mirror of
https://github.com/nasa/fprime.git
synced 2025-12-11 04:35:25 -06:00
1741 lines
347 KiB
XML
1741 lines
347 KiB
XML
<?xml version='1.0' encoding='UTF-8'?>
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<xmi:XMI xmlns:uml='http://www.omg.org/spec/UML/20110701' xmlns:xmi='http://www.omg.org/spec/XMI/20110701' xmlns:MagicDraw_Profile='http://www.omg.org/spec/UML/20110701/MagicDrawProfile' xmlns:StandardProfileL2='http://www.omg.org/spec/UML/20110701/StandardProfileL2' xmlns:additional_stereotypes='http://www.magicdraw.com/schemas/additional_stereotypes.xmi' xmlns:StandardProfileL3='http://www.omg.org/spec/UML/20110701/StandardProfileL3' xmlns:sysml='http://www.omg.org/spec/SysML/20120401/SysML' xmlns:Validation_Profile='http://www.magicdraw.com/schemas/Validation_Profile.xmi' xmlns:SSCAE_ProjectUsage_Integrity_Profile='http://www.magicdraw.com/schemas/SSCAE_ProjectUsage_Integrity_Profile.xmi' xmlns:ISF='http://www.magicdraw.com/schemas/ISF.xmi' xmlns:DSL_Customization='http://www.magicdraw.com/schemas/DSL_Customization.xmi'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
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</xmi:Extension>
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<xmi:Documentation>
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<xmi:exporter>MagicDraw UML</xmi:exporter>
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<xmi:exporterVersion>17.0.5</xmi:exporterVersion>
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</xmi:Documentation>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
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</xmi:Extension>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<plugin pluginName='SysML' pluginVersion='17.0.5'/>
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<plugin pluginName='SSCAE Project Usage Integrity Checker' pluginVersion='17050.1.9'/>
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<req_resource resourceID='1440' resourceName='SysML' resourceValueName='SysML Profile.mdzip'/>
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<req_resource resourceID='1440' resourceName='SysML' resourceValueName='MD_customization_for_SysML.mdzip'/>
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<req_resource resourceID='1440' resourceName='SysML' resourceValueName='SysML Block Definition Diagram'/>
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<req_resource resourceID='1440' resourceName='SysML' resourceValueName='SysML'/>
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<req_resource resourceID='75319' resourceName='SSCAE Project Usage Integrity Checker' resourceValueName='SSCAE Project Usage Integrity Checker'/>
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</xmi:Extension>
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<xmi:Documentation>
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<xmi:exporter>MagicDraw UML</xmi:exporter>
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<xmi:exporterVersion>17.0.5</xmi:exporterVersion>
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</xmi:Documentation>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<plugin pluginName='SysML' pluginVersion='17.0.5'/>
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<plugin pluginName='SSCAE Project Usage Integrity Checker' pluginVersion='17050.1.9'/>
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<req_resource resourceID='1440' resourceName='SysML' resourceValueName='SysML Profile.mdzip'/>
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<req_resource resourceID='1440' resourceName='SysML' resourceValueName='MD_customization_for_SysML.mdzip'/>
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<req_resource resourceID='1440' resourceName='SysML' resourceValueName='SysML Block Definition Diagram'/>
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<req_resource resourceID='1440' resourceName='SysML' resourceValueName='SysML'/>
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<req_resource resourceID='75319' resourceName='SSCAE Project Usage Integrity Checker' resourceValueName='SSCAE Project Usage Integrity Checker'/>
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</xmi:Extension>
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<uml:Model xmi:type='uml:Model' xmi:id='_17_0_5_1_9120299_1432662666197_968211_23253' xmi:uuid='aaa0303f-5454-49ab-b8f0-d5f836280e29' name='Data'>
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<packagedElement xmi:type='uml:Package' xmi:id='_17_0_5_1_9120299_1432662666197_510929_23254' xmi:uuid='6a3d52c7-bc3e-4c81-90ce-7480c6aa854b' name='ISFCore'>
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<packagedElement xmi:type='uml:Package' xmi:id='_17_0_5_1_9120299_1432662666198_28210_23255' xmi:uuid='b0cbed05-c938-4c09-88c0-09fe5d5bc993' name='Svc'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'>
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<packagedElement href='local:/PROJECT-e7a921a4-afa7-4c83-83b0-c2be73067481?resource=com.nomagic.magicdraw.uml_umodel.shared_umodel#_17_0_2_2_9120299_1420667684631_647758_27643'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<referenceExtension referentPath='ISFCore::Svc::RateGroupDriver' referentType='Package'/>
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</xmi:Extension>
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</packagedElement>
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</modelPart>
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</xmi:Extension>
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<packagedElement xmi:type='uml:Package' xmi:id='_17_0_2_2_9120299_1420667684631_647758_27643' xmi:uuid='23311ae6-e7f1-4686-bf26-b2d414db1515' name='RateGroupDriver' URI='Svc/RateGroupDriver'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<modelExtension>
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<ownedDiagram xmi:type='uml:Diagram' xmi:id='_17_0_2_2_9120299_1420668273910_413290_27707' xmi:uuid='7a799c53-3ed9-4192-b0a5-7a88de068f75' name='RateGroupDriver BDD' visibility='public' ownerOfDiagram='_17_0_2_2_9120299_1420667684631_647758_27643'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<diagramRepresentation>
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<diagram:DiagramRepresentationObject ID='_17_0_2_2_9120299_1420668273923_181611_27727' diagramProperties='3c 3f 78 6d 6c 20 76 65 72 73 69 6f 6e 3d 27 31 2e 30 27 20 65 6e 63 6f 64 69 6e 67 3d 27 55 54 46 2d 38 27 3f 3e a a 3c 50 72 6f 70 65 72 74 79 56 69 73 69 74 6f 72 41 63 63 65 70 74 6f 72 3e a 9 3c 6d 64 45 6c 65 6d 65 6e 74 20 65 6c 65 6d 65 6e 74 43 6c 61 73 73 3d 27 50 72 6f 70 65 72 74 79 4d 61 6e 61 67 65 72 27 3e a 9 9 3c 70 72 6f 70 65 72 74 79 4d 61 6e 61 67 65 72 49 44 3e 5f 31 37 5f 30 5f 35 5f 31 5f 62 38 39 30 32 64 64 5f 31 34 34 32 32 34 38 35 39 35 36 30 35 5f 33 34 33 31 38 37 5f 31 33 30 30 34 3c 2f 70 72 6f 70 65 72 74 79 4d 61 6e 61 67 65 72 49 44 3e a 9 9 3c 6d 64 45 6c 65 6d 65 6e 74 20 65 6c 65 6d 65 6e 74 43 6c 61 73 73 3d 27 43 6f 6c 6f 72 50 72 6f 70 65 72 74 79 27 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 49 44 3e 50 45 4e 5f 43 4f 4c 4f 52 3c 2f 70 72 6f 70 65 72 74 79 49 44 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e 50 45 4e 5f 43 4f 4c 4f 52 5f 44 45 53 43 52 49 50 54 49 4f 4e 3c 2f 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e a 9 9 9 3c 76 61 6c 75 65 20 78 6d 69 3a 76 61 6c 75 65 3d 27 2d 31 2e 36 37 37 36 39 36 31 45 37 27 2f 3e a 9 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 3c 2f 50 72 6f 70 65 72 74 79 56 69 73 69 74 6f 72 41 63 63 65 70 74 6f 72 3e ' diagramStyleID='_17_0_5_1_b8902dd_1442247338183_226199_12865' initialFrameSizeSet='true' requiredFeature='com.nomagic.magicdraw.plugins.impl.sysml#SysML;MD_customization_for_SysML.mdzip;UML_Standard_Profile.mdzip' type='SysML Block Definition Diagram' umlType='Class Diagram' xmi:id='_KZ5kwJa5EeSNMvg1jXWtyw' xmi:version='2.0' xmlns:binary='http://www.nomagic.com/ns/cameo/client/binary/1.0' xmlns:diagram='http://www.nomagic.com/ns/magicdraw/core/diagram/1.0' xmlns:xmi='http://www.omg.org/XMI' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance'>
