<?xml version="1.0" encoding="UTF-8" ?>
<TSCXML
	xmlns="http://xml.spss.com/components/time-series"
	xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
	xsi:schemaLocation="http://xml.spss.com/components/time-series http://xml.spss.com/components/time-series-1.0.xsd">
	<Header>
		<Application
			name="SPSS 15.0 for Windows"
			version="15.0.0"/>
	</Header>
	<DataDictionary/>
	<ARIMAModel
		modelName="Model_1"
		modelDescriptor="FYGN3_ARIMA"
		variableID="FYGN3">
		<Transformation
			nonSeasonalDiff="1"/>
		<ConstantTerm>
			<EstimatedParameter>0.00513362264251578 0.0140426568971235</EstimatedParameter>
		</ConstantTerm>
		<Autoregression>
			<NonSeasonalFactor>
				<LagTerm
					lag="1">
					<EstimatedParameter>-0.794608943042685 0.143275256830406</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="2">
					<EstimatedParameter>-0.255827147466039 0.166689406322729</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="3">
					<EstimatedParameter>0.585576583442408 0.123111285803878</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="4">
					<EstimatedParameter>-0.53804753630743 0.157840942776538</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="5">
					<EstimatedParameter>0.0446830042298892 0.0982272905995586</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="6">
					<EstimatedParameter>0.105394499884721 0.0676212549846749</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="7">
					<EstimatedParameter>0.158562332572656 0.0640292849997636</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="8">
					<EstimatedParameter>-0.28223713441988 0.0508287195073442</EstimatedParameter>
				</LagTerm>
			</NonSeasonalFactor>
		</Autoregression>
		<MovingAverage>
			<NonSeasonalFactor>
				<LagTerm
					lag="1">
					<EstimatedParameter>-0.491353809265419 2.0175503715708</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="2">
					<EstimatedParameter>-0.567407873391268 1.04152551940884</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="3">
					<EstimatedParameter>0.469555894773262 0.189089166804523</EstimatedParameter>
				</LagTerm>
				<LagTerm
					lag="4">
					<EstimatedParameter>-0.410774009971312 0.820976565438545</EstimatedParameter>
				</LagTerm>
			</NonSeasonalFactor>
		</MovingAverage>
		<ARIMAMLSpState
			periodDeficit="0">
			<ZState>
				<FinalZ>5.40999984741</FinalZ>
				<FinalPredictedZ>5.51319274356121</FinalPredictedZ>
			</ZState>
			<NoiseState>
				<FinalNoise>0.164866453647484 -0.0151333746925164 -0.0751337943025152 -0.065133565422516 0.0248661103374846 -0.205133431912516 -0.0351338324525156 -0.065133565422516</FinalNoise>
				<FinalPredictedNoise>-0.0530705485129578 -0.0490396196970593 -0.0958975966559845 0.0380593307286955</FinalPredictedNoise>
			</NoiseState>
			<ThetaRecursionState
				finalIterationNumber="427">
				<FinalThetas>
					<ThetaVec>-0.489674152846802 -0.56655177537945 0.469456562037167 -0.41008037263672</ThetaVec>
					<ThetaVec>-0.48967700277202 -0.566553002861514 0.46945685008864 -0.410081457924457</ThetaVec>
					<ThetaVec>-0.489679840881598 -0.566554694572965 0.469456909693152 -0.410082739902066</ThetaVec>
					<ThetaVec>-0.489682671811188 -0.566555918098217 0.469457193398703 -0.410083819736276</ThetaVec>
					<ThetaVec>-0.489685491076005 -0.566557593627578 0.469457254630293 -0.410085091047339</ThetaVec>
					<ThetaVec>-0.489688303193642 -0.566558813145386 0.469457534090521 -0.410086165442889</ThetaVec>
					<ThetaVec>-0.489691103794779 -0.56656047276752 0.469457596890945 -0.410087426241406</ThetaVec>
					<ThetaVec>-0.489693897281993 -0.566561688229706 0.469457872203711 -0.410088495213789</ThetaVec>
				</FinalThetas>
				<FinalNu>1.00167994140488 1.0016773170772 1.0016742374576 1.00167162640631 1.00166857213076 1.00166597431604 1.00166294502279 1.00166036040346</FinalNu>
			</ThetaRecursionState>
		</ARIMAMLSpState>
		<EstimationInfo
			periodStartIndex="0"
			periodLength="428"
			degreesOfFreedom="414">
			<Statistic
				type="errVariance">0.252476153282635</Statistic>
			<Statistic
				type="meanSqrErr">0.253456671538502</Statistic>
			<Statistic
				type="rootMeanSqrErr">0.503444804857992</Statistic>
			<Statistic
				type="meanAbsPctErr">4.46895098334411</Statistic>
			<Statistic
				type="meanAbsErr">0.296425734362093</Statistic>
			<Statistic
				type="maxAbsPctErr">40.8994637168773</Statistic>
			<Statistic
				type="maxAbsErr">3.74230077407509</Statistic>
			<Statistic
				type="rSqr">0.968466358222733</Statistic>
			<Statistic
				type="normBayesIC">-1.18816381499705</Statistic>
			<Statistic
				type="logLikelihood">-306.491223720662</Statistic>
			<Statistic
				type="akaikeIC">638.982447441324</Statistic>
			<Statistic
				type="bayesIC">691.720639613296</Statistic>
			<Statistic
				type="stationaryRSqr">0.190127150677431</Statistic>
			<LjungBoxStatistic
				k="18"
				degreesOfFreedom="6"
				pValue="1.36871713962705e-008">47.6804122140858</LjungBoxStatistic>
		</EstimationInfo>
	</ARIMAModel>
</TSCXML>