<?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="CASP2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.1060606060606061 0.4372294372294372 0.4567099567099567</probabilities>
		</cpt>
		<cpt id="BC">
			<state id="State0" />
			<state id="State1" />
			<parents>CASP2</parents>
			<probabilities>0.8529411764705882 0.1470588235294118 0.8014705882352942 0.1985294117647059 0.1619718309859155 0.8380281690140845</probabilities>
		</cpt>
		<cpt id="LMNB2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.0670995670995671 0.4047619047619048 0.5281385281385281</probabilities>
		</cpt>
		<cpt id="BAK1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC LMNB2</parents>
			<probabilities>0.8333333333333333 0.1333333333333333 0.03333333333333333 0.05376344086021505 0.8924731182795699 0.05376344086021505 0.03333333333333333 0.4333333333333333 0.5333333333333333 0.1666666666666667 0.6666666666666667 0.1666666666666667 0.1666666666666667 0.6666666666666667 0.1666666666666667 0.0045662100456621 0.0182648401826484 0.9771689497716893</probabilities>
		</cpt>
		<cpt id="BMP8A">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.06666666666666667 0.7541666666666668 0.1791666666666667 0.004444444444444444 0.08444444444444445 0.9111111111111111</probabilities>
		</cpt>
		<cpt id="CADM1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1666666666666667 0.6791666666666667 0.1541666666666667 0.1777777777777778 0.4177777777777778 0.4044444444444444</probabilities>
		</cpt>
		<cpt id="CBLC">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.1385281385281385 0.5151515151515151 0.3463203463203464</probabilities>
		</cpt>
		<cpt id="STMN1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.02813852813852814 0.4307359307359307 0.5411255411255411</probabilities>
		</cpt>
		<cpt id="CCNB1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>STMN1 BC</parents>
			<probabilities>0.6666666666666667 0.2666666666666667 0.06666666666666667 0.3333333333333333 0.3333333333333333 0.3333333333333333 0.05208333333333334 0.9114583333333334 0.03645833333333334 0.08333333333333333 0.3333333333333333 0.5833333333333334 0.02564102564102564 0.5641025641025641 0.4102564102564102 0.004629629629629629 0.004629629629629629 0.9907407407407406</probabilities>
		</cpt>
		<cpt id="CD44">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1541666666666667 0.7166666666666668 0.1291666666666667 0.1244444444444445 0.4044444444444444 0.4711111111111111</probabilities>
		</cpt>
		<cpt id="CLDN7">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.1515151515151515 0.4632034632034632 0.3852813852813853</probabilities>
		</cpt>
		<cpt id="CLDN4">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC CLDN7</parents>
			<probabilities>0.9583333333333334 0.02083333333333333 0.02083333333333333 0.04320987654320987 0.8395061728395061 0.1172839506172839 0.02777777777777777 0.6944444444444443 0.2777777777777777 0.2592592592592592 0.4814814814814814 0.2592592592592592 0.01754385964912281 0.8070175438596491 0.1754385964912281 0.006802721088435373 0.3129251700680272 0.6802721088435374</probabilities>
		</cpt>
		<cpt id="VAMP8">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.08008658008658009 0.5411255411255411 0.3787878787878788</probabilities>
		</cpt>
		<cpt id="DAXX">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC VAMP8</parents>
			<probabilities>0.4444444444444444 0.5277777777777777 0.02777777777777778 0.04022988505747126 0.954022988505747 0.005747126436781607 0.1111111111111111 0.2777777777777778 0.611111111111111 0.1666666666666667 0.1666666666666667 0.6666666666666666 0.01234567901234568 0.1234567901234568 0.8641975308641975 0.006944444444444444 0.1944444444444444 0.7986111111111112</probabilities>
		</cpt>
		<cpt id="EFNA1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>CBLC BC</parents>
			<probabilities>0.6888888888888888 0.2888888888888888 0.02222222222222222 0.2916666666666667 0.1666666666666667 0.5416666666666666 0.05952380952380952 0.8809523809523809 0.05952380952380952 0.01333333333333333 0.4533333333333334 0.5333333333333333 0.0303030303030303 0.3939393939393939 0.5757575757575758 0.007575757575757576 0.1893939393939394 0.8030303030303031</probabilities>
		</cpt>
		<cpt id="VDAC1">
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.1396103896103896 0.8603896103896105</probabilities>
		</cpt>
		<cpt id="EFNA2">
			<state id="State1" />
			<state id="State2" />
			<parents>BC VDAC1</parents>
			<probabilities>0.75 0.25 0.006329113924050633 0.9936708860759493 0.5476190476190476 0.4523809523809523 0.2818181818181818 0.7181818181818181</probabilities>
		</cpt>
		<cpt id="ELK1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1666666666666667 0.6791666666666667 0.1541666666666667 0.03111111111111111 0.07111111111111111 0.8977777777777778</probabilities>
		</cpt>
		<cpt id="IFNAR2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.170995670995671 0.5021645021645021 0.3268398268398269</probabilities>
		</cpt>
		<cpt id="GNB1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC IFNAR2</parents>
			<probabilities>0.6666666666666666 0.3095238095238095 0.02380952380952381 0.04242424242424243 0.8606060606060606 0.09696969696969696 0.02564102564102564 0.5641025641025641 0.4102564102564102 0.2380952380952381 0.4523809523809523 0.3095238095238095 0.1388888888888889 0.09722222222222222 0.7638888888888888 0.188034188034188 0.2393162393162393 0.5726495726495726</probabilities>