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<diagramContents contentHash='83104d1b-1e91-4367-acde-0013f4cd841b' exporterName='MagicDraw UML' exporterVersion='17.0.5' xmi:id='_KZ5kwZa5EeSNMvg1jXWtyw'>
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<binaryObject streamContentID='BINARY-d0c1df3f-7290-409d-bf54-d09cc36ff34b' xmi:id='_KZ5kwpa5EeSNMvg1jXWtyw' xsi:type='binary:StreamIdentityBinaryObject'/>
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<usedObjects href='#_17_0_2_2_9120299_1420668273910_413290_27707'/>
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<usedObjects href='#_17_0_2_2_9120299_1420667847640_789343_27676'/>
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<usedObjects href='#_17_0_2_2_9120299_1420667847639_248286_27673'/>
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<usedObjects href='#_17_0_2_2_9120299_1420667847638_389452_27672'/>
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<usedElements>_17_0_2_2_9120299_1420667847639_248286_27673</usedElements>
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<usedElements>_17_0_2_2_9120299_1420667847640_789343_27676</usedElements>
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<usedElements>_17_0_2_2_9120299_1420668273910_413290_27707</usedElements>
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<usedElements>_17_0_2_2_9120299_1420667847638_389452_27672</usedElements>
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</diagramContents>
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</diagram:DiagramRepresentationObject>
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</diagramRepresentation>
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</xmi:Extension>
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</ownedDiagram>
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</modelExtension>
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</xmi:Extension>
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<packagedElement xmi:type='uml:Class' xmi:id='_17_0_2_2_9120299_1420667847638_389452_27672' xmi:uuid='9f8f6e55-646d-4bc4-b3d9-779bec8f76cd' name='RateGroupDriver'>
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<ownedAttribute xmi:type='uml:Port' xmi:id='_17_0_2_2_9120299_1420667847639_248286_27673' xmi:uuid='f4c1b940-2972-4452-9959-9500398bf35c' name='CycleIn' visibility='public' aggregation='composite'>
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<type href='CycleModule.mdxml#_17_0_5_1_9120299_1439830351335_265314_12344'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<referenceExtension referentPath='ISFCore::Svc::Cycle::Cycle' referentType='Class'/>
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</xmi:Extension>
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</type>
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</ownedAttribute>
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<ownedAttribute xmi:type='uml:Port' xmi:id='_17_0_2_2_9120299_1420667847640_789343_27676' xmi:uuid='3a157204-edc0-4025-9427-d03376915691' name='CycleOut' visibility='public' aggregation='composite'>
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<type href='CycleModule.mdxml#_17_0_5_1_9120299_1439830351335_265314_12344'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<referenceExtension referentPath='ISFCore::Svc::Cycle::Cycle' referentType='Class'/>
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</xmi:Extension>
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</type>
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<lowerValue xmi:type='uml:LiteralInteger' xmi:id='_17_0_5_1_9120299_1442242648521_66007_13232' xmi:uuid='178afe0b-b811-43aa-8b97-541afb38522f' value='3'/>
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<upperValue xmi:type='uml:LiteralUnlimitedNatural' xmi:id='_17_0_5_1_9120299_1442242648521_133787_13233' xmi:uuid='323ee4d2-a8dd-4142-899d-e39ae5b384f5' value='3'/>
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</ownedAttribute>
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</packagedElement>
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<packagedElement xmi:type='uml:Collaboration' xmi:id='_17_0_5_1_b8902dd_1442247481596_432530_12868' xmi:uuid='d057274f-ffc5-4810-bd62-9f875627f25a' name='RateGroupDriver Cycling' classifierBehavior='_17_0_5_1_b8902dd_1442247481591_110522_12867'>
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<ownedBehavior xmi:type='uml:Interaction' xmi:id='_17_0_5_1_b8902dd_1442247481591_110522_12867' xmi:uuid='f0dc41f0-6811-413d-b12b-a387a90c42b5' name='RateGroupDriver Cycling'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<modelExtension>
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<ownedDiagram xmi:type='uml:Diagram' xmi:id='_17_0_5_1_b8902dd_1442247481586_668201_12866' xmi:uuid='ba38ad78-6d2b-4c56-bfbe-77ec645f8add' name='RateGroupDriver Cycling' visibility='public' context='_17_0_5_1_b8902dd_1442247481591_110522_12867' ownerOfDiagram='_17_0_5_1_b8902dd_1442247481591_110522_12867'>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<diagramRepresentation>
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<diagram:DiagramRepresentationObject ID='_17_0_5_1_b8902dd_1442247481609_820559_12888' diagramStyleID='_17_0_5_1_b8902dd_1442247338183_226199_12865' initialFrameSizeSet='true' requiredFeature=';UML_Standard_Profile.mdzip^UML_FEATURE' type='Sequence Diagram' umlType='Sequence Diagram' xmi:id='_K7NWoFr8EeWvYOKJZgfwXw' xmi:version='2.0' xmlns:binary='http://www.nomagic.com/ns/cameo/client/binary/1.0' xmlns:diagram='http://www.nomagic.com/ns/magicdraw/core/diagram/1.0' xmlns:xmi='http://www.omg.org/XMI' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance'>
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<diagramContents contentHash='e61ccd66-12a3-4981-b154-c38ae864d84a' exporterName='MagicDraw UML' exporterVersion='17.0.5' xmi:id='_K7NWoVr8EeWvYOKJZgfwXw'>
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<binaryObject streamContentID='BINARY-f3d9ac96-c320-4914-bbf0-aaac0164a1de' xmi:id='_K7NWolr8EeWvYOKJZgfwXw' xsi:type='binary:StreamIdentityBinaryObject'/>
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<usedObjects href='#_17_0_5_1_b8902dd_1442247655550_324159_12941'/>
