpt>
		<cpt id="TUBA1C">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>GSK3B VDAC3 BC</parents>
			<probabilities>0.3333333333333333 0.3333333333333333 0.3333333333333333 0.1111111111111111 0.1111111111111111 0.7777777777777778 0.03333333333333333 0.2333333333333334 0.7333333333333334 0.03333333333333333 0.1333333333333333 0.8333333333333335 0.3333333333333333 0.3333333333333333 0.3333333333333333 0.1666666666666667 0.1666666666666667 0.6666666666666666 0.2021857923497268 0.7595628415300546 0.03825136612021857 0.0119047619047619 0.119047619047619 0.869047619047619 0.6666666666666667 0.1666666666666667 0.1666666666666667 0.05555555555555555 0.05555555555555555 0.8888888888888888 0.03333333333333333 0.9333333333333332 0.03333333333333333 0.008333333333333333 0.008333333333333333 0.9833333333333334</probabilities>
		</cpt>
		<cpt id="VAV2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BAX BC</parents>
			<probabilities>0.8484848484848484 0.1212121212121212 0.0303030303030303 0.3333333333333333 0.3333333333333333 0.3333333333333333 0.08465608465608465 0.7513227513227513 0.164021164021164 0.01234567901234568 0.1604938271604938 0.8271604938271604 0.04166666666666666 0.2916666666666667 0.6666666666666666 0.005747126436781609 0.04022988505747126 0.9540229885057472</probabilities>
		</cpt>
		<cpt id="YWHAH">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1666666666666667 0.7416666666666667 0.09166666666666667 0.01587301587301587 0.3015873015873016 0.6825396825396826</probabilities>
		</cpt>
	</nodes>
	<extensions>
		<genie version="1.0" app="GeNIe 2.2.2204.0 ACADEMIC" name="NHWLUMB1SD164X162G" faultnameformat="nodestate">
			<node id="BC">
				<name>BC</name>
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				<position>537 306 609 354</position>
				<barchart active="true" width="128" height="64" />
			</node>
			<node id="ACTG1">
				<name>ACTG1</name>
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				<font color="000000" name="Arial" size="12" bold="true" />
				<position>143 133 215 181</position>
				<barchart active="true" width="128" height="80" />
			</node>
			<node id="BAK1">
				<name>BAK1</name>
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				<position>320 46 392 94</position>
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			</node>
			<node id="BAX">
				<name>BAX</name>
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				<position>1011 388 1083 436</position>
				<barchart active="true" width="128" height="80" />
			</node>
			<node id="BMP8A">
				<name>BMP8A</name>
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				<position>143 232 215 280</position>
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			</node>
			<node id="BMP8B">
				<name>BMP8B</name>
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				<position>143 408 215 456</position>
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			</node>
			<node id="CACNA1E">
				<name>CACNA1E</name>
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				<position>143 319 215 367</position>
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			</node>
			<node id="CTSD">
				<name>CTSD</name>
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				<outline color="000080" />
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				<position>312 220 384 268</position>
				<barchart active="true" width="128" height="64" />
			</node>
			<node id="EIF4E">
				<name>EIF4E</name>
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				<position>701 231 773 279</position>
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			</node>
			<node id="FADD">
				<name>FADD</name>
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				<position>704 145 776 193</position>
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			</node>
			<node id="GSK3B">
				<name>GSK3B</name>
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				<position>924 49 996 97</position>
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			</node>
			<node id="HRAS">
				<name>HRAS</name>
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				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>854 155 926 203</position>
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			</node>
			<node id="ITGA11">
				<name>ITGA11</name>
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				<position>143 493 215 541</position>
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			</node>
			<node id="MAPK9">
				<name>MAPK9</name>
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				<position>303 557 375 605</position>
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			</node>
			<node id="PARP1">
				<name>PARP1</name>
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				<position>520 74 592 122</position>
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			</node>
			<node id="PIK3R3">
				<name>PIK3R3</name>
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				<position>444 564 516 612</position>
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			</node>
			<node id="PPP2R1A">
				<name>PPP2R1A</name>
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				<position>871 561 943 609</position>
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			</node>
			<node id="PPP5C">
				<name>PPP5C</name>
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				<outline color="000080" />
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				<position>1024 563 1096 611</position>
				<barchart active="true" width="128" height="80" />
			</node>
			<node id="RAC3">
				<name>RAC3</name>
				<interior color="ccffff" />
				<outline color="000080" />
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				<position>850 288 922 336</position>
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			</node>
			<node id="RBL1">
				<name>RBL1</name>
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				<outline color="000080" />
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				<position>1015 472 1087 520</position>
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			<node id="RRM2">
				<name>RRM2</name>
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				<position>142 573 214 621</position>
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			</node>
			<node id="SHISA5">
				<name>SHISA5</name>
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				<position>863 466 935 514</position>
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			<node id="SLC7A5">
				<name>SLC7A5</name>
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				<position>319 140 391 188</position>
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			</node>
			<node id="SNAP29">
				<name>SNAP29</name>
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				<position>593 565 665 613</position>
				<barchart active="true" width="128" height="80" />
			</node>
			<node id="SPHK2">
				<name>SPHK2</name>
				<interior color="ccffff" />
				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>1010 301 1082 349</position>
				<barchart active="true" width="128" height="80" />
			</node>
			<node id="STK3">
				<name>STK3</name>
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				<outline color="000080" />
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				<position>1017 210 1089 258</position>
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			</node>
			<node id="TRAF2">
				<name>TRAF2</name>
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				<position>153 46 225 94</position>
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			</node>
			<node id="TUBA1C">
				<name>TUBA1C</name>
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				<position>673 53 745 101</position>
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			</node>
			<node id="VAV2">
				<name>VAV2</name>
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				<position>839 377 911 425</position>
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			</node>
			<node id="VDAC3">
				<name>VDAC3</name>
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				<barchart active="true" width="128" height="64" />
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				<caption>Input file: NHWLUMB1SD164X162G.txt\nData rows: 162\n\nLearning algorithm: Bayesian Search\nElapsed time: 1.328 seconds\nBest score in iteration 0: -3899.57\n\nAlgorithm parameters:\nMax parent count: 8\nIterations: 20\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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