		</cpt>
		<cpt id="HSPA8">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.09166666666666667 0.8166666666666668 0.09166666666666667 0.08444444444444445 0.2844444444444444 0.6311111111111112</probabilities>
		</cpt>
		<cpt id="TELO2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.08008658008658009 0.5995670995670995 0.3203463203463204</probabilities>
		</cpt>
		<cpt id="INPPL1">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC TELO2</parents>
			<probabilities>0.6944444444444443 0.2777777777777777 0.02777777777777777 0.005747126436781607 0.9022988505747125 0.09195402298850572 0.02777777777777777 0.7777777777777777 0.1944444444444444 0.1666666666666667 0.6666666666666667 0.1666666666666667 0.06481481481481481 0.5092592592592592 0.4259259259259259 0.1623931623931624 0.3675213675213675 0.47008547008547</probabilities>
		</cpt>
		<cpt id="PPP1CA">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.04112554112554113 0.4761904761904762 0.4826839826839827</probabilities>
		</cpt>
		<cpt id="PPP2R1A">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.08008658008658009 0.5930735930735931 0.3268398268398269</probabilities>
		</cpt>
		<cpt id="PPP2R5D">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>CBLC BC</parents>
			<probabilities>0.02222222222222222 0.3555555555555555 0.6222222222222222 0.04166666666666666 0.04166666666666666 0.9166666666666666 0.1488095238095238 0.7916666666666666 0.05952380952380952 0.09333333333333334 0.1333333333333333 0.7733333333333333 0.0303030303030303 0.9393939393939393 0.0303030303030303 0.05303030303030303 0.303030303030303 0.6439393939393939</probabilities>
		</cpt>
		<cpt id="PTK2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>PPP1CA BC</parents>
			<probabilities>0.04761904761904762 0.4761904761904762 0.4761904761904762 0.3333333333333333 0.3333333333333333 0.3333333333333333 0.05050505050505051 0.8232323232323233 0.1262626262626263 0.2592592592592592 0.1481481481481481 0.5925925925925926 0.8148148148148148 0.1481481481481481 0.03703703703703703 0.1393034825870647 0.1542288557213931 0.7064676616915423</probabilities>
		</cpt>
		<cpt id="RELB">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.1416666666666667 0.6541666666666668 0.2041666666666667 0.01777777777777778 0.2177777777777778 0.7644444444444445</probabilities>
		</cpt>
		<cpt id="RRM2">
			<state id="State1" />
			<state id="State2" />
			<parents>BC</parents>
			<probabilities>0.08125 0.9187500000000001 0.9800000000000001 0.02</probabilities>
		</cpt>
		<cpt id="STK4">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>PPP2R1A BC</parents>
			<probabilities>0.04166666666666666 0.1666666666666667 0.7916666666666666 0.05555555555555555 0.2222222222222222 0.7222222222222221 0.0358974358974359 0.8820512820512821 0.08205128205128205 0.04761904761904762 0.3690476190476191 0.5833333333333333 0.7037037037037036 0.2592592592592592 0.03703703703703703 0.2403100775193799 0.4031007751937984 0.3565891472868217</probabilities>
		</cpt>
		<cpt id="VAV2">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<probabilities>0.09307359307359309 0.4632034632034632 0.4437229437229437</probabilities>
		</cpt>
		<cpt id="YWHAZ">
			<state id="State0" />
			<state id="State1" />
			<state id="State2" />
			<parents>VAV2 BC</parents>
			<probabilities>0.08888888888888888 0.4222222222222222 0.4888888888888889 0.3333333333333333 0.3333333333333333 0.3333333333333333 0.006535947712418299 0.9281045751633986 0.065359477124183 0.01515151515151515 0.196969696969697 0.7878787878787878 0.3333333333333333 0.6458333333333334 0.02083333333333333 0.006172839506172839 0.09876543209876543 0.8950617283950617</probabilities>
		</cpt>
	</nodes>
	<extensions>
		<genie version="1.0" app="GeNIe 2.2.2204.0 ACADEMIC" name="NHWTNBC1SD184X153G" faultnameformat="nodestate">
			<node id="BC">
				<name>BC</name>
				<interior color="ccffff" />
				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>512 162 584 210</position>
				<barchart active="true" width="128" height="69" />
			</node>
			<node id="BAK1">
				<name>BAK1</name>
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				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>561 307 633 355</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="BMP8A">
				<name>BMP8A</name>
				<interior color="ccffff" />
				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>251 35 323 83</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="CADM1">
				<name>CADM1</name>
				<interior color="ccffff" />
				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>386 31 458 79</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="CASP2">
				<name>CASP2</name>
				<interior color="ccffff" />
				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>519 32 591 80</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="CBLC">
				<name>CBLC</name>
				<interior color="ccffff" />
				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>42 332 114 380</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="CCNB1">
				<name>CCNB1</name>
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				<position>200 233 272 281</position>