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<usedObjects href='#_17_0_5_1_b8902dd_1442247535489_268501_12913'/>
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<usedObjects href='#_17_0_5_1_b8902dd_1442247481586_668201_12866'/>
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<usedObjects href='#_17_0_5_1_b8902dd_1442247689900_723402_12953'/>
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<usedObjects href='#_17_0_5_1_b8902dd_1442247642312_997917_12927'/>
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<usedObjects href='#_17_0_5_1_b8902dd_1442247713826_300808_12985'/>
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<usedObjects href='#_17_0_5_1_b8902dd_1442247521851_319234_12900'/>
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<usedElements>_17_0_5_1_b8902dd_1442247713826_300808_12985</usedElements>
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<usedElements>_17_0_5_1_b8902dd_1442247655550_324159_12941</usedElements>
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<usedElements>_17_0_5_1_b8902dd_1442247521851_319234_12900</usedElements>
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<usedElements>_17_0_5_1_b8902dd_1442247642312_997917_12927</usedElements>
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<usedElements>_17_0_5_1_b8902dd_1442247535489_268501_12913</usedElements>
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<usedElements>_17_0_5_1_b8902dd_1442247481586_668201_12866</usedElements>
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<usedElements>_17_0_5_1_b8902dd_1442247689900_723402_12953</usedElements>
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</diagramContents>
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</diagram:DiagramRepresentationObject>
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</diagramRepresentation>
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</xmi:Extension>
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</ownedDiagram>
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</modelExtension>
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</xmi:Extension>
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<ownedAttribute xmi:type='uml:Property' xmi:id='_17_0_5_1_b8902dd_1442247521852_86503_12901' xmi:uuid='510a7832-a325-4268-90b4-26af6c7bfb7a' name='Caller' visibility='private'/>
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<ownedAttribute xmi:type='uml:Property' xmi:id='_17_0_5_1_b8902dd_1442247535490_535333_12914' xmi:uuid='39bfeabe-35f0-4aa0-bbd1-c4505ad062e0' visibility='private' type='_17_0_2_2_9120299_1420667847638_389452_27672'/>
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<ownedAttribute xmi:type='uml:Property' xmi:id='_17_0_5_1_b8902dd_1442247642313_806642_12928' xmi:uuid='30393225-70b9-48d2-8445-d4b5d8ff91bb' name='RateGroup' visibility='private'/>
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<fragment xmi:type='uml:MessageOccurrenceSpecification' xmi:id='_17_0_5_1_b8902dd_1442247655554_388444_12942' xmi:uuid='177678b5-c203-4652-8d88-9465617b00cf' visibility='public' message='_17_0_5_1_b8902dd_1442247655550_324159_12941'>
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<covered xmi:idref='_17_0_5_1_b8902dd_1442247521851_319234_12900'/>
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</fragment>
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<fragment xmi:type='uml:MessageOccurrenceSpecification' xmi:id='_17_0_5_1_b8902dd_1442247655555_510629_12943' xmi:uuid='007025e1-f352-4688-a17a-a639a1fd03bd' visibility='public' message='_17_0_5_1_b8902dd_1442247655550_324159_12941'>
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<covered xmi:idref='_17_0_5_1_b8902dd_1442247535489_268501_12913'/>
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</fragment>
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<fragment xmi:type='uml:CombinedFragment' xmi:id='_17_0_5_1_b8902dd_1442247689900_723402_12953' xmi:uuid='bebaa62d-e53e-4bdc-b120-f62a81ca60d0' visibility='public' interactionOperator='loop'>
|
|
<covered xmi:idref='_17_0_5_1_b8902dd_1442247535489_268501_12913'/>
|
|
<covered xmi:idref='_17_0_5_1_b8902dd_1442247642312_997917_12927'/>
|
|
<operand xmi:type='uml:InteractionOperand' xmi:id='_17_0_5_1_b8902dd_1442247689900_125122_12954' xmi:uuid='ae03b4d6-3d9f-4a75-8bfe-e8612a19803d' visibility='public'>
|
|
<fragment xmi:type='uml:MessageOccurrenceSpecification' xmi:id='_17_0_5_1_b8902dd_1442247713827_21997_12986' xmi:uuid='adac9d25-e7bf-4d52-a47a-85fc76509c65' visibility='public' message='_17_0_5_1_b8902dd_1442247713826_300808_12985'>
|
|
<covered xmi:idref='_17_0_5_1_b8902dd_1442247535489_268501_12913'/>
|
|
</fragment>
|
|
<fragment xmi:type='uml:MessageOccurrenceSpecification' xmi:id='_17_0_5_1_b8902dd_1442247713828_694919_12987' xmi:uuid='6abf65e0-0eaa-4bbd-a466-184b51934fbf' visibility='public' message='_17_0_5_1_b8902dd_1442247713826_300808_12985'>
|
|
<covered xmi:idref='_17_0_5_1_b8902dd_1442247642312_997917_12927'/>
|
|
</fragment>
|
|
<guard xmi:type='uml:InteractionConstraint' xmi:id='_17_0_5_1_b8902dd_1442247702004_152334_12969' xmi:uuid='0ae953ea-1168-4a53-ab87-744d3e1ba3c8'>
|
|
<specification xmi:type='uml:LiteralString' xmi:id='_17_0_5_1_b8902dd_1442247702005_397210_12970' xmi:uuid='88688c22-5c60-4f16-9d33-bbeeba45e300' value='for each output port'/>
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|
</guard>
|
|
</operand>
|
|
</fragment>
|
|
<lifeline xmi:type='uml:Lifeline' xmi:id='_17_0_5_1_b8902dd_1442247521851_319234_12900' xmi:uuid='39261f2d-a102-41cb-9b4f-4e1402982f7f' visibility='public' represents='_17_0_5_1_b8902dd_1442247521852_86503_12901'>
|
|
<coveredBy xmi:idref='_17_0_5_1_b8902dd_1442247655554_388444_12942'/>
|
|
</lifeline>
|
|
<lifeline xmi:type='uml:Lifeline' xmi:id='_17_0_5_1_b8902dd_1442247535489_268501_12913' xmi:uuid='f3643b8c-7485-44c9-8b12-7ee88276f0dc' name='rateGroupDriverComp' visibility='public' represents='_17_0_5_1_b8902dd_1442247535490_535333_12914'>
|
|
<coveredBy xmi:idref='_17_0_5_1_b8902dd_1442247655555_510629_12943'/>
|
|
<coveredBy xmi:idref='_17_0_5_1_b8902dd_1442247689900_723402_12953'/>
|
|
<coveredBy xmi:idref='_17_0_5_1_b8902dd_1442247713827_21997_12986'/>
|
|
</lifeline>
|
|
<lifeline xmi:type='uml:Lifeline' xmi:id='_17_0_5_1_b8902dd_1442247642312_997917_12927' xmi:uuid='a354bf18-af53-44d2-8744-e3b6acff70a6' visibility='public' represents='_17_0_5_1_b8902dd_1442247642313_806642_12928'>
|
|
<coveredBy xmi:idref='_17_0_5_1_b8902dd_1442247689900_723402_12953'/>
|
|
<coveredBy xmi:idref='_17_0_5_1_b8902dd_1442247713828_694919_12987'/>
|
|
</lifeline>
|
|
<message xmi:type='uml:Message' xmi:id='_17_0_5_1_b8902dd_1442247655550_324159_12941' xmi:uuid='5164e56d-335d-45cd-9ee6-ec7212d7965e' name='CycleIn()' visibility='public' receiveEvent='_17_0_5_1_b8902dd_1442247655555_510629_12943' sendEvent='_17_0_5_1_b8902dd_1442247655554_388444_12942'/>
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<md.ce.cppAnsi.rt.options:CppLanguageOptions xmi:id="_ouHBwAmGEeW3AuYZgoTAxQ" header="@(#) $FILE_NAME" documentationProcessorID="STANDARD_PROCESSOR" macros="//This file contains a list of explicit macros to be expanded before reverse engineering
#define ODBCXX_EXPORT
#define __EXPORT

//Type Casting of MFC Class Objects
#define DYNAMIC_DOWNCAST( class, pointer )
#define STATIC_DOWNCAST( class_name, pobject )

//Run-Time Object Model Services
#define DECLARE_DYNAMIC( class_name )
#define DECLARE_DYNCREATE( class_name )
#define DECLARE_SERIAL( class_name )
#define IMPLEMENT_DYNAMIC( class_name, base_class_name )
#define IMPLEMENT_DYNCREATE( class_name, base_class_name )
#define IMPLEMENT_SERIAL( class_name, base_class_name, wSchema )
#define RUNTIME_CLASS( class_name )
#define DECLARE_OLECREATE( class_name )
#define IMPLEMENT_OLECREATE( class_name, external_name, l, w1, w2, b1, b2, b3, b4, b5, b6, b7, b8 )

//Diagnostic Services
#define ASSERT( booleanExpression )
#define ASSERT_KINDOF( classname, pobject )
#define ASSERT_VALID( pObject )
#define TRACE( exp )
#define TRACE0( exp )
#define TRACE1( exp, param1 )
#define TRACE2( exp, param1, param2 )
#define TRACE3( exp, param1, param2, param3 )
#define VERIFY( booleanExpression )

//Exception processing
#define TRY
#define CATCH( exception_class, exception_object_pointer_name )
#define CATCH_ALL( exception_object_pointer_name )
#define AND_CATCH( exception_class, exception_object_pointer_name )
#define AND_CATCH_ALL( exception_object_pointer_name )
#define END_CATCH
#define END_CATCH_ALL
#define THROW( exception_object_pointer )
#define THROW_LAST( )