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			</node>
			<node id="CD44">
				<name>CD44</name>
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				<position>663 33 735 81</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="CLDN4">
				<name>CLDN4</name>
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				<outline color="000080" />
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				<position>724 327 796 375</position>
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			</node>
			<node id="CLDN7">
				<name>CLDN7</name>
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				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>727 493 799 541</position>
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			</node>
			<node id="DAXX">
				<name>DAXX</name>
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				<position>888 259 960 307</position>
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			</node>
			<node id="EFNA1">
				<name>EFNA1</name>
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				<position>193 423 265 471</position>
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			</node>
			<node id="EFNA2">
				<name>EFNA2</name>
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				<position>722 237 794 285</position>
				<barchart active="true" width="128" height="69" />
			</node>
			<node id="ELK1">
				<name>ELK1</name>
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				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>114 42 186 90</position>
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			</node>
			<node id="GNB1">
				<name>GNB1</name>
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			</node>
			<node id="HSPA8">
				<name>HSPA8</name>
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				<position>817 27 889 75</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="IFNAR2">
				<name>IFNAR2</name>
				<interior color="ccffff" />
				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>1014 460 1086 508</position>
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			</node>
			<node id="INPPL1">
				<name>INPPL1</name>
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				<outline color="000080" />
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				<position>863 151 935 199</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="LMNB2">
				<name>LMNB2</name>
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				<position>596 417 668 465</position>
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			</node>
			<node id="PPP1CA">
				<name>PPP1CA</name>
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				<outline color="000080" />
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				<position>318 490 390 538</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="PPP2R1A">
				<name>PPP2R1A</name>
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				<position>39 133 111 181</position>
				<barchart active="true" width="128" height="92" />
			</node>
			<node id="PPP2R5D">
				<name>PPP2R5D</name>
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				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>198 327 270 375</position>
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			</node>
			<node id="PTK2">
				<name>PTK2</name>
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				<position>374 315 446 363</position>
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			</node>
			<node id="RELB">
				<name>RELB</name>
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				<outline color="000080" />
				<font color="000000" name="Arial" size="12" bold="true" />
				<position>1036 97 1108 145</position>
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			</node>
			<node id="RRM2">
				<name>RRM2</name>
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				<outline color="000080" />
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				<position>981 23 1053 71</position>
				<barchart active="true" width="128" height="69" />
			</node>
			<node id="STK4">
				<name>STK4</name>
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				<outline color="000080" />
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				<position>235 138 307 186</position>
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			</node>
			<node id="STMN1">
				<name>STMN1</name>
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				<outline color="000080" />
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				<position>39 218 111 266</position>
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			</node>
			<node id="TELO2">
				<name>TELO2</name>
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				<name>VAMP8</name>
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				<position>1036 353 1108 401</position>
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				<name>VAV2</name>
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				<caption>Input file: NHWTNBC1SD184X153G.txt\nData rows: 153\n\nLearning algorithm: Bayesian Search\nElapsed time: 1.797 seconds\nBest score in iteration 0: -3755.81\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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