//Message Map Macros
#define DECLARE_MESSAGE_MAP( )
#define BEGIN_MESSAGE_MAP( theClass, baseClass )
#define END_MESSAGE_MAP( )
#define ON_COMMAND( id, memberFxn )
#define ON_CONTROL( wNotifyCode, id, memberFxn )
#define ON_MESSAGE( message, memberFxn )
#define ON_OLECMD( pguid, olecmdid, id )
#define ON_REGISTERED_MESSAGE( nMessageVariable, memberFxn )
#define ON_REGISTERED_THREAD_MESSAGE( nMessageVariable, memberFxn )
#define ON_THREAD_MESSAGE( message, memberFxn )
#define ON_UPDATE_COMMAND_UI( id, memberFxn )
#define ON_COMMAND_RANGE( id1, id2, memberFxn )
#define ON_UPDATE_COMMAND_UI_RANGE( id1, id2, memberFxn )
#define ON_CONTROL_RANGE( wNotifyCode, id1, id2, memberFxn )
#define ON_WM_CREATE( )
#define ON_WM_DESTROY( )
#define ON_NOTIFY( wNotifyCode, id, memberFxn )
#define ON_WM_TIMER( )
#define ON_WM_SYSCOMMAND( )
#define ON_BN_CLICKED( id, memberFxn )
#define ON_WM_PAINT( )
#define ON_WM_QUERYDRAGICON( )
#define ON_WM_SIZE( )

//Application information and management
BOOL AFXAPI AfxWinInit( HINSTANCE hInstance, HINSTANCE hPrevInstance, LPTSTR lpCmdLine, int nCmdShow )

//Database Macros and Globals
#define AFX_ODBC_CALL( SQLFunc )
#define AFX_SQL_ASYNC( prs, SQLFunc )
#define AFX_SQL_SYNC( SQLFunc )

//Internet Server API (ISAPI) Parse Maps
#define BEGIN_PARSE_MAP( theClass, baseClass )
#define ON_PARSE_COMMAND( FnName, mapClass, Args )
#define ON_PARSE_COMMAND_PARAMS( Params )
#define DEFAULT_PARSE_COMMAND( FnName, mapClass )
#define END_PARSE_MAP( theClass )

//Internet Server API (ISAPI) Diagnostic Macros
#define ISAPIASSERT( booleanExpression )
#define ISAPITRACE( exp )
#define ISAPITRACE0( exp )
#define ISAPITRACE1( exp, param1 )
#define ISAPITRACE2( exp, param1, param2 )
#define ISAPITRACE3( exp, param1, param2, param3 )
#define ISAPIVERIFY( booleanExpression )


// OLE Dispatch Maps
#define DECLARE_DISPATCH_MAP( )
#define BEGIN_DISPATCH_MAP( theClass, baseClass )
#define END_DISPATCH_MAP( )
#define DISP_FUNCTION( theClass, pszName, pfnMember, vtRetVal, vtsParams )
#define DISP_PROPERTY( theClass, pszName, memberName, vtPropType )
#define DISP_PROPERTY_EX( theClass, pszName, memberGet, memberSet, vtPropType )
#define DISP_PROPERTY_NOTIFY( theClass, szExternalName, memberName, pfnAfterSet, vtPropType )
#define DISP_PROPERTY_NOTIFY( theClass, pszExternalName, pfnGet, pfnSet, vtPropType, vtsParams )
#define DISP_DEFVALUE( theClass, pszName )

// OLE Type Library Access
#define DECLARE_OLETYPELIB( class_name )
#define IMPLEMENT_OLETYPELIB( class_name, tlid, wVerMajor, wVerMinor )

// OLE Property Pages
#define BEGIN_PROPPAGEIDS( class_name, count )
#define END_PROPPAGEIDS( class_name )
#define PROPPAGEID( clsid )

// OLE Event Maps
#define DECLARE_EVENT_MAP( )
#define BEGIN_EVENT_MAP( theClass, baseClass )
#define END_EVENT_MAP( )
#define EVENT_CUSTOM( pszName, pfnFire, vtsParams )
#define EVENT_CUSTOM_ID( pszName, dispid, pfnFire, vtsParams )
#define ON_OLEVERB( idsVerbName, memberFxn )
#define ON_STDOLEVERB( iVerb, memberFxn )

// OLE Event Sink Maps
#define BEGIN_EVENTSINK_MAP( theClass, baseClass )
#define DECLARE_EVENTSINK_MAP( )
#define END_EVENTSINK_MAP( )
#define ON_EVENT( theClass, id, dispid, pfnHandler, vtsParams )
#define ON_EVENT_RANGE( theClass, idFirst, idLast, dispid, pfnHandler, vtsParams )
#define ON_EVENT_REFLECT( theClass, dispid, pfnHandler, vtsParams )
#define ON_PROPNOTIFY( theClass, id, dispid, pfnRequest, pfnChanged )
#define ON_PROPNOTIFY_RANGE( theClass, idFirst, idLast, dispid, pfnRequest, pfnChanged )
#define ON_PROPNOTIFY_REFLECT( theClass, dispid, pfnRequest, pfnChanged )

// OLE Connection Maps
#define BEGIN_CONNECTION_PART( theClass, localClass )
#define END_CONNECTION_PART( localClass )
#define CONNECTION_IID( iid )
#define DECLARE_CONNECTION_MAP( )
#define BEGIN_CONNECTION_MAP( theClass, theBase )
#define END_CONNECTION_MAP( )
#define CONNECTION_PART( theClass, iid, localClass )

// OLE Registering OLE Controls
BOOL AFXAPI AfxOleRegisterPropertyPageClass( HINSTANCE hInstance, REFCLSID clsid, UINT idTypeName, int nRegFlags )

// OLE Class Factories and Licensing
#define DECLARE_OLECREATE_EX( class_name )
#define IMPLEMENT_OLECREATE_EX( class_name, external_name, l, w1, w2, b1, b2, b3, b4, b5, b6, b7, b8 )
#define BEGIN_OLEFACTORY( class_name )
#define END_OLEFACTORY( class_name )

//ATL
#define DECLARE_AGGREGATABLE( x )
#define DECLARE_CLASSFACTORY( )
#define DECLARE_CLASSFACTORY_EX( cf )
#define DECLARE_CLASSFACTORY2( lic )
#define DECLARE_CLASSFACTORY_AUTO_THREAD( )
#define DECLARE_CLASSFACTORY_SINGLETON( obj )
#define DECLARE_GET_CONTROLLING_UNKNOWN( )
#define DECLARE_NOT_AGGREGATABLE( x )
#define DECLARE_ONLY_AGGREGATABLE( x )
#define DECLARE_POLY_AGGREGATABLE( x )
#define DECLARE_PROTECT_FINAL_CONSTRUCT( )
#define BEGIN_CATEGORY_MAP( theClass )
#define END_CATEGORY_MAP( )
#define IMPLEMENTED_CATEGORY( catID )
#define REQUIRED_CATEGORY( catID )
#define BEGIN_COM_MAP( x )
#define COM_INTERFACE_ENTRY( x )
#define COM_INTERFACE_ENTRY_IID( iid, x )
#define COM_INTERFACE_ENTRY2( x, x2 )
#define COM_INTERFACE_ENTRY2_IID( iid, x, x2 )
#define COM_INTERFACE_ENTRY_FUNC( iid, dw, func )
#define COM_INTERFACE_ENTRY_FUNC_BLIND( dw, func )
#define COM_INTERFACE_ENTRY_TEAR_OFF( iid, x )
#define COM_INTERFACE_ENTRY_CACHED_TEAR_OFF( iid, x, punk )
#define COM_INTERFACE_ENTRY_AGGREGATE( iid, punk )
#define COM_INTERFACE_ENTRY_AGGREGATE_BLIND( punk )
#define COM_INTERFACE_ENTRY_AUTOAGGREGATE( iid, punk, clsid )
#define COM_INTERFACE_ENTRY_AUTOAGGREGATE_BLIND( punk, clsid )
#define COM_INTERFACE_ENTRY_CHAIN( classname )
#define COM_INTERFACE_ENTRY_BREAK( x )
#define COM_INTERFACE_ENTRY_NOINTERFACE( x )
#define END_COM_MAP( )

#define BEGIN_SINK_MAP( _class )
#define END_SINK_MAP( )
#define SINK_ENTRY( id, dispid, fn )
#define SINK_ENTRY_EX( id, iid, dispid, fn )
#define SINK_ENTRY_INFO( id, iid, dispid, fn, info)
#define BEGIN_CONNECTION_POINT_MAP( x )
#define CONNECTION_POINT_ENTRY( iid )
#define END_CONNECTION_POINT_MAP( )
#define BEGIN_EXTENSION_SNAPIN_NODEINFO_MAP( classname )
#define BEGIN_SNAPINTOOLBARID_MAP( _class )
#define END_EXTENSION_SNAPIN_NODEINFO_MAP( )
#define END_SNAPINTOOLBARID_MAP( _class )
#define EXTENSION_SNAPIN_DATACLASS( dataClass )
#define EXTENSION_SNAPIN_NODEINFO_ENTRY( dataClass )
#define SNAPINMENUID( id )
#define SNAPINTOOLBARID_ENTRY( id )
#define ATLTRACE( exp )
#define ATLTRACENOTIMPL( funcname )
#define ATLTRACE2( DWORD category, UINT level, LPCSTR lpszFormat, ... )
#define BEGIN_MSG_MAP( theClass )
#define MESSAGE_HANDLER( msg, func )
#define MESSAGE_RANGE_HANDLER( msgFirst, msgLast, func )
#define COMMAND_HANDLER( id, code, func )
#define COMMAND_ID_HANDLER( id, func )
#define COMMAND_RANGE_HANDLER( idFirst, idLast, func )
#define NOTIFY_HANDLER( id, cd, func )
#define NOTIFY_ID_HANDLER( id, func )
#define NOTIFY_CODE_HANDLER( cd, func )
#define NOTIFY_RANGE_HANDLER( idFirst, idLast, func )
#define CHAIN_MSG_MAP( theChainClass )
#define CHAIN_MSG_MAP_MEMBER( theChainMember )
#define CHAIN_MSG_MAP_ALT( theChainClass, msgMapID )
#define CHAIN_MSG_MAP_ALT_MEMBER( theChainMember, msgMapID )
#define CHAIN_MSG_MAP_DYNAMIC( dynaChainID )
#define END_MSG_MAP( )
#define ALT_MSG_MAP( msgMapID )
#define DECLARE_EMPTY_MSG_MAP( )
#define COMMAND_CODE_HANDLER( code, func )
#define REFLECT_NOTIFICATIONS( )
#define DEFAULT_REFLECTION_HANDLER( )
#define BEGIN_OBJECT_MAP( x )
#define OBJECT_ENTRY( clsid, class )
#define OBJECT_ENTRY_NON_CREATEABLE( class )
#define END_OBJECT_MAP( )
#define DECLARE_OBJECT_DESCRIPTION( x )
#define BEGIN_PROP_MAP( theClass )
#define PROP_DATA_ENTRY( szDesc, member, vt )
#define PROP_ENTRY( szDesc, dispid, clsid )
#define PROP_ENTRY_EX( szDesc, dispid, clsid, iidDispatch )
#define PROP_PAGE( clsid )
#define END_PROPERTY_MAP( )
#define DECLARE_NO_REGISTRY( )
#define DECLARE_REGISTRY( class, pid, vpid, nid, flags )
#define DECLARE_REGISTRY_RESOURCE( x )
#define DECLARE_REGISTRY_RESOURCEID( x )
#define BEGIN_SERVICE_MAP( theClass )
#define END_SERVICE_MAP( )
#define SERVICE_ENTRY( SID )
#define SERVICE_ENTRY_CHAIN( punk )
#define IMPLEMENT_BOOL_STOCKPROP( fname, pname, dispid )
#define IMPLEMENT_BSTR_STOCKPROP( fname, pname, dispid )
#define IMPLEMENT_STOCKPROP( type, fname, pname, dispid )
#define A2BSTR(lpa)
#define OLE2A(lpa)
#define T2A(lpa)
#define W2A(lpa)
#define A2COLE(lpa)
#define OLE2BSTR(lpa)
#define T2BSTR(lpa)
#define W2BSTR(lpa)
#define A2CT(lpa)
#define OLE2CA(lpa)
#define T2CA(lpa)
#define W2CA(lpa)
#define A2CW(lpa)
#define OLE2CT(lpa)
#define T2COLE(lpa)
#define W2COLE(lpa)
#define A2OLE(lpa)
#define OLE2CW(lpa)
#define T2CW(lpa)
#define W2CT(lpa)
#define A2T(lpa)
#define OLE2T(lpa)
#define T2OLE(lpa)
#define W2OLE(lpa)
#define A2W(lpa)
#define OLE2W(lpa)
#define T2W(lpa)
#define W2T(lpa)
#define DEVMODEA2W(lpa)
#define TEXTMETRICA2W(lpa)
#define DEVMODEOLE2T(lpa)
#define TEXTMETRICOLE2T(lpa)
#define DEVMODET2OLE(lpa)
#define TEXTMETRICT2OLE(lpa)
#define DEVMODEW2A(lpa)
#define TEXTMETRICW2A(lpa)
#define DECLARE_WND_CLASS( WndClassName )
#define DECLARE_WND_SUPERCLASS( WndClassName, OrigWndClassName )
#define DECLARE_WND_CLASS_EX( WndClassName, style, bkgnd )

// OLE DB
#define BEGIN_ACCESSOR( num, bAuto )
#define BEGIN_ACCESSOR_MAP( x, num )
#define END_ACCESSOR( )
#define END_ACCESSOR_MAP( )
#define BEGIN_COLUMN_MAP( x )
#define BOOKMARK_ENTRY( variable )
#define COLUMN_ENTRY( nOrdinal, data )
#define COLUMN_ENTRY_TYPE ( nOrdinal, wType, data )
#define COLUMN_ENTRY_TYPE_SIZE( nOrdinal, wType, nLength, data )
#define BLOB _ENTRY( nOrdinal, IID, flags, data )
#define COLUMN_ENTRY_EX( nOrdinal, wType, nLength, nPrecision, nScale, data, length, status )
#define COLUMN_ENTRY_LENGTH( nOrdinal, data, length )
#define COLUMN_ENTRY_LENGTH_STATUS( nOrdinal, data, length, status )
#define COLUMN_ENTRY_PS( nOrdinal, nPrecision, nScale, data ) 
#define COLUMN_ENTRY_PS_LENGTH( nOrdinal, nPrecision, nScale, data, length )
#define COLUMN_ENTRY_PS_STATUS( nOrdinal, nPrecision, nScale, data, status )
#define COLUMN_ENTRY_PS_LENGTH_STATUS( nOrdinal, nPrecision, nScale, data, length, status )
#define COLUMN_ENTRY_STATUS( nOrdinal, data, status )
#define END_COLUMN_MAP( )
#define DEFINE_COMMAND( x, szCommand )
#define BEGIN_PARAM_MAP( x )
#define END_PARAM_MAP( )
#define SET_PARAM_TYPE( type )
#define BEGIN_PROPERTY_SET( pguid )
#define BEGIN_PROPERTY_SET(pguid, flags)
#define BEGIN_PROPSET_MAP( Class )
#define CHAIN_PROPERTY_SET( ChainClass )
#define END_PROPERTY_SET( guid )
#define END_PROPSET_MAP( )
#define PROPERTY_INFO_ENTRY( dwPropID )
#define PROPERTY_INFO_ENTRY( dwPropID, vt, dwFlags, value, options)
#define PROPERTY_INFO_ENTRY( dwPropID, value )
#define BEGIN_PROVIDER_COLUMN_MAP( theClass ) 
#define END_PROVIDER_COLUMN_MAP( )
#define PROVIDER_COLUMN_ENTRY_GN ( name, ordinal, flags, colSize, dbtype, precision, scale, guid )
#define PROVIDER_COLUMN_ENTRY_FIXED( name, ordinal, dbtype, member )
#define PROVIDER_COLUMN_ENTRY_LENGTH( name, ordinal, size, member )
#define PROVIDER_COLUMN_ENTRY_STR( name, ordinal, member )
#define PROVIDER_COLUMN_ENTRY_WSTR( name, ordinal, member )

// PARSE
#define BEGIN_PARSE_MAP( theClass, baseClass )
#define ON_PARSE_COMMAND( FnName, mapClass, Args )
#define ON_PARSE_COMMAND_PARAMS( Params )
#define DEFAULT_PARSE_COMMAND( FnName, mapClass )
#define END_PARSE_MAP( theClass )
#define END_PROPERTY_SET( guid )
#define BEGIN_PROPSET_MAP( Class )
#define PROPERTY_INFO_ENTRY( dwPropID )
#define END_PROPSET_MAP( )

#define MAKELPARAM(low, high)
#define MAKELRESULT(low, high)
#define MAKELP(sel, off) 
#define SELECTOROF(lp) 
#define OFFSETOF(lp) 
#define FIELDOFFSET(type, field)
#define afx_msg
#define ACE_ALLOC_HOOK_DECLARE

// xerces
#define XERCES_CPP_NAMESPACE_BEGIN namespace xerces {
#define XERCES_CPP_NAMESPACE_END }
#define XERCES_CPP_NAMESPACE_USE using namespace XERCES_CPP_NAMESPACE;
#define XERCES_CPP_NAMESPACE_QUALIFIER XERCES_CPP_NAMESPACE::
#define CDOM_EXPORT
#define ATL_NO_VTABLE
#define PLATFORM_IMPORT
#define PARSERS_EXPORT

// QT
#define Q_AUTOTEST_EXPORT
#define Q_CLASSINFO(name, value)
#define Q_COMPAT_EXPORT
#define Q_CORE_EXPORT
#define Q_CORE_EXPORT_INLINE inline
#define Q_D(Class)
#define Q_DECL_IMPORT
#define Q_DECLARE_ASSOCIATIVE_ITERATOR(map)
#define Q_DECLARE_BUILTIN_METATYPE(TYPE, NAME)
#define Q_DECLARE_EXTENSION_INTERFACE(IFace, IId)
#define Q_DECLARE_FLAGS(Flags, enum)
#define Q_DECLARE_INTERFACE(IFace, IId)
#define Q_DECLARE_METATYPE(txt)
#define Q_DECLARE_MUTABLE_SEQUENTIAL_ITERATOR(c)
#define Q_DECLARE_MUTABLE_ASSOCIATIVE_ITERATOR(c)
#define Q_DECLARE_OPERATORS_FOR_FLAGS(Flags)
#define Q_DECLARE_PRIVATE(Class)
#define Q_DECLARE_PUBLIC(Class)
#define Q_DECLARE_SEQUENTIAL_ITERATOR(name)
#define Q_DECLARE_SHARED(name)
#define Q_DECLARE_TYPEINFO(TYPE, FLAGS)
#define Q_DECL_DEPRECATED
#define Q_DISABLE_COPY(Class)
#define Q_DUMMY_COMPARISON_OPERATOR(c)
#define Q_ENUMS(x)
#define Q_FLAGS(x)
#define Q_GADGET
#define Q_GUI_EXPORT
#define Q_GUI_EXPORT_INLINE inline
#define Q_INLINE_TEMPLATE
#define Q_INTERFACES(x)
#define Q_NETWORK_EXPORT
#define Q_NOREPLY
#define Q_OBJECT
#define Q_OPENGL_EXPORT
#define Q_OUTOFLINE_TEMPLATE inline
#define Q_OVERRIDE(text)
#define Q_PRIVATE_SLOT(d, signature)
#define Q_PROPERTY(text)
#define Q_Q(Class)
#define Q_REQUIRED_RESULT
#define Q_SCRIPTABLE
#define Q_SIGNALS protected
#define Q_SLOTS
#define Q_SQL_EXPORT
#define Q_SVG_EXPORT
#define Q_TESTLIB_EXPORT
#define Q_TYPENAME typename
#define Q_XML_EXPORT

#define QDBUS_EXPORT
#define QDESIGNER_COMPONENTS_EXPORT
#define QDESIGNER_EXTENSION_EXPORT
#define QDESIGNER_SDK_EXPORT
#define QDESIGNER_SHARED_EXPORT
#define QDESIGNER_UILIB_EXPORT
#define QDESIGNER_WIDGET_EXPORT
#define QDOC_PROPERTY(text)

#define QT_ASCII_CAST_WARN
#define QT_ASCII_CAST_WARN_CONSTRUCTOR
#define QT_ASSISTANT_CLIENT_EXPORT
#define QT_BEGIN_HEADER
#define QT_DEPRECATED
#define QT_DEPRECATED_VARIABLE
#define QT_DEPRECATED_CONSTRUCTOR
#define QT_END_HEADER
#define QT_FASTCALL
#define QT_FT_BEGIN_HEADER
#define QT_FT_END_HEADER
#define QT_MOC_COMPAT
#define QT_MODULE(name)
#define QT_STATIC_CONST static const
#define QT_STATIC_CONST_IMPL const
#define QT_TR_NOOP(x)
#define QT_TRANSLATE_NOOP(scope, x)

#define slots
#define signals protected


// Microsoft extension
#define CALLBACK
#define LRESULT void
#define _ENTRY(p1, p2, p3, p4) p1

#define CFX_EXPORT

// GCC
#define __extension__

// Symbian macro
#define _L(string) TPtrC((const TText*) string)
#define _LIT(name,s) const static TListC<sizeof(s)> name = {sizeof(s) -1,s}
#define _LIT8(name,s) const static TListC<sizeof(s)> name = {sizeof(s) -1,s}

#define IMPORT_C /*__declspec(dllimport)*/
#define EXPORT_C /*__declspec(dllexport)*/

#define NONSHARABLE_CLASS(x) class x
#define NONSHARABLE_STRUCT(x) struct x

#define GLREF_D extern
#define GLDEF_D
#define LOCAL_D static
#define GLREF_C extern
#define GLDEF_C
#define LOCAL_C static
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</userDefinedAttributeCreationRule>
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</md.ce.csh.rt.options:CshLanguageOptions>
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<md.ce.msil.rt.options:MsilLanguageOptions xmi:id="_ouIP4AmGEeW3AuYZgoTAxQ" header="@(#) $FILE_NAME" documentationProcessorID="STANDARD_PROCESSOR">
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</userDefinedAttributeCreationRule>
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</md.ce.msil.rt.options:MsilLanguageOptions>
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<md.ce.corbaidl.rt.options:CORBAIDLLanguageOptions xmi:id="_ouIP4wmGEeW3AuYZgoTAxQ" header="@(#) $FILE_NAME" documentationProcessorID="STANDARD_PROCESSOR">
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</userDefinedAttributeCreationRule>
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</md.ce.corbaidl.rt.options:CORBAIDLLanguageOptions>
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</xmi:XMI>
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</filePart>
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</xmi:Extension>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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<filePart name='Binaries.properties' type='XML'>#
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#Mon Sep 14 09:36:35 PDT 2015
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com.nomagic.magicdraw.uml_model.shared_model=BINARY-d0c1df3f-7290-409d-bf54-d09cc36ff34b,BINARY-f3d9ac96-c320-4914-bbf0-aaac0164a1de
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</filePart>
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</xmi:Extension>
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<xmi:Extension extender='MagicDraw UML 17.0.5'>
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